Large Designs: by id
Lehrstuhl II für Mathematik
Universität Bayreuth
D-95440 Bayreuth
Anton Betten
Reinhard Laue
Alfred Wassermann
our references in bibtex format
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something about DISCRETA and designs
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creation date: Thu Mar 11 15:31:45 MET 1999
WARNING: Completeness of know results is attempted only for t >= 6 and v <= 40 in the following list.
0:
0 4-(27,6,115) (complement has $\lambda=138$)
TvT: 4-(26,5,10) $\cup$ 4-(26,6,105) |
1:
1 4-(28,7,368) (complement has $\lambda=1656$) TvT: 4-(27,6,46) $\cup$ 4-(27,7,322) |
design of number 13 with respect to smaller t |
derived from number 40 |
2:
2 4-(28,7,920) (complement has $\lambda=1104$) TvT: 4-(27,6,115) $\cup$ 4-(27,7,805) |
3:
3 4-(29,8,2300) (complement has $\lambda=10350$) TvT: 4-(28,7,368) $\cup$ 4-(28,8,1932) |
design of number 40 with respect to smaller t |
derived from number 42 |
4:
4 4-(29,8,3450) (complement has $\lambda=9200$) TvT: 4-(28,7,552) $\cup$ 4-(28,8,2898) |
design of number 16 with respect to smaller t |
derived from number 24 |
5:
5 4-(29,8,5750) (complement has $\lambda=6900$) TvT: 4-(28,7,920) $\cup$ 4-(28,8,4830) |
6:
6 4-(29,14,759000) (complement has $\lambda=2509760$) TvT: 4-(28,13,303600) $\cup$ 4-(28,14,455400) |
derived from number 9 |
design of number 19 with respect to smaller t |
7:
7 4-(29,15,1035000) (complement has $\lambda=3422400$) supplementary design of number 6 |
residual design of number 9 |
design of number 20 with respect to smaller t |
8:
8 4-(30,15,1794000) (complement has $\lambda=5932160$) Tran van Trung construction with supplementary design for design number 6 |
design of number 9 with respect to smaller t |
9:
9 5-(30,15,759000) (complement has $\lambda=2509760$) Alltop construction for design number 6 |
Tran van Trung construction with supplementary design for design number 19 |
10:
10 4-(30,9,11960) (complement has $\lambda=53820$)
TvT: 4-(29,8,2300) $\cup$ 4-(29,9,9660) |
design of number 42 with respect to smaller t |
11:
11 4-(30,9,17940) (complement has $\lambda=47840$) TvT: 4-(29,8,3450) $\cup$ 4-(29,9,14490) |
design of number 24 with respect to smaller t |
derived from number 26 |
12:
12 4-(31,10,80730) (complement has $\lambda=215280$) TvT: 4-(30,9,17940) $\cup$ 4-(30,10,62790) |
design of number 26 with respect to smaller t |
13:
13 5-(28,7,46) (complement has $\lambda=207$) TvT: 5-(27,6,4) $\cup$ 5-(27,7,42) |
14:
14 4-(27,6,46) (complement has $\lambda=207$) derived from number 13 |
design of number 72 with respect to smaller t |
15:
15 4-(27,7,322) (complement has $\lambda=1449$) residual design of number 13 |
derived from number 4401 |
design of number 7046 with respect to smaller t |
16:
16 5-(29,8,552) (complement has $\lambda=1472$) TvT: 5-(28,7,69) $\cup$ 5-(28,8,483) |
design of number 28 with respect to smaller t |
derived from number 34 |
17:
17 4-(28,7,552) (complement has $\lambda=1472$) derived from number 16 |
design of number 29 with respect to smaller t |
18:
18 4-(28,8,2898) (complement has $\lambda=7728$) residual design of number 16 |
design of number 30 with respect to smaller t |
derived from number 35 |
19:
19 5-(29,14,303600) (complement has $\lambda=1003904$) TvT: 5-(28,13,113850) $\cup$ 5-(28,14,189750) |
20:
20 5-(29,15,455400) (complement has $\lambda=1505856$)
supplementary design of number 19 |
21:
21 4-(28,13,303600) (complement has $\lambda=1003904$) derived from number 19 |
design of number 122 with respect to smaller t |
22:
22 4-(28,14,455400) (complement has $\lambda=1505856$) residual design of number 19 |
derived from number 20 |
Tran van Trung construction with supplementary design for design number 126 |
design of number 131 with respect to smaller t |
23:
23 4-(28,15,579600) (complement has $\lambda=1916544$) residual design of number 20 |
24:
24 5-(30,9,3450) (complement has $\lambda=9200$) TvT: 5-(29,8,552) $\cup$ 5-(29,9,2898) |
design of number 34 with respect to smaller t |
derived from number 37 |
25:
25 4-(29,9,14490) (complement has $\lambda=38640$) residual design of number 24 |
design of number 35 with respect to smaller t |
derived from number 38 |
26:
26 5-(31,10,17940) (complement has $\lambda=47840$) TvT: 5-(30,9,3450) $\cup$ 5-(30,10,14490) |
design of number 37 with respect to smaller t |
27:
27 4-(30,10,62790) (complement has $\lambda=167440$) residual design of number 26 |
design of number 38 with respect to smaller t |
28:
28 6-(29,8,69) (complement has $\lambda=184$) TvT: 6-(28,7,6) $\cup$ 6-(28,8,63) |
29:
29 5-(28,7,69) (complement has $\lambda=184$) derived from number 28 |
design of number 44 with respect to smaller t |
30:
30 5-(28,8,483) (complement has $\lambda=1288$)
residual design of number 28 |
Bluskov |
design of number 7050 with respect to smaller t |
derived from number 7371 |
31:
31 4-(27,6,69) (complement has $\lambda=184$) derived from number 29 |
design of number 45 with respect to smaller t |
32:
32 4-(27,7,483) (complement has $\lambda=1288$) residual design of number 29 |
derived from number 30 |
design of number 46 with respect to smaller t |
33:
33 4-(27,8,2415) (complement has $\lambda=6440$) residual design of number 30 |
derived from number 4470 |
design of number 7051 with respect to smaller t |
34:
34 6-(30,9,552) (complement has $\lambda=1472$) TvT: 6-(29,8,69) $\cup$ 6-(29,9,483) |
35:
35 5-(29,9,2898) (complement has $\lambda=7728$) residual design of number 34 |
derived from number 4192 |
design of number 7371 with respect to smaller t |
36:
36 4-(28,9,11592) (complement has $\lambda=30912$) residual design of number 35 |
derived from number 4193 |
design of number 4470 with respect to smaller t |
37:
37 6-(31,10,3450) (complement has $\lambda=9200$) TvT: 6-(30,9,552) $\cup$ 6-(30,10,2898) |
38:
38 5-(30,10,14490) (complement has $\lambda=38640$) residual design of number 37 |
design of number 4192 with respect to smaller t |
TvT: 5-(29,9,2898) $\cup$ 5-(29,10,11592) |
39:
39 4-(29,10,48300) (complement has $\lambda=128800$) residual design of number 38 |
design of number 4193 with respect to smaller t |
40:
40 5-(29,8,368) (complement has $\lambda=1656$)
TvT: 5-(28,7,46) $\cup$ 5-(28,8,322) |
41:
41 4-(28,8,1932) (complement has $\lambda=8694$) residual design of number 40 |
design of number 4401 with respect to smaller t |
derived from number 7344 |
42:
42 5-(30,9,2300) (complement has $\lambda=10350$) TvT: 5-(29,8,368) $\cup$ 5-(29,9,1932) |
43:
43 4-(29,9,9660) (complement has $\lambda=43470$) residual design of number 42 |
design of number 7344 with respect to smaller t |
44:
44 6-(28,7,6) (complement has $\lambda=16$) $PSU(3,9)$ $\ge $ 10 isomorphism types |
45:
45 5-(27,6,6) (complement has $\lambda=16$)
46:
46 5-(27,7,63) (complement has $\lambda=168$) residual design of number 44 |
derived from number 7050 |
47:
47 4-(26,5,6) (complement has $\lambda=16$)
48:
48 4-(26,6,63) (complement has $\lambda=168$) residual design of number 45 |
derived from number 46 |
49:
49 4-(26,7,420) (complement has $\lambda=1120$) residual design of number 46 |
derived from number 7051 |
50:
50 5-(28,6,5) (complement has $\lambda=18$)
$PSU(3,9)$ 5724 isomorphism types |
$PSL(2,27)$ \cite{KreherRadziszowski87a} |
51:
51 4-(28,6,60) (complement has $\lambda=216$) design of number 50 with respect to smaller t |
52:
52 4-(27,5,5) (complement has $\lambda=18$)
53:
53 4-(27,6,55) (complement has $\lambda=198$) residual design of number 50 |
54:
54 5-(28,6,6) (complement has $\lambda=17$) $PSU(3,9)$ 5290 isomorphism types |
$PSL(2,27)$ \cite{KreherRadziszowski87a} |
55:
55 4-(28,6,72) (complement has $\lambda=204$) design of number 54 with respect to smaller t |
56:
56 4-(27,5,6) (complement has $\lambda=17$)
57:
57 4-(27,6,66) (complement has $\lambda=187$) residual design of number 54 |
58:
58 5-(28,6,8) (complement has $\lambda=15$) $PSU(3,9)$ many isomorphism types |
$PSL(2,27)$ \cite{KreherRadziszowski87a} |
59:
59 4-(28,6,96) (complement has $\lambda=180$) design of number 58 with respect to smaller t |
60:
60 4-(27,5,8) (complement has $\lambda=15$)
61:
61 4-(27,6,88) (complement has $\lambda=165$) residual design of number 58 |
62:
62 5-(28,6,9) (complement has $\lambda=14$) $PSU(3,9)$ many isomorphism types |
$PSL(2,27)$ \cite{KreherRadziszowski87a} |
63:
63 4-(28,6,108) (complement has $\lambda=168$) design of number 62 with respect to smaller t |
derived from number 4764 |
64:
64 4-(27,5,9) (complement has $\lambda=14$)
65:
65 4-(27,6,99) (complement has $\lambda=154$) residual design of number 62 |
derived from number 7302 |
66:
66 5-(28,6,11) (complement has $\lambda=12$) $PSU(3,9)$ many isomorphism types |
$PSL(2,27)$ \cite{KreherRadziszowski87a} |
67:
67 4-(28,6,132) (complement has $\lambda=144$) design of number 66 with respect to smaller t |
68:
68 4-(27,5,11) (complement has $\lambda=12$)
69:
69 4-(27,6,121) (complement has $\lambda=132$) residual design of number 66 |
70:
70 4-(26,5,4) (complement has $\lambda=18$)
$Hol(C_{26})$ many isomorphism types |
derived from number 72 |
71:
71 4-(26,5,10) (complement has $\lambda=12$) $Hol(C_{26})$ many isomorphism types |
72:
72 5-(27,6,4) (complement has $\lambda=18$) $ASL(3,3)^{13}$ NOT SIMPLE! 1 orbit twice |
73:
73 4-(26,6,42) (complement has $\lambda=189$) residual design of number 72 |
derived from number 7046 |
74:
74 5-(64,6,3) (complement has $\lambda=56$) $A\Gamma L(2,8)$ 190 isomorphism types |
75:
75 4-(64,6,90) (complement has $\lambda=1680$) design of number 74 with respect to smaller t |
76:
76 4-(63,5,3) (complement has $\lambda=56$)
77:
77 4-(63,6,87) (complement has $\lambda=1624$) residual design of number 74 |
78:
78 5-(64,6,11) (complement has $\lambda=48$) $ASL(3,4)$ 8 isomorphism types |
$ASL(3,4)$ 48 solutions, 18 isomorphism types |
$ASL(3,4)$ 48 solutions |
79:
79 4-(64,6,330) (complement has $\lambda=1440$) design of number 78 with respect to smaller t |
80:
80 4-(63,5,11) (complement has $\lambda=48$)
81:
81 4-(63,6,319) (complement has $\lambda=1392$) residual design of number 78 |
82:
82 5-(64,7,72) (complement has $\lambda=1639$) $ASL(3,4)$ |
$A\Sigma L(3,4)$ many solutions |
83:
83 4-(64,7,1440) (complement has $\lambda=32780$) design of number 82 with respect to smaller t |
84:
84 4-(63,6,72) (complement has $\lambda=1639$)
85:
85 4-(63,7,1368) (complement has $\lambda=31141$) residual design of number 82 |
86:
86 5-(42,7,306) (complement has $\lambda=360$) $PSL(3,4) \times C_2$ 3 solutions |
87:
87 4-(42,7,3876) (complement has $\lambda=4560$) design of number 86 with respect to smaller t |
88:
88 4-(41,6,306) (complement has $\lambda=360$)
89:
89 4-(41,7,3570) (complement has $\lambda=4200$) residual design of number 86 |
90:
90 4-(81,5,5) (complement has $\lambda=72$)
$ASL(4,3)$ #4-sets = # blocks |
91:
91 4-(81,6,36) (complement has $\lambda=2890$)
92:
92 4-(21,10,336) (complement has $\lambda=12040$) $PSL(3,4)$ 3 isomorphism types |
derived from number 95 |
PSL(3,4) |
93:
93 4-(21,11,528) (complement has $\lambda=18920$) supplementary design of number 92 |
residual design of number 95 |
94:
94 4-(22,11,864) (complement has $\lambda=30960$) Tran van Trung construction with supplementary design for design number 92 |
design of number 95 with respect to smaller t |
95:
95 5-(22,11,336) (complement has $\lambda=12040$) Alltop construction for design number 92 |
$PSL(3,4)+$ 3 isomorphism types |
\cite{Kreher95} |
PSL(3,4)+ Alltop construction from 4-(21,10,336) |
96:
96 4-(21,10,448) (complement has $\lambda=11928$) $PSL(3,4)$ 1 isomorphism type |
derived from number 99 |
PSL(3,4) |
97:
97 4-(21,11,704) (complement has $\lambda=18744$) supplementary design of number 96 |
residual design of number 99 |
98:
98 4-(22,11,1152) (complement has $\lambda=30672$) Tran van Trung construction with supplementary design for design number 96 |
design of number 99 with respect to smaller t |
99:
99 5-(22,11,448) (complement has $\lambda=11928$) Alltop construction for design number 96 |
\cite{Kreher95} $PSL(3,4)+$ 1 isomorphism type, Alltop construction from 4-(21,10,448) |
100:
100 3-(64,4,1) (complement has $\lambda=60$)
$SL(3,4)$ 1 isomorphism type |
101:
101 6-(27,13,57960) (complement has $\lambda=58320$) $Sp(6,2)_1$ |
derived from number 107 |
design of number 8808 with respect to smaller t |
residual design of number 8925 |
102:
102 6-(27,14,101430) (complement has $\lambda=102060$) supplementary design of number 101 |
residual design of number 107 |
design of number 8809 with respect to smaller t |
103:
103 5-(27,13,159390) (complement has $\lambda=160380$) design of number 101 with respect to smaller t |
derived from number 106 |
residual design of number 7025 |
104:
104 5-(26,12,57960) (complement has $\lambda=58320$) derived from number 101 |
residual design of number 6634 |
design of number 7979 with respect to smaller t |
105:
105 5-(26,13,101430) (complement has $\lambda=102060$) residual design of number 101 |
derived from number 102 |
Alltop construction for design number 115 |
Tran van Trung construction with supplementary design for design number 7983 |
design of number 7988 with respect to smaller t |
106:
106 6-(28,14,159390) (complement has $\lambda=160380$) Tran van Trung construction with supplementary design for design number 101 |
design of number 107 with respect to smaller t |
residual design of number 9266 |
derived from number 9267 |
107:
107 7-(28,14,57960) (complement has $\lambda=58320$) Alltop construction for design number 101 |
Tran van Trung construction with supplementary design for design number 8808 |
$Sp(6,2)$ |
108:
108 5-(27,14,247940) (complement has $\lambda=249480$) design of number 102 with respect to smaller t |
supplementary design of number 103 |
residual design of number 106 |
derived from number 9268 |
109:
109 5-(26,14,146510) (complement has $\lambda=147420$) residual design of number 102 |
design of number 8810 with respect to smaller t |
110:
110 4-(27,13,407330) (complement has $\lambda=409860$)
design of number 103 with respect to smaller t |
derived from number 113 |
residual design of number 4312 |
111:
111 4-(26,12,159390) (complement has $\lambda=160380$) derived from number 103 |
design of number 104 with respect to smaller t |
residual design of number 4024 |
112:
112 4-(26,13,247940) (complement has $\lambda=249480$) residual design of number 103 |
design of number 105 with respect to smaller t |
derived from number 108 |
Tran van Trung construction with supplementary design for design number 115 |
113:
113 5-(28,14,407330) (complement has $\lambda=409860$) Tran van Trung construction with supplementary design for design number 103 |
design of number 106 with respect to smaller t |
Alltop construction for design number 110 |
residual design of number 7146 |
derived from number 7147 |
114:
114 4-(25,11,57960) (complement has $\lambda=58320$) derived from number 104 |
residual design of number 3929 |
design of number 7982 with respect to smaller t |
115:
115 4-(25,12,101430) (complement has $\lambda=102060$) residual design of number 104 |
derived from number 105 |
design of number 7983 with respect to smaller t |
116:
116 4-(25,13,146510) (complement has $\lambda=147420$) residual design of number 105 |
derived from number 109 |
supplementary design of number 115 |
design of number 7991 with respect to smaller t |
117:
117 4-(27,14,570262) (complement has $\lambda=573804$) design of number 108 with respect to smaller t |
supplementary design of number 110 |
residual design of number 113 |
derived from number 7150 |
118:
118 4-(26,14,322322) (complement has $\lambda=324324$) residual design of number 108 |
design of number 109 with respect to smaller t |
derived from number 9269 |
119:
119 4-(25,14,175812) (complement has $\lambda=176904$) residual design of number 109 |
design of number 8811 with respect to smaller t |
120:
120 4-(28,14,977592) (complement has $\lambda=983664$)
Tran van Trung construction with supplementary design for design number 110 |
design of number 113 with respect to smaller t |
residual design of number 4757 |
derived from number 4758 |
121:
121 6-(28,13,39600) (complement has $\lambda=130944$)
122:
122 5-(28,13,113850) (complement has $\lambda=376464$) design of number 121 with respect to smaller t |
123:
123 5-(27,12,39600) (complement has $\lambda=130944$)
124:
124 5-(27,13,74250) (complement has $\lambda=245520$) residual design of number 121 |
125:
125 4-(27,12,113850) (complement has $\lambda=376464$) derived from number 122 |
design of number 123 with respect to smaller t |
126:
126 4-(27,13,189750) (complement has $\lambda=627440$) residual design of number 122 |
design of number 124 with respect to smaller t |
derived from number 131 |
127:
127 4-(26,11,39600) (complement has $\lambda=130944$)
128:
128 4-(26,12,74250) (complement has $\lambda=245520$) residual design of number 123 |
derived from number 124 |
129:
129 5-(27,14,115500) (complement has $\lambda=381920$) supplementary design of number 124 |
130:
130 4-(26,13,115500) (complement has $\lambda=381920$)
residual design of number 124 |
derived from number 129 |
131:
131 5-(28,14,189750) (complement has $\lambda=627440$) Tran van Trung construction with supplementary design for design number 124 |
Alltop construction for design number 126 |
132:
132 4-(27,14,265650) (complement has $\lambda=878416$) supplementary design of number 126 |
design of number 129 with respect to smaller t |
residual design of number 131 |
133:
133 4-(26,14,150150) (complement has $\lambda=496496$) residual design of number 129 |
134:
134 6-(28,13,47520) (complement has $\lambda=123024$) $Sp(6,2)$ |
design of number 8852 with respect to smaller t |
derived from number 9221 |
135:
135 5-(28,13,136620) (complement has $\lambda=353694$) design of number 134 with respect to smaller t |
residual design of number 7079 |
derived from number 7086 |
136:
136 5-(27,12,47520) (complement has $\lambda=123024$) derived from number 134 |
residual design of number 7005 |
design of number 8853 with respect to smaller t |
137:
137 5-(27,13,89100) (complement has $\lambda=230670$) residual design of number 134 |
design of number 6770 with respect to smaller t |
derived from number 6774 |
138:
138 4-(28,13,364320) (complement has $\lambda=943184$) design of number 135 with respect to smaller t |
residual design of number 4526 |
derived from number 4609 |
139:
139 4-(27,12,136620) (complement has $\lambda=353694$) derived from number 135 |
design of number 136 with respect to smaller t |
residual design of number 4230 |
140:
140 4-(27,13,227700) (complement has $\lambda=589490$)
residual design of number 135 |
design of number 137 with respect to smaller t |
derived from number 145 |
141:
141 4-(26,11,47520) (complement has $\lambda=123024$) derived from number 136 |
residual design of number 6401 |
design of number 6403 with respect to smaller t |
142:
142 4-(26,12,89100) (complement has $\lambda=230670$) residual design of number 136 |
derived from number 137 |
design of number 6772 with respect to smaller t |
143:
143 5-(27,14,138600) (complement has $\lambda=358820$) supplementary design of number 137 |
design of number 6771 with respect to smaller t |
residual design of number 6774 |
derived from number 9223 |
144:
144 4-(26,13,138600) (complement has $\lambda=358820$) residual design of number 137 |
derived from number 143 |
design of number 6773 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 6777 |
145:
145 5-(28,14,227700) (complement has $\lambda=589490$) Tran van Trung construction with supplementary design for design number 137 |
Alltop construction for design number 140 |
design of number 6774 with respect to smaller t |
residual design of number 7086 |
derived from number 7087 |
146:
146 4-(27,14,318780) (complement has $\lambda=825286$) supplementary design of number 140 |
design of number 143 with respect to smaller t |
residual design of number 145 |
derived from number 7090 |
147:
147 4-(28,14,546480) (complement has $\lambda=1414776$) Tran van Trung construction with supplementary design for design number 140 |
design of number 145 with respect to smaller t |
residual design of number 4609 |
derived from number 4610 |
148:
148 4-(26,14,180180) (complement has $\lambda=466466$) residual design of number 143 |
design of number 6776 with respect to smaller t |
derived from number 9224 |
149:
149 6-(28,13,59664) (complement has $\lambda=110880$) $Sp(6,2)$ |
design of number 8871 with respect to smaller t |
derived from number 9231 |
150:
150 5-(28,13,171534) (complement has $\lambda=318780$)
design of number 149 with respect to smaller t |
derived from number 7098 |
151:
151 5-(27,12,59664) (complement has $\lambda=110880$) derived from number 149 |
design of number 8872 with respect to smaller t |
152:
152 5-(27,13,111870) (complement has $\lambda=207900$) residual design of number 149 |
design of number 8873 with respect to smaller t |
derived from number 8876 |
153:
153 4-(28,13,457424) (complement has $\lambda=850080$) design of number 150 with respect to smaller t |
derived from number 4659 |
154:
154 4-(27,12,171534) (complement has $\lambda=318780$) derived from number 150 |
design of number 151 with respect to smaller t |
155:
155 4-(27,13,285890) (complement has $\lambda=531300$) residual design of number 150 |
design of number 152 with respect to smaller t |
derived from number 160 |
156:
156 4-(26,11,59664) (complement has $\lambda=110880$) derived from number 151 |
design of number 7922 with respect to smaller t |
157:
157 4-(26,12,111870) (complement has $\lambda=207900$) residual design of number 151 |
derived from number 152 |
design of number 8874 with respect to smaller t |
158:
158 5-(27,14,174020) (complement has $\lambda=323400$) supplementary design of number 152 |
design of number 8875 with respect to smaller t |
residual design of number 8876 |
derived from number 9233 |
159:
159 4-(26,13,174020) (complement has $\lambda=323400$) residual design of number 152 |
derived from number 158 |
Tran van Trung construction with supplementary design for design number 705 |
design of number 708 with respect to smaller t |
160:
160 5-(28,14,285890) (complement has $\lambda=531300$)
Tran van Trung construction with supplementary design for design number 152 |
Alltop construction for design number 155 |
residual design of number 7098 |
derived from number 7099 |
design of number 8876 with respect to smaller t |
161:
161 4-(27,14,400246) (complement has $\lambda=743820$) supplementary design of number 155 |
design of number 158 with respect to smaller t |
residual design of number 160 |
derived from number 7102 |
162:
162 4-(28,14,686136) (complement has $\lambda=1275120$) Tran van Trung construction with supplementary design for design number 155 |
design of number 160 with respect to smaller t |
residual design of number 4659 |
derived from number 4660 |
163:
163 4-(26,14,226226) (complement has $\lambda=420420$) residual design of number 158 |
design of number 8878 with respect to smaller t |
derived from number 9234 |
164:
164 6-(28,13,63360) (complement has $\lambda=107184$) $Sp(6,2)$ |
design of number 8880 with respect to smaller t |
derived from number 9236 |
165:
165 5-(28,13,182160) (complement has $\lambda=308154$) design of number 164 with respect to smaller t |
derived from number 7104 |
166:
166 5-(27,12,63360) (complement has $\lambda=107184$) derived from number 164 |
design of number 8881 with respect to smaller t |
167:
167 5-(27,13,118800) (complement has $\lambda=200970$) residual design of number 164 |
design of number 8882 with respect to smaller t |
derived from number 8887 |
168:
168 4-(28,13,485760) (complement has $\lambda=821744$) design of number 165 with respect to smaller t |
derived from number 4680 |
169:
169 4-(27,12,182160) (complement has $\lambda=308154$) derived from number 165 |
design of number 166 with respect to smaller t |
170:
170 4-(27,13,303600) (complement has $\lambda=513590$)
residual design of number 165 |
design of number 167 with respect to smaller t |
derived from number 175 |
171:
171 4-(26,11,63360) (complement has $\lambda=107184$) derived from number 166 |
design of number 8883 with respect to smaller t |
172:
172 4-(26,12,118800) (complement has $\lambda=200970$) residual design of number 166 |
derived from number 167 |
design of number 8884 with respect to smaller t |
173:
173 5-(27,14,184800) (complement has $\lambda=312620$) supplementary design of number 167 |
design of number 8885 with respect to smaller t |
residual design of number 8887 |
derived from number 9238 |
174:
174 4-(26,13,184800) (complement has $\lambda=312620$) residual design of number 167 |
derived from number 173 |
design of number 8886 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8891 |
175:
175 5-(28,14,303600) (complement has $\lambda=513590$) Tran van Trung construction with supplementary design for design number 167 |
Alltop construction for design number 170 |
residual design of number 7104 |
derived from number 7105 |
design of number 8887 with respect to smaller t |
176:
176 4-(27,14,425040) (complement has $\lambda=719026$) supplementary design of number 170 |
design of number 173 with respect to smaller t |
residual design of number 175 |
derived from number 7108 |
177:
177 4-(28,14,728640) (complement has $\lambda=1232616$) Tran van Trung construction with supplementary design for design number 170 |
design of number 175 with respect to smaller t |
residual design of number 4680 |
derived from number 4681 |
178:
178 4-(26,14,240240) (complement has $\lambda=406406$) residual design of number 173 |
design of number 8892 with respect to smaller t |
derived from number 9239 |
179:
179 6-(28,13,67584) (complement has $\lambda=102960$) $Sp(6,2)$ |
design of number 8895 with respect to smaller t |
derived from number 9241 |
residual design of number 11562 |
180:
180 5-(28,13,194304) (complement has $\lambda=296010$)
design of number 179 with respect to smaller t |
residual design of number 7085 |
derived from number 7110 |
181:
181 5-(27,12,67584) (complement has $\lambda=102960$) derived from number 179 |
residual design of number 7011 |
design of number 8896 with respect to smaller t |
182:
182 5-(27,13,126720) (complement has $\lambda=193050$) residual design of number 179 |
design of number 8897 with respect to smaller t |
derived from number 8900 |
183:
183 4-(28,13,518144) (complement has $\lambda=789360$) design of number 180 with respect to smaller t |
residual design of number 4543 |
derived from number 4687 |
184:
184 4-(27,12,194304) (complement has $\lambda=296010$) derived from number 180 |
design of number 181 with respect to smaller t |
residual design of number 4255 |
185:
185 4-(27,13,323840) (complement has $\lambda=493350$) residual design of number 180 |
design of number 182 with respect to smaller t |
derived from number 190 |
186:
186 4-(26,11,67584) (complement has $\lambda=102960$) derived from number 181 |
residual design of number 6487 |
design of number 6489 with respect to smaller t |
187:
187 4-(26,12,126720) (complement has $\lambda=193050$) residual design of number 181 |
derived from number 182 |
design of number 8898 with respect to smaller t |
188:
188 5-(27,14,197120) (complement has $\lambda=300300$) supplementary design of number 182 |
design of number 8899 with respect to smaller t |
residual design of number 8900 |
derived from number 9243 |
189:
189 4-(26,13,197120) (complement has $\lambda=300300$) residual design of number 182 |
derived from number 188 |
Tran van Trung construction with supplementary design for design number 823 |
design of number 826 with respect to smaller t |
190:
190 5-(28,14,323840) (complement has $\lambda=493350$)
Tran van Trung construction with supplementary design for design number 182 |
Alltop construction for design number 185 |
residual design of number 7110 |
derived from number 7111 |
design of number 8900 with respect to smaller t |
191:
191 4-(27,14,453376) (complement has $\lambda=690690$) supplementary design of number 185 |
design of number 188 with respect to smaller t |
residual design of number 190 |
derived from number 7114 |
192:
192 4-(28,14,777216) (complement has $\lambda=1184040$) Tran van Trung construction with supplementary design for design number 185 |
design of number 190 with respect to smaller t |
residual design of number 4687 |
derived from number 4688 |
193:
193 4-(26,14,256256) (complement has $\lambda=390390$) residual design of number 188 |
design of number 8902 with respect to smaller t |
derived from number 9244 |
194:
194 6-(28,13,71280) (complement has $\lambda=99264$) $Sp(6,2)$ |
design of number 8904 with respect to smaller t |
residual design of number 9214 |
derived from number 9246 |
195:
195 5-(28,13,204930) (complement has $\lambda=285384$) design of number 194 with respect to smaller t |
residual design of number 7076 |
derived from number 7122 |
196:
196 5-(27,12,71280) (complement has $\lambda=99264$) derived from number 194 |
design of number 6624 with respect to smaller t |
residual design of number 7012 |
197:
197 5-(27,13,133650) (complement has $\lambda=186120$) residual design of number 194 |
design of number 8905 with respect to smaller t |
derived from number 8907 |
198:
198 4-(28,13,546480) (complement has $\lambda=761024$) design of number 195 with respect to smaller t |
residual design of number 4547 |
derived from number 4708 |
199:
199 4-(27,12,204930) (complement has $\lambda=285384$) derived from number 195 |
design of number 196 with respect to smaller t |
residual design of number 4211 |
200:
200 4-(27,13,341550) (complement has $\lambda=475640$)
residual design of number 195 |
design of number 197 with respect to smaller t |
derived from number 205 |
201:
201 4-(26,11,71280) (complement has $\lambda=99264$) derived from number 196 |
residual design of number 6502 |
design of number 6504 with respect to smaller t |
202:
202 4-(26,12,133650) (complement has $\lambda=186120$) residual design of number 196 |
derived from number 197 |
design of number 6625 with respect to smaller t |
203:
203 5-(27,14,207900) (complement has $\lambda=289520$) supplementary design of number 197 |
design of number 8906 with respect to smaller t |
residual design of number 8907 |
derived from number 9248 |
204:
204 4-(26,13,207900) (complement has $\lambda=289520$) residual design of number 197 |
derived from number 203 |
Tran van Trung construction with supplementary design for design number 6626 |
design of number 6628 with respect to smaller t |
205:
205 5-(28,14,341550) (complement has $\lambda=475640$) Tran van Trung construction with supplementary design for design number 197 |
Alltop construction for design number 200 |
residual design of number 7122 |
derived from number 7123 |
design of number 8907 with respect to smaller t |
206:
206 4-(27,14,478170) (complement has $\lambda=665896$) supplementary design of number 200 |
design of number 203 with respect to smaller t |
residual design of number 205 |
derived from number 7126 |
207:
207 4-(28,14,819720) (complement has $\lambda=1141536$) Tran van Trung construction with supplementary design for design number 200 |
design of number 205 with respect to smaller t |
residual design of number 4708 |
derived from number 4709 |
208:
208 4-(26,14,270270) (complement has $\lambda=376376$) residual design of number 203 |
design of number 8909 with respect to smaller t |
derived from number 9249 |
209:
209 6-(28,13,79200) (complement has $\lambda=91344$) $Sp(6,2)$ |
design of number 8912 with respect to smaller t |
derived from number 9256 |
210:
210 5-(28,13,227700) (complement has $\lambda=262614$)
design of number 209 with respect to smaller t |
derived from number 7134 |
residual design of number 11300 |
211:
211 5-(27,12,79200) (complement has $\lambda=91344$) derived from number 209 |
design of number 8913 with respect to smaller t |
residual design of number 11295 |
212:
212 5-(27,13,148500) (complement has $\lambda=171270$) residual design of number 209 |
design of number 8914 with respect to smaller t |
derived from number 8918 |
213:
213 4-(28,13,607200) (complement has $\lambda=700304$) design of number 210 with respect to smaller t |
derived from number 4722 |
residual design of number 11255 |
214:
214 4-(27,12,227700) (complement has $\lambda=262614$) derived from number 210 |
design of number 211 with respect to smaller t |
residual design of number 11237 |
215:
215 4-(27,13,379500) (complement has $\lambda=437690$) residual design of number 210 |
design of number 212 with respect to smaller t |
derived from number 220 |
216:
216 4-(26,11,79200) (complement has $\lambda=91344$) derived from number 211 |
residual design of number 8549 |
design of number 8551 with respect to smaller t |
217:
217 4-(26,12,148500) (complement has $\lambda=171270$) residual design of number 211 |
derived from number 212 |
design of number 8915 with respect to smaller t |
218:
218 5-(27,14,231000) (complement has $\lambda=266420$) supplementary design of number 212 |
design of number 8916 with respect to smaller t |
residual design of number 8918 |
derived from number 9258 |
219:
219 4-(26,13,231000) (complement has $\lambda=266420$) residual design of number 212 |
derived from number 218 |
design of number 8917 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8920 |
220:
220 5-(28,14,379500) (complement has $\lambda=437690$)
Tran van Trung construction with supplementary design for design number 212 |
Alltop construction for design number 215 |
residual design of number 7134 |
derived from number 7135 |
design of number 8918 with respect to smaller t |
221:
221 4-(27,14,531300) (complement has $\lambda=612766$) supplementary design of number 215 |
design of number 218 with respect to smaller t |
residual design of number 220 |
derived from number 7138 |
222:
222 4-(28,14,910800) (complement has $\lambda=1050456$) Tran van Trung construction with supplementary design for design number 215 |
design of number 220 with respect to smaller t |
residual design of number 4722 |
derived from number 4723 |
223:
223 4-(26,14,300300) (complement has $\lambda=346346$) residual design of number 218 |
design of number 8921 with respect to smaller t |
derived from number 9259 |
224:
224 6-(28,13,83424) (complement has $\lambda=87120$) $Sp(6,2)$ |
TvT: 6-(27,12,26544) $\cup$ 6-(27,13,56880) |
design of number 8924 with respect to smaller t |
derived from number 9261 |
225:
225 5-(28,13,239844) (complement has $\lambda=250470$) design of number 224 with respect to smaller t |
derived from number 7140 |
226:
226 5-(27,12,83424) (complement has $\lambda=87120$) derived from number 224 |
design of number 6631 with respect to smaller t |
227:
227 5-(27,13,156420) (complement has $\lambda=163350$) residual design of number 224 |
design of number 6825 with respect to smaller t |
derived from number 6827 |
228:
228 4-(28,13,639584) (complement has $\lambda=667920$) design of number 225 with respect to smaller t |
derived from number 4750 |
229:
229 4-(27,12,239844) (complement has $\lambda=250470$) derived from number 225 |
design of number 226 with respect to smaller t |
230:
230 4-(27,13,399740) (complement has $\lambda=417450$)
residual design of number 225 |
design of number 227 with respect to smaller t |
derived from number 235 |
231:
231 4-(26,11,83424) (complement has $\lambda=87120$) derived from number 226 |
design of number 6632 with respect to smaller t |
232:
232 4-(26,12,156420) (complement has $\lambda=163350$) residual design of number 226 |
derived from number 227 |
design of number 6291 with respect to smaller t |
233:
233 5-(27,14,243320) (complement has $\lambda=254100$) supplementary design of number 227 |
design of number 6826 with respect to smaller t |
residual design of number 6827 |
derived from number 9263 |
234:
234 4-(26,13,243320) (complement has $\lambda=254100$) residual design of number 227 |
derived from number 233 |
Tran van Trung construction with supplementary design for design number 6221 |
design of number 6224 with respect to smaller t |
235:
235 5-(28,14,399740) (complement has $\lambda=417450$) Tran van Trung construction with supplementary design for design number 227 |
Alltop construction for design number 230 |
design of number 6827 with respect to smaller t |
residual design of number 7140 |
derived from number 7141 |
236:
236 4-(27,14,559636) (complement has $\lambda=584430$) supplementary design of number 230 |
design of number 233 with respect to smaller t |
residual design of number 235 |
derived from number 7144 |
237:
237 4-(28,14,959376) (complement has $\lambda=1001880$) Tran van Trung construction with supplementary design for design number 230 |
design of number 235 with respect to smaller t |
residual design of number 4750 |
derived from number 4751 |
238:
238 4-(26,14,316316) (complement has $\lambda=330330$) residual design of number 233 |
design of number 6829 with respect to smaller t |
derived from number 9264 |
239:
239 5-(27,9,1645) (complement has $\lambda=5670$)
240:
240 4-(27,9,7567) (complement has $\lambda=26082$)
design of number 239 with respect to smaller t |
241:
241 4-(26,8,1645) (complement has $\lambda=5670$)
242:
242 4-(26,9,5922) (complement has $\lambda=20412$) residual design of number 239 |
243:
243 6-(27,10,945) (complement has $\lambda=5040$) $ASL(3,3)^{13}$ |
TvT: 6-(26,9,180) $\cup$ 6-(26,10,765) |
244:
244 5-(27,10,4158) (complement has $\lambda=22176$) design of number 243 with respect to smaller t |
TvT: 5-(26,9,945) $\cup$ 5-(26,10,3213) |
derived from number 11288 |
245:
245 5-(26,9,945) (complement has $\lambda=5040$) derived from number 243 |
$PGL(2,25)$ |
design of number 6301 with respect to smaller t |
246:
246 5-(26,10,3213) (complement has $\lambda=17136$) residual design of number 243 |
derived from number 8046 |
design of number 8047 with respect to smaller t |
247:
247 4-(27,10,15939) (complement has $\lambda=85008$) design of number 244 with respect to smaller t |
derived from number 11229 |
TvT: 4-(26,9,4158) $\cup$ 4-(26,10,11781) |
residual design of number 11356 |
248:
248 4-(26,9,4158) (complement has $\lambda=22176$) derived from number 244 |
design of number 245 with respect to smaller t |
residual design of number 4133 |
249:
249 4-(26,10,11781) (complement has $\lambda=62832$) residual design of number 244 |
design of number 246 with respect to smaller t |
derived from number 8049 |
250:
250 4-(25,8,945) (complement has $\lambda=5040$)
derived from number 245 |
residual design of number 3956 |
design of number 6302 with respect to smaller t |
251:
251 4-(25,9,3213) (complement has $\lambda=17136$) residual design of number 245 |
derived from number 246 |
design of number 6303 with respect to smaller t |
252:
252 4-(25,10,8568) (complement has $\lambda=45696$) residual design of number 246 |
derived from number 8050 |
design of number 8051 with respect to smaller t |
253:
253 6-(27,10,2205) (complement has $\lambda=3780$) $ASL(3,3)^{13}$ |
TvT: 6-(26,9,420) $\cup$ 6-(26,10,1785) |
\cite{Sebille98} $AGL(3,3)$ |
254:
254 5-(27,10,9702) (complement has $\lambda=16632$) design of number 253 with respect to smaller t |
TvT: 5-(26,9,2205) $\cup$ 5-(26,10,7497) |
residual design of number 6892 |
derived from number 7003 |
255:
255 5-(26,9,2205) (complement has $\lambda=3780$) derived from number 253 |
$PGL(2,25)$ |
design of number 6314 with respect to smaller t |
residual design of number 6831 |
256:
256 5-(26,10,7497) (complement has $\lambda=12852$) residual design of number 253 |
derived from number 6472 |
design of number 8408 with respect to smaller t |
257:
257 4-(27,10,37191) (complement has $\lambda=63756$) design of number 254 with respect to smaller t |
residual design of number 4144 |
derived from number 4205 |
258:
258 4-(26,9,9702) (complement has $\lambda=16632$) derived from number 254 |
design of number 255 with respect to smaller t |
residual design of number 4137 |
259:
259 4-(26,10,27489) (complement has $\lambda=47124$) residual design of number 254 |
design of number 256 with respect to smaller t |
derived from number 6473 |
260:
260 4-(25,8,2205) (complement has $\lambda=3780$)
derived from number 255 |
design of number 6266 with respect to smaller t |
residual design of number 6298 |
261:
261 4-(25,9,7497) (complement has $\lambda=12852$) residual design of number 255 |
derived from number 256 |
design of number 6315 with respect to smaller t |
262:
262 4-(25,10,19992) (complement has $\lambda=34272$) residual design of number 256 |
derived from number 6474 |
design of number 8410 with respect to smaller t |
263:
263 6-(27,10,2835) (complement has $\lambda=3150$) $ASL(3,3)^{13}$ |
design of number 273 with respect to smaller t |
\cite{Sebille98} $AGL(3,3)$ |
residual design of number 8817 |
derived from number 8824 |
264:
264 5-(27,10,12474) (complement has $\lambda=13860$) design of number 263 with respect to smaller t |
residual design of number 8818 |
derived from number 8825 |
265:
265 5-(26,9,2835) (complement has $\lambda=3150$) derived from number 263 |
design of number 274 with respect to smaller t |
$PGL(2,25)$ |
residual design of number 8819 |
266:
266 5-(26,10,9639) (complement has $\lambda=10710$) residual design of number 263 |
design of number 275 with respect to smaller t |
derived from number 6549 |
267:
267 4-(27,10,47817) (complement has $\lambda=53130$) design of number 264 with respect to smaller t |
residual design of number 8820 |
derived from number 8826 |
268:
268 4-(26,9,12474) (complement has $\lambda=13860$) derived from number 264 |
design of number 265 with respect to smaller t |
residual design of number 8821 |
269:
269 4-(26,10,35343) (complement has $\lambda=39270$) residual design of number 264 |
design of number 266 with respect to smaller t |
derived from number 6550 |
270:
270 4-(25,8,2835) (complement has $\lambda=3150$)
derived from number 265 |
design of number 276 with respect to smaller t |
residual design of number 3971 |
271:
271 4-(25,9,9639) (complement has $\lambda=10710$) residual design of number 265 |
derived from number 266 |
design of number 277 with respect to smaller t |
272:
272 4-(25,10,25704) (complement has $\lambda=28560$) residual design of number 266 |
design of number 278 with respect to smaller t |
derived from number 6551 |
273:
273 7-(27,10,540) (complement has $\lambda=600$) $ASL(3,3)^{13}$ |
$P\Gamma L(2,25)+$ \cite{Bettenetal97b} |
274:
274 6-(26,9,540) (complement has $\lambda=600$) derived from number 273 |
$PSL(2,25)$ |
design of number 8007 with respect to smaller t |
275:
275 6-(26,10,2295) (complement has $\lambda=2550$) residual design of number 273 |
derived from number 8565 |
276:
276 5-(25,8,540) (complement has $\lambda=600$) derived from number 274 |
design of number 6273 with respect to smaller t |
277:
277 5-(25,9,2295) (complement has $\lambda=2550$) residual design of number 274 |
derived from number 275 |
design of number 8008 with respect to smaller t |
278:
278 5-(25,10,7344) (complement has $\lambda=8160$) residual design of number 275 |
derived from number 8566 |
279:
279 4-(24,7,540) (complement has $\lambda=600$) derived from number 276 |
design of number 2879 with respect to smaller t |
residual design of number 3857 |
280:
280 4-(24,8,2295) (complement has $\lambda=2550$)
residual design of number 276 |
derived from number 277 |
design of number 6274 with respect to smaller t |
281:
281 4-(24,9,7344) (complement has $\lambda=8160$) residual design of number 277 |
derived from number 278 |
design of number 3535 with respect to smaller t |
282:
282 4-(24,10,18360) (complement has $\lambda=20400$) residual design of number 278 |
derived from number 8567 |
283:
283 5-(49,7,294) (complement has $\lambda=652$)
284:
284 4-(49,7,4410) (complement has $\lambda=9780$) design of number 283 with respect to smaller t |
285:
285 4-(48,6,294) (complement has $\lambda=652$)
286:
286 4-(48,7,4116) (complement has $\lambda=9128$) residual design of number 283 |
287:
287 5-(49,7,316) (complement has $\lambda=630$)
288:
288 4-(49,7,4740) (complement has $\lambda=9450$) design of number 287 with respect to smaller t |
289:
289 4-(48,6,316) (complement has $\lambda=630$)
290:
290 4-(48,7,4424) (complement has $\lambda=8820$)
residual design of number 287 |
291:
291 5-(66,6,21) (complement has $\lambda=40$) $P\Gamma L(2,32)\times C_2$ |
292:
292 4-(66,6,651) (complement has $\lambda=1240$) design of number 291 with respect to smaller t |
293:
293 4-(65,5,21) (complement has $\lambda=40$)
294:
294 4-(65,6,630) (complement has $\lambda=1200$) residual design of number 291 |
295:
295 4-(11,5,1) (complement has $\lambda=6$) \cite{Witt38} |
derived from number 298 |
296:
296 4-(11,6,3) (complement has $\lambda=18$) supplementary design of number 295 |
residual design of number 298 |
297:
297 4-(12,6,4) (complement has $\lambda=24$) Tran van Trung construction with supplementary design for design number 295 |
design of number 298 with respect to smaller t |
298:
298 5-(12,6,1) (complement has $\lambda=6$) Alltop construction for design number 295 |
$Aut(Icosahedron)$ complementary design:5-(12,6,6) with #blocks = #5-subsets = 792 |
\cite{Witt38} $M_{12}$ (1 isom. type) |
299:
299 4-(11,5,2) (complement has $\lambda=5$) \cite{Kramer74} |
derived from number 302 |
300:
300 4-(11,6,6) (complement has $\lambda=15$)
supplementary design of number 299 |
residual design of number 302 |
301:
301 4-(12,6,8) (complement has $\lambda=20$) Tran van Trung construction with supplementary design for design number 299 |
design of number 302 with respect to smaller t |
302:
302 5-(12,6,2) (complement has $\lambda=5$) Alltop construction for design number 299 |
$Aut(Icosahedron)$, $PGL(2,11)$ supplementary design has same parameters |
Alltop construction |
303:
303 4-(11,5,3) (complement has $\lambda=4$) \cite{Brouwer86} |
derived from number 306 |
304:
304 4-(11,6,9) (complement has $\lambda=12$) supplementary design of number 303 |
residual design of number 306 |
305:
305 4-(12,6,12) (complement has $\lambda=16$) Tran van Trung construction with supplementary design for design number 303 |
design of number 306 with respect to smaller t |
306:
306 5-(12,6,3) (complement has $\lambda=4$) Alltop construction for design number 303 |
Alltop construction |
307:
307 4-(15,7,20) (complement has $\lambda=145$) $Hol(C_5)C_3$ Wassermann |
derived from number 310 |
308:
308 4-(15,8,40) (complement has $\lambda=290$) supplementary design of number 307 |
residual design of number 310 |
309:
309 4-(16,8,60) (complement has $\lambda=435$) Tran van Trung construction with supplementary design for design number 307 |
design of number 310 with respect to smaller t |
310:
310 5-(16,8,20) (complement has $\lambda=145$)
Alltop construction for design number 307 |
Alltop construction |
Alltop construction |
311:
311 4-(15,7,25) (complement has $\lambda=140$) $Hol(C_5)C_3$ Wassermann |
derived from number 314 |
312:
312 4-(15,8,50) (complement has $\lambda=280$) supplementary design of number 311 |
residual design of number 314 |
313:
313 4-(16,8,75) (complement has $\lambda=420$) Tran van Trung construction with supplementary design for design number 311 |
design of number 314 with respect to smaller t |
314:
314 5-(16,8,25) (complement has $\lambda=140$) Alltop construction for design number 311 |
Alltop construction |
Alltop construction |
315:
315 4-(15,7,30) (complement has $\lambda=135$) Brouwer 1977/1986 |
derived from number 318 |
316:
316 4-(15,8,60) (complement has $\lambda=270$) supplementary design of number 315 |
residual design of number 318 |
317:
317 4-(16,8,90) (complement has $\lambda=405$) Tran van Trung construction with supplementary design for design number 315 |
design of number 318 with respect to smaller t |
318:
318 5-(16,8,30) (complement has $\lambda=135$) Alltop construction for design number 315 |
Alltop construction |
319:
319 4-(15,7,35) (complement has $\lambda=130$) Brouwer 1977/1986 |
derived from number 322 |
320:
320 4-(15,8,70) (complement has $\lambda=260$)
supplementary design of number 319 |
residual design of number 322 |
321:
321 4-(16,8,105) (complement has $\lambda=390$) Tran van Trung construction with supplementary design for design number 319 |
design of number 322 with respect to smaller t |
322:
322 5-(16,8,35) (complement has $\lambda=130$) Alltop construction for design number 319 |
Alltop construction |
323:
323 4-(15,7,40) (complement has $\lambda=125$) Brouwer 1977/1986 |
derived from number 326 |
324:
324 4-(15,8,80) (complement has $\lambda=250$) supplementary design of number 323 |
residual design of number 326 |
325:
325 4-(16,8,120) (complement has $\lambda=375$) Tran van Trung construction with supplementary design for design number 323 |
design of number 326 with respect to smaller t |
326:
326 5-(16,8,40) (complement has $\lambda=125$) Alltop construction for design number 323 |
Alltop construction |
327:
327 4-(15,7,45) (complement has $\lambda=120$) Brouwer 1977/1986 |
derived from number 330 |
residual design of number 904 |
328:
328 4-(15,8,90) (complement has $\lambda=240$) supplementary design of number 327 |
residual design of number 330 |
329:
329 4-(16,8,135) (complement has $\lambda=360$) Tran van Trung construction with supplementary design for design number 327 |
design of number 330 with respect to smaller t |
residual design of number 933 |
derived from number 934 |
330:
330 5-(16,8,45) (complement has $\lambda=120$)
Alltop construction for design number 327 |
$A_4\times D_4$ 1322 solutions |
Alltop construction |
331:
331 4-(15,7,50) (complement has $\lambda=115$) Brouwer 1977/1986 |
derived from number 334 |
332:
332 4-(15,8,100) (complement has $\lambda=230$) supplementary design of number 331 |
residual design of number 334 |
333:
333 4-(16,8,150) (complement has $\lambda=345$) Tran van Trung construction with supplementary design for design number 331 |
design of number 334 with respect to smaller t |
334:
334 5-(16,8,50) (complement has $\lambda=115$) Alltop construction for design number 331 |
Alltop construction |
335:
335 4-(15,7,55) (complement has $\lambda=110$) Brouwer 1977/1986 |
derived from number 338 |
design of number 893 with respect to smaller t |
336:
336 4-(15,8,110) (complement has $\lambda=220$) supplementary design of number 335 |
residual design of number 338 |
design of number 894 with respect to smaller t |
337:
337 4-(16,8,165) (complement has $\lambda=330$) Tran van Trung construction with supplementary design for design number 335 |
design of number 338 with respect to smaller t |
338:
338 5-(16,8,55) (complement has $\lambda=110$) Alltop construction for design number 335 |
Tran van Trung construction with supplementary design for design number 893 |
Alltop construction |
339:
339 4-(15,7,60) (complement has $\lambda=105$) Brouwer 1977/1986 |
derived from number 342 |
residual design of number 906 |
340:
340 4-(15,8,120) (complement has $\lambda=210$)
supplementary design of number 339 |
residual design of number 342 |
341:
341 4-(16,8,180) (complement has $\lambda=315$) Tran van Trung construction with supplementary design for design number 339 |
design of number 342 with respect to smaller t |
residual design of number 940 |
derived from number 941 |
342:
342 5-(16,8,60) (complement has $\lambda=105$) Alltop construction for design number 339 |
$A_4\times A_4$ |
Alltop construction |
343:
343 4-(15,7,65) (complement has $\lambda=100$) Brouwer 1977/1986 |
derived from number 346 |
344:
344 4-(15,8,130) (complement has $\lambda=200$) supplementary design of number 343 |
residual design of number 346 |
345:
345 4-(16,8,195) (complement has $\lambda=300$) Tran van Trung construction with supplementary design for design number 343 |
design of number 346 with respect to smaller t |
346:
346 5-(16,8,65) (complement has $\lambda=100$) Alltop construction for design number 343 |
$A_4\times A_4$ |
Alltop construction |
347:
347 4-(15,7,70) (complement has $\lambda=95$) Brouwer 1977/1986 |
derived from number 350 |
348:
348 4-(15,8,140) (complement has $\lambda=190$) supplementary design of number 347 |
residual design of number 350 |
349:
349 4-(16,8,210) (complement has $\lambda=285$) Tran van Trung construction with supplementary design for design number 347 |
design of number 350 with respect to smaller t |
350:
350 5-(16,8,70) (complement has $\lambda=95$)
Alltop construction for design number 347 |
Alltop construction |
351:
351 4-(15,7,75) (complement has $\lambda=90$) Brouwer 1977/1986 |
derived from number 354 |
residual design of number 909 |
352:
352 4-(15,8,150) (complement has $\lambda=180$) supplementary design of number 351 |
residual design of number 354 |
353:
353 4-(16,8,225) (complement has $\lambda=270$) Tran van Trung construction with supplementary design for design number 351 |
design of number 354 with respect to smaller t |
residual design of number 926 |
derived from number 927 |
354:
354 5-(16,8,75) (complement has $\lambda=90$) Alltop construction for design number 351 |
Alltop construction |
355:
355 4-(15,7,80) (complement has $\lambda=85$) Brouwer 1977/1986 |
derived from number 358 |
356:
356 4-(15,8,160) (complement has $\lambda=170$) supplementary design of number 355 |
residual design of number 358 |
357:
357 4-(16,8,240) (complement has $\lambda=255$) Tran van Trung construction with supplementary design for design number 355 |
design of number 358 with respect to smaller t |
358:
358 5-(16,8,80) (complement has $\lambda=85$) Alltop construction for design number 355 |
Alltop construction |
359:
359 4-(16,6,6) (complement has $\lambda=60$) $(D_5\times C_3)+$ Wassermann |
360:
360 4-(17,5,6) (complement has $\lambda=7$)
$D_{17})$ Wassermann |
derived from number 5526 |
361:
361 4-(17,8,290) (complement has $\lambda=425$) $C_{17}C8$ Wassermann |
derived from number 364 |
residual design of number 7813 |
362:
362 4-(17,9,522) (complement has $\lambda=765$) supplementary design of number 361 |
residual design of number 364 |
derived from number 7814 |
363:
363 4-(18,9,812) (complement has $\lambda=1190$) Tran van Trung construction with supplementary design for design number 361 |
design of number 364 with respect to smaller t |
residual design of number 5540 |
derived from number 5541 |
364:
364 5-(18,9,290) (complement has $\lambda=425$) Alltop construction for design number 361 |
Alltop construction |
residual design of number 7811 |
derived from number 7812 |
365:
365 4-(33,16,21850920) (complement has $\lambda=30045015$) TvT: 4-(32,15,9041760) $\cup$ 4-(32,16,12809160) |
derived from number 367 |
366:
366 4-(34,17,50425200) (complement has $\lambda=69334650$) Tran van Trung construction with supplementary design for design number 365 |
design of number 367 with respect to smaller t |
367:
367 5-(34,17,21850920) (complement has $\lambda=30045015$) Alltop construction for design number 365 |
368:
368 4-(33,17,28574280) (complement has $\lambda=39289635$) residual design of number 367 |
369:
369 4-(34,16,36418200) (complement has $\lambda=50075025$) TvT: 4-(33,15,14567280) $\cup$ 4-(33,16,21850920) |
370:
370 5-(29,14,649704) (complement has $\lambda=657800$)
TvT: 5-(28,13,243639) $\cup$ 5-(28,14,406065) |
371:
371 5-(29,15,974556) (complement has $\lambda=986700$) supplementary design of number 370 |
372:
372 4-(29,14,1624260) (complement has $\lambda=1644500$) design of number 370 with respect to smaller t |
derived from number 375 |
TvT: 4-(28,13,649704) $\cup$ 4-(28,14,974556) |
373:
373 4-(28,13,649704) (complement has $\lambda=657800$) derived from number 370 |
design of number 448 with respect to smaller t |
TvT: 4-(27,12,243639) $\cup$ 4-(27,13,406065) |
374:
374 4-(28,14,974556) (complement has $\lambda=986700$) residual design of number 370 |
derived from number 371 |
Tran van Trung construction with supplementary design for design number 419 |
design of number 422 with respect to smaller t |
375:
375 5-(30,15,1624260) (complement has $\lambda=1644500$) Tran van Trung construction with supplementary design for design number 370 |
Alltop construction for design number 372 |
376:
376 4-(29,15,2214900) (complement has $\lambda=2242500$) design of number 371 with respect to smaller t |
supplementary design of number 372 |
residual design of number 375 |
377:
377 4-(28,15,1240344) (complement has $\lambda=1255800$) residual design of number 371 |
378:
378 4-(30,15,3839160) (complement has $\lambda=3887000$) Tran van Trung construction with supplementary design for design number 372 |
design of number 375 with respect to smaller t |
379:
379 4-(31,15,5489640) (complement has $\lambda=7548255$) TvT: 4-(30,14,2236520) $\cup$ 4-(30,15,3253120) |
derived from number 381 |
380:
380 4-(32,16,12809160) (complement has $\lambda=17612595$)
Tran van Trung construction with supplementary design for design number 379 |
design of number 381 with respect to smaller t |
381:
381 5-(32,16,5489640) (complement has $\lambda=7548255$) Alltop construction for design number 379 |
382:
382 4-(31,16,7319520) (complement has $\lambda=10064340$) residual design of number 381 |
383:
383 4-(32,15,9041760) (complement has $\lambda=12432420$) TvT: 4-(31,14,3552120) $\cup$ 4-(31,15,5489640) |
384:
384 4-(33,15,14567280) (complement has $\lambda=20030010$) TvT: 4-(32,14,5525520) $\cup$ 4-(32,15,9041760) |
385:
385 4-(29,14,263120) (complement has $\lambda=3005640$) TvT: 4-(28,13,105248) $\cup$ 4-(28,14,157872) |
derived from number 388 |
design of number 425 with respect to smaller t |
386:
386 4-(29,15,358800) (complement has $\lambda=4098600$) supplementary design of number 385 |
residual design of number 388 |
design of number 426 with respect to smaller t |
387:
387 4-(30,15,621920) (complement has $\lambda=7104240$) Tran van Trung construction with supplementary design for design number 385 |
design of number 388 with respect to smaller t |
388:
388 5-(30,15,263120) (complement has $\lambda=3005640$) Alltop construction for design number 385 |
Tran van Trung construction with supplementary design for design number 425 |
389:
389 4-(29,14,409860) (complement has $\lambda=2858900$) TvT: 4-(28,13,163944) $\cup$ 4-(28,14,245916) |
derived from number 392 |
design of number 430 with respect to smaller t |
390:
390 4-(29,15,558900) (complement has $\lambda=3898500$)
supplementary design of number 389 |
residual design of number 392 |
design of number 431 with respect to smaller t |
391:
391 4-(30,15,968760) (complement has $\lambda=6757400$) Tran van Trung construction with supplementary design for design number 389 |
design of number 392 with respect to smaller t |
392:
392 5-(30,15,409860) (complement has $\lambda=2858900$) Alltop construction for design number 389 |
Tran van Trung construction with supplementary design for design number 430 |
393:
393 4-(29,14,986700) (complement has $\lambda=2282060$) TvT: 4-(28,13,394680) $\cup$ 4-(28,14,592020) |
derived from number 396 |
394:
394 4-(29,15,1345500) (complement has $\lambda=3111900$) supplementary design of number 393 |
residual design of number 396 |
395:
395 4-(30,15,2332200) (complement has $\lambda=5393960$) Tran van Trung construction with supplementary design for design number 393 |
design of number 396 with respect to smaller t |
396:
396 5-(30,15,986700) (complement has $\lambda=2282060$) Alltop construction for design number 393 |
397:
397 4-(29,14,1098020) (complement has $\lambda=2170740$) TvT: 4-(28,13,439208) $\cup$ 4-(28,14,658812) |
derived from number 400 |
398:
398 4-(29,15,1497300) (complement has $\lambda=2960100$) supplementary design of number 397 |
residual design of number 400 |
399:
399 4-(30,15,2595320) (complement has $\lambda=5130840$) Tran van Trung construction with supplementary design for design number 397 |
design of number 400 with respect to smaller t |
400:
400 5-(30,15,1098020) (complement has $\lambda=2170740$)
Alltop construction for design number 397 |
401:
401 4-(29,14,1168860) (complement has $\lambda=2099900$) TvT: 4-(28,13,467544) $\cup$ 4-(28,14,701316) |
derived from number 404 |
402:
402 4-(29,15,1593900) (complement has $\lambda=2863500$) supplementary design of number 401 |
residual design of number 404 |
403:
403 4-(30,15,2762760) (complement has $\lambda=4963400$) Tran van Trung construction with supplementary design for design number 401 |
design of number 404 with respect to smaller t |
404:
404 5-(30,15,1168860) (complement has $\lambda=2099900$) Alltop construction for design number 401 |
405:
405 4-(29,14,1265000) (complement has $\lambda=2003760$) TvT: 4-(28,13,506000) $\cup$ 4-(28,14,759000) |
derived from number 408 |
design of number 11394 with respect to smaller t |
residual design of number 11398 |
406:
406 4-(29,15,1725000) (complement has $\lambda=2732400$) supplementary design of number 405 |
residual design of number 408 |
design of number 11395 with respect to smaller t |
407:
407 4-(30,15,2990000) (complement has $\lambda=4736160$) Tran van Trung construction with supplementary design for design number 405 |
design of number 408 with respect to smaller t |
residual design of number 11403 |
derived from number 11404 |
408:
408 5-(30,15,1265000) (complement has $\lambda=2003760$) Alltop construction for design number 405 |
Tran van Trung construction with supplementary design for design number 11394 |
409:
409 4-(29,14,1543300) (complement has $\lambda=1725460$) TvT: 4-(28,13,617320) $\cup$ 4-(28,14,925980) |
derived from number 412 |
410:
410 4-(29,15,2104500) (complement has $\lambda=2352900$)
supplementary design of number 409 |
residual design of number 412 |
411:
411 4-(30,15,3647800) (complement has $\lambda=4078360$) Tran van Trung construction with supplementary design for design number 409 |
design of number 412 with respect to smaller t |
412:
412 5-(30,15,1543300) (complement has $\lambda=1725460$) Alltop construction for design number 409 |
413:
413 4-(29,14,1614140) (complement has $\lambda=1654620$) TvT: 4-(28,13,645656) $\cup$ 4-(28,14,968484) |
derived from number 416 |
414:
414 4-(29,15,2201100) (complement has $\lambda=2256300$) supplementary design of number 413 |
residual design of number 416 |
415:
415 4-(30,15,3815240) (complement has $\lambda=3910920$) Tran van Trung construction with supplementary design for design number 413 |
design of number 416 with respect to smaller t |
416:
416 5-(30,15,1614140) (complement has $\lambda=1654620$) Alltop construction for design number 413 |
417:
417 5-(27,13,158895) (complement has $\lambda=160875$) TvT: 5-(26,12,57780) $\cup$ 5-(26,13,101115) |
418:
418 5-(27,14,247170) (complement has $\lambda=250250$) supplementary design of number 417 |
419:
419 4-(27,13,406065) (complement has $\lambda=411125$) design of number 417 with respect to smaller t |
derived from number 422 |
residual design of number 448 |
TvT: 4-(26,12,158895) $\cup$ 4-(26,13,247170) |
420:
420 4-(26,12,158895) (complement has $\lambda=160875$)
derived from number 417 |
TvT: 4-(25,11,57780) $\cup$ 4-(25,12,101115) |
design of number 716 with respect to smaller t |
residual design of number 718 |
421:
421 4-(26,13,247170) (complement has $\lambda=250250$) residual design of number 417 |
derived from number 418 |
Tran van Trung construction with supplementary design for design number 649 |
design of number 651 with respect to smaller t |
422:
422 5-(28,14,406065) (complement has $\lambda=411125$) Tran van Trung construction with supplementary design for design number 417 |
Alltop construction for design number 419 |
423:
423 4-(27,14,568491) (complement has $\lambda=575575$) design of number 418 with respect to smaller t |
supplementary design of number 419 |
residual design of number 422 |
424:
424 4-(26,14,321321) (complement has $\lambda=325325$) residual design of number 418 |
425:
425 5-(29,14,105248) (complement has $\lambda=1202256$) TvT: 5-(28,13,39468) $\cup$ 5-(28,14,65780) |
426:
426 5-(29,15,157872) (complement has $\lambda=1803384$) supplementary design of number 425 |
427:
427 4-(28,13,105248) (complement has $\lambda=1202256$) derived from number 425 |
TvT: 4-(27,12,39468) $\cup$ 4-(27,13,65780) |
design of number 770 with respect to smaller t |
428:
428 4-(28,14,157872) (complement has $\lambda=1803384$) residual design of number 425 |
derived from number 426 |
Tran van Trung construction with supplementary design for design number 666 |
design of number 668 with respect to smaller t |
429:
429 4-(28,15,200928) (complement has $\lambda=2295216$) residual design of number 426 |
430:
430 5-(29,14,163944) (complement has $\lambda=1143560$)
TvT: 5-(28,13,61479) $\cup$ 5-(28,14,102465) |
431:
431 5-(29,15,245916) (complement has $\lambda=1715340$) supplementary design of number 430 |
432:
432 4-(28,13,163944) (complement has $\lambda=1143560$) derived from number 430 |
TvT: 4-(27,12,61479) $\cup$ 4-(27,13,102465) |
design of number 631 with respect to smaller t |
433:
433 4-(28,14,245916) (complement has $\lambda=1715340$) residual design of number 430 |
derived from number 431 |
Tran van Trung construction with supplementary design for design number 609 |
design of number 611 with respect to smaller t |
434:
434 4-(28,15,312984) (complement has $\lambda=2183160$) residual design of number 431 |
435:
435 4-(29,14,946220) (complement has $\lambda=2322540$) TvT: 4-(28,13,378488) $\cup$ 4-(28,14,567732) |
derived from number 438 |
436:
436 4-(29,15,1290300) (complement has $\lambda=3167100$) supplementary design of number 435 |
residual design of number 438 |
437:
437 4-(30,15,2236520) (complement has $\lambda=5489640$) Tran van Trung construction with supplementary design for design number 435 |
design of number 438 with respect to smaller t |
438:
438 5-(30,15,946220) (complement has $\lambda=2322540$) Alltop construction for design number 435 |
439:
439 4-(29,14,1320660) (complement has $\lambda=1948100$) TvT: 4-(28,13,528264) $\cup$ 4-(28,14,792396) |
derived from number 442 |
440:
440 4-(29,15,1800900) (complement has $\lambda=2656500$)
supplementary design of number 439 |
residual design of number 442 |
441:
441 4-(30,15,3121560) (complement has $\lambda=4604600$) Tran van Trung construction with supplementary design for design number 439 |
design of number 442 with respect to smaller t |
442:
442 5-(30,15,1320660) (complement has $\lambda=1948100$) Alltop construction for design number 439 |
443:
443 4-(29,14,1376320) (complement has $\lambda=1892440$) TvT: 4-(28,13,550528) $\cup$ 4-(28,14,825792) |
derived from number 446 |
444:
444 4-(29,15,1876800) (complement has $\lambda=2580600$) supplementary design of number 443 |
residual design of number 446 |
445:
445 4-(30,15,3253120) (complement has $\lambda=4473040$) Tran van Trung construction with supplementary design for design number 443 |
design of number 446 with respect to smaller t |
446:
446 5-(30,15,1376320) (complement has $\lambda=1892440$) Alltop construction for design number 443 |
447:
447 4-(30,14,2236520) (complement has $\lambda=3075215$) TvT: 4-(29,13,860200) $\cup$ 4-(29,14,1376320) |
448:
448 5-(28,13,243639) (complement has $\lambda=246675$) TvT: 5-(27,12,84744) $\cup$ 5-(27,13,158895) |
449:
449 4-(27,12,243639) (complement has $\lambda=246675$) derived from number 448 |
TvT: 4-(26,11,84744) $\cup$ 4-(26,12,158895) |
design of number 718 with respect to smaller t |
450:
450 4-(31,14,3552120) (complement has $\lambda=4884165$)
TvT: 4-(30,13,1315600) $\cup$ 4-(30,14,2236520) |
451:
451 4-(32,14,5525520) (complement has $\lambda=7597590$) TvT: 4-(31,13,1973400) $\cup$ 4-(31,14,3552120) |
452:
452 4-(29,14,1280180) (complement has $\lambda=1988580$) TvT: 4-(28,13,512072) $\cup$ 4-(28,14,768108) |
derived from number 455 |
453:
453 4-(29,15,1745700) (complement has $\lambda=2711700$) supplementary design of number 452 |
residual design of number 455 |
454:
454 4-(30,15,3025880) (complement has $\lambda=4700280$) Tran van Trung construction with supplementary design for design number 452 |
design of number 455 with respect to smaller t |
455:
455 5-(30,15,1280180) (complement has $\lambda=1988580$) Alltop construction for design number 452 |
456:
456 4-(18,8,77) (complement has $\lambda=924$) TvT: 4-(17,7,22) $\cup$ 4-(17,8,55) |
457:
457 4-(21,9,3024) (complement has $\lambda=3164$)
458:
458 4-(21,9,2156) (complement has $\lambda=4032$)
459:
459 4-(21,9,2688) (complement has $\lambda=3500$)
460:
460 4-(21,9,1820) (complement has $\lambda=4368$)
PSL(3,4) |
residual design of number 1982 |
461:
461 4-(21,10,672) (complement has $\lambda=11704$) PSL(3,4) |
derived from number 464 |
462:
462 4-(21,11,1056) (complement has $\lambda=18392$) supplementary design of number 461 |
residual design of number 464 |
463:
463 4-(22,11,1728) (complement has $\lambda=30096$) Tran van Trung construction with supplementary design for design number 461 |
design of number 464 with respect to smaller t |
464:
464 5-(22,11,672) (complement has $\lambda=11704$) Alltop construction for design number 461 |
$PSL(3,4)+$ 9 isomorphism types |
\cite{Kreher95} $PGL(2,19)++$ 1 isomorphism type |
PSL(3,4)+ Alltop construction from 4-(21,10,672) |
465:
465 4-(21,10,2352) (complement has $\lambda=10024$) PSL(3,4) |
derived from number 468 |
466:
466 4-(21,11,3696) (complement has $\lambda=15752$) supplementary design of number 465 |
residual design of number 468 |
467:
467 4-(22,11,6048) (complement has $\lambda=25776$) Tran van Trung construction with supplementary design for design number 465 |
design of number 468 with respect to smaller t |
468:
468 5-(22,11,2352) (complement has $\lambda=10024$) Alltop construction for design number 465 |
$PSL(3,4)+$ |
\cite{Kreher95} |
PSL(3,4)+ Alltop construction from 4-(21,10,2352) |
469:
469 4-(21,10,2856) (complement has $\lambda=9520$) PSL(3,4) |
derived from number 472 |
design of number 1849 with respect to smaller t |
residual design of number 2203 |
470:
470 4-(21,11,4488) (complement has $\lambda=14960$)
supplementary design of number 469 |
residual design of number 472 |
design of number 1850 with respect to smaller t |
471:
471 4-(22,11,7344) (complement has $\lambda=24480$) Tran van Trung construction with supplementary design for design number 469 |
design of number 472 with respect to smaller t |
residual design of number 2342 |
derived from number 2343 |
472:
472 5-(22,11,2856) (complement has $\lambda=9520$) Alltop construction for design number 469 |
Tran van Trung construction with supplementary design for design number 1849 |
\cite{Kreher95} $PSL(3,4)+$ Alltop construction from 4-(21,10,2856) |
design of number 5571 with respect to smaller t |
473:
473 4-(21,10,3192) (complement has $\lambda=9184$) PSL(3,4) |
derived from number 476 |
474:
474 4-(21,11,5016) (complement has $\lambda=14432$) supplementary design of number 473 |
residual design of number 476 |
475:
475 4-(22,11,8208) (complement has $\lambda=23616$) Tran van Trung construction with supplementary design for design number 473 |
design of number 476 with respect to smaller t |
476:
476 5-(22,11,3192) (complement has $\lambda=9184$) Alltop construction for design number 473 |
$PSL(3,4)+$ |
PSL(3,4)+ Alltop construction from 4-(21,10,3192) |
477:
477 4-(21,10,2296) (complement has $\lambda=10080$) PSL(3,4) |
derived from number 480 |
478:
478 4-(21,11,3608) (complement has $\lambda=15840$) supplementary design of number 477 |
residual design of number 480 |
479:
479 4-(22,11,5904) (complement has $\lambda=25920$) Tran van Trung construction with supplementary design for design number 477 |
design of number 480 with respect to smaller t |
480:
480 5-(22,11,2296) (complement has $\lambda=10080$)
Alltop construction for design number 477 |
$PSL(3,4)+$ |
\cite{Kreher95} |
PSL(3,4)+ Alltop construction from 4-(21,10,2296) |
481:
481 4-(21,10,4984) (complement has $\lambda=7392$) PSL(3,4) |
derived from number 484 |
482:
482 4-(21,11,7832) (complement has $\lambda=11616$) supplementary design of number 481 |
residual design of number 484 |
483:
483 4-(22,11,12816) (complement has $\lambda=19008$) Tran van Trung construction with supplementary design for design number 481 |
design of number 484 with respect to smaller t |
484:
484 5-(22,11,4984) (complement has $\lambda=7392$) Alltop construction for design number 481 |
$PSL(3,4)+$ |
PSL(3,4)+ Alltop construction from 4-(21,10,4984) |
485:
485 4-(21,10,5544) (complement has $\lambda=6832$) PSL(3,4) |
derived from number 488 |
residual design of number 2243 |
486:
486 4-(21,11,8712) (complement has $\lambda=10736$) supplementary design of number 485 |
residual design of number 488 |
487:
487 4-(22,11,14256) (complement has $\lambda=17568$) Tran van Trung construction with supplementary design for design number 485 |
design of number 488 with respect to smaller t |
residual design of number 10987 |
derived from number 10988 |
488:
488 5-(22,11,5544) (complement has $\lambda=6832$) Alltop construction for design number 485 |
$PSL(3,4)+$ Alltop construction from 4-(21,10,5544) |
489:
489 4-(21,10,4816) (complement has $\lambda=7560$) PSL(3,4) |
derived from number 492 |
PGL(3,4) |
490:
490 4-(21,11,7568) (complement has $\lambda=11880$)
supplementary design of number 489 |
residual design of number 492 |
491:
491 4-(22,11,12384) (complement has $\lambda=19440$) Tran van Trung construction with supplementary design for design number 489 |
design of number 492 with respect to smaller t |
492:
492 5-(22,11,4816) (complement has $\lambda=7560$) Alltop construction for design number 489 |
$PSL(3,4)+$ |
PGL(3,4)+ Alltop construction from 4-(21,10,4816) |
PSL(3,4)+ Alltop construction from 4-(21,10,4816) |
493:
493 4-(21,10,6048) (complement has $\lambda=6328$) PSL(3,4) |
derived from number 496 |
494:
494 4-(21,11,9504) (complement has $\lambda=9944$) supplementary design of number 493 |
residual design of number 496 |
495:
495 4-(22,11,15552) (complement has $\lambda=16272$) Tran van Trung construction with supplementary design for design number 493 |
design of number 496 with respect to smaller t |
496:
496 5-(22,11,6048) (complement has $\lambda=6328$) Alltop construction for design number 493 |
$PSL(3,4)+$ Alltop construction from 4-(21,10,6048) |
497:
497 4-(21,10,5376) (complement has $\lambda=7000$) PSL(3,4) |
derived from number 500 |
498:
498 4-(21,11,8448) (complement has $\lambda=11000$) supplementary design of number 497 |
residual design of number 500 |
499:
499 4-(22,11,13824) (complement has $\lambda=18000$) Tran van Trung construction with supplementary design for design number 497 |
design of number 500 with respect to smaller t |
500:
500 5-(22,11,5376) (complement has $\lambda=7000$)
Alltop construction for design number 497 |
$PSL(3,4)+$ |
PSL(3,4)+ Alltop construction from 4-(21,10,5376) |
501:
501 4-(21,10,3360) (complement has $\lambda=9016$) PSL(3,4) |
derived from number 504 |
502:
502 4-(21,11,5280) (complement has $\lambda=14168$) supplementary design of number 501 |
residual design of number 504 |
503:
503 4-(22,11,8640) (complement has $\lambda=23184$) Tran van Trung construction with supplementary design for design number 501 |
design of number 504 with respect to smaller t |
504:
504 5-(22,11,3360) (complement has $\lambda=9016$) Alltop construction for design number 501 |
\cite{Kreher95} $PSL(3,4)+$ $PGL(2,19)++$Alltop construction from 4-(21,10,3360) |
505:
505 4-(21,10,1456) (complement has $\lambda=10920$) PSL(3,4) |
derived from number 508 |
residual design of number 2091 |
506:
506 4-(21,11,2288) (complement has $\lambda=17160$) supplementary design of number 505 |
residual design of number 508 |
507:
507 4-(22,11,3744) (complement has $\lambda=28080$) Tran van Trung construction with supplementary design for design number 505 |
design of number 508 with respect to smaller t |
residual design of number 10847 |
derived from number 10848 |
508:
508 5-(22,11,1456) (complement has $\lambda=10920$) Alltop construction for design number 505 |
PSL(3,4)+ Alltop construction from 4-(21,10,1456) |
\cite{Kreher95} $PSL(3,4)+$ $PGL(2,19)++$ |
509:
509 4-(21,10,4032) (complement has $\lambda=8344$) PSL(3,4) |
derived from number 512 |
510:
510 4-(21,11,6336) (complement has $\lambda=13112$)
supplementary design of number 509 |
residual design of number 512 |
511:
511 4-(22,11,10368) (complement has $\lambda=21456$) Tran van Trung construction with supplementary design for design number 509 |
design of number 512 with respect to smaller t |
512:
512 5-(22,11,4032) (complement has $\lambda=8344$) Alltop construction for design number 509 |
$PSL(3,4)+$ |
\cite{Kreher95} |
PSL(3,4)+ Alltop construction from 4-(21,10,4032) |
513:
513 4-(21,10,1680) (complement has $\lambda=10696$) PGL(3,4) |
derived from number 516 |
residual design of number 2121 |
514:
514 4-(21,11,2640) (complement has $\lambda=16808$) supplementary design of number 513 |
residual design of number 516 |
515:
515 4-(22,11,4320) (complement has $\lambda=27504$) Tran van Trung construction with supplementary design for design number 513 |
design of number 516 with respect to smaller t |
residual design of number 11046 |
derived from number 11047 |
516:
516 5-(22,11,1680) (complement has $\lambda=10696$) Alltop construction for design number 513 |
PGL(3,4)+ Alltop construction from 4-(21,10,1680) |
\cite{Kreher95} $PSL(3,4)+$ $PGL(2,19)++$ |
517:
517 4-(21,10,4368) (complement has $\lambda=8008$) PGL(3,4) |
derived from number 520 |
residual design of number 7836 |
518:
518 4-(21,11,6864) (complement has $\lambda=12584$) supplementary design of number 517 |
residual design of number 520 |
519:
519 4-(22,11,11232) (complement has $\lambda=20592$) Tran van Trung construction with supplementary design for design number 517 |
design of number 520 with respect to smaller t |
residual design of number 2356 |
derived from number 2357 |
520:
520 5-(22,11,4368) (complement has $\lambda=8008$)
Alltop construction for design number 517 |
PGL(3,4)+ Alltop construction from 4-(21,10,4368) |
521:
521 4-(21,10,3528) (complement has $\lambda=8848$) PGL(3,4) |
derived from number 524 |
522:
522 4-(21,11,5544) (complement has $\lambda=13904$) supplementary design of number 521 |
residual design of number 524 |
523:
523 4-(22,11,9072) (complement has $\lambda=22752$) Tran van Trung construction with supplementary design for design number 521 |
design of number 524 with respect to smaller t |
524:
524 5-(22,11,3528) (complement has $\lambda=8848$) Alltop construction for design number 521 |
PGL(3,4)+ Alltop construction from 4-(21,10,3528) |
525:
525 4-(21,10,5880) (complement has $\lambda=6496$) PGL(3,4) |
derived from number 528 |
526:
526 4-(21,11,9240) (complement has $\lambda=10208$) supplementary design of number 525 |
residual design of number 528 |
527:
527 4-(22,11,15120) (complement has $\lambda=16704$) Tran van Trung construction with supplementary design for design number 525 |
design of number 528 with respect to smaller t |
residual design of number 5720 |
derived from number 5721 |
528:
528 5-(22,11,5880) (complement has $\lambda=6496$) Alltop construction for design number 525 |
$PGL(3,4)+$, $PGL(2,19)++$, Alltop construction from 4-(21,10,5880) |
529:
529 4-(21,10,2688) (complement has $\lambda=9688$) PGL(3,4) |
derived from number 532 |
530:
530 4-(21,11,4224) (complement has $\lambda=15224$)
supplementary design of number 529 |
residual design of number 532 |
531:
531 4-(22,11,6912) (complement has $\lambda=24912$) Tran van Trung construction with supplementary design for design number 529 |
design of number 532 with respect to smaller t |
532:
532 5-(22,11,2688) (complement has $\lambda=9688$) Alltop construction for design number 529 |
\cite{Kreher95} |
PGL(3,4)+ Alltop construction from 4-(21,10,2688) |
533:
533 4-(21,10,5208) (complement has $\lambda=7168$) PGL(3,4) |
derived from number 536 |
534:
534 4-(21,11,8184) (complement has $\lambda=11264$) supplementary design of number 533 |
residual design of number 536 |
535:
535 4-(22,11,13392) (complement has $\lambda=18432$) Tran van Trung construction with supplementary design for design number 533 |
design of number 536 with respect to smaller t |
536:
536 5-(22,11,5208) (complement has $\lambda=7168$) Alltop construction for design number 533 |
PGL(3,4)+ Alltop construction from 4-(21,10,5208) |
537:
537 4-(21,10,4648) (complement has $\lambda=7728$) PGL(3,4) |
derived from number 540 |
538:
538 4-(21,11,7304) (complement has $\lambda=12144$) supplementary design of number 537 |
residual design of number 540 |
539:
539 4-(22,11,11952) (complement has $\lambda=19872$) Tran van Trung construction with supplementary design for design number 537 |
design of number 540 with respect to smaller t |
540:
540 5-(22,11,4648) (complement has $\lambda=7728$)
Alltop construction for design number 537 |
$PSL(3,4)+$ |
PGL(3,4)+ Alltop construction from 4-(21,10,4648) |
541:
541 4-(21,10,5656) (complement has $\lambda=6720$) PGL(3,4) |
derived from number 544 |
542:
542 4-(21,11,8888) (complement has $\lambda=10560$) supplementary design of number 541 |
residual design of number 544 |
543:
543 4-(22,11,14544) (complement has $\lambda=17280$) Tran van Trung construction with supplementary design for design number 541 |
design of number 544 with respect to smaller t |
544:
544 5-(22,11,5656) (complement has $\lambda=6720$) Alltop construction for design number 541 |
\cite{Kreher95} |
$PGL(3,4)+$ Alltop construction from 4-(21,10,5656) |
545:
545 4-(21,10,3976) (complement has $\lambda=8400$) PGL(3,4) |
derived from number 548 |
546:
546 4-(21,11,6248) (complement has $\lambda=13200$) supplementary design of number 545 |
residual design of number 548 |
547:
547 4-(22,11,10224) (complement has $\lambda=21600$) Tran van Trung construction with supplementary design for design number 545 |
design of number 548 with respect to smaller t |
548:
548 5-(22,11,3976) (complement has $\lambda=8400$) Alltop construction for design number 545 |
PGL(3,4)+ Alltop construction from 4-(21,10,3976) |
549:
549 4-(21,10,2128) (complement has $\lambda=10248$) PGL(3,4) |
derived from number 552 |
550:
550 4-(21,11,3344) (complement has $\lambda=16104$)
supplementary design of number 549 |
residual design of number 552 |
551:
551 4-(22,11,5472) (complement has $\lambda=26352$) Tran van Trung construction with supplementary design for design number 549 |
design of number 552 with respect to smaller t |
552:
552 5-(22,11,2128) (complement has $\lambda=10248$) Alltop construction for design number 549 |
PGL(3,4)+ Alltop construction from 4-(21,10,2128) |
553:
553 4-(22,10,8064) (complement has $\lambda=10500$) TvT: 4-(21,9,2688) $\cup$ 4-(21,10,5376) |
554:
554 4-(22,10,9072) (complement has $\lambda=9492$) TvT: 4-(21,9,3024) $\cup$ 4-(21,10,6048) |
555:
555 4-(24,9,96) (complement has $\lambda=15408$) TvT: 4-(23,8,24) $\cup$ 4-(23,9,72) |
556:
556 4-(24,9,672) (complement has $\lambda=14832$) TvT: 4-(23,8,168) $\cup$ 4-(23,9,504) |
557:
557 4-(24,9,768) (complement has $\lambda=14736$) TvT: 4-(23,8,192) $\cup$ 4-(23,9,576) |
558:
558 4-(24,9,816) (complement has $\lambda=14688$) TvT: 4-(23,8,204) $\cup$ 4-(23,9,612) |
559:
559 4-(24,9,864) (complement has $\lambda=14640$) TvT: 4-(23,8,216) $\cup$ 4-(23,9,648) |
560:
560 4-(24,9,912) (complement has $\lambda=14592$)
TvT: 4-(23,8,228) $\cup$ 4-(23,9,684) |
561:
561 4-(24,10,11040) (complement has $\lambda=27720$) TvT: 4-(23,9,3312) $\cup$ 4-(23,10,7728) |
residual design of number 8292 |
derived from number 8293 |
562:
562 4-(24,10,11220) (complement has $\lambda=27540$) TvT: 4-(23,9,3366) $\cup$ 4-(23,10,7854) |
563:
563 4-(24,10,11700) (complement has $\lambda=27060$) TvT: 4-(23,9,3510) $\cup$ 4-(23,10,8190) |
564:
564 4-(24,10,13020) (complement has $\lambda=25740$) TvT: 4-(23,9,3906) $\cup$ 4-(23,10,9114) |
565:
565 4-(24,10,13860) (complement has $\lambda=24900$) TvT: 4-(23,9,4158) $\cup$ 4-(23,10,9702) |
566:
566 4-(24,10,15000) (complement has $\lambda=23760$) TvT: 4-(23,9,4500) $\cup$ 4-(23,10,10500) |
residual design of number 8431 |
derived from number 8432 |
567:
567 4-(24,10,15180) (complement has $\lambda=23580$) TvT: 4-(23,9,4554) $\cup$ 4-(23,10,10626) |
568:
568 4-(24,10,15660) (complement has $\lambda=23100$) TvT: 4-(23,9,4698) $\cup$ 4-(23,10,10962) |
569:
569 4-(24,10,16320) (complement has $\lambda=22440$) TvT: 4-(23,9,4896) $\cup$ 4-(23,10,11424) |
570:
570 4-(25,6,30) (complement has $\lambda=180$)
\cite{KreherTechReport95} |
571:
571 4-(25,6,60) (complement has $\lambda=150$) \cite{KreherTechReport95} |
572:
572 4-(25,7,140) (complement has $\lambda=1190$) \cite{KreherTechReport95} |
design of number 3849 with respect to smaller t |
573:
573 4-(25,7,210) (complement has $\lambda=1120$) \cite{KreherTechReport95} |
design of number 3850 with respect to smaller t |
derived from number 3956 |
574:
574 4-(25,9,126) (complement has $\lambda=20223$) TvT: 4-(24,8,30) $\cup$ 4-(24,9,96) |
575:
575 4-(25,9,882) (complement has $\lambda=19467$) TvT: 4-(24,8,210) $\cup$ 4-(24,9,672) |
576:
576 4-(25,9,1008) (complement has $\lambda=19341$) TvT: 4-(24,8,240) $\cup$ 4-(24,9,768) |
577:
577 4-(25,9,1134) (complement has $\lambda=19215$) TvT: 4-(24,8,270) $\cup$ 4-(24,9,864) |
578:
578 4-(25,9,1197) (complement has $\lambda=19152$) TvT: 4-(24,8,285) $\cup$ 4-(24,9,912) |
579:
579 4-(25,10,2352) (complement has $\lambda=51912$) TvT: 4-(24,9,672) $\cup$ 4-(24,10,1680) |
580:
580 4-(25,10,2688) (complement has $\lambda=51576$)
TvT: 4-(24,9,768) $\cup$ 4-(24,10,1920) |
581:
581 4-(25,10,2856) (complement has $\lambda=51408$) TvT: 4-(24,9,816) $\cup$ 4-(24,10,2040) |
582:
582 4-(25,10,3024) (complement has $\lambda=51240$) TvT: 4-(24,9,864) $\cup$ 4-(24,10,2160) |
583:
583 4-(25,10,3192) (complement has $\lambda=51072$) TvT: 4-(24,9,912) $\cup$ 4-(24,10,2280) |
584:
584 4-(25,10,15456) (complement has $\lambda=38808$) TvT: 4-(24,9,4416) $\cup$ 4-(24,10,11040) |
residual design of number 8289 |
derived from number 8290 |
design of number 8292 with respect to smaller t |
585:
585 4-(25,10,15708) (complement has $\lambda=38556$) TvT: 4-(24,9,4488) $\cup$ 4-(24,10,11220) |
586:
586 4-(25,10,16380) (complement has $\lambda=37884$) TvT: 4-(24,9,4680) $\cup$ 4-(24,10,11700) |
587:
587 4-(25,10,18228) (complement has $\lambda=36036$) TvT: 4-(24,9,5208) $\cup$ 4-(24,10,13020) |
588:
588 4-(25,10,19404) (complement has $\lambda=34860$) TvT: 4-(24,9,5544) $\cup$ 4-(24,10,13860) |
589:
589 4-(25,10,21000) (complement has $\lambda=33264$) TvT: 4-(24,9,6000) $\cup$ 4-(24,10,15000) |
residual design of number 8428 |
derived from number 8429 |
design of number 8431 with respect to smaller t |
590:
590 4-(25,10,21252) (complement has $\lambda=33012$)
TvT: 4-(24,9,6072) $\cup$ 4-(24,10,15180) |
591:
591 4-(25,10,21924) (complement has $\lambda=32340$) TvT: 4-(24,9,6264) $\cup$ 4-(24,10,15660) |
592:
592 4-(25,11,33120) (complement has $\lambda=83160$) TvT: 4-(24,10,11040) $\cup$ 4-(24,11,22080) |
residual design of number 8290 |
design of number 8293 with respect to smaller t |
derived from number 11199 |
593:
593 4-(25,11,35100) (complement has $\lambda=81180$) TvT: 4-(24,10,11700) $\cup$ 4-(24,11,23400) |
594:
594 4-(25,11,41580) (complement has $\lambda=74700$) TvT: 4-(24,10,13860) $\cup$ 4-(24,11,27720) |
595:
595 4-(25,11,45000) (complement has $\lambda=71280$) TvT: 4-(24,10,15000) $\cup$ 4-(24,11,30000) |
residual design of number 8429 |
design of number 8432 with respect to smaller t |
derived from number 11351 |
596:
596 4-(26,8,770) (complement has $\lambda=6545$) TvT: 4-(25,7,140) $\cup$ 4-(25,8,630) |
597:
597 4-(26,10,3234) (complement has $\lambda=71379$) TvT: 4-(25,9,882) $\cup$ 4-(25,10,2352) |
598:
598 4-(26,10,3696) (complement has $\lambda=70917$) TvT: 4-(25,9,1008) $\cup$ 4-(25,10,2688) |
599:
599 4-(26,10,4158) (complement has $\lambda=70455$) TvT: 4-(25,9,1134) $\cup$ 4-(25,10,3024) |
600:
600 4-(26,11,48576) (complement has $\lambda=121968$)
TvT: 4-(25,10,15456) $\cup$ 4-(25,11,33120) |
residual design of number 8288 |
design of number 8290 with respect to smaller t |
derived from number 11203 |
601:
601 4-(26,11,51480) (complement has $\lambda=119064$) TvT: 4-(25,10,16380) $\cup$ 4-(25,11,35100) |
602:
602 4-(26,11,60984) (complement has $\lambda=109560$) TvT: 4-(25,10,19404) $\cup$ 4-(25,11,41580) |
603:
603 4-(26,11,66000) (complement has $\lambda=104544$) TvT: 4-(25,10,21000) $\cup$ 4-(25,11,45000) |
residual design of number 8427 |
design of number 8429 with respect to smaller t |
derived from number 11352 |
604:
604 4-(26,12,91080) (complement has $\lambda=228690$) TvT: 4-(25,11,33120) $\cup$ 4-(25,12,57960) |
design of number 11199 with respect to smaller t |
residual design of number 11203 |
derived from number 11209 |
605:
605 4-(26,12,96525) (complement has $\lambda=223245$) TvT: 4-(25,11,35100) $\cup$ 4-(25,12,61425) |
606:
606 4-(27,9,3542) (complement has $\lambda=30107$) TvT: 4-(26,8,770) $\cup$ 4-(26,9,2772) |
607:
607 4-(27,12,139656) (complement has $\lambda=350658$) TvT: 4-(26,11,48576) $\cup$ 4-(26,12,91080) |
design of number 11203 with respect to smaller t |
derived from number 11239 |
residual design of number 11357 |
608:
608 4-(27,12,148005) (complement has $\lambda=342309$) TvT: 4-(26,11,51480) $\cup$ 4-(26,12,96525) |
609:
609 4-(27,13,102465) (complement has $\lambda=714725$) TvT: 4-(26,12,40095) $\cup$ 4-(26,13,62370) |
derived from number 611 |
design of number 626 with respect to smaller t |
residual design of number 631 |
610:
610 4-(27,14,143451) (complement has $\lambda=1000615$)
supplementary design of number 609 |
residual design of number 611 |
design of number 627 with respect to smaller t |
611:
611 5-(28,14,102465) (complement has $\lambda=714725$) Alltop construction for design number 609 |
Tran van Trung construction with supplementary design for design number 626 |
612:
612 4-(27,13,232760) (complement has $\lambda=584430$) TvT: 4-(26,12,91080) $\cup$ 4-(26,13,141680) |
derived from number 615 |
design of number 11209 with respect to smaller t |
residual design of number 11239 |
613:
613 4-(27,14,325864) (complement has $\lambda=818202$) supplementary design of number 612 |
residual design of number 615 |
design of number 11210 with respect to smaller t |
614:
614 4-(28,14,558624) (complement has $\lambda=1402632$) Tran van Trung construction with supplementary design for design number 612 |
design of number 615 with respect to smaller t |
TvT: 4-(27,13,232760) $\cup$ 4-(27,14,325864) |
residual design of number 11259 |
derived from number 11260 |
615:
615 5-(28,14,232760) (complement has $\lambda=584430$) Alltop construction for design number 612 |
Tran van Trung construction with supplementary design for design number 11209 |
616:
616 4-(28,7,704) (complement has $\lambda=1320$) TvT: 4-(27,6,88) $\cup$ 4-(27,7,616) |
617:
617 4-(28,13,372416) (complement has $\lambda=935088$) TvT: 4-(27,12,139656) $\cup$ 4-(27,13,232760) |
design of number 11239 with respect to smaller t |
derived from number 11259 |
residual design of number 11411 |
618:
618 4-(29,8,4400) (complement has $\lambda=8250$) TvT: 4-(28,7,704) $\cup$ 4-(28,8,3696) |
619:
619 4-(29,14,931040) (complement has $\lambda=2337720$) TvT: 4-(28,13,372416) $\cup$ 4-(28,14,558624) |
derived from number 622 |
design of number 11259 with respect to smaller t |
residual design of number 11412 |
620:
620 4-(29,15,1269600) (complement has $\lambda=3187800$)
supplementary design of number 619 |
residual design of number 622 |
design of number 11260 with respect to smaller t |
621:
621 4-(30,15,2200640) (complement has $\lambda=5525520$) Tran van Trung construction with supplementary design for design number 619 |
design of number 622 with respect to smaller t |
residual design of number 11413 |
derived from number 11414 |
622:
622 5-(30,15,931040) (complement has $\lambda=2337720$) Alltop construction for design number 619 |
Tran van Trung construction with supplementary design for design number 11259 |
623:
623 4-(37,7,1584) (complement has $\lambda=3872$) TvT: 4-(36,6,144) $\cup$ 4-(36,7,1440) |
624:
624 4-(38,8,13464) (complement has $\lambda=32912$) TvT: 4-(37,7,1584) $\cup$ 4-(37,8,11880) |
625:
625 4-(39,9,94248) (complement has $\lambda=230384$) TvT: 4-(38,8,13464) $\cup$ 4-(38,9,80784) |
626:
626 5-(27,13,40095) (complement has $\lambda=279675$) TvT: 5-(26,12,14580) $\cup$ 5-(26,13,25515) |
627:
627 5-(27,14,62370) (complement has $\lambda=435050$) supplementary design of number 626 |
628:
628 4-(26,12,40095) (complement has $\lambda=279675$) derived from number 626 |
residual design of number 6645 |
design of number 6647 with respect to smaller t |
629:
629 4-(26,13,62370) (complement has $\lambda=435050$) residual design of number 626 |
derived from number 627 |
Tran van Trung construction with supplementary design for design number 6651 |
design of number 6653 with respect to smaller t |
630:
630 4-(26,14,81081) (complement has $\lambda=565565$)
residual design of number 627 |
631:
631 5-(28,13,61479) (complement has $\lambda=428835$) TvT: 5-(27,12,21384) $\cup$ 5-(27,13,40095) |
632:
632 4-(27,12,61479) (complement has $\lambda=428835$) derived from number 631 |
design of number 6645 with respect to smaller t |
633:
633 4-(24,9,1152) (complement has $\lambda=14352$) TvT: 4-(23,8,288) $\cup$ 4-(23,9,864) |
634:
634 4-(24,10,13200) (complement has $\lambda=25560$) TvT: 4-(23,9,3960) $\cup$ 4-(23,10,9240) |
residual design of number 8370 |
derived from number 8371 |
635:
635 4-(24,10,18300) (complement has $\lambda=20460$) TvT: 4-(23,9,5490) $\cup$ 4-(23,10,12810) |
636:
636 4-(24,10,19140) (complement has $\lambda=19620$) TvT: 4-(23,9,5742) $\cup$ 4-(23,10,13398) |
637:
637 4-(25,9,1512) (complement has $\lambda=18837$) TvT: 4-(24,8,360) $\cup$ 4-(24,9,1152) |
638:
638 4-(25,10,336) (complement has $\lambda=53928$) TvT: 4-(24,9,96) $\cup$ 4-(24,10,240) |
639:
639 4-(25,10,4032) (complement has $\lambda=50232$) TvT: 4-(24,9,1152) $\cup$ 4-(24,10,2880) |
640:
640 4-(25,10,20748) (complement has $\lambda=33516$)
TvT: 4-(24,9,5928) $\cup$ 4-(24,10,14820) |
641:
641 4-(25,10,22848) (complement has $\lambda=31416$) TvT: 4-(24,9,6528) $\cup$ 4-(24,10,16320) |
642:
642 4-(25,10,25620) (complement has $\lambda=28644$) TvT: 4-(24,9,7320) $\cup$ 4-(24,10,18300) |
643:
643 4-(25,10,26796) (complement has $\lambda=27468$) TvT: 4-(24,9,7656) $\cup$ 4-(24,10,19140) |
644:
644 4-(25,11,33660) (complement has $\lambda=82620$) TvT: 4-(24,10,11220) $\cup$ 4-(24,11,22440) |
645:
645 4-(25,11,39600) (complement has $\lambda=76680$) TvT: 4-(24,10,13200) $\cup$ 4-(24,11,26400) |
residual design of number 8368 |
design of number 8371 with respect to smaller t |
derived from number 11200 |
646:
646 4-(25,11,46980) (complement has $\lambda=69300$) TvT: 4-(24,10,15660) $\cup$ 4-(24,11,31320) |
647:
647 4-(25,11,48960) (complement has $\lambda=67320$) TvT: 4-(24,10,16320) $\cup$ 4-(24,11,32640) |
648:
648 4-(25,11,54900) (complement has $\lambda=61380$) TvT: 4-(24,10,18300) $\cup$ 4-(24,11,36600) |
649:
649 4-(25,12,101115) (complement has $\lambda=102375$) TvT: 4-(24,11,38520) $\cup$ 4-(24,12,62595) |
derived from number 651 |
design of number 711 with respect to smaller t |
residual design of number 716 |
650:
650 4-(25,13,146055) (complement has $\lambda=147875$)
supplementary design of number 649 |
residual design of number 651 |
design of number 712 with respect to smaller t |
651:
651 5-(26,13,101115) (complement has $\lambda=102375$) Alltop construction for design number 649 |
Tran van Trung construction with supplementary design for design number 711 |
652:
652 4-(26,10,462) (complement has $\lambda=74151$) TvT: 4-(25,9,126) $\cup$ 4-(25,10,336) |
653:
653 4-(26,10,3927) (complement has $\lambda=70686$) TvT: 4-(25,9,1071) $\cup$ 4-(25,10,2856) |
654:
654 4-(26,10,5544) (complement has $\lambda=69069$) TvT: 4-(25,9,1512) $\cup$ 4-(25,10,4032) |
655:
655 4-(26,10,31416) (complement has $\lambda=43197$) TvT: 4-(25,9,8568) $\cup$ 4-(25,10,22848) |
656:
656 4-(26,11,49368) (complement has $\lambda=121176$) TvT: 4-(25,10,15708) $\cup$ 4-(25,11,33660) |
657:
657 4-(26,11,68904) (complement has $\lambda=101640$) TvT: 4-(25,10,21924) $\cup$ 4-(25,11,46980) |
658:
658 4-(26,11,71808) (complement has $\lambda=98736$) TvT: 4-(25,10,22848) $\cup$ 4-(25,11,48960) |
659:
659 4-(26,12,108900) (complement has $\lambda=210870$) TvT: 4-(25,11,39600) $\cup$ 4-(25,12,69300) |
design of number 11200 with respect to smaller t |
residual design of number 11204 |
derived from number 11353 |
660:
660 4-(26,12,114345) (complement has $\lambda=205425$)
TvT: 4-(25,11,41580) $\cup$ 4-(25,12,72765) |
661:
661 4-(26,12,123750) (complement has $\lambda=196020$) TvT: 4-(25,11,45000) $\cup$ 4-(25,12,78750) |
design of number 11351 with respect to smaller t |
residual design of number 11352 |
derived from number 11386 |
662:
662 4-(27,10,5313) (complement has $\lambda=95634$) TvT: 4-(26,9,1386) $\cup$ 4-(26,10,3927) |
663:
663 4-(27,11,103224) (complement has $\lambda=141933$) TvT: 4-(26,10,31416) $\cup$ 4-(26,11,71808) |
664:
664 4-(27,12,109296) (complement has $\lambda=381018$) TvT: 4-(26,11,38016) $\cup$ 4-(26,12,71280) |
665:
665 4-(27,12,189750) (complement has $\lambda=300564$) TvT: 4-(26,11,66000) $\cup$ 4-(26,12,123750) |
design of number 11352 with respect to smaller t |
residual design of number 11358 |
derived from number 11391 |
666:
666 4-(27,13,65780) (complement has $\lambda=751410$) TvT: 4-(26,12,25740) $\cup$ 4-(26,13,40040) |
derived from number 668 |
design of number 720 with respect to smaller t |
residual design of number 770 |
667:
667 4-(27,14,92092) (complement has $\lambda=1051974$) supplementary design of number 666 |
residual design of number 668 |
design of number 721 with respect to smaller t |
668:
668 5-(28,14,65780) (complement has $\lambda=751410$) Alltop construction for design number 666 |
Tran van Trung construction with supplementary design for design number 720 |
669:
669 4-(27,13,246675) (complement has $\lambda=570515$) TvT: 4-(26,12,96525) $\cup$ 4-(26,13,150150) |
derived from number 672 |
670:
670 4-(27,14,345345) (complement has $\lambda=798721$)
supplementary design of number 669 |
residual design of number 672 |
671:
671 4-(28,14,592020) (complement has $\lambda=1369236$) Tran van Trung construction with supplementary design for design number 669 |
design of number 672 with respect to smaller t |
672:
672 5-(28,14,246675) (complement has $\lambda=570515$) Alltop construction for design number 669 |
673:
673 4-(27,13,278300) (complement has $\lambda=538890$) TvT: 4-(26,12,108900) $\cup$ 4-(26,13,169400) |
derived from number 676 |
design of number 11353 with respect to smaller t |
residual design of number 11360 |
674:
674 4-(27,14,389620) (complement has $\lambda=754446$) supplementary design of number 673 |
residual design of number 676 |
design of number 11354 with respect to smaller t |
675:
675 4-(28,14,667920) (complement has $\lambda=1293336$) Tran van Trung construction with supplementary design for design number 673 |
design of number 676 with respect to smaller t |
TvT: 4-(27,13,278300) $\cup$ 4-(27,14,389620) |
residual design of number 11366 |
derived from number 11367 |
676:
676 5-(28,14,278300) (complement has $\lambda=538890$) Alltop construction for design number 673 |
Tran van Trung construction with supplementary design for design number 11353 |
677:
677 4-(27,13,292215) (complement has $\lambda=524975$) TvT: 4-(26,12,114345) $\cup$ 4-(26,13,177870) |
derived from number 680 |
678:
678 4-(27,14,409101) (complement has $\lambda=734965$) supplementary design of number 677 |
residual design of number 680 |
679:
679 4-(28,14,701316) (complement has $\lambda=1259940$) Tran van Trung construction with supplementary design for design number 677 |
design of number 680 with respect to smaller t |
680:
680 5-(28,14,292215) (complement has $\lambda=524975$)
Alltop construction for design number 677 |
681:
681 4-(27,13,316250) (complement has $\lambda=500940$) TvT: 4-(26,12,123750) $\cup$ 4-(26,13,192500) |
derived from number 684 |
design of number 11386 with respect to smaller t |
residual design of number 11391 |
682:
682 4-(27,14,442750) (complement has $\lambda=701316$) supplementary design of number 681 |
residual design of number 684 |
design of number 11387 with respect to smaller t |
683:
683 4-(28,14,759000) (complement has $\lambda=1202256$) Tran van Trung construction with supplementary design for design number 681 |
design of number 684 with respect to smaller t |
residual design of number 11394 |
derived from number 11395 |
684:
684 5-(28,14,316250) (complement has $\lambda=500940$) Alltop construction for design number 681 |
Tran van Trung construction with supplementary design for design number 11386 |
685:
685 4-(28,10,7084) (complement has $\lambda=127512$) TvT: 4-(27,9,1771) $\cup$ 4-(27,10,5313) |
686:
686 4-(28,12,163944) (complement has $\lambda=571527$) TvT: 4-(27,11,54648) $\cup$ 4-(27,12,109296) |
687:
687 4-(28,13,291456) (complement has $\lambda=1016048$) TvT: 4-(27,12,109296) $\cup$ 4-(27,13,182160) |
688:
688 4-(28,13,506000) (complement has $\lambda=801504$) TvT: 4-(27,12,189750) $\cup$ 4-(27,13,316250) |
design of number 11391 with respect to smaller t |
residual design of number 11393 |
derived from number 11394 |
689:
689 4-(29,7,800) (complement has $\lambda=1500$) TvT: 4-(28,6,96) $\cup$ 4-(28,7,704) |
690:
690 4-(29,13,455400) (complement has $\lambda=1587575$)
TvT: 4-(28,12,163944) $\cup$ 4-(28,13,291456) |
691:
691 4-(29,14,728640) (complement has $\lambda=2540120$) TvT: 4-(28,13,291456) $\cup$ 4-(28,14,437184) |
derived from number 694 |
692:
692 4-(29,15,993600) (complement has $\lambda=3463800$) supplementary design of number 691 |
residual design of number 694 |
693:
693 4-(30,15,1722240) (complement has $\lambda=6003920$) Tran van Trung construction with supplementary design for design number 691 |
design of number 694 with respect to smaller t |
TvT: 4-(29,14,728640) $\cup$ 4-(29,15,993600) |
694:
694 5-(30,15,728640) (complement has $\lambda=2540120$) Alltop construction for design number 691 |
695:
695 4-(30,8,5200) (complement has $\lambda=9750$) TvT: 4-(29,7,800) $\cup$ 4-(29,8,4400) |
696:
696 4-(30,14,1184040) (complement has $\lambda=4127695$) TvT: 4-(29,13,455400) $\cup$ 4-(29,14,728640) |
697:
697 4-(31,15,2906280) (complement has $\lambda=10131615$) TvT: 4-(30,14,1184040) $\cup$ 4-(30,15,1722240) |
derived from number 699 |
698:
698 4-(32,16,6781320) (complement has $\lambda=23640435$) Tran van Trung construction with supplementary design for design number 697 |
design of number 699 with respect to smaller t |
699:
699 5-(32,16,2906280) (complement has $\lambda=10131615$) Alltop construction for design number 697 |
700:
700 4-(31,16,3875040) (complement has $\lambda=13508820$)
residual design of number 699 |
701:
701 4-(40,10,565488) (complement has $\lambda=1382304$) TvT: 4-(39,9,94248) $\cup$ 4-(39,10,471240) |
702:
702 4-(41,11,2989008) (complement has $\lambda=7306464$) TvT: 4-(40,10,565488) $\cup$ 4-(40,11,2423520) |
703:
703 5-(25,12,27120) (complement has $\lambda=50400$) TvT: 5-(24,11,9492) $\cup$ 5-(24,12,17628) |
704:
704 5-(25,13,44070) (complement has $\lambda=81900$) supplementary design of number 703 |
705:
705 4-(25,12,71190) (complement has $\lambda=132300$) design of number 703 with respect to smaller t |
derived from number 708 |
residual design of number 8874 |
706:
706 4-(24,11,27120) (complement has $\lambda=50400$) derived from number 703 |
residual design of number 7924 |
design of number 7926 with respect to smaller t |
707:
707 4-(24,12,44070) (complement has $\lambda=81900$) residual design of number 703 |
derived from number 704 |
Tran van Trung construction with supplementary design for design number 7931 |
design of number 7933 with respect to smaller t |
708:
708 5-(26,13,71190) (complement has $\lambda=132300$) Tran van Trung construction with supplementary design for design number 703 |
Alltop construction for design number 705 |
residual design of number 8873 |
derived from number 8875 |
709:
709 4-(25,13,102830) (complement has $\lambda=191100$) design of number 704 with respect to smaller t |
supplementary design of number 705 |
residual design of number 708 |
derived from number 8878 |
710:
710 4-(24,13,58760) (complement has $\lambda=109200$)
residual design of number 704 |
711:
711 5-(25,12,38520) (complement has $\lambda=39000$) TvT: 5-(24,11,13482) $\cup$ 5-(24,12,25038) |
712:
712 5-(25,13,62595) (complement has $\lambda=63375$) supplementary design of number 711 |
713:
713 4-(24,11,38520) (complement has $\lambda=39000$) derived from number 711 |
residual design of number 7969 |
design of number 7971 with respect to smaller t |
714:
714 4-(24,12,62595) (complement has $\lambda=63375$) residual design of number 711 |
derived from number 712 |
Tran van Trung construction with supplementary design for design number 7975 |
design of number 7977 with respect to smaller t |
715:
715 4-(24,13,83460) (complement has $\lambda=84500$) residual design of number 712 |
716:
716 5-(26,12,57780) (complement has $\lambda=58500$) TvT: 5-(25,11,19260) $\cup$ 5-(25,12,38520) |
717:
717 4-(25,11,57780) (complement has $\lambda=58500$) derived from number 716 |
residual design of number 7967 |
design of number 7969 with respect to smaller t |
718:
718 5-(27,12,84744) (complement has $\lambda=85800$) TvT: 5-(26,11,26964) $\cup$ 5-(26,12,57780) |
719:
719 4-(26,11,84744) (complement has $\lambda=85800$) derived from number 718 |
design of number 7967 with respect to smaller t |
720:
720 5-(27,13,25740) (complement has $\lambda=294030$)
TvT: 5-(26,12,9360) $\cup$ 5-(26,13,16380) |
721:
721 5-(27,14,40040) (complement has $\lambda=457380$) supplementary design of number 720 |
722:
722 4-(26,12,25740) (complement has $\lambda=294030$) derived from number 720 |
residual design of number 6636 |
design of number 6638 with respect to smaller t |
723:
723 4-(26,13,40040) (complement has $\lambda=457380$) residual design of number 720 |
derived from number 721 |
Tran van Trung construction with supplementary design for design number 6641 |
design of number 6643 with respect to smaller t |
724:
724 4-(26,14,52052) (complement has $\lambda=594594$) residual design of number 721 |
725:
725 4-(25,10,18480) (complement has $\lambda=35784$) TvT: 4-(24,9,5280) $\cup$ 4-(24,10,13200) |
residual design of number 8367 |
derived from number 8368 |
design of number 8370 with respect to smaller t |
726:
726 4-(25,11,39060) (complement has $\lambda=77220$) TvT: 4-(24,10,13020) $\cup$ 4-(24,11,26040) |
727:
727 4-(25,11,45540) (complement has $\lambda=70740$) TvT: 4-(24,10,15180) $\cup$ 4-(24,11,30360) |
728:
728 4-(25,11,57420) (complement has $\lambda=58860$) TvT: 4-(24,10,19140) $\cup$ 4-(24,11,38280) |
729:
729 4-(26,11,57288) (complement has $\lambda=113256$) TvT: 4-(25,10,18228) $\cup$ 4-(25,11,39060) |
730:
730 4-(26,11,66792) (complement has $\lambda=103752$)
TvT: 4-(25,10,21252) $\cup$ 4-(25,11,45540) |
731:
731 4-(26,11,80520) (complement has $\lambda=90024$) TvT: 4-(25,10,25620) $\cup$ 4-(25,11,54900) |
732:
732 4-(26,12,92565) (complement has $\lambda=227205$) TvT: 4-(25,11,33660) $\cup$ 4-(25,12,58905) |
733:
733 4-(26,12,125235) (complement has $\lambda=194535$) TvT: 4-(25,11,45540) $\cup$ 4-(25,12,79695) |
734:
734 4-(26,12,134640) (complement has $\lambda=185130$) TvT: 4-(25,11,48960) $\cup$ 4-(25,12,85680) |
735:
735 4-(26,12,150975) (complement has $\lambda=168795$) TvT: 4-(25,11,54900) $\cup$ 4-(25,12,96075) |
736:
736 4-(26,12,157905) (complement has $\lambda=161865$) TvT: 4-(25,11,57420) $\cup$ 4-(25,12,100485) |
737:
737 4-(27,12,141933) (complement has $\lambda=348381$) TvT: 4-(26,11,49368) $\cup$ 4-(26,12,92565) |
738:
738 4-(27,12,175329) (complement has $\lambda=314985$) TvT: 4-(26,11,60984) $\cup$ 4-(26,12,114345) |
739:
739 4-(27,12,192027) (complement has $\lambda=298287$) TvT: 4-(26,11,66792) $\cup$ 4-(26,12,125235) |
740:
740 4-(27,12,231495) (complement has $\lambda=258819$)
TvT: 4-(26,11,80520) $\cup$ 4-(26,12,150975) |
741:
741 4-(27,13,236555) (complement has $\lambda=580635$) TvT: 4-(26,12,92565) $\cup$ 4-(26,13,143990) |
derived from number 744 |
742:
742 4-(27,14,331177) (complement has $\lambda=812889$) supplementary design of number 741 |
residual design of number 744 |
743:
743 4-(28,14,567732) (complement has $\lambda=1393524$) Tran van Trung construction with supplementary design for design number 741 |
design of number 744 with respect to smaller t |
744:
744 5-(28,14,236555) (complement has $\lambda=580635$) Alltop construction for design number 741 |
745:
745 4-(27,13,320045) (complement has $\lambda=497145$) TvT: 4-(26,12,125235) $\cup$ 4-(26,13,194810) |
derived from number 748 |
746:
746 4-(27,14,448063) (complement has $\lambda=696003$) supplementary design of number 745 |
residual design of number 748 |
747:
747 4-(28,14,768108) (complement has $\lambda=1193148$) Tran van Trung construction with supplementary design for design number 745 |
design of number 748 with respect to smaller t |
748:
748 5-(28,14,320045) (complement has $\lambda=497145$) Alltop construction for design number 745 |
749:
749 4-(27,13,344080) (complement has $\lambda=473110$) TvT: 4-(26,12,134640) $\cup$ 4-(26,13,209440) |
derived from number 752 |
750:
750 4-(27,14,481712) (complement has $\lambda=662354$)
supplementary design of number 749 |
residual design of number 752 |
751:
751 4-(28,14,825792) (complement has $\lambda=1135464$) Tran van Trung construction with supplementary design for design number 749 |
design of number 752 with respect to smaller t |
752:
752 5-(28,14,344080) (complement has $\lambda=473110$) Alltop construction for design number 749 |
753:
753 4-(27,13,385825) (complement has $\lambda=431365$) TvT: 4-(26,12,150975) $\cup$ 4-(26,13,234850) |
derived from number 756 |
754:
754 4-(27,14,540155) (complement has $\lambda=603911$) supplementary design of number 753 |
residual design of number 756 |
755:
755 4-(28,14,925980) (complement has $\lambda=1035276$) Tran van Trung construction with supplementary design for design number 753 |
design of number 756 with respect to smaller t |
756:
756 5-(28,14,385825) (complement has $\lambda=431365$) Alltop construction for design number 753 |
757:
757 4-(28,13,378488) (complement has $\lambda=929016$) TvT: 4-(27,12,141933) $\cup$ 4-(27,13,236555) |
758:
758 4-(28,13,467544) (complement has $\lambda=839960$) TvT: 4-(27,12,175329) $\cup$ 4-(27,13,292215) |
759:
759 4-(28,13,512072) (complement has $\lambda=795432$) TvT: 4-(27,12,192027) $\cup$ 4-(27,13,320045) |
760:
760 4-(28,13,617320) (complement has $\lambda=690184$)
TvT: 4-(27,12,231495) $\cup$ 4-(27,13,385825) |
761:
761 5-(25,12,23520) (complement has $\lambda=54000$) TvT: 5-(24,11,8232) $\cup$ 5-(24,12,15288) |
762:
762 5-(25,13,38220) (complement has $\lambda=87750$) supplementary design of number 761 |
763:
763 4-(25,12,61740) (complement has $\lambda=141750$) design of number 761 with respect to smaller t |
derived from number 766 |
residual design of number 9011 |
764:
764 4-(24,11,23520) (complement has $\lambda=54000$) derived from number 761 |
residual design of number 7910 |
design of number 7912 with respect to smaller t |
765:
765 4-(24,12,38220) (complement has $\lambda=87750$) residual design of number 761 |
derived from number 762 |
Tran van Trung construction with supplementary design for design number 7915 |
design of number 7917 with respect to smaller t |
766:
766 5-(26,13,61740) (complement has $\lambda=141750$) Tran van Trung construction with supplementary design for design number 761 |
Alltop construction for design number 763 |
residual design of number 9007 |
derived from number 9008 |
767:
767 4-(25,13,89180) (complement has $\lambda=204750$) design of number 762 with respect to smaller t |
supplementary design of number 763 |
residual design of number 766 |
derived from number 9012 |
768:
768 4-(24,13,50960) (complement has $\lambda=117000$) residual design of number 762 |
769:
769 4-(26,13,150920) (complement has $\lambda=346500$) Tran van Trung construction with supplementary design for design number 763 |
design of number 766 with respect to smaller t |
residual design of number 9009 |
derived from number 9010 |
770:
770 5-(28,13,39468) (complement has $\lambda=450846$)
TvT: 5-(27,12,13728) $\cup$ 5-(27,13,25740) |
771:
771 4-(27,12,39468) (complement has $\lambda=450846$) derived from number 770 |
design of number 6636 with respect to smaller t |
772:
772 4-(26,10,4389) (complement has $\lambda=70224$) TvT: 4-(25,9,1197) $\cup$ 4-(25,10,3192) |
773:
773 4-(26,11,58080) (complement has $\lambda=112464$) TvT: 4-(25,10,18480) $\cup$ 4-(25,11,39600) |
residual design of number 8366 |
design of number 8368 with respect to smaller t |
derived from number 11204 |
774:
774 4-(26,11,65208) (complement has $\lambda=105336$) TvT: 4-(25,10,20748) $\cup$ 4-(25,11,44460) |
775:
775 4-(26,11,84216) (complement has $\lambda=86328$) TvT: 4-(25,10,26796) $\cup$ 4-(25,11,57420) |
776:
776 4-(26,12,107415) (complement has $\lambda=212355$) TvT: 4-(25,11,39060) $\cup$ 4-(25,12,68355) |
777:
777 4-(26,12,129195) (complement has $\lambda=190575$) TvT: 4-(25,11,46980) $\cup$ 4-(25,12,82215) |
778:
778 4-(27,10,42504) (complement has $\lambda=58443$) TvT: 4-(26,9,11088) $\cup$ 4-(26,10,31416) |
779:
779 4-(27,12,164703) (complement has $\lambda=325611$) TvT: 4-(26,11,57288) $\cup$ 4-(26,12,107415) |
780:
780 4-(27,12,187473) (complement has $\lambda=302841$)
TvT: 4-(26,11,65208) $\cup$ 4-(26,12,122265) |
781:
781 4-(27,12,198099) (complement has $\lambda=292215$) TvT: 4-(26,11,68904) $\cup$ 4-(26,12,129195) |
782:
782 4-(27,12,242121) (complement has $\lambda=248193$) TvT: 4-(26,11,84216) $\cup$ 4-(26,12,157905) |
783:
783 4-(27,13,274505) (complement has $\lambda=542685$) TvT: 4-(26,12,107415) $\cup$ 4-(26,13,167090) |
derived from number 786 |
784:
784 4-(27,14,384307) (complement has $\lambda=759759$) supplementary design of number 783 |
residual design of number 786 |
785:
785 4-(28,14,658812) (complement has $\lambda=1302444$) Tran van Trung construction with supplementary design for design number 783 |
design of number 786 with respect to smaller t |
786:
786 5-(28,14,274505) (complement has $\lambda=542685$) Alltop construction for design number 783 |
787:
787 4-(27,13,330165) (complement has $\lambda=487025$) TvT: 4-(26,12,129195) $\cup$ 4-(26,13,200970) |
derived from number 790 |
788:
788 4-(27,14,462231) (complement has $\lambda=681835$) supplementary design of number 787 |
residual design of number 790 |
789:
789 4-(28,14,792396) (complement has $\lambda=1168860$) Tran van Trung construction with supplementary design for design number 787 |
design of number 790 with respect to smaller t |
790:
790 5-(28,14,330165) (complement has $\lambda=487025$)
Alltop construction for design number 787 |
791:
791 4-(27,13,403535) (complement has $\lambda=413655$) TvT: 4-(26,12,157905) $\cup$ 4-(26,13,245630) |
derived from number 794 |
792:
792 4-(27,14,564949) (complement has $\lambda=579117$) supplementary design of number 791 |
residual design of number 794 |
793:
793 4-(28,14,968484) (complement has $\lambda=992772$) Tran van Trung construction with supplementary design for design number 791 |
design of number 794 with respect to smaller t |
794:
794 5-(28,14,403535) (complement has $\lambda=413655$) Alltop construction for design number 791 |
795:
795 4-(28,10,56672) (complement has $\lambda=77924$) TvT: 4-(27,9,14168) $\cup$ 4-(27,10,42504) |
796:
796 4-(28,11,145728) (complement has $\lambda=200376$) TvT: 4-(27,10,42504) $\cup$ 4-(27,11,103224) |
797:
797 4-(28,13,394680) (complement has $\lambda=912824$) TvT: 4-(27,12,148005) $\cup$ 4-(27,13,246675) |
798:
798 4-(28,13,439208) (complement has $\lambda=868296$) TvT: 4-(27,12,164703) $\cup$ 4-(27,13,274505) |
799:
799 4-(28,13,499928) (complement has $\lambda=807576$) TvT: 4-(27,12,187473) $\cup$ 4-(27,13,312455) |
800:
800 4-(28,13,528264) (complement has $\lambda=779240$)
TvT: 4-(27,12,198099) $\cup$ 4-(27,13,330165) |
801:
801 4-(29,11,202400) (complement has $\lambda=278300$) TvT: 4-(28,10,56672) $\cup$ 4-(28,11,145728) |
802:
802 4-(29,14,1249820) (complement has $\lambda=2018940$) TvT: 4-(28,13,499928) $\cup$ 4-(28,14,749892) |
derived from number 805 |
803:
803 4-(29,15,1704300) (complement has $\lambda=2753100$) supplementary design of number 802 |
residual design of number 805 |
804:
804 4-(30,15,2954120) (complement has $\lambda=4772040$) Tran van Trung construction with supplementary design for design number 802 |
design of number 805 with respect to smaller t |
805:
805 5-(30,15,1249820) (complement has $\lambda=2018940$) Alltop construction for design number 802 |
806:
806 4-(27,12,166980) (complement has $\lambda=323334$) TvT: 4-(26,11,58080) $\cup$ 4-(26,12,108900) |
design of number 11204 with respect to smaller t |
derived from number 11360 |
residual design of number 11389 |
807:
807 4-(27,12,206448) (complement has $\lambda=283866$) TvT: 4-(26,11,71808) $\cup$ 4-(26,12,134640) |
808:
808 4-(28,12,309672) (complement has $\lambda=425799$) TvT: 4-(27,11,103224) $\cup$ 4-(27,12,206448) |
809:
809 4-(28,13,445280) (complement has $\lambda=862224$) TvT: 4-(27,12,166980) $\cup$ 4-(27,13,278300) |
design of number 11360 with respect to smaller t |
derived from number 11366 |
residual design of number 11422 |
810:
810 4-(28,13,550528) (complement has $\lambda=756976$)
TvT: 4-(27,12,206448) $\cup$ 4-(27,13,344080) |
811:
811 4-(28,13,645656) (complement has $\lambda=661848$) TvT: 4-(27,12,242121) $\cup$ 4-(27,13,403535) |
812:
812 4-(29,12,455400) (complement has $\lambda=626175$) TvT: 4-(28,11,145728) $\cup$ 4-(28,12,309672) |
813:
813 4-(29,13,860200) (complement has $\lambda=1182775$) TvT: 4-(28,12,309672) $\cup$ 4-(28,13,550528) |
814:
814 4-(29,14,1113200) (complement has $\lambda=2155560$) TvT: 4-(28,13,445280) $\cup$ 4-(28,14,667920) |
derived from number 817 |
design of number 11366 with respect to smaller t |
residual design of number 11423 |
815:
815 4-(29,15,1518000) (complement has $\lambda=2939400$) supplementary design of number 814 |
residual design of number 817 |
design of number 11367 with respect to smaller t |
816:
816 4-(30,15,2631200) (complement has $\lambda=5094960$) Tran van Trung construction with supplementary design for design number 814 |
design of number 817 with respect to smaller t |
TvT: 4-(29,14,1113200) $\cup$ 4-(29,15,1518000) |
residual design of number 11424 |
derived from number 11425 |
817:
817 5-(30,15,1113200) (complement has $\lambda=2155560$) Alltop construction for design number 814 |
Tran van Trung construction with supplementary design for design number 11366 |
818:
818 4-(30,12,657800) (complement has $\lambda=904475$) TvT: 4-(29,11,202400) $\cup$ 4-(29,12,455400) |
819:
819 4-(30,13,1315600) (complement has $\lambda=1808950$) TvT: 4-(29,12,455400) $\cup$ 4-(29,13,860200) |
820:
820 4-(31,13,1973400) (complement has $\lambda=2713425$)
TvT: 4-(30,12,657800) $\cup$ 4-(30,13,1315600) |
821:
821 5-(25,12,30720) (complement has $\lambda=46800$) TvT: 5-(24,11,10752) $\cup$ 5-(24,12,19968) |
residual design of number 10591 |
derived from number 10592 |
design of number 10593 with respect to smaller t |
822:
822 5-(25,13,49920) (complement has $\lambda=76050$) supplementary design of number 821 |
residual design of number 10592 |
design of number 10594 with respect to smaller t |
derived from number 10595 |
823:
823 4-(25,12,80640) (complement has $\lambda=122850$) design of number 821 with respect to smaller t |
derived from number 826 |
residual design of number 8898 |
824:
824 4-(24,11,30720) (complement has $\lambda=46800$) derived from number 821 |
residual design of number 7939 |
design of number 7942 with respect to smaller t |
825:
825 4-(24,12,49920) (complement has $\lambda=76050$) residual design of number 821 |
derived from number 822 |
Tran van Trung construction with supplementary design for design number 7948 |
design of number 7950 with respect to smaller t |
826:
826 5-(26,13,80640) (complement has $\lambda=122850$) Tran van Trung construction with supplementary design for design number 821 |
Alltop construction for design number 823 |
residual design of number 8897 |
derived from number 8899 |
design of number 10592 with respect to smaller t |
827:
827 4-(25,13,116480) (complement has $\lambda=177450$) design of number 822 with respect to smaller t |
supplementary design of number 823 |
residual design of number 826 |
derived from number 8902 |
828:
828 4-(24,13,66560) (complement has $\lambda=101400$) residual design of number 822 |
design of number 10597 with respect to smaller t |
derived from number 10598 |
829:
829 5-(25,9,300) (complement has $\lambda=4545$) TvT: 5-(24,8,60) $\cup$ 5-(24,9,240) |
830:
830 4-(25,9,1260) (complement has $\lambda=19089$)
design of number 829 with respect to smaller t |
derived from number 857 |
831:
831 4-(24,8,300) (complement has $\lambda=4545$) derived from number 829 |
design of number 3180 with respect to smaller t |
832:
832 4-(24,9,960) (complement has $\lambda=14544$) residual design of number 829 |
derived from number 833 |
design of number 3588 with respect to smaller t |
833:
833 5-(25,10,960) (complement has $\lambda=14544$) TvT: 5-(24,9,240) $\cup$ 5-(24,10,720) |
834:
834 4-(25,10,3360) (complement has $\lambda=50904$) design of number 833 with respect to smaller t |
residual design of number 857 |
835:
835 4-(24,10,2400) (complement has $\lambda=36360$) residual design of number 833 |
design of number 2615 with respect to smaller t |
836:
836 5-(25,10,2784) (complement has $\lambda=12720$) TvT: 5-(24,9,696) $\cup$ 5-(24,10,2088) |
837:
837 4-(25,10,9744) (complement has $\lambda=44520$) design of number 836 with respect to smaller t |
838:
838 4-(24,9,2784) (complement has $\lambda=12720$) derived from number 836 |
design of number 3652 with respect to smaller t |
839:
839 4-(24,10,6960) (complement has $\lambda=31800$) residual design of number 836 |
design of number 2445 with respect to smaller t |
840:
840 5-(25,10,1032) (complement has $\lambda=14472$)
TvT: 5-(24,9,258) $\cup$ 5-(24,10,774) |
841:
841 4-(25,10,3612) (complement has $\lambda=50652$) design of number 840 with respect to smaller t |
842:
842 4-(24,9,1032) (complement has $\lambda=14472$) derived from number 840 |
design of number 3591 with respect to smaller t |
843:
843 4-(24,10,2580) (complement has $\lambda=36180$) residual design of number 840 |
design of number 2626 with respect to smaller t |
844:
844 5-(25,10,1248) (complement has $\lambda=14256$) TvT: 5-(24,9,312) $\cup$ 5-(24,10,936) |
845:
845 4-(25,10,4368) (complement has $\lambda=49896$) design of number 844 with respect to smaller t |
derived from number 6637 |
846:
846 4-(24,9,1248) (complement has $\lambda=14256$) derived from number 844 |
design of number 3602 with respect to smaller t |
847:
847 4-(24,10,3120) (complement has $\lambda=35640$) residual design of number 844 |
design of number 2661 with respect to smaller t |
848:
848 5-(25,12,11520) (complement has $\lambda=66000$) TvT: 5-(24,11,4032) $\cup$ 5-(24,12,7488) |
849:
849 5-(25,13,18720) (complement has $\lambda=107250$) supplementary design of number 848 |
850:
850 4-(25,12,30240) (complement has $\lambda=173250$)
design of number 848 with respect to smaller t |
derived from number 853 |
851:
851 4-(24,11,11520) (complement has $\lambda=66000$) derived from number 848 |
design of number 2682 with respect to smaller t |
852:
852 4-(24,12,18720) (complement has $\lambda=107250$) residual design of number 848 |
derived from number 849 |
Tran van Trung construction with supplementary design for design number 2684 |
design of number 2686 with respect to smaller t |
853:
853 5-(26,13,30240) (complement has $\lambda=173250$) Tran van Trung construction with supplementary design for design number 848 |
Alltop construction for design number 850 |
854:
854 4-(25,13,43680) (complement has $\lambda=250250$) design of number 849 with respect to smaller t |
supplementary design of number 850 |
residual design of number 853 |
855:
855 4-(24,13,24960) (complement has $\lambda=143000$) residual design of number 849 |
856:
856 4-(26,13,73920) (complement has $\lambda=423500$) Tran van Trung construction with supplementary design for design number 850 |
design of number 853 with respect to smaller t |
857:
857 5-(26,10,1260) (complement has $\lambda=19089$) TvT: 5-(25,9,300) $\cup$ 5-(25,10,960) |
858:
858 4-(26,10,4620) (complement has $\lambda=69993$) design of number 857 with respect to smaller t |
859:
859 5-(25,12,14160) (complement has $\lambda=63360$) TvT: 5-(24,11,4956) $\cup$ 5-(24,12,9204) |
860:
860 5-(25,13,23010) (complement has $\lambda=102960$)
supplementary design of number 859 |
861:
861 4-(25,12,37170) (complement has $\lambda=166320$) design of number 859 with respect to smaller t |
derived from number 864 |
862:
862 4-(24,11,14160) (complement has $\lambda=63360$) derived from number 859 |
design of number 2694 with respect to smaller t |
863:
863 4-(24,12,23010) (complement has $\lambda=102960$) residual design of number 859 |
derived from number 860 |
Tran van Trung construction with supplementary design for design number 2696 |
design of number 2698 with respect to smaller t |
864:
864 5-(26,13,37170) (complement has $\lambda=166320$) Tran van Trung construction with supplementary design for design number 859 |
Alltop construction for design number 861 |
865:
865 4-(25,13,53690) (complement has $\lambda=240240$) design of number 860 with respect to smaller t |
supplementary design of number 861 |
residual design of number 864 |
866:
866 4-(24,13,30680) (complement has $\lambda=137280$) residual design of number 860 |
867:
867 4-(26,13,90860) (complement has $\lambda=406560$) Tran van Trung construction with supplementary design for design number 861 |
design of number 864 with respect to smaller t |
868:
868 5-(108,6,1) (complement has $\lambda=102$) \cite{Mathon97} $PSL(2,107)$ >= 1000 isomorphism types |
869:
869 4-(108,6,52) (complement has $\lambda=5304$) design of number 868 with respect to smaller t |
870:
870 4-(107,5,1) (complement has $\lambda=102$)
871:
871 4-(107,6,51) (complement has $\lambda=5202$) residual design of number 868 |
872:
872 5-(13,6,4) (selfcomplementary) \cite{Kreher86a} |
derived from number 878 |
derived from complement of number 878 |
873:
873 5-(13,7,14) (selfcomplementary) supplementary design of number 872 |
residual design of number 878 |
residual design of complement of number 878 |
874:
874 4-(13,6,18) (selfcomplementary) design of number 872 with respect to smaller t |
complementary design of number 872 with respect to smaller t |
derived from number 877 |
derived from complement of number 877 |
875:
875 4-(12,5,4) (selfcomplementary) derived from number 872 |
derived from complement of number 872 |
876:
876 4-(12,6,14) (selfcomplementary) residual design of number 872 |
residual design of complement of number 872 |
derived from number 873 |
derived from complement of number 873 |
877:
877 5-(14,7,18) (selfcomplementary) Tran van Trung construction with supplementary design for design number 872 |
Alltop construction for design number 874 |
design of number 878 with respect to smaller t |
complementary design of number 878 with respect to smaller t |
$LS[2](5,7,14)$ $C_{13}+$ |
878:
878 6-(14,7,4) (selfcomplementary) Alltop construction for design number 872 |
$C_{13}+$ (2 isom. types) \cite{KreherRadziszowski86}, Halving of the complete design |
879:
879 4-(13,7,42) (selfcomplementary) design of number 873 with respect to smaller t |
complementary design of number 873 with respect to smaller t |
supplementary design of number 874 |
residual design of number 877 |
residual design of complement of number 877 |
880:
880 4-(12,7,28) (selfcomplementary)
residual design of number 873 |
residual design of complement of number 873 |
881:
881 4-(14,7,60) (selfcomplementary) Tran van Trung construction with supplementary design for design number 874 |
design of number 877 with respect to smaller t |
complementary design of number 877 with respect to smaller t |
882:
882 5-(132,6,1) (complement has $\lambda=126$) \cite{Mathon97} $PSL(2,131)$ >= 100 isomorphism types |
883:
883 4-(132,6,64) (complement has $\lambda=8064$) design of number 882 with respect to smaller t |
884:
884 4-(131,5,1) (complement has $\lambda=126$)
885:
885 4-(131,6,63) (complement has $\lambda=7938$) residual design of number 882 |
886:
886 5-(14,6,3) (complement has $\lambda=6$)
887:
887 4-(14,6,15) (complement has $\lambda=30$) design of number 886 with respect to smaller t |
derived from number 893 |
888:
888 4-(13,5,3) (complement has $\lambda=6$)
889:
889 4-(13,6,12) (complement has $\lambda=24$) residual design of number 886 |
derived from number 892 |
890:
890 4-(13,7,28) (complement has $\lambda=56$)
supplementary design of number 889 |
residual design of number 892 |
891:
891 4-(14,7,40) (complement has $\lambda=80$) Tran van Trung construction with supplementary design for design number 889 |
design of number 892 with respect to smaller t |
residual design of number 893 |
derived from number 894 |
892:
892 5-(14,7,12) (complement has $\lambda=24$) Alltop construction for design number 889 |
$C_4xId_3$ (halving of the complete design),Alltop from 4-(13,6,12) |
$LS[3](5,7,14)$ Alltop-extension $LS[3](4,6,13)$ |
Alltop construction from 4-(13,6,12), 8 solutions, res(6-(15,7,3)) |
893:
893 5-(15,7,15) (complement has $\lambda=30$) TvT: 5-(14,6,3) $\cup$ 5-(14,7,12) \cite{TranvanTrung86} |
894:
894 5-(15,8,40) (complement has $\lambda=80$) supplementary design of number 893 |
895:
895 4-(14,8,70) (complement has $\lambda=140$) residual design of number 894 |
896:
896 5-(16,6,3) (complement has $\lambda=8$)
897:
897 4-(16,6,18) (complement has $\lambda=48$) design of number 896 with respect to smaller t |
derived from number 919 |
898:
898 4-(15,5,3) (complement has $\lambda=8$)
899:
899 4-(15,6,15) (complement has $\lambda=40$) residual design of number 896 |
derived from number 904 |
900:
900 5-(16,6,5) (complement has $\lambda=6$)
901:
901 4-(16,6,30) (complement has $\lambda=36$) design of number 900 with respect to smaller t |
derived from number 924 |
902:
902 4-(15,5,5) (complement has $\lambda=6$)
903:
903 4-(15,6,25) (complement has $\lambda=30$) residual design of number 900 |
derived from number 909 |
904:
904 5-(16,7,15) (complement has $\lambda=40$) $A_4\times D_4$ 42 solutions |
Brouwer 1977/1986 |
905:
905 4-(16,7,60) (complement has $\lambda=160$) design of number 904 with respect to smaller t |
residual design of number 919 |
derived from number 933 |
906:
906 5-(16,7,20) (complement has $\lambda=35$) $HoL(C_{16})$ Wassermann 152 solutions |
907:
907 4-(16,7,80) (complement has $\lambda=140$) design of number 906 with respect to smaller t |
residual design of number 921 |
derived from number 940 |
908:
908 4-(15,6,20) (complement has $\lambda=35$)
909:
909 5-(16,7,25) (complement has $\lambda=30$)
910:
910 4-(16,7,100) (complement has $\lambda=120$)
design of number 909 with respect to smaller t |
residual design of number 924 |
derived from number 926 |
911:
911 5-(168,6,1) (complement has $\lambda=162$) \cite{Mathon97} $PSL(2,167)$ >= 4 isomorphism types |
912:
912 4-(168,6,82) (complement has $\lambda=13284$) design of number 911 with respect to smaller t |
913:
913 4-(167,5,1) (complement has $\lambda=162$)
914:
914 4-(167,6,81) (complement has $\lambda=13122$) residual design of number 911 |
915:
915 5-(17,7,12) (complement has $\lambda=54$)
916:
916 4-(17,7,52) (complement has $\lambda=234$) design of number 915 with respect to smaller t |
derived from number 1139 |
917:
917 4-(16,6,12) (complement has $\lambda=54$)
918:
918 4-(16,7,40) (complement has $\lambda=180$) residual design of number 915 |
919:
919 5-(17,7,18) (complement has $\lambda=48$) $(A_4\times D_4)+$ (many isom. types) |
TvT: 5-(16,6,3) $\cup$ 5-(16,7,12) \cite{TranvanTrung86} |
920:
920 4-(17,7,78) (complement has $\lambda=208$)
design of number 919 with respect to smaller t |
derived from number 1207 |
921:
921 5-(17,7,24) (complement has $\lambda=42$) Brouwer 1977/1986 $Hol(C_{17})$ |
922:
922 4-(17,7,104) (complement has $\lambda=182$) design of number 921 with respect to smaller t |
derived from number 977 |
923:
923 4-(16,6,24) (complement has $\lambda=42$)
924:
924 5-(17,7,30) (complement has $\lambda=36$) TvT: 5-(16,6,5) $\cup$ 5-(16,7,25) |
925:
925 4-(17,7,130) (complement has $\lambda=156$) design of number 924 with respect to smaller t |
derived from number 1041 |
926:
926 5-(17,8,100) (complement has $\lambda=120$) TvT: 5-(16,7,25) $\cup$ 5-(16,8,75) |
927:
927 5-(17,9,225) (complement has $\lambda=270$) supplementary design of number 926 |
928:
928 4-(17,8,325) (complement has $\lambda=390$) design of number 926 with respect to smaller t |
derived from number 929 |
residual design of number 1041 |
929:
929 5-(18,9,325) (complement has $\lambda=390$) Tran van Trung construction with supplementary design for design number 926 |
Alltop construction for design number 928 |
\cite{Kramer75} |
\cite{Kramer75} $PGL(2,17)$ 3 isomorphism types |
930:
930 4-(17,9,585) (complement has $\lambda=702$)
design of number 927 with respect to smaller t |
supplementary design of number 928 |
residual design of number 929 |
931:
931 4-(16,9,360) (complement has $\lambda=432$) residual design of number 927 |
932:
932 4-(18,9,910) (complement has $\lambda=1092$) Tran van Trung construction with supplementary design for design number 928 |
design of number 929 with respect to smaller t |
derived from number 1407 |
residual design of number 1637 |
933:
933 5-(17,8,60) (complement has $\lambda=160$) TvT: 5-(16,7,15) $\cup$ 5-(16,8,45) \cite{TranvanTrung86} |
934:
934 5-(17,9,135) (complement has $\lambda=360$) supplementary design of number 933 |
935:
935 4-(17,8,195) (complement has $\lambda=520$) design of number 933 with respect to smaller t |
derived from number 936 |
residual design of number 1207 |
936:
936 5-(18,9,195) (complement has $\lambda=520$) Tran van Trung construction with supplementary design for design number 933 |
Alltop construction for design number 935 |
\cite{Kramer75} |
TvT: 5-(17,8,60) $\cup$ 5-(17,9,135) \cite{TranvanTrung86} |
\cite{Brouwer86} Alltop(res(5-(18,8,78)) |
\cite{Kramer75} $PGL(2,17)$ 1 isomorphism type |
937:
937 4-(17,9,351) (complement has $\lambda=936$) design of number 934 with respect to smaller t |
supplementary design of number 935 |
residual design of number 936 |
938:
938 4-(16,9,216) (complement has $\lambda=576$) residual design of number 934 |
939:
939 4-(18,9,546) (complement has $\lambda=1456$) Tran van Trung construction with supplementary design for design number 935 |
design of number 936 with respect to smaller t |
derived from number 1371 |
residual design of number 1547 |
940:
940 5-(17,8,80) (complement has $\lambda=140$)
\cite{Kramer75} $PGL(2,16)$ |
941:
941 5-(17,9,180) (complement has $\lambda=315$) supplementary design of number 940 |
942:
942 4-(17,8,260) (complement has $\lambda=455$) design of number 940 with respect to smaller t |
derived from number 943 |
residual design of number 977 |
943:
943 5-(18,9,260) (complement has $\lambda=455$) Tran van Trung construction with supplementary design for design number 940 |
Alltop construction for design number 942 |
TvT: 5-(17,8,80) $\cup$ 5-(17,9,180) \cite{TranvanTrung86} |
\cite{Brouwer86} $Hol(C_17)+$ |
\cite{Brouwer86} Alltop(res(5-(18,8,104)) |
\cite{Kramer75} $PGL(2,16)+$ 16 isomorphism types |
944:
944 4-(17,9,468) (complement has $\lambda=819$) design of number 941 with respect to smaller t |
supplementary design of number 942 |
residual design of number 943 |
945:
945 4-(16,9,288) (complement has $\lambda=504$) residual design of number 941 |
946:
946 4-(18,9,728) (complement has $\lambda=1274$) Tran van Trung construction with supplementary design for design number 942 |
design of number 943 with respect to smaller t |
residual design of number 1592 |
derived from number 1593 |
947:
947 5-(18,6,4) (complement has $\lambda=9$) \cite{Kramer75} $PGL(2,17)$ 2 isomorphism types |
derived from number 5524 |
948:
948 4-(18,6,28) (complement has $\lambda=63$) design of number 947 with respect to smaller t |
derived from number 1424 |
949:
949 4-(17,5,4) (complement has $\lambda=9$)
950:
950 4-(17,6,24) (complement has $\lambda=54$)
residual design of number 947 |
derived from number 963 |
951:
951 5-(18,6,5) (complement has $\lambda=8$)
952:
952 4-(18,6,35) (complement has $\lambda=56$) design of number 951 with respect to smaller t |
derived from number 1426 |
953:
953 4-(17,5,5) (complement has $\lambda=8$)
954:
954 4-(17,6,30) (complement has $\lambda=48$) residual design of number 951 |
derived from number 966 |
955:
955 5-(18,7,12) (complement has $\lambda=66$) \cite{Kramer75} $PGL(2,17)$ 1 isomorphism type |
956:
956 4-(18,7,56) (complement has $\lambda=308$) design of number 955 with respect to smaller t |
derived from number 1435 |
957:
957 4-(17,6,12) (complement has $\lambda=66$)
958:
958 4-(17,7,44) (complement has $\lambda=242$) residual design of number 955 |
derived from number 1119 |
959:
959 5-(18,7,18) (complement has $\lambda=60$) \cite{Kramer75} $PGL(2,17)$ 1 isomorphism type |
960:
960 4-(18,7,84) (complement has $\lambda=280$)
design of number 959 with respect to smaller t |
derived from number 1437 |
961:
961 4-(17,6,18) (complement has $\lambda=60$)
962:
962 4-(17,7,66) (complement has $\lambda=220$) residual design of number 959 |
derived from number 1187 |
963:
963 5-(18,7,24) (complement has $\lambda=54$) \cite{Kramer75} $PGL(2,17)$ 2 isomorphism types |
residual design of number 5524 |
964:
964 4-(18,7,112) (complement has $\lambda=252$) design of number 963 with respect to smaller t |
residual design of number 1424 |
derived from number 5534 |
965:
965 4-(17,7,88) (complement has $\lambda=198$) residual design of number 963 |
966:
966 5-(18,7,30) (complement has $\lambda=48$) \cite{Kramer75} $PGL(2,17)$ 2 isomorphism types |
967:
967 4-(18,7,140) (complement has $\lambda=224$) design of number 966 with respect to smaller t |
residual design of number 1426 |
derived from number 1431 |
968:
968 4-(17,7,110) (complement has $\lambda=176$) residual design of number 966 |
derived from number 986 |
969:
969 5-(18,7,36) (complement has $\lambda=42$) \cite{Kramer75} $PGL(2,17)$ 4 isomorphism types |
residual design of number 5525 |
970:
970 4-(18,7,168) (complement has $\lambda=196$)
design of number 969 with respect to smaller t |
residual design of number 1428 |
derived from number 1433 |
971:
971 4-(17,6,36) (complement has $\lambda=42$) derived from number 969 |
residual design of number 5526 |
972:
972 4-(17,7,132) (complement has $\lambda=154$) residual design of number 969 |
derived from number 1043 |
973:
973 5-(18,7,6) (complement has $\lambda=72$) \cite{Kramer75} $PGL(2,17)$ 1 isomorphism type, block-transitive |
974:
974 4-(18,7,28) (complement has $\lambda=336$) design of number 973 with respect to smaller t |
975:
975 4-(17,6,6) (complement has $\lambda=72$)
976:
976 4-(17,7,22) (complement has $\lambda=264$) residual design of number 973 |
977:
977 5-(18,8,104) (complement has $\lambda=182$) $C_2\times PGL(2,8)$ |
$PSL(2,8)\times C_2$ (many solutions) |
\cite{Kramer75} |
TvT: 5-(17,7,24) $\cup$ 5-(17,8,80) \cite{TranvanTrung86} |
978:
978 4-(18,8,364) (complement has $\lambda=637$) design of number 977 with respect to smaller t |
derived from number 1592 |
979:
979 5-(18,8,108) (complement has $\lambda=178$) \cite{Kramer75} $PGL(2,17)$ 12 isomorphism types |
980:
980 4-(18,8,378) (complement has $\lambda=623$)
design of number 979 with respect to smaller t |
derived from number 1599 |
981:
981 4-(17,7,108) (complement has $\lambda=178$)
982:
982 4-(17,8,270) (complement has $\lambda=445$) residual design of number 979 |
derived from number 985 |
983:
983 4-(17,9,486) (complement has $\lambda=801$) supplementary design of number 982 |
residual design of number 985 |
984:
984 4-(18,9,756) (complement has $\lambda=1246$) Tran van Trung construction with supplementary design for design number 982 |
design of number 985 with respect to smaller t |
derived from number 1389 |
residual design of number 1599 |
985:
985 5-(18,9,270) (complement has $\lambda=445$) Alltop construction for design number 982 |
\cite{Kramer75} $PGL(2,17)$ 3 isomorphism types |
\cite{Brouwer86} Alltop(res(5-(18,8,108)) |
986:
986 5-(18,8,110) (complement has $\lambda=176$) \cite{Kramer75} $PGL(2,17)$ 6 isomorphism types $PGL(2,16)+$ 32 isomorphism types |
987:
987 4-(18,8,385) (complement has $\lambda=616$) design of number 986 with respect to smaller t |
residual design of number 1431 |
derived from number 1603 |
988:
988 4-(17,8,275) (complement has $\lambda=440$) residual design of number 986 |
derived from number 991 |
989:
989 4-(17,9,495) (complement has $\lambda=792$) supplementary design of number 988 |
residual design of number 991 |
990:
990 4-(18,9,770) (complement has $\lambda=1232$)
Tran van Trung construction with supplementary design for design number 988 |
design of number 991 with respect to smaller t |
derived from number 1392 |
residual design of number 1603 |
991:
991 5-(18,9,275) (complement has $\lambda=440$) Alltop construction for design number 988 |
$PSL(2,17)$ 9 isomorphism types |
\cite{Brouwer86} Alltop(res(5-(18,8,110)) |
\cite{Kramer75} $PGL(2,16)+$ 16 isomorphism types |
992:
992 5-(18,8,112) (complement has $\lambda=174$) \cite{Kramer75} $PGL(2,17)$ 6 isomorphism types |
993:
993 4-(18,8,392) (complement has $\lambda=609$) design of number 992 with respect to smaller t |
derived from number 1607 |
994:
994 4-(17,7,112) (complement has $\lambda=174$)
995:
995 4-(17,8,280) (complement has $\lambda=435$) residual design of number 992 |
derived from number 998 |
996:
996 4-(17,9,504) (complement has $\lambda=783$) supplementary design of number 995 |
residual design of number 998 |
997:
997 4-(18,9,784) (complement has $\lambda=1218$) Tran van Trung construction with supplementary design for design number 995 |
design of number 998 with respect to smaller t |
derived from number 1395 |
residual design of number 1607 |
998:
998 5-(18,9,280) (complement has $\lambda=435$) Alltop construction for design number 995 |
\cite{Kramer75} $PGL(2,17)$ 2 isomorphism types |
\cite{Brouwer86} Alltop(res(5-(18,8,112)) |
\cite{Kramer75} $PGL(2,16)+$ 16 isomorphism types |
999:
999 5-(18,8,114) (complement has $\lambda=172$) \cite{Kramer75} $PGL(2,17)$ 9 isomorphism types |
1000:
1000 4-(18,8,399) (complement has $\lambda=602$)
design of number 999 with respect to smaller t |
derived from number 1611 |
1001:
1001 4-(17,7,114) (complement has $\lambda=172$)
1002:
1002 4-(17,8,285) (complement has $\lambda=430$) residual design of number 999 |
derived from number 1005 |
1003:
1003 4-(17,9,513) (complement has $\lambda=774$) supplementary design of number 1002 |
residual design of number 1005 |
1004:
1004 4-(18,9,798) (complement has $\lambda=1204$) Tran van Trung construction with supplementary design for design number 1002 |
design of number 1005 with respect to smaller t |
derived from number 1398 |
residual design of number 1611 |
1005:
1005 5-(18,9,285) (complement has $\lambda=430$) Alltop construction for design number 1002 |
\cite{Kramer75} $PGL(2,17)$ 1 isomorphism type |
\cite{Brouwer86} Alltop(res(5-(18,8,114)) |
1006:
1006 5-(18,8,118) (complement has $\lambda=168$) $C_2\times PGL(2,8)$ |
$PSL(2,8)\times C_2$ (many solutions) |
1007:
1007 4-(18,8,413) (complement has $\lambda=588$) design of number 1006 with respect to smaller t |
derived from number 1615 |
1008:
1008 4-(17,7,118) (complement has $\lambda=168$)
1009:
1009 4-(17,8,295) (complement has $\lambda=420$) residual design of number 1006 |
derived from number 1012 |
1010:
1010 4-(17,9,531) (complement has $\lambda=756$)
supplementary design of number 1009 |
residual design of number 1012 |
1011:
1011 4-(18,9,826) (complement has $\lambda=1176$) Tran van Trung construction with supplementary design for design number 1009 |
design of number 1012 with respect to smaller t |
residual design of number 1615 |
derived from number 1616 |
1012:
1012 5-(18,9,295) (complement has $\lambda=420$) Alltop construction for design number 1009 |
\cite{Kramer75} $PGL(2,16)+$ 16 isomorphism types |
\cite{Kramer75} $PGL(2,17)$ 3 isomorphism types |
1013:
1013 5-(18,8,122) (complement has $\lambda=164$)
1014:
1014 4-(18,8,427) (complement has $\lambda=574$) design of number 1013 with respect to smaller t |
derived from number 1622 |
1015:
1015 4-(17,7,122) (complement has $\lambda=164$)
1016:
1016 4-(17,8,305) (complement has $\lambda=410$) residual design of number 1013 |
derived from number 1019 |
1017:
1017 4-(17,9,549) (complement has $\lambda=738$) supplementary design of number 1016 |
residual design of number 1019 |
1018:
1018 4-(18,9,854) (complement has $\lambda=1148$) Tran van Trung construction with supplementary design for design number 1016 |
design of number 1019 with respect to smaller t |
residual design of number 1622 |
derived from number 1623 |
1019:
1019 5-(18,9,305) (complement has $\lambda=410$) Alltop construction for design number 1016 |
$PSL(2,17)$ 6 isomorphism types |
\cite{Kramer75} |
1020:
1020 5-(18,8,124) (complement has $\lambda=162$)
\cite{Kramer75} $PGL(2,17)$ 15 isomorphism types |
derived from number 7818 |
1021:
1021 4-(18,8,434) (complement has $\lambda=567$) design of number 1020 with respect to smaller t |
derived from number 5545 |
1022:
1022 4-(17,7,124) (complement has $\lambda=162$)
1023:
1023 4-(17,8,310) (complement has $\lambda=405$) residual design of number 1020 |
derived from number 1026 |
1024:
1024 4-(17,9,558) (complement has $\lambda=729$) supplementary design of number 1023 |
residual design of number 1026 |
derived from number 7820 |
1025:
1025 4-(18,9,868) (complement has $\lambda=1134$) Tran van Trung construction with supplementary design for design number 1023 |
design of number 1026 with respect to smaller t |
residual design of number 5545 |
derived from number 5546 |
1026:
1026 5-(18,9,310) (complement has $\lambda=405$) Alltop construction for design number 1023 |
\cite{Kramer75} $PGL(2,17)$ 6 isomorphism types |
\cite{Brouwer86} Alltop(res(5-(18,8,124)) |
residual design of number 7818 |
derived from number 7819 |
1027:
1027 5-(18,8,126) (complement has $\lambda=160$) \cite{Kramer75} $PGL(2,17)$ 6 isomorphism types |
$C_2\times PGL(2,8)$ |
$PSL(2,8)\times C_2$ (many solutions) |
derived from number 5527 |
1028:
1028 4-(18,8,441) (complement has $\lambda=560$) design of number 1027 with respect to smaller t |
derived from number 1629 |
1029:
1029 4-(17,7,126) (complement has $\lambda=160$)
1030:
1030 4-(17,8,315) (complement has $\lambda=400$)
residual design of number 1027 |
derived from number 1033 |
1031:
1031 4-(17,9,567) (complement has $\lambda=720$) supplementary design of number 1030 |
residual design of number 1033 |
derived from number 5531 |
1032:
1032 4-(18,9,882) (complement has $\lambda=1120$) Tran van Trung construction with supplementary design for design number 1030 |
design of number 1033 with respect to smaller t |
derived from number 1401 |
residual design of number 1629 |
1033:
1033 5-(18,9,315) (complement has $\lambda=400$) Alltop construction for design number 1030 |
\cite{Kramer75} $PGL(2,17)$ 6 isomorphism types |
\cite{Brouwer86} Alltop(res(5-(18,8,126)) |
residual design of number 5527 |
derived from number 5528 |
1034:
1034 5-(18,8,128) (complement has $\lambda=158$) \cite{Kramer75} $PGL(2,17)$ 5 isomorphism types |
1035:
1035 4-(18,8,448) (complement has $\lambda=553$) design of number 1034 with respect to smaller t |
derived from number 1633 |
1036:
1036 4-(17,7,128) (complement has $\lambda=158$)
1037:
1037 4-(17,8,320) (complement has $\lambda=395$) residual design of number 1034 |
derived from number 1040 |
1038:
1038 4-(17,9,576) (complement has $\lambda=711$) supplementary design of number 1037 |
residual design of number 1040 |
1039:
1039 4-(18,9,896) (complement has $\lambda=1106$) Tran van Trung construction with supplementary design for design number 1037 |
design of number 1040 with respect to smaller t |
derived from number 1404 |
residual design of number 1633 |
1040:
1040 5-(18,9,320) (complement has $\lambda=395$)
Alltop construction for design number 1037 |
$PSL(2,17)$ 9 isomorphism types |
\cite{Kramer75} |
\cite{Brouwer86} Alltop(res(5-(18,8,128)) |
\cite{Kramer75} $PGL(2,16)+$ 16 isomorphism types |
1041:
1041 5-(18,8,130) (complement has $\lambda=156$) \cite{Kramer75} $PGL(2,17)$ 11 isomorphism types |
1042:
1042 4-(18,8,455) (complement has $\lambda=546$) design of number 1041 with respect to smaller t |
derived from number 1637 |
1043:
1043 5-(18,8,132) (complement has $\lambda=154$) $Id_2\times PGL(2,8)$ |
$PSL(2,8)\times Id_2$ (many solutions) |
1044:
1044 4-(18,8,462) (complement has $\lambda=539$) design of number 1043 with respect to smaller t |
residual design of number 1433 |
derived from number 1641 |
1045:
1045 4-(17,8,330) (complement has $\lambda=385$) residual design of number 1043 |
derived from number 1048 |
1046:
1046 4-(17,9,594) (complement has $\lambda=693$) supplementary design of number 1045 |
residual design of number 1048 |
1047:
1047 4-(18,9,924) (complement has $\lambda=1078$) Tran van Trung construction with supplementary design for design number 1045 |
design of number 1048 with respect to smaller t |
residual design of number 1641 |
derived from number 1642 |
1048:
1048 5-(18,9,330) (complement has $\lambda=385$) Alltop construction for design number 1045 |
\cite{Kramer75} $PGL(2,17)$ 4 isomorphism types |
\cite{Kramer75} |
\cite{Brouwer86} $Hol(C_17)+$ |
1049:
1049 5-(18,8,136) (complement has $\lambda=150$)
1050:
1050 4-(18,8,476) (complement has $\lambda=525$)
design of number 1049 with respect to smaller t |
derived from number 1648 |
1051:
1051 4-(17,7,136) (complement has $\lambda=150$)
1052:
1052 4-(17,8,340) (complement has $\lambda=375$) residual design of number 1049 |
derived from number 1055 |
1053:
1053 4-(17,9,612) (complement has $\lambda=675$) supplementary design of number 1052 |
residual design of number 1055 |
1054:
1054 4-(18,9,952) (complement has $\lambda=1050$) Tran van Trung construction with supplementary design for design number 1052 |
design of number 1055 with respect to smaller t |
residual design of number 1648 |
derived from number 1649 |
1055:
1055 5-(18,9,340) (complement has $\lambda=375$) Alltop construction for design number 1052 |
\cite{Kramer75} $PGL(2,17)$ 2 isomorphism types |
\cite{Kramer75} $PGL(2,16)+$ 4 isomorphism types |
1056:
1056 5-(18,8,14) (complement has $\lambda=272$) \cite{Kramer75} $PGL(2,17)$ 1 isomorphism type |
1057:
1057 4-(18,8,49) (complement has $\lambda=952$) design of number 1056 with respect to smaller t |
derived from number 1655 |
1058:
1058 4-(17,7,14) (complement has $\lambda=272$)
1059:
1059 4-(17,8,35) (complement has $\lambda=680$) residual design of number 1056 |
derived from number 1062 |
1060:
1060 4-(17,9,63) (complement has $\lambda=1224$)
supplementary design of number 1059 |
residual design of number 1062 |
1061:
1061 4-(18,9,98) (complement has $\lambda=1904$) Tran van Trung construction with supplementary design for design number 1059 |
design of number 1062 with respect to smaller t |
residual design of number 1655 |
derived from number 1656 |
1062:
1062 5-(18,9,35) (complement has $\lambda=680$) Alltop construction for design number 1059 |
\cite{Kramer75} |
\cite{Brouwer86} $Hol(C_17)+$ |
\cite{Brouwer86} Alltop(res(5-(18,8,14)) |
1063:
1063 5-(18,8,140) (complement has $\lambda=146$) \cite{Kramer75} $PGL(2,17)$ 14 isomorphism types |
1064:
1064 4-(18,8,490) (complement has $\lambda=511$) design of number 1063 with respect to smaller t |
derived from number 1662 |
1065:
1065 4-(17,7,140) (complement has $\lambda=146$)
1066:
1066 4-(17,8,350) (complement has $\lambda=365$) residual design of number 1063 |
derived from number 1069 |
1067:
1067 4-(17,9,630) (complement has $\lambda=657$) supplementary design of number 1066 |
residual design of number 1069 |
1068:
1068 4-(18,9,980) (complement has $\lambda=1022$) Tran van Trung construction with supplementary design for design number 1066 |
design of number 1069 with respect to smaller t |
derived from number 1410 |
residual design of number 1662 |
1069:
1069 5-(18,9,350) (complement has $\lambda=365$) Alltop construction for design number 1066 |
$PSL(2,17)$ 2 isomorphism types |
\cite{Kramer75} |
\cite{Brouwer86} Alltop(res(5-(18,8,140)) |
1070:
1070 5-(18,8,142) (complement has $\lambda=144$)
\cite{Kramer75} $PGL(2,17)$ 5 isomorphism types |
1071:
1071 4-(18,8,497) (complement has $\lambda=504$) design of number 1070 with respect to smaller t |
derived from number 1666 |
1072:
1072 4-(17,7,142) (complement has $\lambda=144$)
1073:
1073 4-(17,8,355) (complement has $\lambda=360$) residual design of number 1070 |
derived from number 1076 |
1074:
1074 4-(17,9,639) (complement has $\lambda=648$) supplementary design of number 1073 |
residual design of number 1076 |
1075:
1075 4-(18,9,994) (complement has $\lambda=1008$) Tran van Trung construction with supplementary design for design number 1073 |
design of number 1076 with respect to smaller t |
derived from number 1413 |
residual design of number 1666 |
1076:
1076 5-(18,9,355) (complement has $\lambda=360$) Alltop construction for design number 1073 |
\cite{Kramer75} |
\cite{Brouwer86} Alltop(res(5-(18,8,142)) |
\cite{Kramer75} $PGL(2,16)+$ 4 isomorphism types |
\cite{Kramer75} $PGL(2,17)$ 2 isomorphism types |
1077:
1077 5-(18,8,16) (complement has $\lambda=270$) \cite{Kramer75} $PGL(2,17)$ 1 isomorphism type, block-transitive |
1078:
1078 4-(18,8,56) (complement has $\lambda=945$) design of number 1077 with respect to smaller t |
derived from number 1670 |
1079:
1079 4-(17,7,16) (complement has $\lambda=270$)
1080:
1080 4-(17,8,40) (complement has $\lambda=675$)
residual design of number 1077 |
derived from number 1083 |
1081:
1081 4-(17,9,72) (complement has $\lambda=1215$) supplementary design of number 1080 |
residual design of number 1083 |
1082:
1082 4-(18,9,112) (complement has $\lambda=1890$) Tran van Trung construction with supplementary design for design number 1080 |
design of number 1083 with respect to smaller t |
residual design of number 1670 |
derived from number 1671 |
1083:
1083 5-(18,9,40) (complement has $\lambda=675$) Alltop construction for design number 1080 |
\cite{Kramer75} |
\cite{Brouwer86} Alltop(res(5-(18,8,16)) $Hol(C_17)+$ |
1084:
1084 5-(18,8,30) (complement has $\lambda=256$) \cite{Kramer75} $PGL(2,17)$ 1 isomorphism type |
1085:
1085 4-(18,8,105) (complement has $\lambda=896$) design of number 1084 with respect to smaller t |
derived from number 1439 |
1086:
1086 4-(17,7,30) (complement has $\lambda=256$)
1087:
1087 4-(17,8,75) (complement has $\lambda=640$) residual design of number 1084 |
derived from number 1090 |
1088:
1088 4-(17,9,135) (complement has $\lambda=1152$) supplementary design of number 1087 |
residual design of number 1090 |
1089:
1089 4-(18,9,210) (complement has $\lambda=1792$) Tran van Trung construction with supplementary design for design number 1087 |
design of number 1090 with respect to smaller t |
residual design of number 1439 |
derived from number 1440 |
1090:
1090 5-(18,9,75) (complement has $\lambda=640$)
Alltop construction for design number 1087 |
\cite{Kramer75} |
\cite{Brouwer86} Alltop(res(5-(18,8,30)) |
1091:
1091 5-(18,8,32) (complement has $\lambda=254$) \cite{Kramer75} $PGL(2,17)$ 3 isomorphism types |
1092:
1092 4-(18,8,112) (complement has $\lambda=889$) design of number 1091 with respect to smaller t |
derived from number 1446 |
1093:
1093 4-(17,7,32) (complement has $\lambda=254$)
1094:
1094 4-(17,8,80) (complement has $\lambda=635$) residual design of number 1091 |
derived from number 1097 |
1095:
1095 4-(17,9,144) (complement has $\lambda=1143$) supplementary design of number 1094 |
residual design of number 1097 |
1096:
1096 4-(18,9,224) (complement has $\lambda=1778$) Tran van Trung construction with supplementary design for design number 1094 |
design of number 1097 with respect to smaller t |
residual design of number 1446 |
derived from number 1447 |
1097:
1097 5-(18,9,80) (complement has $\lambda=635$) Alltop construction for design number 1094 |
\cite{Brouwer86} $Hol(C_17)+$ |
\cite{Brouwer86} Alltop(res(5-(18,8,32)) |
\cite{Kramer75} $PGL(2,16)+$ 16 isomorphism types |
1098:
1098 5-(18,8,38) (complement has $\lambda=248$) $C_2\times PGL(2,8)$ 129 solutions |
$PSL(2,8)\times C_2$ (129 solutions) |
1099:
1099 4-(18,8,133) (complement has $\lambda=868$) design of number 1098 with respect to smaller t |
derived from number 1453 |
1100:
1100 4-(17,7,38) (complement has $\lambda=248$)
1101:
1101 4-(17,8,95) (complement has $\lambda=620$) residual design of number 1098 |
derived from number 1104 |
1102:
1102 4-(17,9,171) (complement has $\lambda=1116$) supplementary design of number 1101 |
residual design of number 1104 |
1103:
1103 4-(18,9,266) (complement has $\lambda=1736$) Tran van Trung construction with supplementary design for design number 1101 |
design of number 1104 with respect to smaller t |
residual design of number 1453 |
derived from number 1454 |
1104:
1104 5-(18,9,95) (complement has $\lambda=620$) Alltop construction for design number 1101 |
\cite{Kramer75} $PGL(2,16)+$ 16 isomorphism types |
1105:
1105 5-(18,8,40) (complement has $\lambda=246$) $PGL(2,16)+$ 1 isomorphism type |
\cite{MacWilliams78} |
1106:
1106 4-(18,8,140) (complement has $\lambda=861$) design of number 1105 with respect to smaller t |
derived from number 1460 |
1107:
1107 4-(17,7,40) (complement has $\lambda=246$)
1108:
1108 4-(17,8,100) (complement has $\lambda=615$) residual design of number 1105 |
derived from number 1111 |
1109:
1109 4-(17,9,180) (complement has $\lambda=1107$) supplementary design of number 1108 |
residual design of number 1111 |
1110:
1110 4-(18,9,280) (complement has $\lambda=1722$)
Tran van Trung construction with supplementary design for design number 1108 |
design of number 1111 with respect to smaller t |
residual design of number 1460 |
derived from number 1461 |
1111:
1111 5-(18,9,100) (complement has $\lambda=615$) Alltop construction for design number 1108 |
\cite{Kramer75} |
\cite{Brouwer86} $Hol(C_17)+$ |
\cite{Brouwer86} Alltop(res(5-(18,8,40)) |
\cite{Kramer75} $PGL(2,16)+$ 1 isomorphism type |
1112:
1112 5-(18,8,42) (complement has $\lambda=244$) $Id_2\times PGL(2,8)$ 738 solutions |
1113:
1113 4-(18,8,147) (complement has $\lambda=854$) design of number 1112 with respect to smaller t |
derived from number 1467 |
1114:
1114 4-(17,7,42) (complement has $\lambda=244$)
1115:
1115 4-(17,8,105) (complement has $\lambda=610$) residual design of number 1112 |
derived from number 1118 |
1116:
1116 4-(17,9,189) (complement has $\lambda=1098$) supplementary design of number 1115 |
residual design of number 1118 |
1117:
1117 4-(18,9,294) (complement has $\lambda=1708$) Tran van Trung construction with supplementary design for design number 1115 |
design of number 1118 with respect to smaller t |
residual design of number 1467 |
derived from number 1468 |
1118:
1118 5-(18,9,105) (complement has $\lambda=610$) Alltop construction for design number 1115 |
$PSL(2,8)\times C_2$ 48 solutions |
\cite{Kramer75} |
1119:
1119 5-(18,8,44) (complement has $\lambda=242$) \cite{Kramer75} $PGL(2,17)$ 1 isomorphism type |
1120:
1120 4-(18,8,154) (complement has $\lambda=847$)
design of number 1119 with respect to smaller t |
residual design of number 1435 |
derived from number 1474 |
1121:
1121 4-(17,8,110) (complement has $\lambda=605$) residual design of number 1119 |
derived from number 1124 |
1122:
1122 4-(17,9,198) (complement has $\lambda=1089$) supplementary design of number 1121 |
residual design of number 1124 |
1123:
1123 4-(18,9,308) (complement has $\lambda=1694$) Tran van Trung construction with supplementary design for design number 1121 |
design of number 1124 with respect to smaller t |
derived from number 1353 |
residual design of number 1474 |
1124:
1124 5-(18,9,110) (complement has $\lambda=605$) Alltop construction for design number 1121 |
\cite{Kramer75} |
\cite{Brouwer86} Alltop(res(5-(18,8,44)) |
1125:
1125 5-(18,8,46) (complement has $\lambda=240$) \cite{Kramer75} $PGL(2,17)$ 3 isomorphism types $PGL(2,16)+$ 1 isomorphism type |
1126:
1126 4-(18,8,161) (complement has $\lambda=840$) design of number 1125 with respect to smaller t |
derived from number 1478 |
1127:
1127 4-(17,7,46) (complement has $\lambda=240$)
1128:
1128 4-(17,8,115) (complement has $\lambda=600$) residual design of number 1125 |
derived from number 1131 |
1129:
1129 4-(17,9,207) (complement has $\lambda=1080$) supplementary design of number 1128 |
residual design of number 1131 |
1130:
1130 4-(18,9,322) (complement has $\lambda=1680$)
Tran van Trung construction with supplementary design for design number 1128 |
design of number 1131 with respect to smaller t |
residual design of number 1478 |
derived from number 1479 |
1131:
1131 5-(18,9,115) (complement has $\lambda=600$) Alltop construction for design number 1128 |
\cite{Brouwer86} Alltop(res(5-(18,8,46)) |
\cite{Kramer75} $PGL(2,16)+$ 1 isomorphism type |
1132:
1132 5-(18,8,48) (complement has $\lambda=238$) $C_2\times PGL(2,8)$ 465 solutions |
$PSL(2,8)\times C_2$ (465 solutions) |
\cite{Kramer75} $PGL(2,17)$ 5 isomorphism types |
1133:
1133 4-(18,8,168) (complement has $\lambda=833$) design of number 1132 with respect to smaller t |
derived from number 1485 |
1134:
1134 4-(17,7,48) (complement has $\lambda=238$)
1135:
1135 4-(17,8,120) (complement has $\lambda=595$) residual design of number 1132 |
derived from number 1138 |
1136:
1136 4-(17,9,216) (complement has $\lambda=1071$) supplementary design of number 1135 |
residual design of number 1138 |
1137:
1137 4-(18,9,336) (complement has $\lambda=1666$) Tran van Trung construction with supplementary design for design number 1135 |
design of number 1138 with respect to smaller t |
derived from number 1356 |
residual design of number 1485 |
1138:
1138 5-(18,9,120) (complement has $\lambda=595$) Alltop construction for design number 1135 |
\cite{Brouwer86} Alltop(res(5-(18,8,48)) |
\cite{Kramer75} $PGL(2,16)+$ 1 isomorphism type |
\cite{Kramer75} $PGL(2,17)$ 1 isomorphism type |
1139:
1139 5-(18,8,52) (complement has $\lambda=234$) $PSL(2,8)\times Id_2$ (many solutions) |
1140:
1140 4-(18,8,182) (complement has $\lambda=819$)
design of number 1139 with respect to smaller t |
derived from number 1489 |
1141:
1141 4-(17,8,130) (complement has $\lambda=585$) residual design of number 1139 |
derived from number 1144 |
1142:
1142 4-(17,9,234) (complement has $\lambda=1053$) supplementary design of number 1141 |
residual design of number 1144 |
1143:
1143 4-(18,9,364) (complement has $\lambda=1638$) Tran van Trung construction with supplementary design for design number 1141 |
design of number 1144 with respect to smaller t |
residual design of number 1489 |
derived from number 1490 |
1144:
1144 5-(18,9,130) (complement has $\lambda=585$) Alltop construction for design number 1141 |
\cite{Kramer75} |
\cite{Brouwer86} $Hol(C_17)+$ |
1145:
1145 5-(18,8,54) (complement has $\lambda=232$)
1146:
1146 4-(18,8,189) (complement has $\lambda=812$) design of number 1145 with respect to smaller t |
derived from number 1496 |
1147:
1147 4-(17,7,54) (complement has $\lambda=232$)
1148:
1148 4-(17,8,135) (complement has $\lambda=580$) residual design of number 1145 |
derived from number 1151 |
1149:
1149 4-(17,9,243) (complement has $\lambda=1044$) supplementary design of number 1148 |
residual design of number 1151 |
1150:
1150 4-(18,9,378) (complement has $\lambda=1624$)
Tran van Trung construction with supplementary design for design number 1148 |
design of number 1151 with respect to smaller t |
residual design of number 1496 |
derived from number 1497 |
1151:
1151 5-(18,9,135) (complement has $\lambda=580$) Alltop construction for design number 1148 |
\cite{Kramer75} $PGL(2,16)+$ 1 isomorphism type |
\cite{Kramer75} $PSL(2,17)$ 2 isomorphism types |
1152:
1152 5-(18,8,56) (complement has $\lambda=230$) $C_2\times PGL(2,8)$ 1181 solutions |
1153:
1153 4-(18,8,196) (complement has $\lambda=805$) design of number 1152 with respect to smaller t |
derived from number 1503 |
1154:
1154 4-(17,7,56) (complement has $\lambda=230$)
1155:
1155 4-(17,8,140) (complement has $\lambda=575$) residual design of number 1152 |
derived from number 1158 |
1156:
1156 4-(17,9,252) (complement has $\lambda=1035$) supplementary design of number 1155 |
residual design of number 1158 |
1157:
1157 4-(18,9,392) (complement has $\lambda=1610$) Tran van Trung construction with supplementary design for design number 1155 |
design of number 1158 with respect to smaller t |
residual design of number 1503 |
derived from number 1504 |
1158:
1158 5-(18,9,140) (complement has $\lambda=575$) Alltop construction for design number 1155 |
\cite{Brouwer86} $Hol(C_17)+$ |
\cite{Kramer75} $PSL(2,17)$ 1 isomorphism type |
1159:
1159 5-(18,8,6) (complement has $\lambda=280$) $PGL(2,16)+$ 1 isomorphism type |
\cite{MacWilliams78} |
1160:
1160 4-(18,8,21) (complement has $\lambda=980$)
design of number 1159 with respect to smaller t |
derived from number 1510 |
1161:
1161 4-(17,7,6) (complement has $\lambda=280$)
1162:
1162 4-(17,8,15) (complement has $\lambda=700$) residual design of number 1159 |
derived from number 1165 |
1163:
1163 4-(17,9,27) (complement has $\lambda=1260$) supplementary design of number 1162 |
residual design of number 1165 |
1164:
1164 4-(18,9,42) (complement has $\lambda=1960$) Tran van Trung construction with supplementary design for design number 1162 |
design of number 1165 with respect to smaller t |
residual design of number 1510 |
derived from number 1511 |
1165:
1165 5-(18,9,15) (complement has $\lambda=700$) Alltop construction for design number 1162 |
\cite{Brouwer86} Alltop(res(5-(18,8,6)) |
\cite{Kramer75} $PGL(2,16)+$ 1 isomorphism type |
1166:
1166 5-(18,8,60) (complement has $\lambda=226$) \cite{Kramer75} $PGL(2,17)$ 4 isomorphism types |
1167:
1167 4-(18,8,210) (complement has $\lambda=791$) design of number 1166 with respect to smaller t |
derived from number 1517 |
1168:
1168 4-(17,7,60) (complement has $\lambda=226$)
1169:
1169 4-(17,8,150) (complement has $\lambda=565$) residual design of number 1166 |
derived from number 1172 |
1170:
1170 4-(17,9,270) (complement has $\lambda=1017$)
supplementary design of number 1169 |
residual design of number 1172 |
1171:
1171 4-(18,9,420) (complement has $\lambda=1582$) Tran van Trung construction with supplementary design for design number 1169 |
design of number 1172 with respect to smaller t |
residual design of number 1517 |
derived from number 1518 |
1172:
1172 5-(18,9,150) (complement has $\lambda=565$) Alltop construction for design number 1169 |
\cite{Kramer75} |
\cite{Brouwer86} Alltop(res(5-(18,8,60)) |
1173:
1173 5-(18,8,62) (complement has $\lambda=224$) $C_2\times PGL(2,8)$ 1419 solutions |
$PSL(2,8)\times C_2$ (1419 solutions) |
\cite{Kramer75} $PGL(2,17)$ 5 isomorphism types |
1174:
1174 4-(18,8,217) (complement has $\lambda=784$) design of number 1173 with respect to smaller t |
derived from number 1524 |
1175:
1175 4-(17,7,62) (complement has $\lambda=224$)
1176:
1176 4-(17,8,155) (complement has $\lambda=560$) residual design of number 1173 |
derived from number 1179 |
1177:
1177 4-(17,9,279) (complement has $\lambda=1008$) supplementary design of number 1176 |
residual design of number 1179 |
1178:
1178 4-(18,9,434) (complement has $\lambda=1568$) Tran van Trung construction with supplementary design for design number 1176 |
design of number 1179 with respect to smaller t |
derived from number 1359 |
residual design of number 1524 |
1179:
1179 5-(18,9,155) (complement has $\lambda=560$) Alltop construction for design number 1176 |
\cite{Brouwer86} Alltop(res(5-(18,8,62)) |
\cite{Kramer75} $PSL(2,17)$ 1 isomorphism type |
1180:
1180 5-(18,8,64) (complement has $\lambda=222$)
\cite{Kramer75} $PGL(2,17)$ 8 isomorphism types |
1181:
1181 4-(18,8,224) (complement has $\lambda=777$) design of number 1180 with respect to smaller t |
derived from number 1528 |
1182:
1182 4-(17,7,64) (complement has $\lambda=222$)
1183:
1183 4-(17,8,160) (complement has $\lambda=555$) residual design of number 1180 |
derived from number 1186 |
1184:
1184 4-(17,9,288) (complement has $\lambda=999$) supplementary design of number 1183 |
residual design of number 1186 |
1185:
1185 4-(18,9,448) (complement has $\lambda=1554$) Tran van Trung construction with supplementary design for design number 1183 |
design of number 1186 with respect to smaller t |
derived from number 1362 |
residual design of number 1528 |
1186:
1186 5-(18,9,160) (complement has $\lambda=555$) Alltop construction for design number 1183 |
\cite{Brouwer86} Alltop(res(5-(18,8,64)) |
\cite{Kramer75} $PGL(2,16)+$ 16 isomorphism types |
\cite{Kramer75} $PSL(2,17)$ 1 isomorphism type |
1187:
1187 5-(18,8,66) (complement has $\lambda=220$) $PSL(2,8)\times Id_2$ (many solutions) |
\cite{Kramer75} $PGL(2,17)$ 2 isomorphism types |
1188:
1188 4-(18,8,231) (complement has $\lambda=770$) design of number 1187 with respect to smaller t |
residual design of number 1437 |
derived from number 1532 |
1189:
1189 4-(17,8,165) (complement has $\lambda=550$) residual design of number 1187 |
derived from number 1192 |
1190:
1190 4-(17,9,297) (complement has $\lambda=990$)
supplementary design of number 1189 |
residual design of number 1192 |
1191:
1191 4-(18,9,462) (complement has $\lambda=1540$) Tran van Trung construction with supplementary design for design number 1189 |
design of number 1192 with respect to smaller t |
derived from number 1365 |
residual design of number 1532 |
1192:
1192 5-(18,9,165) (complement has $\lambda=550$) Alltop construction for design number 1189 |
\cite{Kramer75} |
\cite{Brouwer86} Alltop(res(5-(18,8,66)) |
1193:
1193 5-(18,8,70) (complement has $\lambda=216$) $C_2\times PGL(2,8)$ 12426 solutions |
$PSL(2,8)\times C_2$ (12426 solutions) |
1194:
1194 4-(18,8,245) (complement has $\lambda=756$) design of number 1193 with respect to smaller t |
derived from number 1536 |
1195:
1195 4-(17,7,70) (complement has $\lambda=216$)
1196:
1196 4-(17,8,175) (complement has $\lambda=540$) residual design of number 1193 |
derived from number 1199 |
1197:
1197 4-(17,9,315) (complement has $\lambda=972$) supplementary design of number 1196 |
residual design of number 1199 |
1198:
1198 4-(18,9,490) (complement has $\lambda=1512$) Tran van Trung construction with supplementary design for design number 1196 |
design of number 1199 with respect to smaller t |
residual design of number 1536 |
derived from number 1537 |
1199:
1199 5-(18,9,175) (complement has $\lambda=540$) Alltop construction for design number 1196 |
\cite{Kramer75} $PGL(2,16)+$ 16 isomorphism types |
\cite{Kramer75} $PGL(2,17)$ 2 isomorphism types |
1200:
1200 5-(18,8,76) (complement has $\lambda=210$)
$PSL(2,8)\times Id_2$ (many solutions) |
\cite{Kramer75} $PGL(2,17)$ 6 isomorphism types |
1201:
1201 4-(18,8,266) (complement has $\lambda=735$) design of number 1200 with respect to smaller t |
derived from number 1543 |
1202:
1202 4-(17,7,76) (complement has $\lambda=210$)
1203:
1203 4-(17,8,190) (complement has $\lambda=525$) residual design of number 1200 |
derived from number 1206 |
1204:
1204 4-(17,9,342) (complement has $\lambda=945$) supplementary design of number 1203 |
residual design of number 1206 |
1205:
1205 4-(18,9,532) (complement has $\lambda=1470$) Tran van Trung construction with supplementary design for design number 1203 |
design of number 1206 with respect to smaller t |
derived from number 1368 |
residual design of number 1543 |
1206:
1206 5-(18,9,190) (complement has $\lambda=525$) Alltop construction for design number 1203 |
$PSL(2,8)\times C_2$ many isomorphism types |
\cite{Kramer75} |
\cite{Brouwer86} Alltop(res(5-(18,8,76)) |
1207:
1207 5-(18,8,78) (complement has $\lambda=208$) \cite{Kramer75} |
\cite{Kramer75} $PGL(2,17)$ 8 isomorphism types TvT: 5-(17,7,18) $\cup$ 5-(17,8,60) \cite{TranvanTrung86} |
1208:
1208 4-(18,8,273) (complement has $\lambda=728$) design of number 1207 with respect to smaller t |
derived from number 1547 |
1209:
1209 5-(18,8,80) (complement has $\lambda=206$) $C_2\times PGL(2,8)$ |
\cite{Kramer75} $PGL(2,17)$ 9 isomorphism types |
1210:
1210 4-(18,8,280) (complement has $\lambda=721$)
design of number 1209 with respect to smaller t |
derived from number 1551 |
1211:
1211 4-(17,7,80) (complement has $\lambda=206$)
1212:
1212 4-(17,8,200) (complement has $\lambda=515$) residual design of number 1209 |
derived from number 1215 |
1213:
1213 4-(17,9,360) (complement has $\lambda=927$) supplementary design of number 1212 |
residual design of number 1215 |
1214:
1214 4-(18,9,560) (complement has $\lambda=1442$) Tran van Trung construction with supplementary design for design number 1212 |
design of number 1215 with respect to smaller t |
residual design of number 1551 |
derived from number 1552 |
1215:
1215 5-(18,9,200) (complement has $\lambda=515$) Alltop construction for design number 1212 |
\cite{Brouwer86} Alltop(res(5-(18,8,80)) |
\cite{Kramer75} $PGL(2,16)+$ 16 isomorphism types |
1216:
1216 5-(18,8,82) (complement has $\lambda=204$) \cite{Kramer75} |
\cite{Kramer75} $PGL(2,17)$ 4 isomorphism types |
1217:
1217 4-(18,8,287) (complement has $\lambda=714$) design of number 1216 with respect to smaller t |
derived from number 1558 |
1218:
1218 4-(17,7,82) (complement has $\lambda=204$)
1219:
1219 4-(17,8,205) (complement has $\lambda=510$) residual design of number 1216 |
derived from number 1222 |
1220:
1220 4-(17,9,369) (complement has $\lambda=918$)
supplementary design of number 1219 |
residual design of number 1222 |
1221:
1221 4-(18,9,574) (complement has $\lambda=1428$) Tran van Trung construction with supplementary design for design number 1219 |
design of number 1222 with respect to smaller t |
derived from number 1374 |
residual design of number 1558 |
1222:
1222 5-(18,9,205) (complement has $\lambda=510$) Alltop construction for design number 1219 |
\cite{Kramer75} $PGL(2,17)$ 1 isomorphism type |
\cite{Brouwer86} Alltop(res(5-(18,8,82)) |
1223:
1223 5-(18,8,84) (complement has $\lambda=202$)
1224:
1224 4-(18,8,294) (complement has $\lambda=707$) design of number 1223 with respect to smaller t |
derived from number 1562 |
1225:
1225 4-(17,7,84) (complement has $\lambda=202$)
1226:
1226 4-(17,8,210) (complement has $\lambda=505$) residual design of number 1223 |
derived from number 1229 |
1227:
1227 4-(17,9,378) (complement has $\lambda=909$) supplementary design of number 1226 |
residual design of number 1229 |
1228:
1228 4-(18,9,588) (complement has $\lambda=1414$) Tran van Trung construction with supplementary design for design number 1226 |
design of number 1229 with respect to smaller t |
residual design of number 1562 |
derived from number 1563 |
1229:
1229 5-(18,9,210) (complement has $\lambda=505$) Alltop construction for design number 1226 |
$PSL(2,17)$ 1 isomorphism type |
$PSL(2,8)\times C_2$ many isomorphism types |
\cite{Kramer75} |
\cite{Brouwer86} $Hol(C_17)+$ |
1230:
1230 5-(18,8,90) (complement has $\lambda=196$)
$Id_2\times PGL(2,8)$ |
$PSL(2,8)\times Id_2$ (many solutions) |
1231:
1231 4-(18,8,315) (complement has $\lambda=686$) design of number 1230 with respect to smaller t |
derived from number 1569 |
1232:
1232 4-(17,7,90) (complement has $\lambda=196$)
1233:
1233 4-(17,8,225) (complement has $\lambda=490$) residual design of number 1230 |
derived from number 1236 |
1234:
1234 4-(17,9,405) (complement has $\lambda=882$) supplementary design of number 1233 |
residual design of number 1236 |
1235:
1235 4-(18,9,630) (complement has $\lambda=1372$) Tran van Trung construction with supplementary design for design number 1233 |
design of number 1236 with respect to smaller t |
residual design of number 1569 |
derived from number 1570 |
1236:
1236 5-(18,9,225) (complement has $\lambda=490$) Alltop construction for design number 1233 |
\cite{Kramer75} $PGL(2,17)$ 2 isomorphism types |
1237:
1237 5-(18,8,92) (complement has $\lambda=194$) \cite{Kramer75} $PGL(2,17)$ 8 isomorphism types |
1238:
1238 4-(18,8,322) (complement has $\lambda=679$) design of number 1237 with respect to smaller t |
derived from number 1576 |
1239:
1239 4-(17,7,92) (complement has $\lambda=194$)
1240:
1240 4-(17,8,230) (complement has $\lambda=485$)
residual design of number 1237 |
derived from number 1243 |
1241:
1241 4-(17,9,414) (complement has $\lambda=873$) supplementary design of number 1240 |
residual design of number 1243 |
1242:
1242 4-(18,9,644) (complement has $\lambda=1358$) Tran van Trung construction with supplementary design for design number 1240 |
design of number 1243 with respect to smaller t |
derived from number 1377 |
residual design of number 1576 |
1243:
1243 5-(18,9,230) (complement has $\lambda=485$) Alltop construction for design number 1240 |
\cite{Kramer75} |
\cite{Brouwer86} Alltop(res(5-(18,8,92)) |
1244:
1244 5-(18,8,94) (complement has $\lambda=192$) \cite{Kramer75} $PGL(2,17)$ 9 isomorphism types |
$C_2\times PGL(2,8)$ |
$PSL(2,8)\times C_2$ (many solutions) |
1245:
1245 4-(18,8,329) (complement has $\lambda=672$) design of number 1244 with respect to smaller t |
derived from number 1580 |
1246:
1246 4-(17,7,94) (complement has $\lambda=192$)
1247:
1247 4-(17,8,235) (complement has $\lambda=480$) residual design of number 1244 |
derived from number 1250 |
1248:
1248 4-(17,9,423) (complement has $\lambda=864$) supplementary design of number 1247 |
residual design of number 1250 |
1249:
1249 4-(18,9,658) (complement has $\lambda=1344$) Tran van Trung construction with supplementary design for design number 1247 |
design of number 1250 with respect to smaller t |
derived from number 1380 |
residual design of number 1580 |
1250:
1250 5-(18,9,235) (complement has $\lambda=480$)
Alltop construction for design number 1247 |
\cite{Brouwer86} Alltop(res(5-(18,8,94)) |
\cite{Kramer75} $PGL(2,16)+$ 1 isomorphism type |
\cite{Kramer75} $PGL(2,17)$ 2 isomorphism types |
1251:
1251 5-(18,8,96) (complement has $\lambda=190$) \cite{Kramer75} $PGL(2,17)$ 6 isomorphism types |
1252:
1252 4-(18,8,336) (complement has $\lambda=665$) design of number 1251 with respect to smaller t |
derived from number 1584 |
1253:
1253 4-(17,7,96) (complement has $\lambda=190$)
1254:
1254 4-(17,8,240) (complement has $\lambda=475$) residual design of number 1251 |
derived from number 1257 |
1255:
1255 4-(17,9,432) (complement has $\lambda=855$) supplementary design of number 1254 |
residual design of number 1257 |
1256:
1256 4-(18,9,672) (complement has $\lambda=1330$) Tran van Trung construction with supplementary design for design number 1254 |
design of number 1257 with respect to smaller t |
derived from number 1383 |
residual design of number 1584 |
1257:
1257 5-(18,9,240) (complement has $\lambda=475$) Alltop construction for design number 1254 |
$PSL(2,17)$ 1 isomorphism type |
\cite{Brouwer86} Alltop(res(5-(18,8,96)) |
\cite{Kramer75} $PGL(2,16)+$ 4 isomorphism types |
1258:
1258 5-(18,8,98) (complement has $\lambda=188$) \cite{Kramer75} $PGL(2,17)$ 6 isomorphism types |
1259:
1259 4-(18,8,343) (complement has $\lambda=658$) design of number 1258 with respect to smaller t |
derived from number 1588 |
1260:
1260 4-(17,7,98) (complement has $\lambda=188$)
1261:
1261 4-(17,8,245) (complement has $\lambda=470$) residual design of number 1258 |
derived from number 1264 |
1262:
1262 4-(17,9,441) (complement has $\lambda=846$) supplementary design of number 1261 |
residual design of number 1264 |
1263:
1263 4-(18,9,686) (complement has $\lambda=1316$) Tran van Trung construction with supplementary design for design number 1261 |
design of number 1264 with respect to smaller t |
derived from number 1386 |
residual design of number 1588 |
1264:
1264 5-(18,9,245) (complement has $\lambda=470$) Alltop construction for design number 1261 |
\cite{Kramer75} |
\cite{Brouwer86} Alltop(res(5-(18,8,98)) |
1265:
1265 5-(18,9,125) (complement has $\lambda=590$) \cite{Kramer75} |
Alltop construction for design number 1267 |
1266:
1266 4-(18,9,350) (complement has $\lambda=1652$) design of number 1265 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1267 |
1267:
1267 4-(17,8,125) (complement has $\lambda=590$)
1268:
1268 4-(17,9,225) (complement has $\lambda=1062$) residual design of number 1265 |
supplementary design of number 1267 |
1269:
1269 5-(18,9,145) (complement has $\lambda=570$) \cite{Kramer75} |
Alltop construction for design number 1271 |
1270:
1270 4-(18,9,406) (complement has $\lambda=1596$)
design of number 1269 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1271 |
1271:
1271 4-(17,8,145) (complement has $\lambda=570$)
1272:
1272 4-(17,9,261) (complement has $\lambda=1026$) residual design of number 1269 |
supplementary design of number 1271 |
1273:
1273 5-(18,9,170) (complement has $\lambda=545$) \cite{Brouwer86} $Hol(C_17)+$ |
Alltop construction for design number 1275 |
1274:
1274 4-(18,9,476) (complement has $\lambda=1526$) design of number 1273 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1275 |
1275:
1275 4-(17,8,170) (complement has $\lambda=545$)
1276:
1276 4-(17,9,306) (complement has $\lambda=981$) residual design of number 1273 |
supplementary design of number 1275 |
1277:
1277 5-(18,9,180) (complement has $\lambda=535$) $PSL(2,17)$ 5 isomorphism types |
Alltop construction for design number 1279 |
\cite{Kramer75} |
\cite{Brouwer86} $Hol(C_17)+$ |
1278:
1278 4-(18,9,504) (complement has $\lambda=1498$) design of number 1277 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1279 |
1279:
1279 4-(17,8,180) (complement has $\lambda=535$)
1280:
1280 4-(17,9,324) (complement has $\lambda=963$)
residual design of number 1277 |
supplementary design of number 1279 |
1281:
1281 5-(18,9,185) (complement has $\lambda=530$) $PSL(2,17)$ 1 isomorphism type |
Alltop construction for design number 1283 |
\cite{Kramer75} |
1282:
1282 4-(18,9,518) (complement has $\lambda=1484$) design of number 1281 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1283 |
1283:
1283 4-(17,8,185) (complement has $\lambda=530$)
1284:
1284 4-(17,9,333) (complement has $\lambda=954$) residual design of number 1281 |
supplementary design of number 1283 |
1285:
1285 5-(18,9,215) (complement has $\lambda=500$) $PSL(2,17)$ 2 isomorphism types |
Alltop construction for design number 1287 |
\cite{Kramer75} $PGL(2,16)+$ 16 isomorphism types |
1286:
1286 4-(18,9,602) (complement has $\lambda=1400$) design of number 1285 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1287 |
1287:
1287 4-(17,8,215) (complement has $\lambda=500$)
1288:
1288 4-(17,9,387) (complement has $\lambda=900$) residual design of number 1285 |
supplementary design of number 1287 |
1289:
1289 5-(18,9,220) (complement has $\lambda=495$) $PSL(2,17)$ 9 isomorphism types |
Alltop construction for design number 1291 |
\cite{Brouwer86} $Hol(C_17)+$ |
\cite{Kramer75} $PGL(2,16)+$ 1 isomorphism type |
1290:
1290 4-(18,9,616) (complement has $\lambda=1386$)
design of number 1289 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1291 |
residual design of number 5535 |
derived from number 5537 |
1291:
1291 4-(17,8,220) (complement has $\lambda=495$)
1292:
1292 4-(17,9,396) (complement has $\lambda=891$) residual design of number 1289 |
supplementary design of number 1291 |
1293:
1293 5-(18,9,250) (complement has $\lambda=465$) \cite{Kramer75} $PGL(2,17)$ 2 isomorphism types |
Alltop construction for design number 1295 |
\cite{Brouwer86} $Hol(C_17)+$ |
1294:
1294 4-(18,9,700) (complement has $\lambda=1302$) design of number 1293 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1295 |
1295:
1295 4-(17,8,250) (complement has $\lambda=465$)
1296:
1296 4-(17,9,450) (complement has $\lambda=837$) residual design of number 1293 |
supplementary design of number 1295 |
1297:
1297 5-(18,9,255) (complement has $\lambda=460$) \cite{Kramer75} $PGL(2,16)+$ 4 isomorphism types |
Alltop construction for design number 1299 |
\cite{Kramer75} $PGL(2,17)$ 3 isomorphism types |
1298:
1298 4-(18,9,714) (complement has $\lambda=1288$) design of number 1297 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1299 |
1299:
1299 4-(17,8,255) (complement has $\lambda=460$)
1300:
1300 4-(17,9,459) (complement has $\lambda=828$)
residual design of number 1297 |
supplementary design of number 1299 |
1301:
1301 5-(18,9,265) (complement has $\lambda=450$) \cite{Kramer75} $PGL(2,17)$ 6 isomorphism types |
Alltop construction for design number 1303 |
1302:
1302 4-(18,9,742) (complement has $\lambda=1260$) design of number 1301 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1303 |
1303:
1303 4-(17,8,265) (complement has $\lambda=450$)
1304:
1304 4-(17,9,477) (complement has $\lambda=810$) residual design of number 1301 |
supplementary design of number 1303 |
1305:
1305 5-(18,9,30) (complement has $\lambda=685$) \cite{Kramer75} |
Alltop construction for design number 1307 |
\cite{Brouwer86} $Hol(C_17)+$ 1 isomorphism type |
1306:
1306 4-(18,9,84) (complement has $\lambda=1918$) design of number 1305 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1307 |
1307:
1307 4-(17,8,30) (complement has $\lambda=685$)
1308:
1308 4-(17,9,54) (complement has $\lambda=1233$) residual design of number 1305 |
supplementary design of number 1307 |
1309:
1309 5-(18,9,300) (complement has $\lambda=415$) \cite{Kramer75} $PGL(2,17)$ 1 isomorphism type |
Alltop construction for design number 1311 |
\cite{Brouwer86} $Hol(C_17)+$ |
1310:
1310 4-(18,9,840) (complement has $\lambda=1162$)
design of number 1309 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1311 |
1311:
1311 4-(17,8,300) (complement has $\lambda=415$)
1312:
1312 4-(17,9,540) (complement has $\lambda=747$) residual design of number 1309 |
supplementary design of number 1311 |
1313:
1313 5-(18,9,335) (complement has $\lambda=380$) $PSL(2,17)$ 4 isomorphism types |
Alltop construction for design number 1315 |
\cite{Kramer75} $PGL(2,16)+$ 16 isomorphism types |
residual design of number 7823 |
derived from number 7824 |
1314:
1314 4-(18,9,938) (complement has $\lambda=1064$) design of number 1313 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1315 |
residual design of number 5549 |
derived from number 5550 |
1315:
1315 4-(17,8,335) (complement has $\lambda=380$) derived from number 1313 |
residual design of number 7825 |
1316:
1316 4-(17,9,603) (complement has $\lambda=684$) residual design of number 1313 |
supplementary design of number 1315 |
derived from number 7826 |
1317:
1317 5-(18,9,345) (complement has $\lambda=370$) \cite{Kramer75} $PGL(2,17)$ 4 isomorphism types |
Alltop construction for design number 1319 |
\cite{Kramer75} |
1318:
1318 4-(18,9,966) (complement has $\lambda=1036$) design of number 1317 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1319 |
1319:
1319 4-(17,8,345) (complement has $\lambda=370$)
1320:
1320 4-(17,9,621) (complement has $\lambda=666$)
residual design of number 1317 |
supplementary design of number 1319 |
1321:
1321 5-(18,9,45) (complement has $\lambda=670$) \cite{Kramer75} |
Alltop construction for design number 1323 |
\cite{Brouwer86} $Hol(C_17)+$ |
1322:
1322 4-(18,9,126) (complement has $\lambda=1876$) design of number 1321 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1323 |
1323:
1323 4-(17,8,45) (complement has $\lambda=670$)
1324:
1324 4-(17,9,81) (complement has $\lambda=1206$) residual design of number 1321 |
supplementary design of number 1323 |
1325:
1325 5-(18,9,50) (complement has $\lambda=665$) \cite{Kramer75} |
Alltop construction for design number 1327 |
\cite{Brouwer86} $Hol(C_17)+$ |
1326:
1326 4-(18,9,140) (complement has $\lambda=1862$) design of number 1325 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1327 |
1327:
1327 4-(17,8,50) (complement has $\lambda=665$)
1328:
1328 4-(17,9,90) (complement has $\lambda=1197$) residual design of number 1325 |
supplementary design of number 1327 |
1329:
1329 5-(18,9,55) (complement has $\lambda=660$) \cite{Kramer75} |
Alltop construction for design number 1331 |
\cite{Brouwer86} $Hol(C_17)+$ |
1330:
1330 4-(18,9,154) (complement has $\lambda=1848$)
design of number 1329 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1331 |
1331:
1331 4-(17,8,55) (complement has $\lambda=660$)
1332:
1332 4-(17,9,99) (complement has $\lambda=1188$) residual design of number 1329 |
supplementary design of number 1331 |
1333:
1333 5-(18,9,60) (complement has $\lambda=655$) \cite{Kramer75} |
Alltop construction for design number 1335 |
\cite{Brouwer86} $Hol(C_17)+$ |
1334:
1334 4-(18,9,168) (complement has $\lambda=1834$) design of number 1333 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1335 |
1335:
1335 4-(17,8,60) (complement has $\lambda=655$)
1336:
1336 4-(17,9,108) (complement has $\lambda=1179$) residual design of number 1333 |
supplementary design of number 1335 |
1337:
1337 5-(18,9,65) (complement has $\lambda=650$) \cite{Kramer75} |
Alltop construction for design number 1339 |
\cite{Brouwer86} $Hol(C_17)+$ |
1338:
1338 4-(18,9,182) (complement has $\lambda=1820$) design of number 1337 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1339 |
1339:
1339 4-(17,8,65) (complement has $\lambda=650$)
1340:
1340 4-(17,9,117) (complement has $\lambda=1170$)
residual design of number 1337 |
supplementary design of number 1339 |
1341:
1341 5-(18,9,70) (complement has $\lambda=645$) \cite{Kramer75} |
Alltop construction for design number 1343 |
1342:
1342 4-(18,9,196) (complement has $\lambda=1806$) design of number 1341 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1343 |
1343:
1343 4-(17,8,70) (complement has $\lambda=645$)
1344:
1344 4-(17,9,126) (complement has $\lambda=1161$) residual design of number 1341 |
supplementary design of number 1343 |
1345:
1345 5-(18,9,85) (complement has $\lambda=630$) \cite{Kramer75} |
Alltop construction for design number 1347 |
1346:
1346 4-(18,9,238) (complement has $\lambda=1764$) design of number 1345 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1347 |
1347:
1347 4-(17,8,85) (complement has $\lambda=630$)
1348:
1348 4-(17,9,153) (complement has $\lambda=1134$) residual design of number 1345 |
supplementary design of number 1347 |
1349:
1349 5-(18,9,90) (complement has $\lambda=625$) \cite{Kramer75} |
Alltop construction for design number 1351 |
\cite{Brouwer86} $Hol(C_17)+$ |
1350:
1350 4-(18,9,252) (complement has $\lambda=1750$)
design of number 1349 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1351 |
1351:
1351 4-(17,8,90) (complement has $\lambda=625$)
1352:
1352 4-(17,9,162) (complement has $\lambda=1125$) residual design of number 1349 |
supplementary design of number 1351 |
1353:
1353 5-(19,10,308) (complement has $\lambda=1694$) TvT: 5-(18,9,110) $\cup$ 5-(18,10,198) \cite{TranvanTrung86} |
supplementary design of number 1474 |
1354:
1354 4-(19,10,770) (complement has $\lambda=4235$) design of number 1353 with respect to smaller t |
supplementary design of number 1475 |
residual design of number 1476 |
1355:
1355 4-(18,10,462) (complement has $\lambda=2541$) residual design of number 1353 |
1356:
1356 5-(19,10,336) (complement has $\lambda=1666$) TvT: 5-(18,9,120) $\cup$ 5-(18,10,216) \cite{TranvanTrung86} |
supplementary design of number 1485 |
1357:
1357 4-(19,10,840) (complement has $\lambda=4165$) design of number 1356 with respect to smaller t |
supplementary design of number 1486 |
residual design of number 1487 |
1358:
1358 4-(18,10,504) (complement has $\lambda=2499$) residual design of number 1356 |
1359:
1359 5-(19,10,434) (complement has $\lambda=1568$) TvT: 5-(18,9,155) $\cup$ 5-(18,10,279) \cite{TranvanTrung86} |
supplementary design of number 1524 |
1360:
1360 4-(19,10,1085) (complement has $\lambda=3920$)
design of number 1359 with respect to smaller t |
supplementary design of number 1525 |
residual design of number 1526 |
1361:
1361 4-(18,10,651) (complement has $\lambda=2352$) residual design of number 1359 |
1362:
1362 5-(19,10,448) (complement has $\lambda=1554$) TvT: 5-(18,9,160) $\cup$ 5-(18,10,288) \cite{TranvanTrung86} |
supplementary design of number 1528 |
1363:
1363 4-(19,10,1120) (complement has $\lambda=3885$) design of number 1362 with respect to smaller t |
supplementary design of number 1529 |
residual design of number 1530 |
1364:
1364 4-(18,10,672) (complement has $\lambda=2331$) residual design of number 1362 |
1365:
1365 5-(19,10,462) (complement has $\lambda=1540$) TvT: 5-(18,9,165) $\cup$ 5-(18,10,297) \cite{TranvanTrung86} |
supplementary design of number 1532 |
1366:
1366 4-(19,10,1155) (complement has $\lambda=3850$) design of number 1365 with respect to smaller t |
supplementary design of number 1533 |
residual design of number 1534 |
derived from number 5578 |
1367:
1367 4-(18,10,693) (complement has $\lambda=2310$) residual design of number 1365 |
1368:
1368 5-(19,10,532) (complement has $\lambda=1470$) TvT: 5-(18,9,190) $\cup$ 5-(18,10,342) \cite{TranvanTrung86} |
supplementary design of number 1543 |
1369:
1369 4-(19,10,1330) (complement has $\lambda=3675$) design of number 1368 with respect to smaller t |
supplementary design of number 1544 |
residual design of number 1545 |
1370:
1370 4-(18,10,798) (complement has $\lambda=2205$)
residual design of number 1368 |
1371:
1371 5-(19,10,546) (complement has $\lambda=1456$) TvT: 5-(18,9,195) $\cup$ 5-(18,10,351) \cite{TranvanTrung86} |
supplementary design of number 1547 |
1372:
1372 4-(19,10,1365) (complement has $\lambda=3640$) design of number 1371 with respect to smaller t |
supplementary design of number 1548 |
residual design of number 1549 |
1373:
1373 4-(18,10,819) (complement has $\lambda=2184$) residual design of number 1371 |
1374:
1374 5-(19,10,574) (complement has $\lambda=1428$) TvT: 5-(18,9,205) $\cup$ 5-(18,10,369) \cite{TranvanTrung86} |
supplementary design of number 1558 |
1375:
1375 4-(19,10,1435) (complement has $\lambda=3570$) design of number 1374 with respect to smaller t |
supplementary design of number 1559 |
residual design of number 1560 |
1376:
1376 4-(18,10,861) (complement has $\lambda=2142$) residual design of number 1374 |
1377:
1377 5-(19,10,644) (complement has $\lambda=1358$) TvT: 5-(18,9,230) $\cup$ 5-(18,10,414) \cite{TranvanTrung86} |
supplementary design of number 1576 |
1378:
1378 4-(19,10,1610) (complement has $\lambda=3395$) design of number 1377 with respect to smaller t |
supplementary design of number 1577 |
residual design of number 1578 |
1379:
1379 4-(18,10,966) (complement has $\lambda=2037$) residual design of number 1377 |
1380:
1380 5-(19,10,658) (complement has $\lambda=1344$)
TvT: 5-(18,9,235) $\cup$ 5-(18,10,423) \cite{TranvanTrung86} |
supplementary design of number 1580 |
1381:
1381 4-(19,10,1645) (complement has $\lambda=3360$) design of number 1380 with respect to smaller t |
supplementary design of number 1581 |
residual design of number 1582 |
1382:
1382 4-(18,10,987) (complement has $\lambda=2016$) residual design of number 1380 |
1383:
1383 5-(19,10,672) (complement has $\lambda=1330$) TvT: 5-(18,9,240) $\cup$ 5-(18,10,432) \cite{TranvanTrung86} |
supplementary design of number 1584 |
1384:
1384 4-(19,10,1680) (complement has $\lambda=3325$) design of number 1383 with respect to smaller t |
supplementary design of number 1585 |
residual design of number 1586 |
1385:
1385 4-(18,10,1008) (complement has $\lambda=1995$) residual design of number 1383 |
1386:
1386 5-(19,10,686) (complement has $\lambda=1316$) TvT: 5-(18,9,245) $\cup$ 5-(18,10,441) \cite{TranvanTrung86} |
supplementary design of number 1588 |
1387:
1387 4-(19,10,1715) (complement has $\lambda=3290$) design of number 1386 with respect to smaller t |
supplementary design of number 1589 |
residual design of number 1590 |
1388:
1388 4-(18,10,1029) (complement has $\lambda=1974$) residual design of number 1386 |
1389:
1389 5-(19,10,756) (complement has $\lambda=1246$) TvT: 5-(18,9,270) $\cup$ 5-(18,10,486) \cite{TranvanTrung86} |
supplementary design of number 1599 |
1390:
1390 4-(19,10,1890) (complement has $\lambda=3115$)
design of number 1389 with respect to smaller t |
supplementary design of number 1600 |
residual design of number 1601 |
1391:
1391 4-(18,10,1134) (complement has $\lambda=1869$) residual design of number 1389 |
1392:
1392 5-(19,10,770) (complement has $\lambda=1232$) TvT: 5-(18,9,275) $\cup$ 5-(18,10,495) \cite{TranvanTrung86} |
supplementary design of number 1603 |
1393:
1393 4-(19,10,1925) (complement has $\lambda=3080$) design of number 1392 with respect to smaller t |
supplementary design of number 1604 |
residual design of number 1605 |
1394:
1394 4-(18,10,1155) (complement has $\lambda=1848$) residual design of number 1392 |
1395:
1395 5-(19,10,784) (complement has $\lambda=1218$) TvT: 5-(18,9,280) $\cup$ 5-(18,10,504) \cite{TranvanTrung86} |
supplementary design of number 1607 |
1396:
1396 4-(19,10,1960) (complement has $\lambda=3045$) design of number 1395 with respect to smaller t |
supplementary design of number 1608 |
residual design of number 1609 |
1397:
1397 4-(18,10,1176) (complement has $\lambda=1827$) residual design of number 1395 |
1398:
1398 5-(19,10,798) (complement has $\lambda=1204$) TvT: 5-(18,9,285) $\cup$ 5-(18,10,513) \cite{TranvanTrung86} |
supplementary design of number 1611 |
1399:
1399 4-(19,10,1995) (complement has $\lambda=3010$) design of number 1398 with respect to smaller t |
supplementary design of number 1612 |
residual design of number 1613 |
1400:
1400 4-(18,10,1197) (complement has $\lambda=1806$)
residual design of number 1398 |
1401:
1401 5-(19,10,882) (complement has $\lambda=1120$) TvT: 5-(18,9,315) $\cup$ 5-(18,10,567) \cite{TranvanTrung86} |
supplementary design of number 1629 |
design of number 5528 with respect to smaller t |
residual design of number 5529 |
1402:
1402 4-(19,10,2205) (complement has $\lambda=2800$) design of number 1401 with respect to smaller t |
supplementary design of number 1630 |
residual design of number 1631 |
1403:
1403 4-(18,10,1323) (complement has $\lambda=1680$) residual design of number 1401 |
design of number 5531 with respect to smaller t |
1404:
1404 5-(19,10,896) (complement has $\lambda=1106$) TvT: 5-(18,9,320) $\cup$ 5-(18,10,576) \cite{TranvanTrung86} |
supplementary design of number 1633 |
1405:
1405 4-(19,10,2240) (complement has $\lambda=2765$) design of number 1404 with respect to smaller t |
supplementary design of number 1634 |
residual design of number 1635 |
1406:
1406 4-(18,10,1344) (complement has $\lambda=1659$) residual design of number 1404 |
1407:
1407 5-(19,10,910) (complement has $\lambda=1092$) TvT: 5-(18,9,325) $\cup$ 5-(18,10,585) \cite{TranvanTrung86} |
supplementary design of number 1637 |
1408:
1408 4-(19,10,2275) (complement has $\lambda=2730$) design of number 1407 with respect to smaller t |
supplementary design of number 1638 |
residual design of number 1639 |
1409:
1409 4-(18,10,1365) (complement has $\lambda=1638$) residual design of number 1407 |
1410:
1410 5-(19,10,980) (complement has $\lambda=1022$)
TvT: 5-(18,9,350) $\cup$ 5-(18,10,630) \cite{TranvanTrung86} |
supplementary design of number 1662 |
1411:
1411 4-(19,10,2450) (complement has $\lambda=2555$) design of number 1410 with respect to smaller t |
supplementary design of number 1663 |
residual design of number 1664 |
1412:
1412 4-(18,10,1470) (complement has $\lambda=1533$) residual design of number 1410 |
1413:
1413 5-(19,10,994) (complement has $\lambda=1008$) TvT: 5-(18,9,355) $\cup$ 5-(18,10,639) \cite{TranvanTrung86} |
supplementary design of number 1666 |
1414:
1414 4-(19,10,2485) (complement has $\lambda=2520$) design of number 1413 with respect to smaller t |
supplementary design of number 1667 |
residual design of number 1668 |
1415:
1415 4-(18,10,1491) (complement has $\lambda=1512$) residual design of number 1413 |
1416:
1416 5-(19,6,4) (complement has $\lambda=10$) $Hol(C_{19})$ (255 isom. types) \cite{Bettenetal98b} |
1417:
1417 4-(19,6,30) (complement has $\lambda=75$) design of number 1416 with respect to smaller t |
1418:
1418 4-(18,5,4) (complement has $\lambda=10$)
1419:
1419 4-(18,6,26) (complement has $\lambda=65$) residual design of number 1416 |
1420:
1420 5-(19,6,6) (complement has $\lambda=8$)
$Hol(C_{19})$ (17193 isom. types) #blocks = #5-subsets \cite{Bettenetal98b} |
1421:
1421 4-(19,6,45) (complement has $\lambda=60$) design of number 1420 with respect to smaller t |
1422:
1422 4-(18,5,6) (complement has $\lambda=8$)
1423:
1423 4-(18,6,39) (complement has $\lambda=52$) residual design of number 1420 |
1424:
1424 5-(19,7,28) (complement has $\lambda=63$) $Hol(C_{19})$ (>=1 isom. types) |
Brouwer 1977/1986 |
TvT: 5-(18,6,4) $\cup$ 5-(18,7,24) \cite{TranvanTrung86} |
design of number 5524 with respect to smaller t |
1425:
1425 4-(19,7,140) (complement has $\lambda=315$) design of number 1424 with respect to smaller t |
derived from number 1776 |
1426:
1426 5-(19,7,35) (complement has $\lambda=56$)
1427:
1427 4-(19,7,175) (complement has $\lambda=280$) design of number 1426 with respect to smaller t |
derived from number 1779 |
1428:
1428 5-(19,7,42) (complement has $\lambda=49$) Brouwer 1977/1986 |
design of number 5525 with respect to smaller t |
1429:
1429 4-(19,7,210) (complement has $\lambda=245$) design of number 1428 with respect to smaller t |
derived from number 1781 |
1430:
1430 4-(18,6,42) (complement has $\lambda=49$)
derived from number 1428 |
design of number 5526 with respect to smaller t |
1431:
1431 5-(19,8,140) (complement has $\lambda=224$) TvT: 5-(18,7,30) $\cup$ 5-(18,8,110) \cite{TranvanTrung86} |
1432:
1432 4-(19,8,525) (complement has $\lambda=840$) design of number 1431 with respect to smaller t |
residual design of number 1779 |
derived from number 1798 |
1433:
1433 5-(19,8,168) (complement has $\lambda=196$) TvT: 5-(18,7,36) $\cup$ 5-(18,8,132) |
1434:
1434 4-(19,8,630) (complement has $\lambda=735$) design of number 1433 with respect to smaller t |
residual design of number 1781 |
derived from number 1800 |
1435:
1435 5-(19,8,56) (complement has $\lambda=308$) TvT: 5-(18,7,12) $\cup$ 5-(18,8,44) \cite{TranvanTrung86} |
1436:
1436 4-(19,8,210) (complement has $\lambda=1155$) design of number 1435 with respect to smaller t |
residual design of number 1787 |
derived from number 1792 |
1437:
1437 5-(19,8,84) (complement has $\lambda=280$) TvT: 5-(18,7,18) $\cup$ 5-(18,8,66) \cite{TranvanTrung86} |
1438:
1438 4-(19,8,315) (complement has $\lambda=1050$) design of number 1437 with respect to smaller t |
residual design of number 1773 |
derived from number 1794 |
1439:
1439 5-(19,9,105) (complement has $\lambda=896$) TvT: 5-(18,8,30) $\cup$ 5-(18,9,75) \cite{TranvanTrung86} |
1440:
1440 5-(19,10,210) (complement has $\lambda=1792$)
supplementary design of number 1439 |
1441:
1441 4-(19,9,315) (complement has $\lambda=2688$) design of number 1439 with respect to smaller t |
derived from number 1442 |
1442:
1442 5-(20,10,315) (complement has $\lambda=2688$) Tran van Trung construction with supplementary design for design number 1439 |
Alltop construction for design number 1441 |
\cite{Krameretal85} $PGL(2,19)$ 6 isomorphism types |
1443:
1443 4-(19,10,525) (complement has $\lambda=4480$) design of number 1440 with respect to smaller t |
supplementary design of number 1441 |
residual design of number 1442 |
1444:
1444 4-(18,10,315) (complement has $\lambda=2688$) residual design of number 1440 |
1445:
1445 4-(20,10,840) (complement has $\lambda=7168$) Tran van Trung construction with supplementary design for design number 1441 |
design of number 1442 with respect to smaller t |
1446:
1446 5-(19,9,112) (complement has $\lambda=889$) TvT: 5-(18,8,32) $\cup$ 5-(18,9,80) \cite{TranvanTrung86} |
1447:
1447 5-(19,10,224) (complement has $\lambda=1778$) supplementary design of number 1446 |
1448:
1448 4-(19,9,336) (complement has $\lambda=2667$) design of number 1446 with respect to smaller t |
derived from number 1449 |
1449:
1449 5-(20,10,336) (complement has $\lambda=2667$) Tran van Trung construction with supplementary design for design number 1446 |
Alltop construction for design number 1448 |
\cite{Krameretal85} $PSL(2,19)$ 89638 isomorphism types |
$PSL(3,4)$ |
1450:
1450 4-(19,10,560) (complement has $\lambda=4445$)
design of number 1447 with respect to smaller t |
supplementary design of number 1448 |
residual design of number 1449 |
1451:
1451 4-(18,10,336) (complement has $\lambda=2667$) residual design of number 1447 |
1452:
1452 4-(20,10,896) (complement has $\lambda=7112$) Tran van Trung construction with supplementary design for design number 1448 |
design of number 1449 with respect to smaller t |
1453:
1453 5-(19,9,133) (complement has $\lambda=868$) TvT: 5-(18,8,38) $\cup$ 5-(18,9,95) |
1454:
1454 5-(19,10,266) (complement has $\lambda=1736$) supplementary design of number 1453 |
1455:
1455 4-(19,9,399) (complement has $\lambda=2604$) design of number 1453 with respect to smaller t |
derived from number 1456 |
1456:
1456 5-(20,10,399) (complement has $\lambda=2604$) Tran van Trung construction with supplementary design for design number 1453 |
Alltop construction for design number 1455 |
\cite{Krameretal85} |
1457:
1457 4-(19,10,665) (complement has $\lambda=4340$) design of number 1454 with respect to smaller t |
supplementary design of number 1455 |
residual design of number 1456 |
1458:
1458 4-(18,10,399) (complement has $\lambda=2604$) residual design of number 1454 |
1459:
1459 4-(20,10,1064) (complement has $\lambda=6944$) Tran van Trung construction with supplementary design for design number 1455 |
design of number 1456 with respect to smaller t |
1460:
1460 5-(19,9,140) (complement has $\lambda=861$)
1461:
1461 5-(19,10,280) (complement has $\lambda=1722$) supplementary design of number 1460 |
1462:
1462 4-(19,9,420) (complement has $\lambda=2583$) design of number 1460 with respect to smaller t |
derived from number 1463 |
1463:
1463 5-(20,10,420) (complement has $\lambda=2583$) Tran van Trung construction with supplementary design for design number 1460 |
Alltop construction for design number 1462 |
\cite{Krameretal85} $PGL(2,19)$ 104 isomorphism types |
1464:
1464 4-(19,10,700) (complement has $\lambda=4305$) design of number 1461 with respect to smaller t |
supplementary design of number 1462 |
residual design of number 1463 |
1465:
1465 4-(18,10,420) (complement has $\lambda=2583$) residual design of number 1461 |
1466:
1466 4-(20,10,1120) (complement has $\lambda=6888$) Tran van Trung construction with supplementary design for design number 1462 |
design of number 1463 with respect to smaller t |
1467:
1467 5-(19,9,147) (complement has $\lambda=854$) TvT: 5-(18,8,42) $\cup$ 5-(18,9,105) |
1468:
1468 5-(19,10,294) (complement has $\lambda=1708$) supplementary design of number 1467 |
1469:
1469 4-(19,9,441) (complement has $\lambda=2562$) design of number 1467 with respect to smaller t |
derived from number 1470 |
1470:
1470 5-(20,10,441) (complement has $\lambda=2562$)
Tran van Trung construction with supplementary design for design number 1467 |
Alltop construction for design number 1469 |
\cite{Krameretal85} $PGL(2,19)$ 72 isomorphism types |
1471:
1471 4-(19,10,735) (complement has $\lambda=4270$) design of number 1468 with respect to smaller t |
supplementary design of number 1469 |
residual design of number 1470 |
1472:
1472 4-(18,10,441) (complement has $\lambda=2562$) residual design of number 1468 |
1473:
1473 4-(20,10,1176) (complement has $\lambda=6832$) Tran van Trung construction with supplementary design for design number 1469 |
design of number 1470 with respect to smaller t |
1474:
1474 5-(19,9,154) (complement has $\lambda=847$) TvT: 5-(18,8,44) $\cup$ 5-(18,9,110) \cite{TranvanTrung86} |
1475:
1475 4-(19,9,462) (complement has $\lambda=2541$) design of number 1474 with respect to smaller t |
derived from number 1476 |
residual design of number 1792 |
1476:
1476 5-(20,10,462) (complement has $\lambda=2541$) Tran van Trung construction with supplementary design for design number 1474 |
Alltop construction for design number 1475 |
\cite{Krameretal85} $PSL(2,19)$ |
\cite{TranvanTrung86} |
1477:
1477 4-(20,10,1232) (complement has $\lambda=6776$) Tran van Trung construction with supplementary design for design number 1475 |
design of number 1476 with respect to smaller t |
residual design of number 1833 |
derived from number 1834 |
1478:
1478 5-(19,9,161) (complement has $\lambda=840$) TvT: 5-(18,8,46) $\cup$ 5-(18,9,115) \cite{TranvanTrung86} |
1479:
1479 5-(19,10,322) (complement has $\lambda=1680$) supplementary design of number 1478 |
1480:
1480 4-(19,9,483) (complement has $\lambda=2520$)
design of number 1478 with respect to smaller t |
derived from number 1481 |
1481:
1481 5-(20,10,483) (complement has $\lambda=2520$) Tran van Trung construction with supplementary design for design number 1478 |
Alltop construction for design number 1480 |
\cite{Krameretal85} $PGL(2,19)$ 173 isomorphism types |
1482:
1482 4-(19,10,805) (complement has $\lambda=4200$) design of number 1479 with respect to smaller t |
supplementary design of number 1480 |
residual design of number 1481 |
1483:
1483 4-(18,10,483) (complement has $\lambda=2520$) residual design of number 1479 |
1484:
1484 4-(20,10,1288) (complement has $\lambda=6720$) Tran van Trung construction with supplementary design for design number 1480 |
design of number 1481 with respect to smaller t |
1485:
1485 5-(19,9,168) (complement has $\lambda=833$) TvT: 5-(18,8,48) $\cup$ 5-(18,9,120) \cite{TranvanTrung86} |
1486:
1486 4-(19,9,504) (complement has $\lambda=2499$) design of number 1485 with respect to smaller t |
derived from number 1487 |
1487:
1487 5-(20,10,504) (complement has $\lambda=2499$) Tran van Trung construction with supplementary design for design number 1485 |
Alltop construction for design number 1486 |
\cite{Krameretal85} |
\cite{TranvanTrung86} |
1488:
1488 4-(20,10,1344) (complement has $\lambda=6664$) Tran van Trung construction with supplementary design for design number 1486 |
design of number 1487 with respect to smaller t |
1489:
1489 5-(19,9,182) (complement has $\lambda=819$) TvT: 5-(18,8,52) $\cup$ 5-(18,9,130) |
1490:
1490 5-(19,10,364) (complement has $\lambda=1638$)
supplementary design of number 1489 |
1491:
1491 4-(19,9,546) (complement has $\lambda=2457$) design of number 1489 with respect to smaller t |
derived from number 1492 |
1492:
1492 5-(20,10,546) (complement has $\lambda=2457$) Tran van Trung construction with supplementary design for design number 1489 |
Alltop construction for design number 1491 |
\cite{Krameretal85} $PGL(2,19)$ 307 isomorphism types |
1493:
1493 4-(19,10,910) (complement has $\lambda=4095$) design of number 1490 with respect to smaller t |
supplementary design of number 1491 |
residual design of number 1492 |
1494:
1494 4-(18,10,546) (complement has $\lambda=2457$) residual design of number 1490 |
1495:
1495 4-(20,10,1456) (complement has $\lambda=6552$) Tran van Trung construction with supplementary design for design number 1491 |
design of number 1492 with respect to smaller t |
1496:
1496 5-(19,9,189) (complement has $\lambda=812$) TvT: 5-(18,8,54) $\cup$ 5-(18,9,135) |
1497:
1497 5-(19,10,378) (complement has $\lambda=1624$) supplementary design of number 1496 |
1498:
1498 4-(19,9,567) (complement has $\lambda=2436$) design of number 1496 with respect to smaller t |
derived from number 1499 |
1499:
1499 5-(20,10,567) (complement has $\lambda=2436$) Tran van Trung construction with supplementary design for design number 1496 |
Alltop construction for design number 1498 |
\cite{Krameretal85} $PGL(2,19)$ 567 isomorphism types |
1500:
1500 4-(19,10,945) (complement has $\lambda=4060$)
design of number 1497 with respect to smaller t |
supplementary design of number 1498 |
residual design of number 1499 |
1501:
1501 4-(18,10,567) (complement has $\lambda=2436$) residual design of number 1497 |
1502:
1502 4-(20,10,1512) (complement has $\lambda=6496$) Tran van Trung construction with supplementary design for design number 1498 |
design of number 1499 with respect to smaller t |
1503:
1503 5-(19,9,196) (complement has $\lambda=805$) TvT: 5-(18,8,56) $\cup$ 5-(18,9,140) |
1504:
1504 5-(19,10,392) (complement has $\lambda=1610$) supplementary design of number 1503 |
1505:
1505 4-(19,9,588) (complement has $\lambda=2415$) design of number 1503 with respect to smaller t |
derived from number 1506 |
1506:
1506 5-(20,10,588) (complement has $\lambda=2415$) Tran van Trung construction with supplementary design for design number 1503 |
Alltop construction for design number 1505 |
\cite{Krameretal85} $PSL(2,19)$ |
1507:
1507 4-(19,10,980) (complement has $\lambda=4025$) design of number 1504 with respect to smaller t |
supplementary design of number 1505 |
residual design of number 1506 |
1508:
1508 4-(18,10,588) (complement has $\lambda=2415$) residual design of number 1504 |
1509:
1509 4-(20,10,1568) (complement has $\lambda=6440$) Tran van Trung construction with supplementary design for design number 1505 |
design of number 1506 with respect to smaller t |
1510:
1510 5-(19,9,21) (complement has $\lambda=980$)
1511:
1511 5-(19,10,42) (complement has $\lambda=1960$) supplementary design of number 1510 |
1512:
1512 4-(19,9,63) (complement has $\lambda=2940$) design of number 1510 with respect to smaller t |
derived from number 1513 |
1513:
1513 5-(20,10,63) (complement has $\lambda=2940$) Tran van Trung construction with supplementary design for design number 1510 |
Alltop construction for design number 1512 |
\cite{Krameretal85} |
1514:
1514 4-(19,10,105) (complement has $\lambda=4900$) design of number 1511 with respect to smaller t |
supplementary design of number 1512 |
residual design of number 1513 |
1515:
1515 4-(18,10,63) (complement has $\lambda=2940$) residual design of number 1511 |
1516:
1516 4-(20,10,168) (complement has $\lambda=7840$) Tran van Trung construction with supplementary design for design number 1512 |
design of number 1513 with respect to smaller t |
1517:
1517 5-(19,9,210) (complement has $\lambda=791$) TvT: 5-(18,8,60) $\cup$ 5-(18,9,150) \cite{TranvanTrung86} |
1518:
1518 5-(19,10,420) (complement has $\lambda=1582$) supplementary design of number 1517 |
1519:
1519 4-(19,9,630) (complement has $\lambda=2373$) design of number 1517 with respect to smaller t |
derived from number 1520 |
1520:
1520 5-(20,10,630) (complement has $\lambda=2373$)
Tran van Trung construction with supplementary design for design number 1517 |
Alltop construction for design number 1519 |
\cite{Krameretal85} $PGL(2,19)$ 2106 isomorphism types |
1521:
1521 4-(19,10,1050) (complement has $\lambda=3955$) design of number 1518 with respect to smaller t |
supplementary design of number 1519 |
residual design of number 1520 |
1522:
1522 4-(18,10,630) (complement has $\lambda=2373$) residual design of number 1518 |
1523:
1523 4-(20,10,1680) (complement has $\lambda=6328$) Tran van Trung construction with supplementary design for design number 1519 |
design of number 1520 with respect to smaller t |
1524:
1524 5-(19,9,217) (complement has $\lambda=784$) TvT: 5-(18,8,62) $\cup$ 5-(18,9,155) \cite{TranvanTrung86} |
1525:
1525 4-(19,9,651) (complement has $\lambda=2352$) design of number 1524 with respect to smaller t |
derived from number 1526 |
1526:
1526 5-(20,10,651) (complement has $\lambda=2352$) Tran van Trung construction with supplementary design for design number 1524 |
Alltop construction for design number 1525 |
\cite{Krameretal85} $PSL(2,19)$ |
\cite{TranvanTrung86} |
1527:
1527 4-(20,10,1736) (complement has $\lambda=6272$) Tran van Trung construction with supplementary design for design number 1525 |
design of number 1526 with respect to smaller t |
1528:
1528 5-(19,9,224) (complement has $\lambda=777$) TvT: 5-(18,8,64) $\cup$ 5-(18,9,160) \cite{TranvanTrung86} |
1529:
1529 4-(19,9,672) (complement has $\lambda=2331$) design of number 1528 with respect to smaller t |
derived from number 1530 |
1530:
1530 5-(20,10,672) (complement has $\lambda=2331$)
Tran van Trung construction with supplementary design for design number 1528 |
Alltop construction for design number 1529 |
\cite{Krameretal85} $PGL(2,19)$ 3994 isomorphism types |
\cite{TranvanTrung86} |
1531:
1531 4-(20,10,1792) (complement has $\lambda=6216$) Tran van Trung construction with supplementary design for design number 1529 |
design of number 1530 with respect to smaller t |
1532:
1532 5-(19,9,231) (complement has $\lambda=770$) TvT: 5-(18,8,66) $\cup$ 5-(18,9,165) \cite{TranvanTrung86} |
1533:
1533 4-(19,9,693) (complement has $\lambda=2310$) design of number 1532 with respect to smaller t |
derived from number 1534 |
residual design of number 1794 |
1534:
1534 5-(20,10,693) (complement has $\lambda=2310$) Tran van Trung construction with supplementary design for design number 1532 |
Alltop construction for design number 1533 |
\cite{Krameretal85} $PGL(2,19)$ 3968 isomorphism types |
residual design of number 5576 |
derived from number 5577 |
1535:
1535 4-(20,10,1848) (complement has $\lambda=6160$) Tran van Trung construction with supplementary design for design number 1533 |
design of number 1534 with respect to smaller t |
residual design of number 1849 |
derived from number 1850 |
1536:
1536 5-(19,9,245) (complement has $\lambda=756$) TvT: 5-(18,8,70) $\cup$ 5-(18,9,175) |
1537:
1537 5-(19,10,490) (complement has $\lambda=1512$) supplementary design of number 1536 |
1538:
1538 4-(19,9,735) (complement has $\lambda=2268$) design of number 1536 with respect to smaller t |
derived from number 1539 |
1539:
1539 5-(20,10,735) (complement has $\lambda=2268$) Tran van Trung construction with supplementary design for design number 1536 |
Alltop construction for design number 1538 |
\cite{Krameretal85} $PGL(2,19)$ |
1540:
1540 4-(19,10,1225) (complement has $\lambda=3780$)
design of number 1537 with respect to smaller t |
supplementary design of number 1538 |
residual design of number 1539 |
1541:
1541 4-(18,10,735) (complement has $\lambda=2268$) residual design of number 1537 |
1542:
1542 4-(20,10,1960) (complement has $\lambda=6048$) Tran van Trung construction with supplementary design for design number 1538 |
design of number 1539 with respect to smaller t |
1543:
1543 5-(19,9,266) (complement has $\lambda=735$) TvT: 5-(18,8,76) $\cup$ 5-(18,9,190) \cite{TranvanTrung86} |
1544:
1544 4-(19,9,798) (complement has $\lambda=2205$) design of number 1543 with respect to smaller t |
derived from number 1545 |
1545:
1545 5-(20,10,798) (complement has $\lambda=2205$) Tran van Trung construction with supplementary design for design number 1543 |
Alltop construction for design number 1544 |
\cite{Krameretal85} $PGL(2,19)$ |
\cite{TranvanTrung86} |
1546:
1546 4-(20,10,2128) (complement has $\lambda=5880$) Tran van Trung construction with supplementary design for design number 1544 |
design of number 1545 with respect to smaller t |
1547:
1547 5-(19,9,273) (complement has $\lambda=728$) TvT: 5-(18,8,78) $\cup$ 5-(18,9,195) \cite{TranvanTrung86} |
1548:
1548 4-(19,9,819) (complement has $\lambda=2184$) design of number 1547 with respect to smaller t |
derived from number 1549 |
1549:
1549 5-(20,10,819) (complement has $\lambda=2184$) Tran van Trung construction with supplementary design for design number 1547 |
Alltop construction for design number 1548 |
\cite{Krameretal85} |
\cite{TranvanTrung86} |
1550:
1550 4-(20,10,2184) (complement has $\lambda=5824$)
Tran van Trung construction with supplementary design for design number 1548 |
design of number 1549 with respect to smaller t |
1551:
1551 5-(19,9,280) (complement has $\lambda=721$) TvT: 5-(18,8,80) $\cup$ 5-(18,9,200) \cite{TranvanTrung86} |
1552:
1552 5-(19,10,560) (complement has $\lambda=1442$) supplementary design of number 1551 |
1553:
1553 4-(19,9,840) (complement has $\lambda=2163$) design of number 1551 with respect to smaller t |
derived from number 1554 |
1554:
1554 5-(20,10,840) (complement has $\lambda=2163$) Tran van Trung construction with supplementary design for design number 1551 |
Alltop construction for design number 1553 |
\cite{Krameretal85} |
\cite{Krameretal85} $PSL(2,19)$ |
1555:
1555 4-(19,10,1400) (complement has $\lambda=3605$) design of number 1552 with respect to smaller t |
supplementary design of number 1553 |
residual design of number 1554 |
1556:
1556 4-(18,10,840) (complement has $\lambda=2163$) residual design of number 1552 |
1557:
1557 4-(20,10,2240) (complement has $\lambda=5768$) Tran van Trung construction with supplementary design for design number 1553 |
design of number 1554 with respect to smaller t |
1558:
1558 5-(19,9,287) (complement has $\lambda=714$) TvT: 5-(18,8,82) $\cup$ 5-(18,9,205) \cite{TranvanTrung86} |
1559:
1559 4-(19,9,861) (complement has $\lambda=2142$) design of number 1558 with respect to smaller t |
derived from number 1560 |
1560:
1560 5-(20,10,861) (complement has $\lambda=2142$)
Tran van Trung construction with supplementary design for design number 1558 |
Alltop construction for design number 1559 |
\cite{Krameretal85} $PGL(2,19)$ |
\cite{TranvanTrung86} |
1561:
1561 4-(20,10,2296) (complement has $\lambda=5712$) Tran van Trung construction with supplementary design for design number 1559 |
design of number 1560 with respect to smaller t |
1562:
1562 5-(19,9,294) (complement has $\lambda=707$) TvT: 5-(18,8,84) $\cup$ 5-(18,9,210) |
1563:
1563 5-(19,10,588) (complement has $\lambda=1414$) supplementary design of number 1562 |
1564:
1564 4-(19,9,882) (complement has $\lambda=2121$) design of number 1562 with respect to smaller t |
derived from number 1565 |
1565:
1565 5-(20,10,882) (complement has $\lambda=2121$) Tran van Trung construction with supplementary design for design number 1562 |
Alltop construction for design number 1564 |
\cite{Krameretal85} $PGL(2,19)$ |
1566:
1566 4-(19,10,1470) (complement has $\lambda=3535$) design of number 1563 with respect to smaller t |
supplementary design of number 1564 |
residual design of number 1565 |
1567:
1567 4-(18,10,882) (complement has $\lambda=2121$) residual design of number 1563 |
1568:
1568 4-(20,10,2352) (complement has $\lambda=5656$) Tran van Trung construction with supplementary design for design number 1564 |
design of number 1565 with respect to smaller t |
1569:
1569 5-(19,9,315) (complement has $\lambda=686$) TvT: 5-(18,8,90) $\cup$ 5-(18,9,225) |
1570:
1570 5-(19,10,630) (complement has $\lambda=1372$)
supplementary design of number 1569 |
1571:
1571 4-(19,9,945) (complement has $\lambda=2058$) design of number 1569 with respect to smaller t |
derived from number 1572 |
1572:
1572 5-(20,10,945) (complement has $\lambda=2058$) Tran van Trung construction with supplementary design for design number 1569 |
Alltop construction for design number 1571 |
\cite{Krameretal85} |
\cite{Krameretal85} $PGL(2,19)$ |
1573:
1573 4-(19,10,1575) (complement has $\lambda=3430$) design of number 1570 with respect to smaller t |
supplementary design of number 1571 |
residual design of number 1572 |
1574:
1574 4-(18,10,945) (complement has $\lambda=2058$) residual design of number 1570 |
1575:
1575 4-(20,10,2520) (complement has $\lambda=5488$) Tran van Trung construction with supplementary design for design number 1571 |
design of number 1572 with respect to smaller t |
1576:
1576 5-(19,9,322) (complement has $\lambda=679$) TvT: 5-(18,8,92) $\cup$ 5-(18,9,230) \cite{TranvanTrung86} |
1577:
1577 4-(19,9,966) (complement has $\lambda=2037$) design of number 1576 with respect to smaller t |
derived from number 1578 |
1578:
1578 5-(20,10,966) (complement has $\lambda=2037$) Tran van Trung construction with supplementary design for design number 1576 |
Alltop construction for design number 1577 |
\cite{Krameretal85} |
TvT: 5-(19,9,322) $\cup$ 5-(19,10,644) \cite{TranvanTrung86} |
\cite{Krameretal85} $PSL(2,19)$ |
\cite{TranvanTrung86} |
1579:
1579 4-(20,10,2576) (complement has $\lambda=5432$) Tran van Trung construction with supplementary design for design number 1577 |
design of number 1578 with respect to smaller t |
1580:
1580 5-(19,9,329) (complement has $\lambda=672$)
TvT: 5-(18,8,94) $\cup$ 5-(18,9,235) \cite{TranvanTrung86} |
1581:
1581 4-(19,9,987) (complement has $\lambda=2016$) design of number 1580 with respect to smaller t |
derived from number 1582 |
1582:
1582 5-(20,10,987) (complement has $\lambda=2016$) Tran van Trung construction with supplementary design for design number 1580 |
Alltop construction for design number 1581 |
\cite{Krameretal85} |
\cite{Krameretal85} $PGL(2,19)$ |
\cite{TranvanTrung86} |
1583:
1583 4-(20,10,2632) (complement has $\lambda=5376$) Tran van Trung construction with supplementary design for design number 1581 |
design of number 1582 with respect to smaller t |
1584:
1584 5-(19,9,336) (complement has $\lambda=665$) TvT: 5-(18,8,96) $\cup$ 5-(18,9,240) \cite{TranvanTrung86} |
1585:
1585 4-(19,9,1008) (complement has $\lambda=1995$) design of number 1584 with respect to smaller t |
derived from number 1586 |
1586:
1586 5-(20,10,1008) (complement has $\lambda=1995$) Tran van Trung construction with supplementary design for design number 1584 |
Alltop construction for design number 1585 |
\cite{Krameretal85} $PGL(2,19)$ |
\cite{TranvanTrung86} |
1587:
1587 4-(20,10,2688) (complement has $\lambda=5320$) Tran van Trung construction with supplementary design for design number 1585 |
design of number 1586 with respect to smaller t |
1588:
1588 5-(19,9,343) (complement has $\lambda=658$) TvT: 5-(18,8,98) $\cup$ 5-(18,9,245) \cite{TranvanTrung86} |
1589:
1589 4-(19,9,1029) (complement has $\lambda=1974$) design of number 1588 with respect to smaller t |
derived from number 1590 |
1590:
1590 5-(20,10,1029) (complement has $\lambda=1974$)
Tran van Trung construction with supplementary design for design number 1588 |
Alltop construction for design number 1589 |
\cite{Krameretal85} |
\cite{TranvanTrung86} |
1591:
1591 4-(20,10,2744) (complement has $\lambda=5264$) Tran van Trung construction with supplementary design for design number 1589 |
design of number 1590 with respect to smaller t |
1592:
1592 5-(19,9,364) (complement has $\lambda=637$) TvT: 5-(18,8,104) $\cup$ 5-(18,9,260) \cite{TranvanTrung86} |
1593:
1593 5-(19,10,728) (complement has $\lambda=1274$) supplementary design of number 1592 |
1594:
1594 4-(19,9,1092) (complement has $\lambda=1911$) design of number 1592 with respect to smaller t |
derived from number 1595 |
1595:
1595 5-(20,10,1092) (complement has $\lambda=1911$) Tran van Trung construction with supplementary design for design number 1592 |
Alltop construction for design number 1594 |
\cite{Krameretal85} $PSL(2,19)$ |
1596:
1596 4-(19,10,1820) (complement has $\lambda=3185$) design of number 1593 with respect to smaller t |
supplementary design of number 1594 |
residual design of number 1595 |
1597:
1597 4-(18,10,1092) (complement has $\lambda=1911$) residual design of number 1593 |
1598:
1598 4-(20,10,2912) (complement has $\lambda=5096$) Tran van Trung construction with supplementary design for design number 1594 |
design of number 1595 with respect to smaller t |
1599:
1599 5-(19,9,378) (complement has $\lambda=623$) TvT: 5-(18,8,108) $\cup$ 5-(18,9,270) \cite{TranvanTrung86} |
1600:
1600 4-(19,9,1134) (complement has $\lambda=1869$)
design of number 1599 with respect to smaller t |
derived from number 1601 |
1601:
1601 5-(20,10,1134) (complement has $\lambda=1869$) Tran van Trung construction with supplementary design for design number 1599 |
Alltop construction for design number 1600 |
\cite{Krameretal85} |
\cite{TranvanTrung86} |
1602:
1602 4-(20,10,3024) (complement has $\lambda=4984$) Tran van Trung construction with supplementary design for design number 1600 |
design of number 1601 with respect to smaller t |
1603:
1603 5-(19,9,385) (complement has $\lambda=616$) TvT: 5-(18,8,110) $\cup$ 5-(18,9,275) \cite{TranvanTrung86} |
1604:
1604 4-(19,9,1155) (complement has $\lambda=1848$) design of number 1603 with respect to smaller t |
derived from number 1605 |
residual design of number 1798 |
1605:
1605 5-(20,10,1155) (complement has $\lambda=1848$) Tran van Trung construction with supplementary design for design number 1603 |
Alltop construction for design number 1604 |
\cite{Krameretal85} $PSL(2,19)$ |
\cite{TranvanTrung86} |
1606:
1606 4-(20,10,3080) (complement has $\lambda=4928$) Tran van Trung construction with supplementary design for design number 1604 |
design of number 1605 with respect to smaller t |
residual design of number 1809 |
derived from number 1810 |
1607:
1607 5-(19,9,392) (complement has $\lambda=609$) TvT: 5-(18,8,112) $\cup$ 5-(18,9,280) \cite{TranvanTrung86} |
1608:
1608 4-(19,9,1176) (complement has $\lambda=1827$) design of number 1607 with respect to smaller t |
derived from number 1609 |
1609:
1609 5-(20,10,1176) (complement has $\lambda=1827$) Tran van Trung construction with supplementary design for design number 1607 |
Alltop construction for design number 1608 |
\cite{Krameretal85} $PGL(2,19)$ |
\cite{TranvanTrung86} |
1610:
1610 4-(20,10,3136) (complement has $\lambda=4872$)
Tran van Trung construction with supplementary design for design number 1608 |
design of number 1609 with respect to smaller t |
1611:
1611 5-(19,9,399) (complement has $\lambda=602$) TvT: 5-(18,8,114) $\cup$ 5-(18,9,285) \cite{TranvanTrung86} |
1612:
1612 4-(19,9,1197) (complement has $\lambda=1806$) design of number 1611 with respect to smaller t |
derived from number 1613 |
1613:
1613 5-(20,10,1197) (complement has $\lambda=1806$) Tran van Trung construction with supplementary design for design number 1611 |
Alltop construction for design number 1612 |
\cite{Krameretal85} $PGL(2,19)$ |
\cite{TranvanTrung86} |
1614:
1614 4-(20,10,3192) (complement has $\lambda=4816$) Tran van Trung construction with supplementary design for design number 1612 |
design of number 1613 with respect to smaller t |
1615:
1615 5-(19,9,413) (complement has $\lambda=588$) TvT: 5-(18,8,118) $\cup$ 5-(18,9,295) |
1616:
1616 5-(19,10,826) (complement has $\lambda=1176$) supplementary design of number 1615 |
1617:
1617 4-(19,9,1239) (complement has $\lambda=1764$) design of number 1615 with respect to smaller t |
derived from number 1618 |
1618:
1618 5-(20,10,1239) (complement has $\lambda=1764$) Tran van Trung construction with supplementary design for design number 1615 |
Alltop construction for design number 1617 |
\cite{Krameretal85} |
1619:
1619 4-(19,10,2065) (complement has $\lambda=2940$) design of number 1616 with respect to smaller t |
supplementary design of number 1617 |
residual design of number 1618 |
1620:
1620 4-(18,10,1239) (complement has $\lambda=1764$)
residual design of number 1616 |
1621:
1621 4-(20,10,3304) (complement has $\lambda=4704$) Tran van Trung construction with supplementary design for design number 1617 |
design of number 1618 with respect to smaller t |
1622:
1622 5-(19,9,427) (complement has $\lambda=574$) TvT: 5-(18,8,122) $\cup$ 5-(18,9,305) |
1623:
1623 5-(19,10,854) (complement has $\lambda=1148$) supplementary design of number 1622 |
1624:
1624 4-(19,9,1281) (complement has $\lambda=1722$) design of number 1622 with respect to smaller t |
derived from number 1625 |
1625:
1625 5-(20,10,1281) (complement has $\lambda=1722$) Tran van Trung construction with supplementary design for design number 1622 |
Alltop construction for design number 1624 |
\cite{Krameretal85} $PSL(2,19)$ |
1626:
1626 4-(19,10,2135) (complement has $\lambda=2870$) design of number 1623 with respect to smaller t |
supplementary design of number 1624 |
residual design of number 1625 |
1627:
1627 4-(18,10,1281) (complement has $\lambda=1722$) residual design of number 1623 |
1628:
1628 4-(20,10,3416) (complement has $\lambda=4592$) Tran van Trung construction with supplementary design for design number 1624 |
design of number 1625 with respect to smaller t |
1629:
1629 5-(19,9,441) (complement has $\lambda=560$) TvT: 5-(18,8,126) $\cup$ 5-(18,9,315) \cite{TranvanTrung86} |
design of number 5527 with respect to smaller t |
derived from number 5529 |
1630:
1630 4-(19,9,1323) (complement has $\lambda=1680$)
design of number 1629 with respect to smaller t |
derived from number 1631 |
1631:
1631 5-(20,10,1323) (complement has $\lambda=1680$) Tran van Trung construction with supplementary design for design number 1629 |
Alltop construction for design number 1630 |
\cite{Krameretal85} $PGL(2,19)$ |
\cite{TranvanTrung86} |
design of number 5529 with respect to smaller t |
1632:
1632 4-(20,10,3528) (complement has $\lambda=4480$) Tran van Trung construction with supplementary design for design number 1630 |
design of number 1631 with respect to smaller t |
1633:
1633 5-(19,9,448) (complement has $\lambda=553$) TvT: 5-(18,8,128) $\cup$ 5-(18,9,320) \cite{TranvanTrung86} |
1634:
1634 4-(19,9,1344) (complement has $\lambda=1659$) design of number 1633 with respect to smaller t |
derived from number 1635 |
1635:
1635 5-(20,10,1344) (complement has $\lambda=1659$) Tran van Trung construction with supplementary design for design number 1633 |
Alltop construction for design number 1634 |
\cite{TranvanTrung86} |
1636:
1636 4-(20,10,3584) (complement has $\lambda=4424$) Tran van Trung construction with supplementary design for design number 1634 |
design of number 1635 with respect to smaller t |
1637:
1637 5-(19,9,455) (complement has $\lambda=546$) TvT: 5-(18,8,130) $\cup$ 5-(18,9,325) \cite{TranvanTrung86} |
1638:
1638 4-(19,9,1365) (complement has $\lambda=1638$) design of number 1637 with respect to smaller t |
derived from number 1639 |
1639:
1639 5-(20,10,1365) (complement has $\lambda=1638$) Tran van Trung construction with supplementary design for design number 1637 |
Alltop construction for design number 1638 |
\cite{Krameretal85} $PGL(2,19)$ |
\cite{TranvanTrung86} |
1640:
1640 4-(20,10,3640) (complement has $\lambda=4368$)
Tran van Trung construction with supplementary design for design number 1638 |
design of number 1639 with respect to smaller t |
1641:
1641 5-(19,9,462) (complement has $\lambda=539$) TvT: 5-(18,8,132) $\cup$ 5-(18,9,330) |
1642:
1642 5-(19,10,924) (complement has $\lambda=1078$) supplementary design of number 1641 |
1643:
1643 4-(19,9,1386) (complement has $\lambda=1617$) design of number 1641 with respect to smaller t |
derived from number 1644 |
residual design of number 1800 |
1644:
1644 5-(20,10,1386) (complement has $\lambda=1617$) Tran van Trung construction with supplementary design for design number 1641 |
Alltop construction for design number 1643 |
\cite{Krameretal85} $PGL(2,19)$ |
residual design of number 5581 |
derived from number 5582 |
1645:
1645 4-(19,10,2310) (complement has $\lambda=2695$) design of number 1642 with respect to smaller t |
supplementary design of number 1643 |
residual design of number 1644 |
derived from number 5583 |
1646:
1646 4-(18,10,1386) (complement has $\lambda=1617$) residual design of number 1642 |
1647:
1647 4-(20,10,3696) (complement has $\lambda=4312$) Tran van Trung construction with supplementary design for design number 1643 |
design of number 1644 with respect to smaller t |
residual design of number 1870 |
derived from number 1871 |
1648:
1648 5-(19,9,476) (complement has $\lambda=525$) TvT: 5-(18,8,136) $\cup$ 5-(18,9,340) |
1649:
1649 5-(19,10,952) (complement has $\lambda=1050$) supplementary design of number 1648 |
1650:
1650 4-(19,9,1428) (complement has $\lambda=1575$)
design of number 1648 with respect to smaller t |
derived from number 1651 |
1651:
1651 5-(20,10,1428) (complement has $\lambda=1575$) Tran van Trung construction with supplementary design for design number 1648 |
Alltop construction for design number 1650 |
\cite{Krameretal85} $PGL(2,19)$ |
1652:
1652 4-(19,10,2380) (complement has $\lambda=2625$) design of number 1649 with respect to smaller t |
supplementary design of number 1650 |
residual design of number 1651 |
1653:
1653 4-(18,10,1428) (complement has $\lambda=1575$) residual design of number 1649 |
1654:
1654 4-(20,10,3808) (complement has $\lambda=4200$) Tran van Trung construction with supplementary design for design number 1650 |
design of number 1651 with respect to smaller t |
1655:
1655 5-(19,9,49) (complement has $\lambda=952$) TvT: 5-(18,8,14) $\cup$ 5-(18,9,35) \cite{TranvanTrung86} |
1656:
1656 5-(19,10,98) (complement has $\lambda=1904$) supplementary design of number 1655 |
1657:
1657 4-(19,9,147) (complement has $\lambda=2856$) design of number 1655 with respect to smaller t |
derived from number 1658 |
1658:
1658 5-(20,10,147) (complement has $\lambda=2856$) Tran van Trung construction with supplementary design for design number 1655 |
Alltop construction for design number 1657 |
\cite{Krameretal85} $PSL(2,19)$ 36 isomorphism types |
1659:
1659 4-(19,10,245) (complement has $\lambda=4760$) design of number 1656 with respect to smaller t |
supplementary design of number 1657 |
residual design of number 1658 |
1660:
1660 4-(18,10,147) (complement has $\lambda=2856$)
residual design of number 1656 |
1661:
1661 4-(20,10,392) (complement has $\lambda=7616$) Tran van Trung construction with supplementary design for design number 1657 |
design of number 1658 with respect to smaller t |
1662:
1662 5-(19,9,490) (complement has $\lambda=511$) TvT: 5-(18,8,140) $\cup$ 5-(18,9,350) \cite{TranvanTrung86} |
1663:
1663 4-(19,9,1470) (complement has $\lambda=1533$) design of number 1662 with respect to smaller t |
derived from number 1664 |
1664:
1664 5-(20,10,1470) (complement has $\lambda=1533$) Tran van Trung construction with supplementary design for design number 1662 |
Alltop construction for design number 1663 |
\cite{Krameretal85} $PSL(2,19)$ |
\cite{TranvanTrung86} |
1665:
1665 4-(20,10,3920) (complement has $\lambda=4088$) Tran van Trung construction with supplementary design for design number 1663 |
design of number 1664 with respect to smaller t |
1666:
1666 5-(19,9,497) (complement has $\lambda=504$) TvT: 5-(18,8,142) $\cup$ 5-(18,9,355) \cite{TranvanTrung86} |
1667:
1667 4-(19,9,1491) (complement has $\lambda=1512$) design of number 1666 with respect to smaller t |
derived from number 1668 |
1668:
1668 5-(20,10,1491) (complement has $\lambda=1512$) Tran van Trung construction with supplementary design for design number 1666 |
Alltop construction for design number 1667 |
\cite{Krameretal85} $PGL(2,19)$ |
\cite{TranvanTrung86} |
1669:
1669 4-(20,10,3976) (complement has $\lambda=4032$) Tran van Trung construction with supplementary design for design number 1667 |
design of number 1668 with respect to smaller t |
1670:
1670 5-(19,9,56) (complement has $\lambda=945$)
TvT: 5-(18,8,16) $\cup$ 5-(18,9,40) \cite{TranvanTrung86} |
1671:
1671 5-(19,10,112) (complement has $\lambda=1890$) supplementary design of number 1670 |
1672:
1672 4-(19,9,168) (complement has $\lambda=2835$) design of number 1670 with respect to smaller t |
derived from number 1673 |
1673:
1673 5-(20,10,168) (complement has $\lambda=2835$) Tran van Trung construction with supplementary design for design number 1670 |
Alltop construction for design number 1672 |
\cite{Krameretal85} $PSL(2,19)$ 1 isomorphism type |
1674:
1674 4-(19,10,280) (complement has $\lambda=4725$) design of number 1671 with respect to smaller t |
supplementary design of number 1672 |
residual design of number 1673 |
1675:
1675 4-(18,10,168) (complement has $\lambda=2835$) residual design of number 1671 |
1676:
1676 4-(20,10,448) (complement has $\lambda=7560$) Tran van Trung construction with supplementary design for design number 1672 |
design of number 1673 with respect to smaller t |
1677:
1677 5-(20,10,1050) (complement has $\lambda=1953$) \cite{Krameretal85} $PGL(2,19)$ |
Alltop construction for design number 1679 |
1678:
1678 4-(20,10,2800) (complement has $\lambda=5208$) design of number 1677 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1679 |
1679:
1679 4-(19,9,1050) (complement has $\lambda=1953$)
1680:
1680 4-(19,10,1750) (complement has $\lambda=3255$)
residual design of number 1677 |
supplementary design of number 1679 |
1681:
1681 5-(20,10,1071) (complement has $\lambda=1932$) \cite{Krameretal85} $PGL(2,19)$ |
Alltop construction for design number 1683 |
1682:
1682 4-(20,10,2856) (complement has $\lambda=5152$) design of number 1681 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1683 |
1683:
1683 4-(19,9,1071) (complement has $\lambda=1932$)
1684:
1684 4-(19,10,1785) (complement has $\lambda=3220$) residual design of number 1681 |
supplementary design of number 1683 |
1685:
1685 5-(20,10,1113) (complement has $\lambda=1890$) \cite{Krameretal85} $PGL(2,19)$ |
Alltop construction for design number 1687 |
1686:
1686 4-(20,10,2968) (complement has $\lambda=5040$) design of number 1685 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1687 |
1687:
1687 4-(19,9,1113) (complement has $\lambda=1890$)
1688:
1688 4-(19,10,1855) (complement has $\lambda=3150$) residual design of number 1685 |
supplementary design of number 1687 |
1689:
1689 5-(20,10,1218) (complement has $\lambda=1785$) \cite{Krameretal85} $PSL(2,19)$ |
Alltop construction for design number 1691 |
design of number 5539 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5540 |
1690:
1690 4-(20,10,3248) (complement has $\lambda=4760$)
design of number 1689 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1691 |
1691:
1691 4-(19,9,1218) (complement has $\lambda=1785$) derived from number 1689 |
design of number 5540 with respect to smaller t |
1692:
1692 4-(19,10,2030) (complement has $\lambda=2975$) residual design of number 1689 |
supplementary design of number 1691 |
design of number 5541 with respect to smaller t |
1693:
1693 5-(20,10,126) (complement has $\lambda=2877$) \cite{Krameretal85} $PSL(2,19)$ 2 isomorphism types |
Alltop construction for design number 1695 |
1694:
1694 4-(20,10,336) (complement has $\lambda=7672$) design of number 1693 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1695 |
1695:
1695 4-(19,9,126) (complement has $\lambda=2877$)
1696:
1696 4-(19,10,210) (complement has $\lambda=4795$) residual design of number 1693 |
supplementary design of number 1695 |
1697:
1697 5-(20,10,1260) (complement has $\lambda=1743$) \cite{Krameretal85} $PGL(2,19)$ |
Alltop construction for design number 1699 |
1698:
1698 4-(20,10,3360) (complement has $\lambda=4648$) design of number 1697 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1699 |
1699:
1699 4-(19,9,1260) (complement has $\lambda=1743$)
1700:
1700 4-(19,10,2100) (complement has $\lambda=2905$)
residual design of number 1697 |
supplementary design of number 1699 |
1701:
1701 5-(20,10,1302) (complement has $\lambda=1701$) \cite{Krameretal85} $PGL(2,19)$ |
Alltop construction for design number 1703 |
\cite{TranvanTrung86} |
design of number 5544 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5545 |
1702:
1702 4-(20,10,3472) (complement has $\lambda=4536$) design of number 1701 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1703 |
1703:
1703 4-(19,9,1302) (complement has $\lambda=1701$) derived from number 1701 |
design of number 5545 with respect to smaller t |
1704:
1704 4-(19,10,2170) (complement has $\lambda=2835$) residual design of number 1701 |
supplementary design of number 1703 |
design of number 5546 with respect to smaller t |
1705:
1705 5-(20,10,1407) (complement has $\lambda=1596$) \cite{Krameretal85} $PSL(2,19)$ |
Alltop construction for design number 1707 |
design of number 5548 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5549 |
1706:
1706 4-(20,10,3752) (complement has $\lambda=4256$) design of number 1705 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1707 |
1707:
1707 4-(19,9,1407) (complement has $\lambda=1596$) derived from number 1705 |
design of number 5549 with respect to smaller t |
1708:
1708 4-(19,10,2345) (complement has $\lambda=2660$) residual design of number 1705 |
supplementary design of number 1707 |
design of number 5550 with respect to smaller t |
1709:
1709 5-(20,10,1449) (complement has $\lambda=1554$) \cite{Krameretal85} |
Alltop construction for design number 1711 |
1710:
1710 4-(20,10,3864) (complement has $\lambda=4144$)
design of number 1709 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1711 |
1711:
1711 4-(19,9,1449) (complement has $\lambda=1554$)
1712:
1712 4-(19,10,2415) (complement has $\lambda=2590$) residual design of number 1709 |
supplementary design of number 1711 |
1713:
1713 5-(20,10,189) (complement has $\lambda=2814$) \cite{Krameretal85} |
Alltop construction for design number 1715 |
1714:
1714 4-(20,10,504) (complement has $\lambda=7504$) design of number 1713 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1715 |
1715:
1715 4-(19,9,189) (complement has $\lambda=2814$)
1716:
1716 4-(19,10,315) (complement has $\lambda=4690$) residual design of number 1713 |
supplementary design of number 1715 |
1717:
1717 5-(20,10,210) (complement has $\lambda=2793$) \cite{Krameretal85} $PSL(2,19)$ 101 isomorphism types |
Alltop construction for design number 1719 |
1718:
1718 4-(20,10,560) (complement has $\lambda=7448$) design of number 1717 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1719 |
1719:
1719 4-(19,9,210) (complement has $\lambda=2793$)
1720:
1720 4-(19,10,350) (complement has $\lambda=4655$)
residual design of number 1717 |
supplementary design of number 1719 |
1721:
1721 5-(20,10,231) (complement has $\lambda=2772$) \cite{Krameretal85} $PSL(2,19)$ 56 isomorphism types |
Alltop construction for design number 1723 |
1722:
1722 4-(20,10,616) (complement has $\lambda=7392$) design of number 1721 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1723 |
residual design of number 1826 |
derived from number 1827 |
1723:
1723 4-(19,9,231) (complement has $\lambda=2772$) derived from number 1721 |
residual design of number 1790 |
1724:
1724 4-(19,10,385) (complement has $\lambda=4620$) residual design of number 1721 |
supplementary design of number 1723 |
1725:
1725 5-(20,10,252) (complement has $\lambda=2751$) \cite{Krameretal85} $PGL(2,19)$ 6 isomorphism types |
Alltop construction for design number 1727 |
1726:
1726 4-(20,10,672) (complement has $\lambda=7336$) design of number 1725 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1727 |
1727:
1727 4-(19,9,252) (complement has $\lambda=2751$)
1728:
1728 4-(19,10,420) (complement has $\lambda=4585$) residual design of number 1725 |
supplementary design of number 1727 |
1729:
1729 5-(20,10,273) (complement has $\lambda=2730$) \cite{Krameretal85} $PSL(2,19)$ 818 isomorphism types |
Alltop construction for design number 1731 |
1730:
1730 4-(20,10,728) (complement has $\lambda=7280$)
design of number 1729 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1731 |
1731:
1731 4-(19,9,273) (complement has $\lambda=2730$)
1732:
1732 4-(19,10,455) (complement has $\lambda=4550$) residual design of number 1729 |
supplementary design of number 1731 |
1733:
1733 5-(20,10,294) (complement has $\lambda=2709$) \cite{Krameretal85} |
Alltop construction for design number 1735 |
1734:
1734 4-(20,10,784) (complement has $\lambda=7224$) design of number 1733 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1735 |
1735:
1735 4-(19,9,294) (complement has $\lambda=2709$)
1736:
1736 4-(19,10,490) (complement has $\lambda=4515$) residual design of number 1733 |
supplementary design of number 1735 |
1737:
1737 5-(20,10,357) (complement has $\lambda=2646$) \cite{Krameretal85} $PGL(2,19)$ 25 isomorphism types |
Alltop construction for design number 1739 |
1738:
1738 4-(20,10,952) (complement has $\lambda=7056$) design of number 1737 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1739 |
1739:
1739 4-(19,9,357) (complement has $\lambda=2646$)
1740:
1740 4-(19,10,595) (complement has $\lambda=4410$)
residual design of number 1737 |
supplementary design of number 1739 |
1741:
1741 5-(20,10,378) (complement has $\lambda=2625$) \cite{Krameretal85} |
Alltop construction for design number 1743 |
\cite{Krameretal85} $PGL(2,19)$ 13 isomorphism types |
1742:
1742 4-(20,10,1008) (complement has $\lambda=7000$) design of number 1741 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1743 |
1743:
1743 4-(19,9,378) (complement has $\lambda=2625$)
1744:
1744 4-(19,10,630) (complement has $\lambda=4375$) residual design of number 1741 |
supplementary design of number 1743 |
1745:
1745 5-(20,10,525) (complement has $\lambda=2478$) \cite{Krameretal85} $PSL(2,19)$ |
Alltop construction for design number 1747 |
1746:
1746 4-(20,10,1400) (complement has $\lambda=6608$) design of number 1745 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1747 |
1747:
1747 4-(19,9,525) (complement has $\lambda=2478$)
1748:
1748 4-(19,10,875) (complement has $\lambda=4130$) residual design of number 1745 |
supplementary design of number 1747 |
1749:
1749 5-(20,10,609) (complement has $\lambda=2394$) \cite{Krameretal85} |
Alltop construction for design number 1751 |
1750:
1750 4-(20,10,1624) (complement has $\lambda=6384$)
design of number 1749 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1751 |
1751:
1751 4-(19,9,609) (complement has $\lambda=2394$)
1752:
1752 4-(19,10,1015) (complement has $\lambda=3990$) residual design of number 1749 |
supplementary design of number 1751 |
1753:
1753 5-(20,10,714) (complement has $\lambda=2289$) \cite{Krameretal85} $PGL(2,19)$ |
Alltop construction for design number 1755 |
1754:
1754 4-(20,10,1904) (complement has $\lambda=6104$) design of number 1753 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1755 |
1755:
1755 4-(19,9,714) (complement has $\lambda=2289$)
1756:
1756 4-(19,10,1190) (complement has $\lambda=3815$) residual design of number 1753 |
supplementary design of number 1755 |
1757:
1757 5-(20,10,756) (complement has $\lambda=2247$) \cite{Krameretal85} |
Alltop construction for design number 1759 |
\cite{Krameretal85} $PGL(2,19)$ |
1758:
1758 4-(20,10,2016) (complement has $\lambda=5992$) design of number 1757 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1759 |
1759:
1759 4-(19,9,756) (complement has $\lambda=2247$)
1760:
1760 4-(19,10,1260) (complement has $\lambda=3745$)
residual design of number 1757 |
supplementary design of number 1759 |
1761:
1761 5-(20,10,777) (complement has $\lambda=2226$) \cite{Krameretal85} |
Alltop construction for design number 1763 |
\cite{Krameretal85} $PSL(2,19)$ |
1762:
1762 4-(20,10,2072) (complement has $\lambda=5936$) design of number 1761 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1763 |
1763:
1763 4-(19,9,777) (complement has $\lambda=2226$)
1764:
1764 4-(19,10,1295) (complement has $\lambda=3710$) residual design of number 1761 |
supplementary design of number 1763 |
1765:
1765 5-(20,10,903) (complement has $\lambda=2100$) \cite{Krameretal85} $PSL(2,19)$ |
Alltop construction for design number 1767 |
1766:
1766 4-(20,10,2408) (complement has $\lambda=5600$) design of number 1765 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1767 |
1767:
1767 4-(19,9,903) (complement has $\lambda=2100$)
1768:
1768 4-(19,10,1505) (complement has $\lambda=3500$) residual design of number 1765 |
supplementary design of number 1767 |
1769:
1769 5-(20,10,924) (complement has $\lambda=2079$) \cite{Krameretal85} |
Alltop construction for design number 1771 |
Tran van Trung construction with supplementary design for design number 5535 |
1770:
1770 4-(20,10,2464) (complement has $\lambda=5544$)
design of number 1769 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 1771 |
residual design of number 1802 |
derived from number 1803 |
1771:
1771 4-(19,9,924) (complement has $\lambda=2079$) derived from number 1769 |
residual design of number 1796 |
design of number 5535 with respect to smaller t |
1772:
1772 4-(19,10,1540) (complement has $\lambda=3465$) residual design of number 1769 |
supplementary design of number 1771 |
design of number 5537 with respect to smaller t |
1773:
1773 5-(20,8,105) (complement has $\lambda=350$) TvT: 5-(19,7,21) $\cup$ 5-(19,8,84) \cite{TranvanTrung86} |
\cite{Krameretal85} $PGL(2,19)$ 64 isomorphism types |
1774:
1774 4-(20,8,420) (complement has $\lambda=1400$) design of number 1773 with respect to smaller t |
derived from number 1888 |
1775:
1775 4-(19,7,105) (complement has $\lambda=350$)
1776:
1776 5-(20,8,140) (complement has $\lambda=315$) \cite{Krameretal85} $PGL(2,19)$ 365 isomorphism types |
TvT: 5-(19,7,28) $\cup$ 5-(19,8,112) |
1777:
1777 4-(20,8,560) (complement has $\lambda=1260$) design of number 1776 with respect to smaller t |
derived from number 1890 |
1778:
1778 4-(19,8,420) (complement has $\lambda=945$) residual design of number 1776 |
derived from number 1796 |
design of number 5534 with respect to smaller t |
1779:
1779 5-(20,8,175) (complement has $\lambda=280$) \cite{Krameretal85} $PGL(2,19)$ 343 isomorphism types |
1780:
1780 4-(20,8,700) (complement has $\lambda=1120$)
design of number 1779 with respect to smaller t |
derived from number 1895 |
1781:
1781 5-(20,8,210) (complement has $\lambda=245$) \cite{Krameretal85} $PGL(2,19)$ 644 isomorphism types |
1782:
1782 4-(20,8,840) (complement has $\lambda=980$) design of number 1781 with respect to smaller t |
derived from number 1897 |
1783:
1783 5-(20,8,35) (complement has $\lambda=420$) \cite{Krameretal85} $PSL(2,19)$ 5 isomorphism types |
1784:
1784 4-(20,8,140) (complement has $\lambda=1680$) design of number 1783 with respect to smaller t |
derived from number 1884 |
1785:
1785 4-(19,7,35) (complement has $\lambda=420$)
1786:
1786 4-(19,8,105) (complement has $\lambda=1260$) residual design of number 1783 |
derived from number 1790 |
1787:
1787 5-(20,8,70) (complement has $\lambda=385$) \cite{Krameretal85} $PGL(2,19)$ 3 isomorphism types |
1788:
1788 4-(20,8,280) (complement has $\lambda=1540$) design of number 1787 with respect to smaller t |
derived from number 1886 |
1789:
1789 4-(19,7,70) (complement has $\lambda=385$)
1790:
1790 5-(20,9,105) (complement has $\lambda=1260$)
\cite{Krameretal85} $PGL(2,19)$ 1 isomorphism type |
1791:
1791 4-(20,9,336) (complement has $\lambda=4032$) design of number 1790 with respect to smaller t |
derived from number 1826 |
residual design of number 1884 |
1792:
1792 5-(20,9,210) (complement has $\lambda=1155$) TvT: 5-(19,8,56) $\cup$ 5-(19,9,154) \cite{TranvanTrung86} |
1793:
1793 4-(20,9,672) (complement has $\lambda=3696$) design of number 1792 with respect to smaller t |
derived from number 1833 |
residual design of number 1886 |
1794:
1794 5-(20,9,315) (complement has $\lambda=1050$) \cite{Krameretal85} $PGL(2,19)$ 555 isomorphism types |
derived from number 5576 |
1795:
1795 4-(20,9,1008) (complement has $\lambda=3360$) design of number 1794 with respect to smaller t |
derived from number 1849 |
residual design of number 1888 |
1796:
1796 5-(20,9,420) (complement has $\lambda=945$) \cite{Krameretal85} $PGL(2,19)$ |
design of number 5533 with respect to smaller t |
1797:
1797 4-(20,9,1344) (complement has $\lambda=3024$) design of number 1796 with respect to smaller t |
derived from number 1802 |
residual design of number 1890 |
1798:
1798 5-(20,9,525) (complement has $\lambda=840$) TvT: 5-(19,8,140) $\cup$ 5-(19,9,385) \cite{TranvanTrung86} |
TvT: 5-(19,8,140) $\cup$ 5-(19,9,385) \cite{TranvanTrung86} |
\cite{TranvanTrung86} |
1799:
1799 4-(20,9,1680) (complement has $\lambda=2688$) design of number 1798 with respect to smaller t |
derived from number 1809 |
residual design of number 1895 |
1800:
1800 5-(20,9,630) (complement has $\lambda=735$)
\cite{Krameretal85} $PGL(2,19)$ |
derived from number 5581 |
1801:
1801 4-(20,9,2016) (complement has $\lambda=2352$) design of number 1800 with respect to smaller t |
derived from number 1870 |
residual design of number 1897 |
1802:
1802 5-(21,10,1344) (complement has $\lambda=3024$) TvT: 5-(20,9,420) $\cup$ 5-(20,10,924) |
1803:
1803 5-(21,11,2464) (complement has $\lambda=5544$) supplementary design of number 1802 |
1804:
1804 4-(21,10,3808) (complement has $\lambda=8568$) design of number 1802 with respect to smaller t |
derived from number 1805 |
residual design of number 2219 |
1805:
1805 5-(22,11,3808) (complement has $\lambda=8568$) Tran van Trung construction with supplementary design for design number 1802 |
Alltop construction for design number 1804 |
\cite{Kreher95} |
Tran van Trung construction from 5-(21,10,1344) |
1806:
1806 4-(21,11,5984) (complement has $\lambda=13464$) design of number 1803 with respect to smaller t |
supplementary design of number 1804 |
residual design of number 1805 |
1807:
1807 4-(20,11,3520) (complement has $\lambda=7920$) residual design of number 1803 |
1808:
1808 4-(22,11,9792) (complement has $\lambda=22032$) Tran van Trung construction with supplementary design for design number 1804 |
design of number 1805 with respect to smaller t |
residual design of number 2349 |
derived from number 2350 |
1809:
1809 5-(21,10,1680) (complement has $\lambda=2688$) TvT: 5-(20,9,525) $\cup$ 5-(20,10,1155) \cite{TranvanTrung86} |
1810:
1810 5-(21,11,3080) (complement has $\lambda=4928$)
supplementary design of number 1809 |
1811:
1811 4-(21,10,4760) (complement has $\lambda=7616$) design of number 1809 with respect to smaller t |
derived from number 1812 |
residual design of number 2221 |
1812:
1812 5-(22,11,4760) (complement has $\lambda=7616$) Tran van Trung construction with supplementary design for design number 1809 |
Alltop construction for design number 1811 |
\cite{Kreher95} |
1813:
1813 4-(21,11,7480) (complement has $\lambda=11968$) design of number 1810 with respect to smaller t |
supplementary design of number 1811 |
residual design of number 1812 |
1814:
1814 4-(20,11,4400) (complement has $\lambda=7040$) residual design of number 1810 |
1815:
1815 4-(22,11,12240) (complement has $\lambda=19584$) Tran van Trung construction with supplementary design for design number 1811 |
design of number 1812 with respect to smaller t |
residual design of number 2364 |
derived from number 2365 |
1816:
1816 5-(21,10,2184) (selfcomplementary) $PSL(3,2)\times S_3$ Halving of the complete design |
derived from number 1822 |
derived from complement of number 1822 |
1817:
1817 5-(21,11,4004) (selfcomplementary) supplementary design of number 1816 |
residual design of number 1822 |
residual design of complement of number 1822 |
1818:
1818 4-(21,10,6188) (selfcomplementary) design of number 1816 with respect to smaller t |
complementary design of number 1816 with respect to smaller t |
derived from number 1821 |
derived from complement of number 1821 |
residual design of number 5586 |
residual design of complement of number 5586 |
1819:
1819 4-(20,9,2184) (selfcomplementary) derived from number 1816 |
derived from complement of number 1816 |
residual design of number 1881 |
residual design of complement of number 1881 |
1820:
1820 4-(20,10,4004) (selfcomplementary)
residual design of number 1816 |
residual design of complement of number 1816 |
derived from number 1817 |
derived from complement of number 1817 |
1821:
1821 5-(22,11,6188) (selfcomplementary) Tran van Trung construction with supplementary design for design number 1816 |
Alltop construction for design number 1818 |
design of number 1822 with respect to smaller t |
complementary design of number 1822 with respect to smaller t |
1822:
1822 6-(22,11,2184) (selfcomplementary) Alltop construction for design number 1816 |
Alltop |
1823:
1823 4-(21,11,9724) (selfcomplementary) design of number 1817 with respect to smaller t |
complementary design of number 1817 with respect to smaller t |
supplementary design of number 1818 |
residual design of number 1821 |
residual design of complement of number 1821 |
1824:
1824 4-(20,11,5720) (selfcomplementary) residual design of number 1817 |
residual design of complement of number 1817 |
1825:
1825 4-(22,11,15912) (selfcomplementary) Tran van Trung construction with supplementary design for design number 1818 |
design of number 1821 with respect to smaller t |
complementary design of number 1821 with respect to smaller t |
residual design of number 2385 |
residual design of complement of number 2385 |
derived from number 2386 |
derived from complement of number 2386 |
1826:
1826 5-(21,10,336) (complement has $\lambda=4032$) $PSL(3,4)$ 1 isomorphism type |
\cite{Kramer84} $PSL(2,19)+$ 9040 solutions |
TvT: 5-(20,9,105) $\cup$ 5-(20,10,231) \cite{TranvanTrung86} |
1827:
1827 5-(21,11,616) (complement has $\lambda=7392$) supplementary design of number 1826 |
1828:
1828 4-(21,10,952) (complement has $\lambda=11424$) design of number 1826 with respect to smaller t |
derived from number 1829 |
residual design of number 2034 |
1829:
1829 5-(22,11,952) (complement has $\lambda=11424$) Tran van Trung construction with supplementary design for design number 1826 |
Alltop construction for design number 1828 |
$PSL(3,4)+$ 9 isomorphism types |
$PGL(2,19)++$ 439 solutions |
\cite{Kreher95} |
1830:
1830 4-(21,11,1496) (complement has $\lambda=17952$)
design of number 1827 with respect to smaller t |
supplementary design of number 1828 |
residual design of number 1829 |
1831:
1831 4-(20,11,880) (complement has $\lambda=10560$) residual design of number 1827 |
1832:
1832 4-(22,11,2448) (complement has $\lambda=29376$) Tran van Trung construction with supplementary design for design number 1828 |
design of number 1829 with respect to smaller t |
residual design of number 2321 |
derived from number 2322 |
1833:
1833 5-(21,10,672) (complement has $\lambda=3696$) TvT: 5-(20,9,210) $\cup$ 5-(20,10,462) \cite{TranvanTrung86} |
1834:
1834 5-(21,11,1232) (complement has $\lambda=6776$) supplementary design of number 1833 |
1835:
1835 4-(21,10,1904) (complement has $\lambda=10472$) design of number 1833 with respect to smaller t |
derived from number 1836 |
residual design of number 2145 |
1836:
1836 5-(22,11,1904) (complement has $\lambda=10472$) Tran van Trung construction with supplementary design for design number 1833 |
Alltop construction for design number 1835 |
\cite{Kreher95} |
1837:
1837 4-(21,11,2992) (complement has $\lambda=16456$) design of number 1834 with respect to smaller t |
supplementary design of number 1835 |
residual design of number 1836 |
1838:
1838 4-(20,11,1760) (complement has $\lambda=9680$) residual design of number 1834 |
1839:
1839 4-(22,11,4896) (complement has $\lambda=26928$) Tran van Trung construction with supplementary design for design number 1835 |
design of number 1836 with respect to smaller t |
residual design of number 2335 |
derived from number 2336 |
1840:
1840 5-(21,10,840) (complement has $\lambda=3528$)
$PGL(2,19)+$ |
residual design of number 5563 |
derived from number 5570 |
1841:
1841 5-(21,11,1540) (complement has $\lambda=6468$) supplementary design of number 1840 |
residual design of number 5570 |
1842:
1842 4-(21,10,2380) (complement has $\lambda=9996$) design of number 1840 with respect to smaller t |
derived from number 1845 |
residual design of number 5564 |
1843:
1843 4-(20,9,840) (complement has $\lambda=3528$) derived from number 1840 |
residual design of number 5565 |
1844:
1844 4-(20,10,1540) (complement has $\lambda=6468$) residual design of number 1840 |
derived from number 1841 |
1845:
1845 5-(22,11,2380) (complement has $\lambda=9996$) Tran van Trung construction with supplementary design for design number 1840 |
Alltop construction for design number 1842 |
\cite{Kreher95} |
design of number 5570 with respect to smaller t |
residual design of number 11494 |
derived from number 11495 |
1846:
1846 4-(21,11,3740) (complement has $\lambda=15708$) design of number 1841 with respect to smaller t |
supplementary design of number 1842 |
residual design of number 1845 |
derived from number 11498 |
1847:
1847 4-(20,11,2200) (complement has $\lambda=9240$) residual design of number 1841 |
1848:
1848 4-(22,11,6120) (complement has $\lambda=25704$) Tran van Trung construction with supplementary design for design number 1842 |
design of number 1845 with respect to smaller t |
residual design of number 11484 |
derived from number 11485 |
1849:
1849 5-(21,10,1008) (complement has $\lambda=3360$) $PGL(2,19)+$ |
derived from number 5571 |
design of number 5576 with respect to smaller t |
1850:
1850 5-(21,11,1848) (complement has $\lambda=6160$)
supplementary design of number 1849 |
residual design of number 5571 |
design of number 5577 with respect to smaller t |
1851:
1851 4-(20,11,2640) (complement has $\lambda=8800$) residual design of number 1850 |
design of number 5578 with respect to smaller t |
1852:
1852 5-(21,10,1512) (complement has $\lambda=2856$) $PGL(2,19)+$ |
derived from number 5572 |
1853:
1853 5-(21,11,2772) (complement has $\lambda=5236$) supplementary design of number 1852 |
residual design of number 5572 |
1854:
1854 4-(21,10,4284) (complement has $\lambda=8092$) design of number 1852 with respect to smaller t |
derived from number 1857 |
residual design of number 5610 |
1855:
1855 4-(20,9,1512) (complement has $\lambda=2856$) derived from number 1852 |
residual design of number 1892 |
1856:
1856 4-(20,10,2772) (complement has $\lambda=5236$) residual design of number 1852 |
derived from number 1853 |
1857:
1857 5-(22,11,4284) (complement has $\lambda=8092$) Tran van Trung construction with supplementary design for design number 1852 |
Alltop construction for design number 1854 |
\cite{Kreher95} |
design of number 5572 with respect to smaller t |
residual design of number 5607 |
derived from number 5608 |
1858:
1858 4-(21,11,6732) (complement has $\lambda=12716$) design of number 1853 with respect to smaller t |
supplementary design of number 1854 |
residual design of number 1857 |
derived from number 5614 |
1859:
1859 4-(20,11,3960) (complement has $\lambda=7480$) residual design of number 1853 |
1860:
1860 4-(22,11,11016) (complement has $\lambda=20808$)
Tran van Trung construction with supplementary design for design number 1854 |
design of number 1857 with respect to smaller t |
residual design of number 5609 |
derived from number 5613 |
1861:
1861 5-(21,10,1848) (complement has $\lambda=2520$) $PGL(2,19)+$ |
derived from number 5573 |
1862:
1862 5-(21,11,3388) (complement has $\lambda=4620$) supplementary design of number 1861 |
residual design of number 5573 |
1863:
1863 4-(21,10,5236) (complement has $\lambda=7140$) design of number 1861 with respect to smaller t |
derived from number 1866 |
1864:
1864 4-(20,9,1848) (complement has $\lambda=2520$)
1865:
1865 4-(20,10,3388) (complement has $\lambda=4620$) residual design of number 1861 |
derived from number 1862 |
1866:
1866 5-(22,11,5236) (complement has $\lambda=7140$) Tran van Trung construction with supplementary design for design number 1861 |
Alltop construction for design number 1863 |
\cite{Kreher95} |
design of number 5573 with respect to smaller t |
1867:
1867 4-(21,11,8228) (complement has $\lambda=11220$) design of number 1862 with respect to smaller t |
supplementary design of number 1863 |
residual design of number 1866 |
1868:
1868 4-(20,11,4840) (complement has $\lambda=6600$) residual design of number 1862 |
1869:
1869 4-(22,11,13464) (complement has $\lambda=18360$) Tran van Trung construction with supplementary design for design number 1863 |
design of number 1866 with respect to smaller t |
1870:
1870 5-(21,10,2016) (complement has $\lambda=2352$)
$PGL(2,19)+$ |
residual design of number 5569 |
derived from number 5574 |
design of number 5581 with respect to smaller t |
1871:
1871 5-(21,11,3696) (complement has $\lambda=4312$) supplementary design of number 1870 |
residual design of number 5574 |
design of number 5582 with respect to smaller t |
1872:
1872 4-(21,10,5712) (complement has $\lambda=6664$) design of number 1870 with respect to smaller t |
derived from number 1873 |
residual design of number 2246 |
1873:
1873 5-(22,11,5712) (complement has $\lambda=6664$) Tran van Trung construction with supplementary design for design number 1870 |
Alltop construction for design number 1872 |
\cite{Kreher95} $PSL(3,4)+$ |
design of number 5574 with respect to smaller t |
residual design of number 11500 |
derived from number 11501 |
1874:
1874 4-(21,11,8976) (complement has $\lambda=10472$) design of number 1871 with respect to smaller t |
supplementary design of number 1872 |
residual design of number 1873 |
derived from number 11504 |
1875:
1875 4-(20,11,5280) (complement has $\lambda=6160$) residual design of number 1871 |
design of number 5583 with respect to smaller t |
1876:
1876 4-(22,11,14688) (complement has $\lambda=17136$) Tran van Trung construction with supplementary design for design number 1872 |
design of number 1873 with respect to smaller t |
residual design of number 2371 |
derived from number 2372 |
1877:
1877 5-(21,6,4) (complement has $\lambda=12$)
1878:
1878 4-(21,6,34) (complement has $\lambda=102$) design of number 1877 with respect to smaller t |
1879:
1879 4-(20,5,4) (complement has $\lambda=12$)
1880:
1880 4-(20,6,30) (complement has $\lambda=90$)
residual design of number 1877 |
1881:
1881 5-(21,9,910) (selfcomplementary) $LS[2](5,9,21)$ $PSL(2,9)$ |
$P\GammaL(2,9)xid_2+$ Halving of the complete design |
residual design of number 5561 |
residual design of complement of number 5561 |
1882:
1882 4-(21,9,3094) (selfcomplementary) design of number 1881 with respect to smaller t |
complementary design of number 1881 with respect to smaller t |
residual design of number 5562 |
residual design of complement of number 5562 |
derived from number 5586 |
derived from complement of number 5586 |
1883:
1883 4-(20,8,910) (selfcomplementary) derived from number 1881 |
derived from complement of number 1881 |
residual design of number 5560 |
residual design of complement of number 5560 |
1884:
1884 5-(21,9,140) (complement has $\lambda=1680$) TvT: 5-(20,8,35) $\cup$ 5-(20,9,105) \cite{TranvanTrung86} |
1885:
1885 4-(21,9,476) (complement has $\lambda=5712$) design of number 1884 with respect to smaller t |
derived from number 2034 |
1886:
1886 5-(21,9,280) (complement has $\lambda=1540$) TvT: 5-(20,8,70) $\cup$ 5-(20,9,210) \cite{TranvanTrung86} |
1887:
1887 4-(21,9,952) (complement has $\lambda=5236$) design of number 1886 with respect to smaller t |
derived from number 2145 |
1888:
1888 5-(21,9,420) (complement has $\lambda=1400$) TvT: 5-(20,8,105) $\cup$ 5-(20,9,315) \cite{TranvanTrung86} |
1889:
1889 4-(21,9,1428) (complement has $\lambda=4760$) design of number 1888 with respect to smaller t |
derived from number 2203 |
1890:
1890 5-(21,9,560) (complement has $\lambda=1260$)
TvT: 5-(20,8,140) $\cup$ 5-(20,9,420) |
1891:
1891 4-(21,9,1904) (complement has $\lambda=4284$) design of number 1890 with respect to smaller t |
derived from number 2219 |
1892:
1892 5-(21,9,630) (complement has $\lambda=1190$)
1893:
1893 4-(21,9,2142) (complement has $\lambda=4046$) design of number 1892 with respect to smaller t |
derived from number 5610 |
1894:
1894 4-(20,8,630) (complement has $\lambda=1190$)
1895:
1895 5-(21,9,700) (complement has $\lambda=1120$) TvT: 5-(20,8,175) $\cup$ 5-(20,9,525) \cite{TranvanTrung86} |
1896:
1896 4-(21,9,2380) (complement has $\lambda=3808$) design of number 1895 with respect to smaller t |
derived from number 2221 |
1897:
1897 5-(21,9,840) (complement has $\lambda=980$) TvT: 5-(20,8,210) $\cup$ 5-(20,9,630) |
derived from number 5569 |
1898:
1898 4-(21,9,2856) (complement has $\lambda=3332$) design of number 1897 with respect to smaller t |
derived from number 2246 |
1899:
1899 5-(22,7,16) (complement has $\lambda=120$) \cite{Kreher95} $PSL(2,19)++$ 9 solutions |
\cite{Kreher95} $PGL(2,19)++$ |
1900:
1900 4-(22,7,96) (complement has $\lambda=720$)
design of number 1899 with respect to smaller t |
derived from number 2393 |
1901:
1901 4-(21,6,16) (complement has $\lambda=120$)
1902:
1902 4-(21,7,80) (complement has $\lambda=600$) residual design of number 1899 |
derived from number 1927 |
1903:
1903 5-(22,7,36) (complement has $\lambda=100$) $PSL(2,19)++$ |
$PGL(2,19)++$ 69 solutions |
1904:
1904 4-(22,7,216) (complement has $\lambda=600$) design of number 1903 with respect to smaller t |
derived from number 10957 |
1905:
1905 4-(21,6,36) (complement has $\lambda=100$)
1906:
1906 4-(21,7,180) (complement has $\lambda=500$) residual design of number 1903 |
derived from number 1946 |
1907:
1907 5-(22,7,40) (complement has $\lambda=96$) $PSL(2,19)++$ |
$PGL(2,19)++$ 92 solutions |
$M_{11}\times C_2$ (2 isom. types) |
residual design of number 7855 |
derived from number 7856 |
1908:
1908 4-(22,7,240) (complement has $\lambda=576$) design of number 1907 with respect to smaller t |
residual design of number 5758 |
derived from number 5759 |
1909:
1909 4-(21,6,40) (complement has $\lambda=96$) derived from number 1907 |
residual design of number 7857 |
1910:
1910 4-(21,7,200) (complement has $\lambda=480$)
residual design of number 1907 |
derived from number 1949 |
1911:
1911 5-(22,7,60) (complement has $\lambda=76$) \cite{Kreher95} $PSL(2,19)++$ |
\cite{Kreher95} $PGL(2,19)++$ |
1912:
1912 4-(22,7,360) (complement has $\lambda=456$) design of number 1911 with respect to smaller t |
1913:
1913 4-(21,6,60) (complement has $\lambda=76$)
1914:
1914 4-(21,7,300) (complement has $\lambda=380$) residual design of number 1911 |
1915:
1915 5-(22,7,68) (selfcomplementary) \cite{Kreher95} |
design of number 5553 with respect to smaller t |
complementary design of number 5553 with respect to smaller t |
derived from number 5658 |
derived from complement of number 5658 |
1916:
1916 4-(22,7,408) (selfcomplementary) design of number 1915 with respect to smaller t |
complementary design of number 1915 with respect to smaller t |
derived from number 5659 |
derived from complement of number 5659 |
1917:
1917 4-(21,6,68) (selfcomplementary) derived from number 1915 |
derived from complement of number 1915 |
design of number 5554 with respect to smaller t |
complementary design of number 5554 with respect to smaller t |
1918:
1918 4-(21,7,340) (selfcomplementary) residual design of number 1915 |
residual design of complement of number 1915 |
derived from number 1964 |
derived from complement of number 1964 |
design of number 5555 with respect to smaller t |
complementary design of number 5555 with respect to smaller t |
1919:
1919 5-(22,8,40) (complement has $\lambda=640$) $PSL(2,19)++$ 10 solutions |
1920:
1920 4-(22,8,180) (complement has $\lambda=2880$)
design of number 1919 with respect to smaller t |
1921:
1921 4-(21,7,40) (complement has $\lambda=640$)
1922:
1922 4-(21,8,140) (complement has $\lambda=2240$) residual design of number 1919 |
1923:
1923 5-(22,8,60) (complement has $\lambda=620$) \cite{Kreher95} $PSL(2,19)++$ |
\cite{Kreher95} |
1924:
1924 4-(22,8,270) (complement has $\lambda=2790$) design of number 1923 with respect to smaller t |
derived from number 2395 |
1925:
1925 4-(21,7,60) (complement has $\lambda=620$)
1926:
1926 4-(21,8,210) (complement has $\lambda=2170$) residual design of number 1923 |
derived from number 1967 |
1927:
1927 5-(22,8,80) (complement has $\lambda=600$) \cite{Kreher95} $PSL(2,19)++$ |
\cite{Kreher95} |
1928:
1928 4-(22,8,360) (complement has $\lambda=2700$) design of number 1927 with respect to smaller t |
residual design of number 2393 |
derived from number 10958 |
1929:
1929 4-(21,8,280) (complement has $\lambda=2100$) residual design of number 1927 |
derived from number 1970 |
1930:
1930 5-(22,8,100) (complement has $\lambda=580$)
\cite{Kreher95} $PSL(2,19)++$ |
\cite{Kreher95} |
1931:
1931 4-(22,8,450) (complement has $\lambda=2610$) design of number 1930 with respect to smaller t |
1932:
1932 4-(21,7,100) (complement has $\lambda=580$)
1933:
1933 4-(21,8,350) (complement has $\lambda=2030$) residual design of number 1930 |
1934:
1934 5-(22,8,120) (complement has $\lambda=560$) $PSL(2,19)++$ |
$S_7^{[2]}+$ (3 isom. types) |
1935:
1935 4-(22,8,540) (complement has $\lambda=2520$) design of number 1934 with respect to smaller t |
derived from number 10825 |
1936:
1936 4-(21,7,120) (complement has $\lambda=560$)
1937:
1937 4-(21,8,420) (complement has $\lambda=1960$) residual design of number 1934 |
derived from number 1973 |
1938:
1938 5-(22,8,140) (complement has $\lambda=540$)
1939:
1939 4-(22,8,630) (complement has $\lambda=2430$) design of number 1938 with respect to smaller t |
derived from number 10959 |
1940:
1940 4-(21,7,140) (complement has $\lambda=540$)
1941:
1941 4-(21,8,490) (complement has $\lambda=1890$) residual design of number 1938 |
derived from number 1976 |
1942:
1942 5-(22,8,160) (complement has $\lambda=520$) $PSL(2,19)++$ |
residual design of number 7849 |
1943:
1943 4-(22,8,720) (complement has $\lambda=2340$) design of number 1942 with respect to smaller t |
residual design of number 5750 |
1944:
1944 4-(21,7,160) (complement has $\lambda=520$) derived from number 1942 |
residual design of number 7851 |
1945:
1945 4-(21,8,560) (complement has $\lambda=1820$) residual design of number 1942 |
1946:
1946 5-(22,8,180) (complement has $\lambda=500$)
1947:
1947 4-(22,8,810) (complement has $\lambda=2250$) design of number 1946 with respect to smaller t |
derived from number 10826 |
residual design of number 10957 |
1948:
1948 4-(21,8,630) (complement has $\lambda=1750$) residual design of number 1946 |
derived from number 1979 |
1949:
1949 5-(22,8,200) (complement has $\lambda=480$) $PSL(2,19)++$ |
residual design of number 7856 |
derived from number 7882 |
1950:
1950 4-(22,8,900) (complement has $\lambda=2160$)
design of number 1949 with respect to smaller t |
residual design of number 5759 |
derived from number 7883 |
1951:
1951 4-(21,8,700) (complement has $\lambda=1680$) residual design of number 1949 |
derived from number 1982 |
1952:
1952 5-(22,8,220) (complement has $\lambda=460$)
1953:
1953 4-(22,8,990) (complement has $\lambda=2070$) design of number 1952 with respect to smaller t |
1954:
1954 4-(21,7,220) (complement has $\lambda=460$)
1955:
1955 4-(21,8,770) (complement has $\lambda=1610$) residual design of number 1952 |
1956:
1956 5-(22,8,240) (complement has $\lambda=440$) $PSL(2,19)++$ |
derived from number 7831 |
residual design of number 7861 |
1957:
1957 4-(22,8,1080) (complement has $\lambda=1980$) design of number 1956 with respect to smaller t |
residual design of number 5766 |
derived from number 7834 |
1958:
1958 4-(21,7,240) (complement has $\lambda=440$) derived from number 1956 |
residual design of number 7863 |
1959:
1959 4-(21,8,840) (complement has $\lambda=1540$) residual design of number 1956 |
derived from number 1984 |
1960:
1960 5-(22,8,280) (complement has $\lambda=400$)
$PSL(2,19)++$ |
residual design of number 7868 |
1961:
1961 4-(22,8,1260) (complement has $\lambda=1800$) design of number 1960 with respect to smaller t |
residual design of number 5774 |
1962:
1962 4-(21,7,280) (complement has $\lambda=400$) derived from number 1960 |
residual design of number 7870 |
1963:
1963 4-(21,8,980) (complement has $\lambda=1400$) residual design of number 1960 |
1964:
1964 5-(22,8,340) (selfcomplementary) \cite{Kreher95} $PSL(2,19)++$ |
design of number 5559 with respect to smaller t |
complementary design of number 5559 with respect to smaller t |
residual design of number 5658 |
residual design of complement of number 5658 |
derived from number 5660 |
derived from complement of number 5660 |
1965:
1965 4-(22,8,1530) (selfcomplementary) design of number 1964 with respect to smaller t |
complementary design of number 1964 with respect to smaller t |
residual design of number 5659 |
residual design of complement of number 5659 |
derived from number 5661 |
derived from complement of number 5661 |
1966:
1966 4-(21,8,1190) (selfcomplementary) residual design of number 1964 |
residual design of complement of number 1964 |
design of number 5560 with respect to smaller t |
complementary design of number 5560 with respect to smaller t |
derived from number 5562 |
derived from complement of number 5562 |
1967:
1967 5-(22,9,210) (complement has $\lambda=2170$) \cite{Kreher95} $PSL(2,19)++$ |
\cite{Kreher95} |
1968:
1968 4-(22,9,756) (complement has $\lambda=7812$) design of number 1967 with respect to smaller t |
residual design of number 2395 |
derived from number 10827 |
1969:
1969 4-(21,9,546) (complement has $\lambda=5642$) residual design of number 1967 |
derived from number 2043 |
1970:
1970 5-(22,9,280) (complement has $\lambda=2100$)
1971:
1971 4-(22,9,1008) (complement has $\lambda=7560$) design of number 1970 with respect to smaller t |
residual design of number 10958 |
derived from number 11019 |
1972:
1972 4-(21,9,728) (complement has $\lambda=5460$) residual design of number 1970 |
derived from number 2091 |
1973:
1973 5-(22,9,420) (complement has $\lambda=1960$)
1974:
1974 4-(22,9,1512) (complement has $\lambda=7056$) design of number 1973 with respect to smaller t |
residual design of number 10825 |
1975:
1975 4-(21,9,1092) (complement has $\lambda=5096$) residual design of number 1973 |
1976:
1976 5-(22,9,490) (complement has $\lambda=1890$)
1977:
1977 4-(22,9,1764) (complement has $\lambda=6804$) design of number 1976 with respect to smaller t |
residual design of number 10959 |
1978:
1978 4-(21,9,1274) (complement has $\lambda=4914$) residual design of number 1976 |
1979:
1979 5-(22,9,630) (complement has $\lambda=1750$)
1980:
1980 4-(22,9,2268) (complement has $\lambda=6300$)
design of number 1979 with respect to smaller t |
residual design of number 10826 |
1981:
1981 4-(21,9,1638) (complement has $\lambda=4550$) residual design of number 1979 |
1982:
1982 5-(22,9,700) (complement has $\lambda=1680$) $PSL(2,19)++$ |
residual design of number 7882 |
1983:
1983 4-(22,9,2520) (complement has $\lambda=6048$) design of number 1982 with respect to smaller t |
residual design of number 7883 |
1984:
1984 5-(22,9,840) (complement has $\lambda=1540$) $PSL(2,19)++$ |
residual design of number 7831 |
derived from number 7832 |
1985:
1985 4-(22,9,3024) (complement has $\lambda=5544$) design of number 1984 with respect to smaller t |
residual design of number 7834 |
derived from number 7835 |
1986:
1986 4-(21,9,2184) (complement has $\lambda=4004$) residual design of number 1984 |
derived from number 7836 |
1987:
1987 5-(22,9,910) (complement has $\lambda=1470$)
1988:
1988 4-(22,9,3276) (complement has $\lambda=5292$) design of number 1987 with respect to smaller t |
1989:
1989 4-(21,8,910) (complement has $\lambda=1470$)
1990:
1990 4-(21,9,2366) (complement has $\lambda=3822$)
residual design of number 1987 |
1991:
1991 5-(22,9,1050) (complement has $\lambda=1330$)
1992:
1992 4-(22,9,3780) (complement has $\lambda=4788$) design of number 1991 with respect to smaller t |
derived from number 10828 |
1993:
1993 4-(21,8,1050) (complement has $\lambda=1330$)
1994:
1994 4-(21,9,2730) (complement has $\lambda=3458$) residual design of number 1991 |
derived from number 2237 |
1995:
1995 5-(22,9,1120) (complement has $\lambda=1260$) $PSL(2,19)++$ |
residual design of number 7839 |
derived from number 7840 |
1996:
1996 4-(22,9,4032) (complement has $\lambda=4536$) design of number 1995 with respect to smaller t |
residual design of number 7842 |
derived from number 7843 |
1997:
1997 4-(21,8,1120) (complement has $\lambda=1260$) derived from number 1995 |
residual design of number 7844 |
1998:
1998 4-(21,9,2912) (complement has $\lambda=3276$) residual design of number 1995 |
derived from number 2255 |
1999:
1999 5-(22,10,308) (complement has $\lambda=5880$) $PGL(2,19)++$ 5 solutions |
2000:
2000 4-(22,10,924) (complement has $\lambda=17640$)
design of number 1999 with respect to smaller t |
derived from number 10829 |
2001:
2001 4-(21,9,308) (complement has $\lambda=5880$)
2002:
2002 4-(21,10,616) (complement has $\lambda=11760$) residual design of number 1999 |
derived from number 2005 |
2003:
2003 4-(21,11,968) (complement has $\lambda=18480$) supplementary design of number 2002 |
residual design of number 2005 |
2004:
2004 4-(22,11,1584) (complement has $\lambda=30240$) Tran van Trung construction with supplementary design for design number 2002 |
design of number 2005 with respect to smaller t |
residual design of number 10829 |
derived from number 10830 |
2005:
2005 5-(22,11,616) (complement has $\lambda=11760$) Alltop construction for design number 2002 |
2006:
2006 5-(22,10,378) (complement has $\lambda=5810$) $PGL(2,19)++$ 126 solutions |
2007:
2007 4-(22,10,1134) (complement has $\lambda=17430$) design of number 2006 with respect to smaller t |
derived from number 10832 |
2008:
2008 4-(21,9,378) (complement has $\lambda=5810$)
2009:
2009 4-(21,10,756) (complement has $\lambda=11620$) residual design of number 2006 |
derived from number 2012 |
2010:
2010 4-(21,11,1188) (complement has $\lambda=18260$)
supplementary design of number 2009 |
residual design of number 2012 |
2011:
2011 4-(22,11,1944) (complement has $\lambda=29880$) Tran van Trung construction with supplementary design for design number 2009 |
design of number 2012 with respect to smaller t |
residual design of number 10832 |
derived from number 10833 |
2012:
2012 5-(22,11,756) (complement has $\lambda=11620$) Alltop construction for design number 2009 |
2013:
2013 5-(22,10,392) (complement has $\lambda=5796$) $PGL(2,19)++$ 425 solutions |
2014:
2014 4-(22,10,1176) (complement has $\lambda=17388$) design of number 2013 with respect to smaller t |
derived from number 10960 |
2015:
2015 4-(21,9,392) (complement has $\lambda=5796$)
2016:
2016 4-(21,10,784) (complement has $\lambda=11592$) residual design of number 2013 |
derived from number 2019 |
2017:
2017 4-(21,11,1232) (complement has $\lambda=18216$) supplementary design of number 2016 |
residual design of number 2019 |
2018:
2018 4-(22,11,2016) (complement has $\lambda=29808$) Tran van Trung construction with supplementary design for design number 2016 |
design of number 2019 with respect to smaller t |
residual design of number 10960 |
derived from number 10961 |
2019:
2019 5-(22,11,784) (complement has $\lambda=11592$) Alltop construction for design number 2016 |
2020:
2020 5-(22,10,420) (complement has $\lambda=5768$)
$PGL(2,19)++$ 183 solutions |
2021:
2021 4-(22,10,1260) (complement has $\lambda=17304$) design of number 2020 with respect to smaller t |
derived from number 10835 |
2022:
2022 4-(21,9,420) (complement has $\lambda=5768$)
2023:
2023 4-(21,10,840) (complement has $\lambda=11536$) residual design of number 2020 |
derived from number 2026 |
2024:
2024 4-(21,11,1320) (complement has $\lambda=18128$) supplementary design of number 2023 |
residual design of number 2026 |
2025:
2025 4-(22,11,2160) (complement has $\lambda=29664$) Tran van Trung construction with supplementary design for design number 2023 |
design of number 2026 with respect to smaller t |
residual design of number 10835 |
derived from number 10836 |
2026:
2026 5-(22,11,840) (complement has $\lambda=11536$) Alltop construction for design number 2023 |
$PGL(2,19)++$ |
2027:
2027 5-(22,10,462) (complement has $\lambda=5726$) $PGL(2,19)++$ 48 solutions |
2028:
2028 4-(22,10,1386) (complement has $\lambda=17178$) design of number 2027 with respect to smaller t |
derived from number 11020 |
2029:
2029 4-(21,9,462) (complement has $\lambda=5726$)
2030:
2030 4-(21,10,924) (complement has $\lambda=11452$)
residual design of number 2027 |
derived from number 2033 |
2031:
2031 4-(21,11,1452) (complement has $\lambda=17996$) supplementary design of number 2030 |
residual design of number 2033 |
2032:
2032 4-(22,11,2376) (complement has $\lambda=29448$) Tran van Trung construction with supplementary design for design number 2030 |
design of number 2033 with respect to smaller t |
residual design of number 11020 |
derived from number 11021 |
2033:
2033 5-(22,11,924) (complement has $\lambda=11452$) Alltop construction for design number 2030 |
2034:
2034 5-(22,10,476) (complement has $\lambda=5712$) \cite{Kreher95} $PGL(2,19)++$ 10 solutions |
TvT: 5-(21,9,140) $\cup$ 5-(21,10,336) |
2035:
2035 4-(22,10,1428) (complement has $\lambda=17136$) design of number 2034 with respect to smaller t |
derived from number 2321 |
2036:
2036 5-(22,10,518) (complement has $\lambda=5670$) $PGL(2,19)++$ 1535 solutions |
2037:
2037 4-(22,10,1554) (complement has $\lambda=17010$) design of number 2036 with respect to smaller t |
derived from number 10838 |
2038:
2038 4-(21,9,518) (complement has $\lambda=5670$)
2039:
2039 4-(21,10,1036) (complement has $\lambda=11340$) residual design of number 2036 |
derived from number 2042 |
2040:
2040 4-(21,11,1628) (complement has $\lambda=17820$)
supplementary design of number 2039 |
residual design of number 2042 |
2041:
2041 4-(22,11,2664) (complement has $\lambda=29160$) Tran van Trung construction with supplementary design for design number 2039 |
design of number 2042 with respect to smaller t |
residual design of number 10838 |
derived from number 10839 |
2042:
2042 5-(22,11,1036) (complement has $\lambda=11340$) Alltop construction for design number 2039 |
2043:
2043 5-(22,10,546) (complement has $\lambda=5642$)
2044:
2044 4-(22,10,1638) (complement has $\lambda=16926$) design of number 2043 with respect to smaller t |
residual design of number 10827 |
derived from number 10963 |
2045:
2045 4-(21,10,1092) (complement has $\lambda=11284$) residual design of number 2043 |
derived from number 2048 |
2046:
2046 4-(21,11,1716) (complement has $\lambda=17732$) supplementary design of number 2045 |
residual design of number 2048 |
2047:
2047 4-(22,11,2808) (complement has $\lambda=29016$) Tran van Trung construction with supplementary design for design number 2045 |
design of number 2048 with respect to smaller t |
residual design of number 10963 |
derived from number 10964 |
2048:
2048 5-(22,11,1092) (complement has $\lambda=11284$) Alltop construction for design number 2045 |
2049:
2049 5-(22,10,560) (complement has $\lambda=5628$)
2050:
2050 4-(22,10,1680) (complement has $\lambda=16884$)
design of number 2049 with respect to smaller t |
derived from number 10841 |
2051:
2051 4-(21,9,560) (complement has $\lambda=5628$)
2052:
2052 4-(21,10,1120) (complement has $\lambda=11256$) residual design of number 2049 |
derived from number 2055 |
2053:
2053 4-(21,11,1760) (complement has $\lambda=17688$) supplementary design of number 2052 |
residual design of number 2055 |
2054:
2054 4-(22,11,2880) (complement has $\lambda=28944$) Tran van Trung construction with supplementary design for design number 2052 |
design of number 2055 with respect to smaller t |
residual design of number 10841 |
derived from number 10842 |
2055:
2055 5-(22,11,1120) (complement has $\lambda=11256$) Alltop construction for design number 2052 |
\cite{Kreher95} $PSL(3,4)+$ 9 isomorphism types $PGL(2,19)++$ |
2056:
2056 5-(22,10,588) (complement has $\lambda=5600$)
2057:
2057 4-(22,10,1764) (complement has $\lambda=16800$) design of number 2056 with respect to smaller t |
derived from number 11023 |
2058:
2058 4-(21,9,588) (complement has $\lambda=5600$)
2059:
2059 4-(21,10,1176) (complement has $\lambda=11200$) residual design of number 2056 |
derived from number 2062 |
2060:
2060 4-(21,11,1848) (complement has $\lambda=17600$)
supplementary design of number 2059 |
residual design of number 2062 |
2061:
2061 4-(22,11,3024) (complement has $\lambda=28800$) Tran van Trung construction with supplementary design for design number 2059 |
design of number 2062 with respect to smaller t |
residual design of number 11023 |
derived from number 11024 |
2062:
2062 5-(22,11,1176) (complement has $\lambda=11200$) Alltop construction for design number 2059 |
2063:
2063 5-(22,10,602) (complement has $\lambda=5586$)
2064:
2064 4-(22,10,1806) (complement has $\lambda=16758$) design of number 2063 with respect to smaller t |
derived from number 10844 |
2065:
2065 4-(21,9,602) (complement has $\lambda=5586$)
2066:
2066 4-(21,10,1204) (complement has $\lambda=11172$) residual design of number 2063 |
derived from number 2069 |
2067:
2067 4-(21,11,1892) (complement has $\lambda=17556$) supplementary design of number 2066 |
residual design of number 2069 |
2068:
2068 4-(22,11,3096) (complement has $\lambda=28728$) Tran van Trung construction with supplementary design for design number 2066 |
design of number 2069 with respect to smaller t |
residual design of number 10844 |
derived from number 10845 |
2069:
2069 5-(22,11,1204) (complement has $\lambda=11172$) Alltop construction for design number 2066 |
2070:
2070 5-(22,10,630) (complement has $\lambda=5558$)
2071:
2071 4-(22,10,1890) (complement has $\lambda=16674$) design of number 2070 with respect to smaller t |
derived from number 10966 |
2072:
2072 4-(21,9,630) (complement has $\lambda=5558$)
2073:
2073 4-(21,10,1260) (complement has $\lambda=11116$) residual design of number 2070 |
derived from number 2076 |
2074:
2074 4-(21,11,1980) (complement has $\lambda=17468$) supplementary design of number 2073 |
residual design of number 2076 |
2075:
2075 4-(22,11,3240) (complement has $\lambda=28584$) Tran van Trung construction with supplementary design for design number 2073 |
design of number 2076 with respect to smaller t |
residual design of number 10966 |
derived from number 10967 |
2076:
2076 5-(22,11,1260) (complement has $\lambda=11116$) Alltop construction for design number 2073 |
2077:
2077 5-(22,10,672) (complement has $\lambda=5516$) \cite{Kreher95} $PGL(2,19)++$ |
2078:
2078 4-(22,10,2016) (complement has $\lambda=16548$) design of number 2077 with respect to smaller t |
derived from number 2328 |
2079:
2079 4-(21,9,672) (complement has $\lambda=5516$)
2080:
2080 4-(21,10,1344) (complement has $\lambda=11032$)
residual design of number 2077 |
derived from number 2083 |
2081:
2081 4-(21,11,2112) (complement has $\lambda=17336$) supplementary design of number 2080 |
residual design of number 2083 |
2082:
2082 4-(22,11,3456) (complement has $\lambda=28368$) Tran van Trung construction with supplementary design for design number 2080 |
design of number 2083 with respect to smaller t |
residual design of number 2328 |
derived from number 2329 |
2083:
2083 5-(22,11,1344) (complement has $\lambda=11032$) Alltop construction for design number 2080 |
$PSL(3,4)+$ 9 isomorphism types |
2084:
2084 5-(22,10,686) (complement has $\lambda=5502$)
2085:
2085 4-(22,10,2058) (complement has $\lambda=16506$) design of number 2084 with respect to smaller t |
derived from number 10969 |
2086:
2086 4-(21,9,686) (complement has $\lambda=5502$)
2087:
2087 4-(21,10,1372) (complement has $\lambda=11004$) residual design of number 2084 |
derived from number 2090 |
2088:
2088 4-(21,11,2156) (complement has $\lambda=17292$) supplementary design of number 2087 |
residual design of number 2090 |
2089:
2089 4-(22,11,3528) (complement has $\lambda=28296$) Tran van Trung construction with supplementary design for design number 2087 |
design of number 2090 with respect to smaller t |
residual design of number 10969 |
derived from number 10970 |
2090:
2090 5-(22,11,1372) (complement has $\lambda=11004$)
Alltop construction for design number 2087 |
2091:
2091 5-(22,10,728) (complement has $\lambda=5460$)
2092:
2092 4-(22,10,2184) (complement has $\lambda=16380$) design of number 2091 with respect to smaller t |
derived from number 10847 |
residual design of number 11019 |
2093:
2093 5-(22,10,756) (complement has $\lambda=5432$)
2094:
2094 4-(22,10,2268) (complement has $\lambda=16296$) design of number 2093 with respect to smaller t |
derived from number 11026 |
2095:
2095 4-(21,9,756) (complement has $\lambda=5432$)
2096:
2096 4-(21,10,1512) (complement has $\lambda=10864$) residual design of number 2093 |
derived from number 2099 |
2097:
2097 4-(21,11,2376) (complement has $\lambda=17072$) supplementary design of number 2096 |
residual design of number 2099 |
2098:
2098 4-(22,11,3888) (complement has $\lambda=27936$) Tran van Trung construction with supplementary design for design number 2096 |
design of number 2099 with respect to smaller t |
residual design of number 11026 |
derived from number 11027 |
2099:
2099 5-(22,11,1512) (complement has $\lambda=10864$) Alltop construction for design number 2096 |
\cite{Kreher95} $PSL(3,4)+$ |
2100:
2100 5-(22,10,770) (complement has $\lambda=5418$)
2101:
2101 4-(22,10,2310) (complement has $\lambda=16254$) design of number 2100 with respect to smaller t |
derived from number 10850 |
2102:
2102 4-(21,9,770) (complement has $\lambda=5418$)
2103:
2103 4-(21,10,1540) (complement has $\lambda=10836$) residual design of number 2100 |
derived from number 2106 |
2104:
2104 4-(21,11,2420) (complement has $\lambda=17028$) supplementary design of number 2103 |
residual design of number 2106 |
2105:
2105 4-(22,11,3960) (complement has $\lambda=27864$) Tran van Trung construction with supplementary design for design number 2103 |
design of number 2106 with respect to smaller t |
residual design of number 10850 |
derived from number 10851 |
2106:
2106 5-(22,11,1540) (complement has $\lambda=10836$) Alltop construction for design number 2103 |
2107:
2107 5-(22,10,798) (complement has $\lambda=5390$)
2108:
2108 4-(22,10,2394) (complement has $\lambda=16170$) design of number 2107 with respect to smaller t |
derived from number 10972 |
2109:
2109 4-(21,9,798) (complement has $\lambda=5390$)
2110:
2110 4-(21,10,1596) (complement has $\lambda=10780$)
residual design of number 2107 |
derived from number 2113 |
2111:
2111 4-(21,11,2508) (complement has $\lambda=16940$) supplementary design of number 2110 |
residual design of number 2113 |
2112:
2112 4-(22,11,4104) (complement has $\lambda=27720$) Tran van Trung construction with supplementary design for design number 2110 |
design of number 2113 with respect to smaller t |
residual design of number 10972 |
derived from number 10973 |
2113:
2113 5-(22,11,1596) (complement has $\lambda=10780$) Alltop construction for design number 2110 |
2114:
2114 5-(22,10,812) (complement has $\lambda=5376$)
2115:
2115 4-(22,10,2436) (complement has $\lambda=16128$) design of number 2114 with respect to smaller t |
derived from number 10853 |
2116:
2116 4-(21,9,812) (complement has $\lambda=5376$)
2117:
2117 4-(21,10,1624) (complement has $\lambda=10752$) residual design of number 2114 |
derived from number 2120 |
2118:
2118 4-(21,11,2552) (complement has $\lambda=16896$) supplementary design of number 2117 |
residual design of number 2120 |
2119:
2119 4-(22,11,4176) (complement has $\lambda=27648$) Tran van Trung construction with supplementary design for design number 2117 |
design of number 2120 with respect to smaller t |
residual design of number 10853 |
derived from number 10854 |
2120:
2120 5-(22,11,1624) (complement has $\lambda=10752$)
Alltop construction for design number 2117 |
2121:
2121 5-(22,10,840) (complement has $\lambda=5348$)
2122:
2122 4-(22,10,2520) (complement has $\lambda=16044$) design of number 2121 with respect to smaller t |
derived from number 11046 |
2123:
2123 4-(21,9,840) (complement has $\lambda=5348$)
2124:
2124 5-(22,10,882) (complement has $\lambda=5306$)
2125:
2125 4-(22,10,2646) (complement has $\lambda=15918$) design of number 2124 with respect to smaller t |
derived from number 10856 |
2126:
2126 4-(21,9,882) (complement has $\lambda=5306$)
2127:
2127 4-(21,10,1764) (complement has $\lambda=10612$) residual design of number 2124 |
derived from number 2130 |
2128:
2128 4-(21,11,2772) (complement has $\lambda=16676$) supplementary design of number 2127 |
residual design of number 2130 |
2129:
2129 4-(22,11,4536) (complement has $\lambda=27288$) Tran van Trung construction with supplementary design for design number 2127 |
design of number 2130 with respect to smaller t |
residual design of number 10856 |
derived from number 10857 |
2130:
2130 5-(22,11,1764) (complement has $\lambda=10612$)
Alltop construction for design number 2127 |
$PGL(2,19)++$ |
2131:
2131 5-(22,10,896) (complement has $\lambda=5292$)
2132:
2132 4-(22,10,2688) (complement has $\lambda=15876$) design of number 2131 with respect to smaller t |
derived from number 10975 |
2133:
2133 4-(21,9,896) (complement has $\lambda=5292$)
2134:
2134 4-(21,10,1792) (complement has $\lambda=10584$) residual design of number 2131 |
derived from number 2137 |
2135:
2135 4-(21,11,2816) (complement has $\lambda=16632$) supplementary design of number 2134 |
residual design of number 2137 |
2136:
2136 4-(22,11,4608) (complement has $\lambda=27216$) Tran van Trung construction with supplementary design for design number 2134 |
design of number 2137 with respect to smaller t |
residual design of number 10975 |
derived from number 10976 |
2137:
2137 5-(22,11,1792) (complement has $\lambda=10584$) Alltop construction for design number 2134 |
\cite{Kreher95} |
2138:
2138 5-(22,10,938) (complement has $\lambda=5250$)
2139:
2139 4-(22,10,2814) (complement has $\lambda=15750$) design of number 2138 with respect to smaller t |
derived from number 10859 |
2140:
2140 4-(21,9,938) (complement has $\lambda=5250$)
2141:
2141 4-(21,10,1876) (complement has $\lambda=10500$) residual design of number 2138 |
derived from number 2144 |
2142:
2142 4-(21,11,2948) (complement has $\lambda=16500$) supplementary design of number 2141 |
residual design of number 2144 |
2143:
2143 4-(22,11,4824) (complement has $\lambda=27000$) Tran van Trung construction with supplementary design for design number 2141 |
design of number 2144 with respect to smaller t |
residual design of number 10859 |
derived from number 10860 |
2144:
2144 5-(22,11,1876) (complement has $\lambda=10500$) Alltop construction for design number 2141 |
2145:
2145 5-(22,10,952) (complement has $\lambda=5236$) \cite{Kreher95} |
TvT: 5-(21,9,280) $\cup$ 5-(21,10,672) |
2146:
2146 4-(22,10,2856) (complement has $\lambda=15708$) design of number 2145 with respect to smaller t |
derived from number 2335 |
2147:
2147 5-(22,10,966) (complement has $\lambda=5222$)
2148:
2148 4-(22,10,2898) (complement has $\lambda=15666$) design of number 2147 with respect to smaller t |
derived from number 10862 |
2149:
2149 4-(21,9,966) (complement has $\lambda=5222$)
2150:
2150 4-(21,10,1932) (complement has $\lambda=10444$)
residual design of number 2147 |
derived from number 2153 |
2151:
2151 4-(21,11,3036) (complement has $\lambda=16412$) supplementary design of number 2150 |
residual design of number 2153 |
2152:
2152 4-(22,11,4968) (complement has $\lambda=26856$) Tran van Trung construction with supplementary design for design number 2150 |
design of number 2153 with respect to smaller t |
residual design of number 10862 |
derived from number 10863 |
2153:
2153 5-(22,11,1932) (complement has $\lambda=10444$) Alltop construction for design number 2150 |
2154:
2154 5-(22,10,980) (complement has $\lambda=5208$)
2155:
2155 4-(22,10,2940) (complement has $\lambda=15624$) design of number 2154 with respect to smaller t |
derived from number 11029 |
2156:
2156 4-(21,9,980) (complement has $\lambda=5208$)
2157:
2157 4-(21,10,1960) (complement has $\lambda=10416$) residual design of number 2154 |
derived from number 2160 |
2158:
2158 4-(21,11,3080) (complement has $\lambda=16368$) supplementary design of number 2157 |
residual design of number 2160 |
2159:
2159 4-(22,11,5040) (complement has $\lambda=26784$) Tran van Trung construction with supplementary design for design number 2157 |
design of number 2160 with respect to smaller t |
residual design of number 11029 |
derived from number 11030 |
2160:
2160 5-(22,11,1960) (complement has $\lambda=10416$)
Alltop construction for design number 2157 |
\cite{Kreher95} |
2161:
2161 5-(22,10,1008) (complement has $\lambda=5180$)
2162:
2162 4-(22,10,3024) (complement has $\lambda=15540$) design of number 2161 with respect to smaller t |
derived from number 10865 |
2163:
2163 4-(21,9,1008) (complement has $\lambda=5180$)
2164:
2164 4-(21,10,2016) (complement has $\lambda=10360$) residual design of number 2161 |
derived from number 2167 |
2165:
2165 4-(21,11,3168) (complement has $\lambda=16280$) supplementary design of number 2164 |
residual design of number 2167 |
2166:
2166 4-(22,11,5184) (complement has $\lambda=26640$) Tran van Trung construction with supplementary design for design number 2164 |
design of number 2167 with respect to smaller t |
residual design of number 10865 |
derived from number 10866 |
2167:
2167 5-(22,11,2016) (complement has $\lambda=10360$) Alltop construction for design number 2164 |
\cite{Kreher95} |
2168:
2168 5-(22,10,1022) (complement has $\lambda=5166$)
2169:
2169 4-(22,10,3066) (complement has $\lambda=15498$) design of number 2168 with respect to smaller t |
derived from number 10978 |
2170:
2170 4-(21,9,1022) (complement has $\lambda=5166$)
2171:
2171 4-(21,10,2044) (complement has $\lambda=10332$) residual design of number 2168 |
derived from number 2174 |
2172:
2172 4-(21,11,3212) (complement has $\lambda=16236$) supplementary design of number 2171 |
residual design of number 2174 |
2173:
2173 4-(22,11,5256) (complement has $\lambda=26568$) Tran van Trung construction with supplementary design for design number 2171 |
design of number 2174 with respect to smaller t |
residual design of number 10978 |
derived from number 10979 |
2174:
2174 5-(22,11,2044) (complement has $\lambda=10332$) Alltop construction for design number 2171 |
2175:
2175 5-(22,10,1050) (complement has $\lambda=5138$)
2176:
2176 4-(22,10,3150) (complement has $\lambda=15414$) design of number 2175 with respect to smaller t |
derived from number 10868 |
2177:
2177 4-(21,9,1050) (complement has $\lambda=5138$)
2178:
2178 4-(21,10,2100) (complement has $\lambda=10276$) residual design of number 2175 |
derived from number 2181 |
2179:
2179 4-(21,11,3300) (complement has $\lambda=16148$) supplementary design of number 2178 |
residual design of number 2181 |
2180:
2180 4-(22,11,5400) (complement has $\lambda=26424$)
Tran van Trung construction with supplementary design for design number 2178 |
design of number 2181 with respect to smaller t |
residual design of number 10868 |
derived from number 10869 |
2181:
2181 5-(22,11,2100) (complement has $\lambda=10276$) Alltop construction for design number 2178 |
$PGL(2,19)++$ |
2182:
2182 5-(22,10,1260) (complement has $\lambda=4928$)
2183:
2183 4-(22,10,3780) (complement has $\lambda=14784$) design of number 2182 with respect to smaller t |
derived from number 10871 |
2184:
2184 4-(21,9,1260) (complement has $\lambda=4928$)
2185:
2185 4-(21,10,2520) (complement has $\lambda=9856$) residual design of number 2182 |
derived from number 2188 |
2186:
2186 4-(21,11,3960) (complement has $\lambda=15488$) supplementary design of number 2185 |
residual design of number 2188 |
2187:
2187 4-(22,11,6480) (complement has $\lambda=25344$) Tran van Trung construction with supplementary design for design number 2185 |
design of number 2188 with respect to smaller t |
residual design of number 10871 |
derived from number 10872 |
2188:
2188 5-(22,11,2520) (complement has $\lambda=9856$) Alltop construction for design number 2185 |
\cite{Kreher95} $PGL(2,19)++$ |
2189:
2189 5-(22,10,1302) (complement has $\lambda=4886$)
2190:
2190 4-(22,10,3906) (complement has $\lambda=14658$)
design of number 2189 with respect to smaller t |
derived from number 10981 |
2191:
2191 4-(21,9,1302) (complement has $\lambda=4886$)
2192:
2192 4-(21,10,2604) (complement has $\lambda=9772$) residual design of number 2189 |
derived from number 2195 |
2193:
2193 4-(21,11,4092) (complement has $\lambda=15356$) supplementary design of number 2192 |
residual design of number 2195 |
2194:
2194 4-(22,11,6696) (complement has $\lambda=25128$) Tran van Trung construction with supplementary design for design number 2192 |
design of number 2195 with respect to smaller t |
residual design of number 10981 |
derived from number 10982 |
2195:
2195 5-(22,11,2604) (complement has $\lambda=9772$) Alltop construction for design number 2192 |
$PGL(2,19)++$ |
2196:
2196 5-(22,10,1386) (complement has $\lambda=4802$)
2197:
2197 4-(22,10,4158) (complement has $\lambda=14406$) design of number 2196 with respect to smaller t |
derived from number 10874 |
2198:
2198 4-(21,9,1386) (complement has $\lambda=4802$)
2199:
2199 4-(21,10,2772) (complement has $\lambda=9604$) residual design of number 2196 |
derived from number 2202 |
2200:
2200 4-(21,11,4356) (complement has $\lambda=15092$)
supplementary design of number 2199 |
residual design of number 2202 |
2201:
2201 4-(22,11,7128) (complement has $\lambda=24696$) Tran van Trung construction with supplementary design for design number 2199 |
design of number 2202 with respect to smaller t |
residual design of number 10874 |
derived from number 10875 |
2202:
2202 5-(22,11,2772) (complement has $\lambda=9604$) Alltop construction for design number 2199 |
2203:
2203 5-(22,10,1428) (complement has $\lambda=4760$) \cite{Kreher95} $PGL(2,19)++$ |
TvT: 5-(21,9,420) $\cup$ 5-(21,10,1008) \cite{TranvanTrung86} |
2204:
2204 4-(22,10,4284) (complement has $\lambda=14280$) design of number 2203 with respect to smaller t |
derived from number 2342 |
2205:
2205 5-(22,10,1512) (complement has $\lambda=4676$)
2206:
2206 4-(22,10,4536) (complement has $\lambda=14028$) design of number 2205 with respect to smaller t |
derived from number 10877 |
2207:
2207 4-(21,9,1512) (complement has $\lambda=4676$)
2208:
2208 4-(21,10,3024) (complement has $\lambda=9352$) residual design of number 2205 |
derived from number 2211 |
2209:
2209 4-(21,11,4752) (complement has $\lambda=14696$) supplementary design of number 2208 |
residual design of number 2211 |
2210:
2210 4-(22,11,7776) (complement has $\lambda=24048$)
Tran van Trung construction with supplementary design for design number 2208 |
design of number 2211 with respect to smaller t |
residual design of number 10877 |
derived from number 10878 |
2211:
2211 5-(22,11,3024) (complement has $\lambda=9352$) Alltop construction for design number 2208 |
$PGL(2,19)++$ |
2212:
2212 5-(22,10,1890) (complement has $\lambda=4298$)
2213:
2213 4-(22,10,5670) (complement has $\lambda=12894$) design of number 2212 with respect to smaller t |
derived from number 10880 |
2214:
2214 4-(21,9,1890) (complement has $\lambda=4298$)
2215:
2215 4-(21,10,3780) (complement has $\lambda=8596$) residual design of number 2212 |
derived from number 2218 |
2216:
2216 4-(21,11,5940) (complement has $\lambda=13508$) supplementary design of number 2215 |
residual design of number 2218 |
2217:
2217 4-(22,11,9720) (complement has $\lambda=22104$) Tran van Trung construction with supplementary design for design number 2215 |
design of number 2218 with respect to smaller t |
residual design of number 10880 |
derived from number 10881 |
2218:
2218 5-(22,11,3780) (complement has $\lambda=8596$) Alltop construction for design number 2215 |
$PGL(2,19)++$ |
2219:
2219 5-(22,10,1904) (complement has $\lambda=4284$) \cite{Kreher95} |
TvT: 5-(21,9,560) $\cup$ 5-(21,10,1344) |
2220:
2220 4-(22,10,5712) (complement has $\lambda=12852$)
design of number 2219 with respect to smaller t |
derived from number 2349 |
2221:
2221 5-(22,10,2380) (complement has $\lambda=3808$) \cite{Kreher95} |
TvT: 5-(21,9,700) $\cup$ 5-(21,10,1680) |
2222:
2222 4-(22,10,7140) (complement has $\lambda=11424$) design of number 2221 with respect to smaller t |
derived from number 2364 |
2223:
2223 5-(22,10,2520) (complement has $\lambda=3668$)
2224:
2224 4-(22,10,7560) (complement has $\lambda=11004$) design of number 2223 with respect to smaller t |
derived from number 10883 |
2225:
2225 4-(21,9,2520) (complement has $\lambda=3668$)
2226:
2226 4-(21,10,5040) (complement has $\lambda=7336$) residual design of number 2223 |
derived from number 2229 |
2227:
2227 4-(21,11,7920) (complement has $\lambda=11528$) supplementary design of number 2226 |
residual design of number 2229 |
2228:
2228 4-(22,11,12960) (complement has $\lambda=18864$) Tran van Trung construction with supplementary design for design number 2226 |
design of number 2229 with respect to smaller t |
residual design of number 10883 |
derived from number 10884 |
2229:
2229 5-(22,11,5040) (complement has $\lambda=7336$) Alltop construction for design number 2226 |
$PGL(2,19)++$ |
2230:
2230 5-(22,10,2562) (complement has $\lambda=3626$)
2231:
2231 4-(22,10,7686) (complement has $\lambda=10878$) design of number 2230 with respect to smaller t |
derived from number 10984 |
2232:
2232 4-(21,9,2562) (complement has $\lambda=3626$)
2233:
2233 4-(21,10,5124) (complement has $\lambda=7252$) residual design of number 2230 |
derived from number 2236 |
2234:
2234 4-(21,11,8052) (complement has $\lambda=11396$) supplementary design of number 2233 |
residual design of number 2236 |
2235:
2235 4-(22,11,13176) (complement has $\lambda=18648$) Tran van Trung construction with supplementary design for design number 2233 |
design of number 2236 with respect to smaller t |
residual design of number 10984 |
derived from number 10985 |
2236:
2236 5-(22,11,5124) (complement has $\lambda=7252$) Alltop construction for design number 2233 |
$PGL(2,19)++$ |
2237:
2237 5-(22,10,2730) (complement has $\lambda=3458$)
2238:
2238 4-(22,10,8190) (complement has $\lambda=10374$) design of number 2237 with respect to smaller t |
residual design of number 10828 |
derived from number 10886 |
2239:
2239 4-(21,10,5460) (complement has $\lambda=6916$) residual design of number 2237 |
derived from number 2242 |
2240:
2240 4-(21,11,8580) (complement has $\lambda=10868$)
supplementary design of number 2239 |
residual design of number 2242 |
2241:
2241 4-(22,11,14040) (complement has $\lambda=17784$) Tran van Trung construction with supplementary design for design number 2239 |
design of number 2242 with respect to smaller t |
residual design of number 10886 |
derived from number 10887 |
2242:
2242 5-(22,11,5460) (complement has $\lambda=6916$) Alltop construction for design number 2239 |
2243:
2243 5-(22,10,2772) (complement has $\lambda=3416$)
2244:
2244 4-(22,10,8316) (complement has $\lambda=10248$) design of number 2243 with respect to smaller t |
derived from number 10987 |
2245:
2245 4-(21,9,2772) (complement has $\lambda=3416$)
2246:
2246 5-(22,10,2856) (complement has $\lambda=3332$) TvT: 5-(21,9,840) $\cup$ 5-(21,10,2016) |
\cite{Kreher95} |
design of number 5569 with respect to smaller t |
derived from number 11500 |
2247:
2247 4-(22,10,8568) (complement has $\lambda=9996$) design of number 2246 with respect to smaller t |
derived from number 2371 |
2248:
2248 5-(22,10,2898) (complement has $\lambda=3290$)
2249:
2249 4-(22,10,8694) (complement has $\lambda=9870$) design of number 2248 with respect to smaller t |
derived from number 10990 |
2250:
2250 4-(21,9,2898) (complement has $\lambda=3290$)
2251:
2251 4-(21,10,5796) (complement has $\lambda=6580$) residual design of number 2248 |
derived from number 2254 |
2252:
2252 4-(21,11,9108) (complement has $\lambda=10340$) supplementary design of number 2251 |
residual design of number 2254 |
2253:
2253 4-(22,11,14904) (complement has $\lambda=16920$) Tran van Trung construction with supplementary design for design number 2251 |
design of number 2254 with respect to smaller t |
residual design of number 10990 |
derived from number 10991 |
2254:
2254 5-(22,11,5796) (complement has $\lambda=6580$) Alltop construction for design number 2251 |
2255:
2255 5-(22,10,2912) (complement has $\lambda=3276$) $PGL(2,19)++$ |
residual design of number 7840 |
2256:
2256 4-(22,10,8736) (complement has $\lambda=9828$) design of number 2255 with respect to smaller t |
derived from number 2378 |
residual design of number 7843 |
2257:
2257 4-(21,10,5824) (complement has $\lambda=6552$) residual design of number 2255 |
derived from number 2260 |
2258:
2258 4-(21,11,9152) (complement has $\lambda=10296$) supplementary design of number 2257 |
residual design of number 2260 |
2259:
2259 4-(22,11,14976) (complement has $\lambda=16848$) Tran van Trung construction with supplementary design for design number 2257 |
design of number 2260 with respect to smaller t |
residual design of number 2378 |
derived from number 2379 |
2260:
2260 5-(22,11,5824) (complement has $\lambda=6552$)
Alltop construction for design number 2257 |
$PSL(3,4)+$ |
2261:
2261 5-(22,11,252) (complement has $\lambda=12124$) $PGL(2,19)++$ 2 solutions |
Alltop construction for design number 2263 |
2262:
2262 4-(22,11,648) (complement has $\lambda=31176$) design of number 2261 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2263 |
2263:
2263 4-(21,10,252) (complement has $\lambda=12124$)
2264:
2264 4-(21,11,396) (complement has $\lambda=19052$) residual design of number 2261 |
supplementary design of number 2263 |
2265:
2265 5-(22,11,280) (complement has $\lambda=12096$) \cite{Kreher95} $PGL(2,19)++$ 4 solutions |
Alltop construction for design number 2267 |
2266:
2266 4-(22,11,720) (complement has $\lambda=31104$) design of number 2265 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2267 |
2267:
2267 4-(21,10,280) (complement has $\lambda=12096$)
2268:
2268 4-(21,11,440) (complement has $\lambda=19008$) residual design of number 2265 |
supplementary design of number 2267 |
2269:
2269 5-(22,11,364) (complement has $\lambda=12012$) $PGL(2,19)++$ 2 solutions |
Alltop construction for design number 2271 |
2270:
2270 4-(22,11,936) (complement has $\lambda=30888$)
design of number 2269 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2271 |
2271:
2271 4-(21,10,364) (complement has $\lambda=12012$)
2272:
2272 4-(21,11,572) (complement has $\lambda=18876$) residual design of number 2269 |
supplementary design of number 2271 |
2273:
2273 5-(22,11,504) (complement has $\lambda=11872$) $PGL(2,19)++$ |
Alltop construction for design number 2275 |
2274:
2274 4-(22,11,1296) (complement has $\lambda=30528$) design of number 2273 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2275 |
2275:
2275 4-(21,10,504) (complement has $\lambda=11872$)
2276:
2276 4-(21,11,792) (complement has $\lambda=18656$) residual design of number 2273 |
supplementary design of number 2275 |
2277:
2277 5-(22,11,1008) (complement has $\lambda=11368$) \cite{Kreher95} $PSL(3,4)+$ 6 isomorphism types |
Alltop construction for design number 2279 |
2278:
2278 4-(22,11,2592) (complement has $\lambda=29232$) design of number 2277 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2279 |
2279:
2279 4-(21,10,1008) (complement has $\lambda=11368$)
2280:
2280 4-(21,11,1584) (complement has $\lambda=17864$)
residual design of number 2277 |
supplementary design of number 2279 |
2281:
2281 5-(22,11,1288) (complement has $\lambda=11088$) \cite{Kreher95} $PSL(3,4)+$ 6 isomorphism types |
Alltop construction for design number 2283 |
2282:
2282 4-(22,11,3312) (complement has $\lambda=28512$) design of number 2281 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2283 |
2283:
2283 4-(21,10,1288) (complement has $\lambda=11088$)
2284:
2284 4-(21,11,2024) (complement has $\lambda=17424$) residual design of number 2281 |
supplementary design of number 2283 |
2285:
2285 5-(22,11,1848) (complement has $\lambda=10528$) \cite{Kreher95} |
Alltop construction for design number 2287 |
2286:
2286 4-(22,11,4752) (complement has $\lambda=27072$) design of number 2285 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2287 |
2287:
2287 4-(21,10,1848) (complement has $\lambda=10528$)
2288:
2288 4-(21,11,2904) (complement has $\lambda=16544$) residual design of number 2285 |
supplementary design of number 2287 |
2289:
2289 5-(22,11,2184) (complement has $\lambda=10192$) \cite{Kreher95} |
Alltop construction for design number 2291 |
2290:
2290 4-(22,11,5616) (complement has $\lambda=26208$)
design of number 2289 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2291 |
2291:
2291 4-(21,10,2184) (complement has $\lambda=10192$)
2292:
2292 4-(21,11,3432) (complement has $\lambda=16016$) residual design of number 2289 |
supplementary design of number 2291 |
2293:
2293 5-(22,11,2632) (complement has $\lambda=9744$) \cite{Kreher95} |
Alltop construction for design number 2295 |
2294:
2294 4-(22,11,6768) (complement has $\lambda=25056$) design of number 2293 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2295 |
2295:
2295 4-(21,10,2632) (complement has $\lambda=9744$)
2296:
2296 4-(21,11,4136) (complement has $\lambda=15312$) residual design of number 2293 |
supplementary design of number 2295 |
2297:
2297 5-(22,11,3472) (complement has $\lambda=8904$) $PSL(3,4)+$ |
Alltop construction for design number 2299 |
2298:
2298 4-(22,11,8928) (complement has $\lambda=22896$) design of number 2297 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2299 |
2299:
2299 4-(21,10,3472) (complement has $\lambda=8904$)
2300:
2300 4-(21,11,5456) (complement has $\lambda=13992$)
residual design of number 2297 |
supplementary design of number 2299 |
2301:
2301 5-(22,11,3696) (complement has $\lambda=8680$) $PSL(3,4)+$ |
Alltop construction for design number 2303 |
\cite{Kreher95} |
2302:
2302 4-(22,11,9504) (complement has $\lambda=22320$) design of number 2301 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2303 |
2303:
2303 4-(21,10,3696) (complement has $\lambda=8680$)
2304:
2304 4-(21,11,5808) (complement has $\lambda=13640$) residual design of number 2301 |
supplementary design of number 2303 |
2305:
2305 5-(22,11,4620) (complement has $\lambda=7756$) $PGL(2,19)++$ |
Alltop construction for design number 2307 |
2306:
2306 4-(22,11,11880) (complement has $\lambda=19944$) design of number 2305 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2307 |
2307:
2307 4-(21,10,4620) (complement has $\lambda=7756$)
2308:
2308 4-(21,11,7260) (complement has $\lambda=12188$) residual design of number 2305 |
supplementary design of number 2307 |
2309:
2309 5-(22,11,5152) (complement has $\lambda=7224$) $PSL(3,4)+$ |
Alltop construction for design number 2311 |
2310:
2310 4-(22,11,13248) (complement has $\lambda=18576$)
design of number 2309 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2311 |
2311:
2311 4-(21,10,5152) (complement has $\lambda=7224$)
2312:
2312 4-(21,11,8096) (complement has $\lambda=11352$) residual design of number 2309 |
supplementary design of number 2311 |
2313:
2313 5-(22,11,5992) (complement has $\lambda=6384$) $PSL(3,4)+$ |
Alltop construction for design number 2315 |
2314:
2314 4-(22,11,15408) (complement has $\lambda=16416$) design of number 2313 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2315 |
2315:
2315 4-(21,10,5992) (complement has $\lambda=6384$)
2316:
2316 4-(21,11,9416) (complement has $\lambda=10032$) residual design of number 2313 |
supplementary design of number 2315 |
2317:
2317 5-(23,10,4284) (selfcomplementary) reduced 6-(23,10,1190) Halving of the complete design |
design of number 5585 with respect to smaller t |
complementary design of number 5585 with respect to smaller t |
residual design of number 5662 |
residual design of complement of number 5662 |
2318:
2318 4-(23,10,13566) (selfcomplementary) design of number 2317 with respect to smaller t |
complementary design of number 2317 with respect to smaller t |
residual design of number 2580 |
residual design of complement of number 2580 |
derived from number 2667 |
derived from complement of number 2667 |
2319:
2319 4-(22,9,4284) (selfcomplementary) derived from number 2317 |
derived from complement of number 2317 |
design of number 5562 with respect to smaller t |
complementary design of number 5562 with respect to smaller t |
residual design of number 5661 |
residual design of complement of number 5661 |
2320:
2320 4-(22,10,9282) (selfcomplementary)
residual design of number 2317 |
residual design of complement of number 2317 |
derived from number 2385 |
derived from complement of number 2385 |
design of number 5586 with respect to smaller t |
complementary design of number 5586 with respect to smaller t |
2321:
2321 5-(23,11,1428) (complement has $\lambda=17136$) TvT: 5-(22,10,476) $\cup$ 5-(22,11,952) |
2322:
2322 5-(23,12,2448) (complement has $\lambda=29376$) supplementary design of number 2321 |
2323:
2323 4-(23,11,3876) (complement has $\lambda=46512$) design of number 2321 with respect to smaller t |
derived from number 2324 |
2324:
2324 5-(24,12,3876) (complement has $\lambda=46512$) Tran van Trung construction with supplementary design for design number 2321 |
Alltop construction for design number 2323 |
\cite{Bluskov} |
2325:
2325 4-(23,12,5814) (complement has $\lambda=69768$) design of number 2322 with respect to smaller t |
supplementary design of number 2323 |
residual design of number 2324 |
2326:
2326 4-(22,12,3366) (complement has $\lambda=40392$) residual design of number 2322 |
2327:
2327 4-(24,12,9690) (complement has $\lambda=116280$) Tran van Trung construction with supplementary design for design number 2323 |
design of number 2324 with respect to smaller t |
2328:
2328 5-(23,11,2016) (complement has $\lambda=16548$) TvT: 5-(22,10,672) $\cup$ 5-(22,11,1344) |
2329:
2329 5-(23,12,3456) (complement has $\lambda=28368$) supplementary design of number 2328 |
2330:
2330 4-(23,11,5472) (complement has $\lambda=44916$)
design of number 2328 with respect to smaller t |
derived from number 2331 |
2331:
2331 5-(24,12,5472) (complement has $\lambda=44916$) Tran van Trung construction with supplementary design for design number 2328 |
Alltop construction for design number 2330 |
2332:
2332 4-(23,12,8208) (complement has $\lambda=67374$) design of number 2329 with respect to smaller t |
supplementary design of number 2330 |
residual design of number 2331 |
2333:
2333 4-(22,12,4752) (complement has $\lambda=39006$) residual design of number 2329 |
2334:
2334 4-(24,12,13680) (complement has $\lambda=112290$) Tran van Trung construction with supplementary design for design number 2330 |
design of number 2331 with respect to smaller t |
2335:
2335 5-(23,11,2856) (complement has $\lambda=15708$) TvT: 5-(22,10,952) $\cup$ 5-(22,11,1904) |
2336:
2336 5-(23,12,4896) (complement has $\lambda=26928$) supplementary design of number 2335 |
2337:
2337 4-(23,11,7752) (complement has $\lambda=42636$) design of number 2335 with respect to smaller t |
derived from number 2338 |
2338:
2338 5-(24,12,7752) (complement has $\lambda=42636$) Tran van Trung construction with supplementary design for design number 2335 |
Alltop construction for design number 2337 |
2339:
2339 4-(23,12,11628) (complement has $\lambda=63954$) design of number 2336 with respect to smaller t |
supplementary design of number 2337 |
residual design of number 2338 |
2340:
2340 4-(22,12,6732) (complement has $\lambda=37026$)
residual design of number 2336 |
2341:
2341 4-(24,12,19380) (complement has $\lambda=106590$) Tran van Trung construction with supplementary design for design number 2337 |
design of number 2338 with respect to smaller t |
2342:
2342 5-(23,11,4284) (complement has $\lambda=14280$) TvT: 5-(22,10,1428) $\cup$ 5-(22,11,2856) \cite{TranvanTrung86} |
2343:
2343 5-(23,12,7344) (complement has $\lambda=24480$) supplementary design of number 2342 |
2344:
2344 4-(23,11,11628) (complement has $\lambda=38760$) design of number 2342 with respect to smaller t |
derived from number 2345 |
2345:
2345 5-(24,12,11628) (complement has $\lambda=38760$) Tran van Trung construction with supplementary design for design number 2342 |
Alltop construction for design number 2344 |
\cite{Bluskov} |
2346:
2346 4-(23,12,17442) (complement has $\lambda=58140$) design of number 2343 with respect to smaller t |
supplementary design of number 2344 |
residual design of number 2345 |
2347:
2347 4-(22,12,10098) (complement has $\lambda=33660$) residual design of number 2343 |
2348:
2348 4-(24,12,29070) (complement has $\lambda=96900$) Tran van Trung construction with supplementary design for design number 2344 |
design of number 2345 with respect to smaller t |
2349:
2349 5-(23,11,5712) (complement has $\lambda=12852$) TvT: 5-(22,10,1904) $\cup$ 5-(22,11,3808) |
2350:
2350 5-(23,12,9792) (complement has $\lambda=22032$)
supplementary design of number 2349 |
2351:
2351 4-(23,11,15504) (complement has $\lambda=34884$) design of number 2349 with respect to smaller t |
derived from number 2352 |
2352:
2352 5-(24,12,15504) (complement has $\lambda=34884$) Tran van Trung construction with supplementary design for design number 2349 |
Alltop construction for design number 2351 |
\cite{Bluskov} |
Tran van Trung construction from 5-(23,11,5712) |
2353:
2353 4-(23,12,23256) (complement has $\lambda=52326$) design of number 2350 with respect to smaller t |
supplementary design of number 2351 |
residual design of number 2352 |
2354:
2354 4-(22,12,13464) (complement has $\lambda=30294$) residual design of number 2350 |
2355:
2355 4-(24,12,38760) (complement has $\lambda=87210$) Tran van Trung construction with supplementary design for design number 2351 |
design of number 2352 with respect to smaller t |
2356:
2356 5-(23,11,6552) (complement has $\lambda=12012$) TvT: 5-(22,10,2184) $\cup$ 5-(22,11,4368) |
2357:
2357 5-(23,12,11232) (complement has $\lambda=20592$) supplementary design of number 2356 |
2358:
2358 4-(23,11,17784) (complement has $\lambda=32604$) design of number 2356 with respect to smaller t |
derived from number 2360 |
residual design of number 2699 |
2359:
2359 4-(22,10,6552) (complement has $\lambda=12012$) derived from number 2356 |
residual design of number 7835 |
design of number 7836 with respect to smaller t |
2360:
2360 5-(24,12,17784) (complement has $\lambda=32604$)
Tran van Trung construction with supplementary design for design number 2356 |
Alltop construction for design number 2358 |
2361:
2361 4-(23,12,26676) (complement has $\lambda=48906$) design of number 2357 with respect to smaller t |
supplementary design of number 2358 |
residual design of number 2360 |
2362:
2362 4-(22,12,15444) (complement has $\lambda=28314$) residual design of number 2357 |
2363:
2363 4-(24,12,44460) (complement has $\lambda=81510$) Tran van Trung construction with supplementary design for design number 2358 |
design of number 2360 with respect to smaller t |
residual design of number 3811 |
derived from number 3812 |
2364:
2364 5-(23,11,7140) (complement has $\lambda=11424$) TvT: 5-(22,10,2380) $\cup$ 5-(22,11,4760) |
2365:
2365 5-(23,12,12240) (complement has $\lambda=19584$) supplementary design of number 2364 |
2366:
2366 4-(23,11,19380) (complement has $\lambda=31008$) design of number 2364 with respect to smaller t |
derived from number 2367 |
2367:
2367 5-(24,12,19380) (complement has $\lambda=31008$) Tran van Trung construction with supplementary design for design number 2364 |
Alltop construction for design number 2366 |
\cite{Bluskov} |
2368:
2368 4-(23,12,29070) (complement has $\lambda=46512$) design of number 2365 with respect to smaller t |
supplementary design of number 2366 |
residual design of number 2367 |
2369:
2369 4-(22,12,16830) (complement has $\lambda=26928$) residual design of number 2365 |
2370:
2370 4-(24,12,48450) (complement has $\lambda=77520$)
Tran van Trung construction with supplementary design for design number 2366 |
design of number 2367 with respect to smaller t |
2371:
2371 5-(23,11,8568) (complement has $\lambda=9996$) TvT: 5-(22,10,2856) $\cup$ 5-(22,11,5712) |
design of number 11500 with respect to smaller t |
derived from number 11502 |
2372:
2372 5-(23,12,14688) (complement has $\lambda=17136$) supplementary design of number 2371 |
design of number 11501 with respect to smaller t |
residual design of number 11502 |
2373:
2373 4-(23,11,23256) (complement has $\lambda=27132$) design of number 2371 with respect to smaller t |
derived from number 2374 |
2374:
2374 5-(24,12,23256) (complement has $\lambda=27132$) Tran van Trung construction with supplementary design for design number 2371 |
Alltop construction for design number 2373 |
\cite{Bluskov} |
design of number 11502 with respect to smaller t |
2375:
2375 4-(23,12,34884) (complement has $\lambda=40698$) design of number 2372 with respect to smaller t |
supplementary design of number 2373 |
residual design of number 2374 |
2376:
2376 4-(22,12,20196) (complement has $\lambda=23562$) residual design of number 2372 |
design of number 11504 with respect to smaller t |
2377:
2377 4-(24,12,58140) (complement has $\lambda=67830$) Tran van Trung construction with supplementary design for design number 2373 |
design of number 2374 with respect to smaller t |
2378:
2378 5-(23,11,8736) (complement has $\lambda=9828$) TvT: 5-(22,10,2912) $\cup$ 5-(22,11,5824) |
2379:
2379 5-(23,12,14976) (complement has $\lambda=16848$) supplementary design of number 2378 |
2380:
2380 4-(23,11,23712) (complement has $\lambda=26676$)
design of number 2378 with respect to smaller t |
derived from number 2381 |
residual design of number 2664 |
2381:
2381 5-(24,12,23712) (complement has $\lambda=26676$) Tran van Trung construction with supplementary design for design number 2378 |
Alltop construction for design number 2380 |
2382:
2382 4-(23,12,35568) (complement has $\lambda=40014$) design of number 2379 with respect to smaller t |
supplementary design of number 2380 |
residual design of number 2381 |
2383:
2383 4-(22,12,20592) (complement has $\lambda=23166$) residual design of number 2379 |
2384:
2384 4-(24,12,59280) (complement has $\lambda=66690$) Tran van Trung construction with supplementary design for design number 2380 |
design of number 2381 with respect to smaller t |
residual design of number 3818 |
derived from number 3819 |
2385:
2385 5-(23,11,9282) (selfcomplementary) derived 6-(24,12,9282) Halving of the complete design |
derived from number 2389 |
derived from complement of number 2389 |
2386:
2386 5-(23,12,15912) (selfcomplementary) supplementary design of number 2385 |
residual design of number 2389 |
residual design of complement of number 2389 |
2387:
2387 4-(23,11,25194) (selfcomplementary) design of number 2385 with respect to smaller t |
complementary design of number 2385 with respect to smaller t |
derived from number 2388 |
derived from complement of number 2388 |
residual design of number 2667 |
residual design of complement of number 2667 |
2388:
2388 5-(24,12,25194) (selfcomplementary) Tran van Trung construction with supplementary design for design number 2385 |
Alltop construction for design number 2387 |
design of number 2389 with respect to smaller t |
complementary design of number 2389 with respect to smaller t |
reduced 6-(24,12,9282) Halving of the complete design |
2389:
2389 6-(24,12,9282) (selfcomplementary) Alltop construction for design number 2385 |
PSL(2,23) (many isom. types) Halving of the complete design |
2390:
2390 4-(23,12,37791) (selfcomplementary)
design of number 2386 with respect to smaller t |
complementary design of number 2386 with respect to smaller t |
supplementary design of number 2387 |
residual design of number 2388 |
residual design of complement of number 2388 |
2391:
2391 4-(22,12,21879) (selfcomplementary) residual design of number 2386 |
residual design of complement of number 2386 |
2392:
2392 4-(24,12,62985) (selfcomplementary) Tran van Trung construction with supplementary design for design number 2387 |
design of number 2388 with respect to smaller t |
complementary design of number 2388 with respect to smaller t |
residual design of number 3825 |
residual design of complement of number 3825 |
derived from number 3826 |
derived from complement of number 3826 |
2393:
2393 5-(23,8,96) (complement has $\lambda=720$) TvT: 5-(22,7,16) $\cup$ 5-(22,8,80) |
2394:
2394 4-(23,8,456) (complement has $\lambda=3420$) design of number 2393 with respect to smaller t |
derived from number 10993 |
2395:
2395 5-(23,9,270) (complement has $\lambda=2790$) TvT: 5-(22,8,60) $\cup$ 5-(22,9,210) |
2396:
2396 4-(23,9,1026) (complement has $\lambda=10602$) design of number 2395 with respect to smaller t |
residual design of number 3604 |
derived from number 10889 |
2397:
2397 5-(24,10,1008) (complement has $\lambda=10620$)
2398:
2398 4-(24,10,3360) (complement has $\lambda=35400$) design of number 2397 with respect to smaller t |
2399:
2399 4-(23,9,1008) (complement has $\lambda=10620$)
2400:
2400 4-(23,10,2352) (complement has $\lambda=24780$)
residual design of number 2397 |
2401:
2401 5-(24,10,108) (complement has $\lambda=11520$) $PSL(2,23)$ (7 isomorphism types) \cite{KitazumeMunemasa97} |
2402:
2402 4-(24,10,360) (complement has $\lambda=38400$) design of number 2401 with respect to smaller t |
residual design of number 3726 |
2403:
2403 4-(23,9,108) (complement has $\lambda=11520$) derived from number 2401 |
residual design of number 3607 |
2404:
2404 4-(23,10,252) (complement has $\lambda=26880$) residual design of number 2401 |
2405:
2405 5-(24,10,126) (complement has $\lambda=11502$) $PSL(2,23)$ (2 isomorphism types) \cite{KitazumeMunemasa97} |
2406:
2406 4-(24,10,420) (complement has $\lambda=38340$) design of number 2405 with respect to smaller t |
residual design of number 3728 |
2407:
2407 4-(23,9,126) (complement has $\lambda=11502$) derived from number 2405 |
residual design of number 3613 |
2408:
2408 4-(23,10,294) (complement has $\lambda=26838$) residual design of number 2405 |
2409:
2409 5-(24,10,144) (complement has $\lambda=11484$) $PGL(2,23)$ (1 isomorphism type) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (20 isomorphism types) \cite{KitazumeMunemasa97} |
2410:
2410 4-(24,10,480) (complement has $\lambda=38280$)
design of number 2409 with respect to smaller t |
residual design of number 3730 |
derived from number 3802 |
2411:
2411 4-(23,9,144) (complement has $\lambda=11484$) derived from number 2409 |
residual design of number 3628 |
2412:
2412 4-(23,10,336) (complement has $\lambda=26796$) residual design of number 2409 |
derived from number 2676 |
2413:
2413 5-(24,10,162) (complement has $\lambda=11466$) $PSL(2,23)$ (28 isomorphism types) \cite{KitazumeMunemasa97} |
2414:
2414 4-(24,10,540) (complement has $\lambda=38220$) design of number 2413 with respect to smaller t |
residual design of number 3732 |
2415:
2415 4-(23,9,162) (complement has $\lambda=11466$) derived from number 2413 |
residual design of number 3639 |
2416:
2416 4-(23,10,378) (complement has $\lambda=26754$) residual design of number 2413 |
2417:
2417 5-(24,10,1674) (complement has $\lambda=9954$)
2418:
2418 4-(24,10,5580) (complement has $\lambda=33180$) design of number 2417 with respect to smaller t |
2419:
2419 4-(23,9,1674) (complement has $\lambda=9954$)
2420:
2420 4-(23,10,3906) (complement has $\lambda=23226$)
residual design of number 2417 |
2421:
2421 5-(24,10,1692) (complement has $\lambda=9936$)
2422:
2422 4-(24,10,5640) (complement has $\lambda=33120$) design of number 2421 with respect to smaller t |
2423:
2423 4-(23,9,1692) (complement has $\lambda=9936$)
2424:
2424 4-(23,10,3948) (complement has $\lambda=23184$) residual design of number 2421 |
2425:
2425 5-(24,10,1764) (complement has $\lambda=9864$)
2426:
2426 4-(24,10,5880) (complement has $\lambda=32880$) design of number 2425 with respect to smaller t |
2427:
2427 4-(23,9,1764) (complement has $\lambda=9864$)
2428:
2428 4-(23,10,4116) (complement has $\lambda=23016$) residual design of number 2425 |
2429:
2429 5-(24,10,1782) (complement has $\lambda=9846$)
2430:
2430 4-(24,10,5940) (complement has $\lambda=32820$)
design of number 2429 with respect to smaller t |
2431:
2431 4-(23,9,1782) (complement has $\lambda=9846$)
2432:
2432 4-(23,10,4158) (complement has $\lambda=22974$) residual design of number 2429 |
2433:
2433 5-(24,10,180) (complement has $\lambda=11448$) $PSL(2,23)$ (45 isomorphism types) \cite{KitazumeMunemasa97} |
\cite{Driessen78} |
2434:
2434 4-(24,10,600) (complement has $\lambda=38160$) design of number 2433 with respect to smaller t |
residual design of number 3734 |
2435:
2435 4-(23,9,180) (complement has $\lambda=11448$) derived from number 2433 |
residual design of number 3646 |
2436:
2436 4-(23,10,420) (complement has $\lambda=26712$) residual design of number 2433 |
2437:
2437 5-(24,10,198) (complement has $\lambda=11430$) $PSL(2,23)$ (100 isomorphism types) \cite{KitazumeMunemasa97} |
2438:
2438 4-(24,10,660) (complement has $\lambda=38100$) design of number 2437 with respect to smaller t |
residual design of number 3736 |
2439:
2439 4-(23,9,198) (complement has $\lambda=11430$) derived from number 2437 |
residual design of number 3649 |
2440:
2440 4-(23,10,462) (complement has $\lambda=26670$)
residual design of number 2437 |
2441:
2441 5-(24,10,2052) (complement has $\lambda=9576$) $PSL(2,23)$ (many isomorphism types) |
2442:
2442 4-(24,10,6840) (complement has $\lambda=31920$) design of number 2441 with respect to smaller t |
2443:
2443 4-(23,9,2052) (complement has $\lambda=9576$) derived from number 2441 |
design of number 10825 with respect to smaller t |
2444:
2444 4-(23,10,4788) (complement has $\lambda=22344$) residual design of number 2441 |
2445:
2445 5-(24,10,2088) (complement has $\lambda=9540$) $PSL(2,23)$ (many isomorphism types) |
2446:
2446 4-(23,9,2088) (complement has $\lambda=9540$) derived from number 2445 |
residual design of number 3652 |
2447:
2447 4-(23,10,4872) (complement has $\lambda=22260$) residual design of number 2445 |
2448:
2448 5-(24,10,216) (complement has $\lambda=11412$) $PGL(2,23)$ (3 isomorphism types) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (185 isomorphism types) \cite{KitazumeMunemasa97} |
2449:
2449 4-(24,10,720) (complement has $\lambda=38040$) design of number 2448 with respect to smaller t |
residual design of number 3738 |
2450:
2450 4-(23,9,216) (complement has $\lambda=11412$)
derived from number 2448 |
residual design of number 3662 |
2451:
2451 4-(23,10,504) (complement has $\lambda=26628$) residual design of number 2448 |
2452:
2452 5-(24,10,234) (complement has $\lambda=11394$) $PSL(2,23)$ (248 isomorphism types) \cite{KitazumeMunemasa97} |
2453:
2453 4-(24,10,780) (complement has $\lambda=37980$) design of number 2452 with respect to smaller t |
residual design of number 3740 |
2454:
2454 4-(23,9,234) (complement has $\lambda=11394$) derived from number 2452 |
residual design of number 3680 |
2455:
2455 4-(23,10,546) (complement has $\lambda=26586$) residual design of number 2452 |
2456:
2456 5-(24,10,252) (complement has $\lambda=11376$) $PSL(2,23)$ (689 isomorphism types) \cite{KitazumeMunemasa97} |
2457:
2457 4-(24,10,840) (complement has $\lambda=37920$) design of number 2456 with respect to smaller t |
residual design of number 3742 |
2458:
2458 4-(23,9,252) (complement has $\lambda=11376$) derived from number 2456 |
residual design of number 3691 |
2459:
2459 4-(23,10,588) (complement has $\lambda=26544$) residual design of number 2456 |
2460:
2460 5-(24,10,2538) (complement has $\lambda=9090$)
2461:
2461 4-(24,10,8460) (complement has $\lambda=30300$) design of number 2460 with respect to smaller t |
2462:
2462 4-(23,9,2538) (complement has $\lambda=9090$)
2463:
2463 4-(23,10,5922) (complement has $\lambda=21210$) residual design of number 2460 |
2464:
2464 5-(24,10,270) (complement has $\lambda=11358$) $PSL(2,23)$ (691 isomorphism types) \cite{KitazumeMunemasa97} |
2465:
2465 4-(24,10,900) (complement has $\lambda=37860$) design of number 2464 with respect to smaller t |
residual design of number 3744 |
2466:
2466 4-(23,9,270) (complement has $\lambda=11358$) derived from number 2464 |
residual design of number 3705 |
2467:
2467 4-(23,10,630) (complement has $\lambda=26502$) residual design of number 2464 |
2468:
2468 5-(24,10,288) (complement has $\lambda=11340$) $PGL(2,23)$ (4 isomorphism types) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (1783 isomorphism types) \cite{KitazumeMunemasa97} |
2469:
2469 4-(24,10,960) (complement has $\lambda=37800$) design of number 2468 with respect to smaller t |
residual design of number 3746 |
2470:
2470 4-(23,9,288) (complement has $\lambda=11340$)
derived from number 2468 |
residual design of number 3712 |
2471:
2471 4-(23,10,672) (complement has $\lambda=26460$) residual design of number 2468 |
2472:
2472 5-(24,10,3042) (complement has $\lambda=8586$) $PSL(2,23)$ (many isomorphism types) |
2473:
2473 4-(24,10,10140) (complement has $\lambda=28620$) design of number 2472 with respect to smaller t |
derived from number 8781 |
2474:
2474 4-(23,9,3042) (complement has $\lambda=8586$)
2475:
2475 4-(23,10,7098) (complement has $\lambda=20034$) residual design of number 2472 |
2476:
2476 5-(24,10,306) (complement has $\lambda=11322$) $PSL(2,23)$ (2038 isomorphism types) \cite{KitazumeMunemasa97} |
2477:
2477 4-(24,10,1020) (complement has $\lambda=37740$) design of number 2476 with respect to smaller t |
residual design of number 3748 |
2478:
2478 4-(23,9,306) (complement has $\lambda=11322$) derived from number 2476 |
residual design of number 3231 |
2479:
2479 4-(23,10,714) (complement has $\lambda=26418$) residual design of number 2476 |
2480:
2480 5-(24,10,324) (complement has $\lambda=11304$)
$PGL(2,23)$ (2 isomorphism types) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (3716 isomorphism types) \cite{KitazumeMunemasa97} |
2481:
2481 4-(24,10,1080) (complement has $\lambda=37680$) design of number 2480 with respect to smaller t |
residual design of number 3754 |
2482:
2482 4-(23,9,324) (complement has $\lambda=11304$) derived from number 2480 |
residual design of number 3238 |
2483:
2483 4-(23,10,756) (complement has $\lambda=26376$) residual design of number 2480 |
2484:
2484 5-(24,10,342) (complement has $\lambda=11286$) $PSL(2,23)$ (4929 isomorphism types) \cite{KitazumeMunemasa97} |
2485:
2485 4-(24,10,1140) (complement has $\lambda=37620$) design of number 2484 with respect to smaller t |
residual design of number 3756 |
2486:
2486 4-(23,9,342) (complement has $\lambda=11286$) derived from number 2484 |
residual design of number 3264 |
2487:
2487 4-(23,10,798) (complement has $\lambda=26334$) residual design of number 2484 |
2488:
2488 5-(24,10,36) (complement has $\lambda=11592$) $PSL(2,23)$ (1 isomorphism type) \cite{KitazumeMunemasa97} block-transitive |
2489:
2489 4-(24,10,120) (complement has $\lambda=38640$) design of number 2488 with respect to smaller t |
residual design of number 3758 |
2490:
2490 4-(23,9,36) (complement has $\lambda=11592$)
derived from number 2488 |
residual design of number 3294 |
2491:
2491 4-(23,10,84) (complement has $\lambda=27048$) residual design of number 2488 |
2492:
2492 5-(24,10,360) (complement has $\lambda=11268$) $PGL(2,23)$ (3 isomorphism types) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (8211 isomorphism types) \cite{KitazumeMunemasa97} |
2493:
2493 4-(24,10,1200) (complement has $\lambda=37560$) design of number 2492 with respect to smaller t |
residual design of number 3760 |
2494:
2494 4-(23,9,360) (complement has $\lambda=11268$) derived from number 2492 |
residual design of number 3296 |
2495:
2495 4-(23,10,840) (complement has $\lambda=26292$) residual design of number 2492 |
2496:
2496 5-(24,10,378) (complement has $\lambda=11250$) $PSL(2,23)$ (9082 isomorphism types) \cite{KitazumeMunemasa97} |
2497:
2497 4-(24,10,1260) (complement has $\lambda=37500$) design of number 2496 with respect to smaller t |
residual design of number 3762 |
2498:
2498 4-(23,9,378) (complement has $\lambda=11250$) derived from number 2496 |
residual design of number 3302 |
2499:
2499 4-(23,10,882) (complement has $\lambda=26250$) residual design of number 2496 |
2500:
2500 5-(24,10,396) (complement has $\lambda=11232$)
$PGL(2,23)$ (2 isomorphism types) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (15526 isomorphism types) \cite{KitazumeMunemasa97} |
2501:
2501 4-(24,10,1320) (complement has $\lambda=37440$) design of number 2500 with respect to smaller t |
residual design of number 3764 |
2502:
2502 4-(23,9,396) (complement has $\lambda=11232$) derived from number 2500 |
residual design of number 3325 |
2503:
2503 4-(23,10,924) (complement has $\lambda=26208$) residual design of number 2500 |
2504:
2504 5-(24,10,414) (complement has $\lambda=11214$) $PSL(2,23)$ (14714 isomorphism types) \cite{KitazumeMunemasa97} |
2505:
2505 4-(24,10,1380) (complement has $\lambda=37380$) design of number 2504 with respect to smaller t |
residual design of number 3766 |
2506:
2506 4-(23,9,414) (complement has $\lambda=11214$) derived from number 2504 |
residual design of number 3352 |
2507:
2507 4-(23,10,966) (complement has $\lambda=26166$) residual design of number 2504 |
2508:
2508 5-(24,10,432) (complement has $\lambda=11196$) $PGL(2,23)$ (4 isomorphism types) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (23725 isomorphism types) \cite{KitazumeMunemasa97} |
2509:
2509 4-(24,10,1440) (complement has $\lambda=37320$) design of number 2508 with respect to smaller t |
residual design of number 3768 |
2510:
2510 4-(23,9,432) (complement has $\lambda=11196$)
derived from number 2508 |
residual design of number 3375 |
2511:
2511 4-(23,10,1008) (complement has $\lambda=26124$) residual design of number 2508 |
2512:
2512 5-(24,10,450) (complement has $\lambda=11178$) $PSL(2,23)$ (21430 isomorphism types) \cite{KitazumeMunemasa97} |
2513:
2513 4-(24,10,1500) (complement has $\lambda=37260$) design of number 2512 with respect to smaller t |
residual design of number 3770 |
2514:
2514 4-(23,9,450) (complement has $\lambda=11178$) derived from number 2512 |
residual design of number 3393 |
2515:
2515 4-(23,10,1050) (complement has $\lambda=26082$) residual design of number 2512 |
2516:
2516 5-(24,10,468) (complement has $\lambda=11160$) $PSL(2,23)$ (30825 isomorphism types) \cite{KitazumeMunemasa97} |
2517:
2517 4-(24,10,1560) (complement has $\lambda=37200$) design of number 2516 with respect to smaller t |
residual design of number 3772 |
2518:
2518 4-(23,9,468) (complement has $\lambda=11160$) derived from number 2516 |
residual design of number 3420 |
2519:
2519 4-(23,10,1092) (complement has $\lambda=26040$) residual design of number 2516 |
2520:
2520 5-(24,10,486) (complement has $\lambda=11142$)
$PSL(2,23)$ (26361 isomorphism types) \cite{KitazumeMunemasa97} |
2521:
2521 4-(24,10,1620) (complement has $\lambda=37140$) design of number 2520 with respect to smaller t |
2522:
2522 4-(23,9,486) (complement has $\lambda=11142$)
2523:
2523 4-(23,10,1134) (complement has $\lambda=25998$) residual design of number 2520 |
2524:
2524 5-(24,10,504) (complement has $\lambda=11124$) $PGL(2,23)$ (6 isomorphism types) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (42919 isomorphism types) \cite{KitazumeMunemasa97} |
2525:
2525 4-(24,10,1680) (complement has $\lambda=37080$) design of number 2524 with respect to smaller t |
2526:
2526 4-(23,9,504) (complement has $\lambda=11124$)
2527:
2527 4-(23,10,1176) (complement has $\lambda=25956$) residual design of number 2524 |
2528:
2528 5-(24,10,522) (complement has $\lambda=11106$) $PSL(2,23)$ (27825 isomorphism types) \cite{KitazumeMunemasa97} |
2529:
2529 4-(24,10,1740) (complement has $\lambda=37020$) design of number 2528 with respect to smaller t |
2530:
2530 4-(23,9,522) (complement has $\lambda=11106$)
2531:
2531 4-(23,10,1218) (complement has $\lambda=25914$) residual design of number 2528 |
2532:
2532 5-(24,10,5310) (complement has $\lambda=6318$) $PSL(2,23)$ (many isomorphism types) |
2533:
2533 4-(24,10,17700) (complement has $\lambda=21060$) design of number 2532 with respect to smaller t |
residual design of number 8742 |
derived from number 8743 |
2534:
2534 4-(23,9,5310) (complement has $\lambda=6318$)
2535:
2535 4-(23,10,12390) (complement has $\lambda=14742$) residual design of number 2532 |
2536:
2536 5-(24,10,540) (complement has $\lambda=11088$) $PSL(2,23)$ (52255 isomorphism types) \cite{KitazumeMunemasa97} |
\cite{Driessen78} |
2537:
2537 4-(24,10,1800) (complement has $\lambda=36960$) design of number 2536 with respect to smaller t |
residual design of number 3774 |
2538:
2538 4-(23,9,540) (complement has $\lambda=11088$) derived from number 2536 |
residual design of number 3517 |
2539:
2539 4-(23,10,1260) (complement has $\lambda=25872$) residual design of number 2536 |
2540:
2540 5-(24,10,5400) (complement has $\lambda=6228$)
$PSL(2,23)$ (many isomorphism types) |
2541:
2541 4-(24,10,18000) (complement has $\lambda=20760$) design of number 2540 with respect to smaller t |
residual design of number 8553 |
derived from number 8554 |
2542:
2542 4-(23,9,5400) (complement has $\lambda=6228$)
2543:
2543 4-(23,10,12600) (complement has $\lambda=14532$) residual design of number 2540 |
2544:
2544 5-(24,10,5526) (complement has $\lambda=6102$) $PSL(2,23)$ (many isomorphism types) |
2545:
2545 4-(24,10,18420) (complement has $\lambda=20340$) design of number 2544 with respect to smaller t |
residual design of number 3776 |
2546:
2546 4-(23,9,5526) (complement has $\lambda=6102$) derived from number 2544 |
residual design of number 3538 |
2547:
2547 4-(23,10,12894) (complement has $\lambda=14238$) residual design of number 2544 |
2548:
2548 5-(24,10,5544) (complement has $\lambda=6084$) $PSL(2,23)$ (many isomorphism types) |
2549:
2549 4-(24,10,18480) (complement has $\lambda=20280$) design of number 2548 with respect to smaller t |
residual design of number 3778 |
derived from number 3797 |
2550:
2550 4-(23,9,5544) (complement has $\lambda=6084$)
derived from number 2548 |
residual design of number 3541 |
2551:
2551 4-(23,10,12936) (complement has $\lambda=14196$) residual design of number 2548 |
derived from number 6201 |
2552:
2552 5-(24,10,5562) (complement has $\lambda=6066$) $PSL(2,23)$ (many isomorphism types) |
2553:
2553 4-(24,10,18540) (complement has $\lambda=20220$) design of number 2552 with respect to smaller t |
2554:
2554 4-(23,9,5562) (complement has $\lambda=6066$)
2555:
2555 4-(23,10,12978) (complement has $\lambda=14154$) residual design of number 2552 |
2556:
2556 5-(24,10,558) (complement has $\lambda=11070$) $PSL(2,23)$ (27210 isomorphism types) \cite{KitazumeMunemasa97} |
2557:
2557 4-(24,10,1860) (complement has $\lambda=36900$) design of number 2556 with respect to smaller t |
2558:
2558 4-(23,9,558) (complement has $\lambda=11070$)
2559:
2559 4-(23,10,1302) (complement has $\lambda=25830$) residual design of number 2556 |
2560:
2560 5-(24,10,5598) (complement has $\lambda=6030$)
$PSL(2,23)$ (many isomorphism types) |
2561:
2561 4-(24,10,18660) (complement has $\lambda=20100$) design of number 2560 with respect to smaller t |
2562:
2562 4-(23,9,5598) (complement has $\lambda=6030$)
2563:
2563 4-(23,10,13062) (complement has $\lambda=14070$) residual design of number 2560 |
2564:
2564 5-(24,10,5652) (complement has $\lambda=5976$) $PSL(2,23)$ (many isomorphism types) |
2565:
2565 4-(24,10,18840) (complement has $\lambda=19920$) design of number 2564 with respect to smaller t |
2566:
2566 4-(23,9,5652) (complement has $\lambda=5976$)
2567:
2567 4-(23,10,13188) (complement has $\lambda=13944$) residual design of number 2564 |
2568:
2568 5-(24,10,5724) (complement has $\lambda=5904$) $PSL(2,23)$ (many isomorphism types) |
2569:
2569 4-(24,10,19080) (complement has $\lambda=19680$) design of number 2568 with respect to smaller t |
residual design of number 3780 |
derived from number 8582 |
2570:
2570 4-(23,9,5724) (complement has $\lambda=5904$)
derived from number 2568 |
residual design of number 3564 |
2571:
2571 4-(23,10,13356) (complement has $\lambda=13776$) residual design of number 2568 |
2572:
2572 5-(24,10,576) (complement has $\lambda=11052$) $PGL(2,23)$ (6 isomorphism types) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (41169 isomorphism types) \cite{KitazumeMunemasa97} |
2573:
2573 4-(24,10,1920) (complement has $\lambda=36840$) design of number 2572 with respect to smaller t |
2574:
2574 4-(23,9,576) (complement has $\lambda=11052$)
2575:
2575 4-(23,10,1344) (complement has $\lambda=25788$) residual design of number 2572 |
2576:
2576 5-(24,10,5760) (complement has $\lambda=5868$) $PSL(2,23)$ (many isomorphism types) |
2577:
2577 4-(24,10,19200) (complement has $\lambda=19560$) design of number 2576 with respect to smaller t |
residual design of number 3782 |
2578:
2578 4-(23,9,5760) (complement has $\lambda=5868$) derived from number 2576 |
residual design of number 3571 |
2579:
2579 4-(23,10,13440) (complement has $\lambda=13692$) residual design of number 2576 |
2580:
2580 5-(24,10,5814) (selfcomplementary)
$PSL(2,23)$ (many isomorphism types) halving of complete design! |
design of number 5662 with respect to smaller t |
complementary design of number 5662 with respect to smaller t |
residual design of number 5788 |
residual design of complement of number 5788 |
2581:
2581 4-(24,10,19380) (selfcomplementary) design of number 2580 with respect to smaller t |
complementary design of number 2580 with respect to smaller t |
residual design of number 3787 |
residual design of complement of number 3787 |
derived from number 3800 |
derived from complement of number 3800 |
2582:
2582 4-(23,9,5814) (selfcomplementary) derived from number 2580 |
derived from complement of number 2580 |
residual design of number 3582 |
residual design of complement of number 3582 |
design of number 5661 with respect to smaller t |
complementary design of number 5661 with respect to smaller t |
2583:
2583 5-(24,10,594) (complement has $\lambda=11034$) $PSL(2,23)$ (23963 isomorphism types) \cite{KitazumeMunemasa97} |
2584:
2584 4-(24,10,1980) (complement has $\lambda=36780$) design of number 2583 with respect to smaller t |
2585:
2585 4-(23,9,594) (complement has $\lambda=11034$)
2586:
2586 4-(23,10,1386) (complement has $\lambda=25746$) residual design of number 2583 |
2587:
2587 5-(24,10,612) (complement has $\lambda=11016$) $PGL(2,23)$ (3 isomorphism types) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (26131 isomorphism types) \cite{KitazumeMunemasa97} |
2588:
2588 4-(24,10,2040) (complement has $\lambda=36720$) design of number 2587 with respect to smaller t |
2589:
2589 4-(23,9,612) (complement has $\lambda=11016$)
2590:
2590 4-(23,10,1428) (complement has $\lambda=25704$)
residual design of number 2587 |
2591:
2591 5-(24,10,630) (complement has $\lambda=10998$) $PSL(2,23)$ (16889 isomorphism types) \cite{KitazumeMunemasa97} |
2592:
2592 4-(24,10,2100) (complement has $\lambda=36660$) design of number 2591 with respect to smaller t |
residual design of number 3789 |
2593:
2593 4-(23,9,630) (complement has $\lambda=10998$) derived from number 2591 |
residual design of number 3585 |
2594:
2594 4-(23,10,1470) (complement has $\lambda=25662$) residual design of number 2591 |
2595:
2595 5-(24,10,648) (complement has $\lambda=10980$) $PGL(2,23)$ (3 isomorphism types) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (19357 isomorphism types) \cite{KitazumeMunemasa97} |
2596:
2596 4-(24,10,2160) (complement has $\lambda=36600$) design of number 2595 with respect to smaller t |
2597:
2597 4-(23,9,648) (complement has $\lambda=10980$)
2598:
2598 4-(23,10,1512) (complement has $\lambda=25620$) residual design of number 2595 |
2599:
2599 5-(24,10,666) (complement has $\lambda=10962$) $PSL(2,23)$ (10178 isomorphism types) \cite{KitazumeMunemasa97} |
2600:
2600 4-(24,10,2220) (complement has $\lambda=36540$)
design of number 2599 with respect to smaller t |
2601:
2601 4-(23,9,666) (complement has $\lambda=10962$)
2602:
2602 4-(23,10,1554) (complement has $\lambda=25578$) residual design of number 2599 |
2603:
2603 5-(24,10,684) (complement has $\lambda=10944$) $PGL(2,23)$ (4 isomorphism types) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (12572 isomorphism types) \cite{KitazumeMunemasa97} |
2604:
2604 4-(24,10,2280) (complement has $\lambda=36480$) design of number 2603 with respect to smaller t |
2605:
2605 4-(23,9,684) (complement has $\lambda=10944$)
2606:
2606 4-(23,10,1596) (complement has $\lambda=25536$) residual design of number 2603 |
2607:
2607 5-(24,10,702) (complement has $\lambda=10926$) $PSL(2,23)$ (6096 isomorphism types) \cite{KitazumeMunemasa97} |
2608:
2608 4-(24,10,2340) (complement has $\lambda=36420$) design of number 2607 with respect to smaller t |
2609:
2609 4-(23,9,702) (complement has $\lambda=10926$)
2610:
2610 4-(23,10,1638) (complement has $\lambda=25494$)
residual design of number 2607 |
2611:
2611 5-(24,10,72) (complement has $\lambda=11556$) $PGL(2,23)$ (1 isomorphism type) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (1 isomorphism type) \cite{KitazumeMunemasa97} |
2612:
2612 4-(24,10,240) (complement has $\lambda=38520$) design of number 2611 with respect to smaller t |
2613:
2613 4-(23,9,72) (complement has $\lambda=11556$)
2614:
2614 4-(23,10,168) (complement has $\lambda=26964$) residual design of number 2611 |
2615:
2615 5-(24,10,720) (complement has $\lambda=10908$) $PGL(2,23)$ (1 isomorphism type) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (5975 isomorphism types) \cite{KitazumeMunemasa97} |
2616:
2616 4-(23,9,720) (complement has $\lambda=10908$) derived from number 2615 |
residual design of number 3588 |
2617:
2617 4-(23,10,1680) (complement has $\lambda=25452$) residual design of number 2615 |
2618:
2618 5-(24,10,738) (complement has $\lambda=10890$) $PSL(2,23)$ (3105 isomorphism types) \cite{KitazumeMunemasa97} |
2619:
2619 4-(24,10,2460) (complement has $\lambda=36300$) design of number 2618 with respect to smaller t |
2620:
2620 4-(23,9,738) (complement has $\lambda=10890$)
2621:
2621 4-(23,10,1722) (complement has $\lambda=25410$) residual design of number 2618 |
2622:
2622 5-(24,10,756) (complement has $\lambda=10872$) $PGL(2,23)$ (1 isomorphism type) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (2341 isomorphism types) \cite{KitazumeMunemasa97} |
2623:
2623 4-(24,10,2520) (complement has $\lambda=36240$) design of number 2622 with respect to smaller t |
residual design of number 3718 |
2624:
2624 4-(23,9,756) (complement has $\lambda=10872$) derived from number 2622 |
residual design of number 3589 |
2625:
2625 4-(23,10,1764) (complement has $\lambda=25368$) residual design of number 2622 |
2626:
2626 5-(24,10,774) (complement has $\lambda=10854$) $PSL(2,23)$ (1163 isomorphism types) \cite{KitazumeMunemasa97} |
2627:
2627 4-(23,9,774) (complement has $\lambda=10854$) derived from number 2626 |
residual design of number 3591 |
2628:
2628 4-(23,10,1806) (complement has $\lambda=25326$) residual design of number 2626 |
2629:
2629 5-(24,10,792) (complement has $\lambda=10836$) $PGL(2,23)$ (1 isomorphism type) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (1052 isomorphism types) \cite{KitazumeMunemasa97} |
2630:
2630 4-(24,10,2640) (complement has $\lambda=36120$)
design of number 2629 with respect to smaller t |
residual design of number 3720 |
2631:
2631 4-(23,9,792) (complement has $\lambda=10836$) derived from number 2629 |
residual design of number 3593 |
2632:
2632 4-(23,10,1848) (complement has $\lambda=25284$) residual design of number 2629 |
2633:
2633 5-(24,10,810) (complement has $\lambda=10818$) $PSL(2,23)$ (356 isomorphism types) \cite{KitazumeMunemasa97} |
2634:
2634 4-(24,10,2700) (complement has $\lambda=36060$) design of number 2633 with respect to smaller t |
2635:
2635 4-(23,9,810) (complement has $\lambda=10818$)
2636:
2636 4-(23,10,1890) (complement has $\lambda=25242$) residual design of number 2633 |
2637:
2637 5-(24,10,828) (complement has $\lambda=10800$) $PSL(2,23)$ (416 isomorphism types) \cite{KitazumeMunemasa97} |
2638:
2638 4-(24,10,2760) (complement has $\lambda=36000$) design of number 2637 with respect to smaller t |
2639:
2639 4-(23,9,828) (complement has $\lambda=10800$)
2640:
2640 4-(23,10,1932) (complement has $\lambda=25200$)
residual design of number 2637 |
2641:
2641 5-(24,10,846) (complement has $\lambda=10782$) $PSL(2,23)$ (139 isomorphism types) \cite{KitazumeMunemasa97} |
2642:
2642 4-(24,10,2820) (complement has $\lambda=35940$) design of number 2641 with respect to smaller t |
residual design of number 3722 |
2643:
2643 4-(23,9,846) (complement has $\lambda=10782$) derived from number 2641 |
residual design of number 3596 |
2644:
2644 4-(23,10,1974) (complement has $\lambda=25158$) residual design of number 2641 |
2645:
2645 5-(24,10,864) (complement has $\lambda=10764$) $PSL(2,23)$ (117 isomorphism types) \cite{KitazumeMunemasa97} |
2646:
2646 4-(24,10,2880) (complement has $\lambda=35880$) design of number 2645 with respect to smaller t |
2647:
2647 4-(23,9,864) (complement has $\lambda=10764$)
2648:
2648 4-(23,10,2016) (complement has $\lambda=25116$) residual design of number 2645 |
2649:
2649 5-(24,10,882) (complement has $\lambda=10746$) $PSL(2,23)$ (45 isomorphism types) \cite{KitazumeMunemasa97} |
2650:
2650 4-(24,10,2940) (complement has $\lambda=35820$)
design of number 2649 with respect to smaller t |
2651:
2651 4-(23,9,882) (complement has $\lambda=10746$)
2652:
2652 4-(23,10,2058) (complement has $\lambda=25074$) residual design of number 2649 |
2653:
2653 5-(24,10,900) (complement has $\lambda=10728$) $PSL(2,23)$ (14 isomorphism types) \cite{KitazumeMunemasa97} |
2654:
2654 4-(24,10,3000) (complement has $\lambda=35760$) design of number 2653 with respect to smaller t |
2655:
2655 4-(23,9,900) (complement has $\lambda=10728$)
2656:
2656 4-(23,10,2100) (complement has $\lambda=25032$) residual design of number 2653 |
2657:
2657 5-(24,10,918) (complement has $\lambda=10710$) $PSL(2,23)$ (4 isomorphism types) \cite{KitazumeMunemasa97} |
2658:
2658 4-(24,10,3060) (complement has $\lambda=35700$) design of number 2657 with respect to smaller t |
residual design of number 3724 |
2659:
2659 4-(23,9,918) (complement has $\lambda=10710$) derived from number 2657 |
residual design of number 3599 |
2660:
2660 4-(23,10,2142) (complement has $\lambda=24990$)
residual design of number 2657 |
2661:
2661 5-(24,10,936) (complement has $\lambda=10692$) $PSL(2,23)$ (4 isomorphism types) \cite{KitazumeMunemasa97} |
$PSL(2,23)$ (4 isomorphism types) \cite{KitazumeMunemasa97} |
2662:
2662 4-(23,9,936) (complement has $\lambda=10692$) derived from number 2661 |
residual design of number 3602 |
2663:
2663 4-(23,10,2184) (complement has $\lambda=24948$) residual design of number 2661 |
2664:
2664 5-(24,11,12768) (complement has $\lambda=14364$) TvT: 5-(23,10,4032) $\cup$ 5-(23,11,8736) |
2665:
2665 4-(24,11,36480) (complement has $\lambda=41040$) design of number 2664 with respect to smaller t |
residual design of number 3794 |
derived from number 3818 |
2666:
2666 4-(23,10,12768) (complement has $\lambda=14364$) derived from number 2664 |
residual design of number 7841 |
design of number 7843 with respect to smaller t |
2667:
2667 5-(24,11,13566) (selfcomplementary) TvT: 5-(23,11,9282) $\cup$ 5-(23,10,4284) Halving of the complete design |
2668:
2668 4-(24,11,38760) (selfcomplementary) design of number 2667 with respect to smaller t |
complementary design of number 2667 with respect to smaller t |
residual design of number 3800 |
residual design of complement of number 3800 |
derived from number 3825 |
derived from complement of number 3825 |
2669:
2669 5-(24,11,2310) (complement has $\lambda=24822$)
2670:
2670 4-(24,11,6600) (complement has $\lambda=70920$)
design of number 2669 with respect to smaller t |
derived from number 3833 |
2671:
2671 4-(23,10,2310) (complement has $\lambda=24822$)
2672:
2672 4-(23,11,4290) (complement has $\lambda=46098$) residual design of number 2669 |
derived from number 2675 |
2673:
2673 4-(23,12,6435) (complement has $\lambda=69147$) supplementary design of number 2672 |
residual design of number 2675 |
2674:
2674 4-(24,12,10725) (complement has $\lambda=115245$) Tran van Trung construction with supplementary design for design number 2672 |
design of number 2675 with respect to smaller t |
residual design of number 3833 |
derived from number 3834 |
2675:
2675 5-(24,12,4290) (complement has $\lambda=46098$) Alltop construction for design number 2672 |
\cite{Bluskov} |
2676:
2676 5-(24,11,336) (complement has $\lambda=26796$)
2677:
2677 4-(24,11,960) (complement has $\lambda=76560$) design of number 2676 with respect to smaller t |
residual design of number 3802 |
derived from number 3840 |
2678:
2678 4-(23,11,624) (complement has $\lambda=49764$) residual design of number 2676 |
derived from number 2681 |
2679:
2679 4-(23,12,936) (complement has $\lambda=74646$) supplementary design of number 2678 |
residual design of number 2681 |
2680:
2680 4-(24,12,1560) (complement has $\lambda=124410$)
Tran van Trung construction with supplementary design for design number 2678 |
design of number 2681 with respect to smaller t |
residual design of number 3840 |
derived from number 3841 |
2681:
2681 5-(24,12,624) (complement has $\lambda=49764$) Alltop construction for design number 2678 |
2682:
2682 5-(24,11,4032) (complement has $\lambda=23100$)
2683:
2683 4-(23,10,4032) (complement has $\lambda=23100$)
2684:
2684 4-(23,11,7488) (complement has $\lambda=42900$) residual design of number 2682 |
derived from number 2686 |
2685:
2685 4-(23,12,11232) (complement has $\lambda=64350$) supplementary design of number 2684 |
residual design of number 2686 |
2686:
2686 5-(24,12,7488) (complement has $\lambda=42900$) Alltop construction for design number 2684 |
2687:
2687 5-(24,11,4620) (complement has $\lambda=22512$)
2688:
2688 4-(24,11,13200) (complement has $\lambda=64320$) design of number 2687 with respect to smaller t |
derived from number 3804 |
2689:
2689 4-(23,10,4620) (complement has $\lambda=22512$)
2690:
2690 4-(23,11,8580) (complement has $\lambda=41808$)
residual design of number 2687 |
derived from number 2693 |
2691:
2691 4-(23,12,12870) (complement has $\lambda=62712$) supplementary design of number 2690 |
residual design of number 2693 |
2692:
2692 4-(24,12,21450) (complement has $\lambda=104520$) Tran van Trung construction with supplementary design for design number 2690 |
design of number 2693 with respect to smaller t |
residual design of number 3804 |
derived from number 3805 |
2693:
2693 5-(24,12,8580) (complement has $\lambda=41808$) Alltop construction for design number 2690 |
2694:
2694 5-(24,11,4956) (complement has $\lambda=22176$)
2695:
2695 4-(23,10,4956) (complement has $\lambda=22176$)
2696:
2696 4-(23,11,9204) (complement has $\lambda=41184$) residual design of number 2694 |
derived from number 2698 |
2697:
2697 4-(23,12,13806) (complement has $\lambda=61776$) supplementary design of number 2696 |
residual design of number 2698 |
2698:
2698 5-(24,12,9204) (complement has $\lambda=41184$) Alltop construction for design number 2696 |
2699:
2699 5-(24,11,9576) (complement has $\lambda=17556$) TvT: 5-(23,10,3024) $\cup$ 5-(23,11,6552) |
2700:
2700 4-(24,11,27360) (complement has $\lambda=50160$)
design of number 2699 with respect to smaller t |
residual design of number 3791 |
derived from number 3811 |
2701:
2701 4-(23,10,9576) (complement has $\lambda=17556$) derived from number 2699 |
residual design of number 7833 |
design of number 7835 with respect to smaller t |
2702:
2702 5-(24,12,14964) (complement has $\lambda=35424$) \cite{Bluskov} |
Alltop construction for design number 2704 |
2703:
2703 4-(24,12,37410) (complement has $\lambda=88560$) design of number 2702 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2704 |
2704:
2704 4-(23,11,14964) (complement has $\lambda=35424$)
2705:
2705 4-(23,12,22446) (complement has $\lambda=53136$) residual design of number 2702 |
supplementary design of number 2704 |
2706:
2706 5-(24,12,15540) (complement has $\lambda=34848$) \cite{Bluskov} |
Alltop construction for design number 2708 |
2707:
2707 4-(24,12,38850) (complement has $\lambda=87120$) design of number 2706 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2708 |
2708:
2708 4-(23,11,15540) (complement has $\lambda=34848$)
2709:
2709 4-(23,12,23310) (complement has $\lambda=52272$) residual design of number 2706 |
supplementary design of number 2708 |
2710:
2710 5-(24,12,17442) (complement has $\lambda=32946$)
\cite{Bluskov} |
Alltop construction for design number 2712 |
Tran van Trung construction with supplementary design for design number 5609 |
design of number 5611 with respect to smaller t |
2711:
2711 4-(24,12,43605) (complement has $\lambda=82365$) design of number 2710 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2712 |
2712:
2712 4-(23,11,17442) (complement has $\lambda=32946$) derived from number 2710 |
design of number 5609 with respect to smaller t |
2713:
2713 4-(23,12,26163) (complement has $\lambda=49419$) residual design of number 2710 |
supplementary design of number 2712 |
design of number 5613 with respect to smaller t |
2714:
2714 5-(24,12,21318) (complement has $\lambda=29070$) \cite{Bluskov} |
Alltop construction for design number 2716 |
2715:
2715 4-(24,12,53295) (complement has $\lambda=72675$) design of number 2714 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2716 |
2716:
2716 4-(23,11,21318) (complement has $\lambda=29070$)
2717:
2717 4-(23,12,31977) (complement has $\lambda=43605$) residual design of number 2714 |
supplementary design of number 2716 |
2718:
2718 5-(24,12,4032) (complement has $\lambda=46356$) \cite{Bluskov} |
Alltop construction for design number 2720 |
2719:
2719 4-(24,12,10080) (complement has $\lambda=115890$) design of number 2718 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2720 |
2720:
2720 4-(23,11,4032) (complement has $\lambda=46356$)
2721:
2721 4-(23,12,6048) (complement has $\lambda=69534$) residual design of number 2718 |
supplementary design of number 2720 |
2722:
2722 5-(24,12,48) (complement has $\lambda=50340$) \cite{AssmusMattson69c} |
Alltop construction for design number 2724 |
\cite{Driessen} |
2723:
2723 4-(24,12,120) (complement has $\lambda=125850$) design of number 2722 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2724 |
2724:
2724 4-(23,11,48) (complement has $\lambda=50340$)
2725:
2725 4-(23,12,72) (complement has $\lambda=75510$) residual design of number 2722 |
supplementary design of number 2724 |
2726:
2726 5-(24,12,576) (complement has $\lambda=49812$) $PSL(2,23)$ (1 isomorphism type) \cite{AssmusMattson69c} |
Alltop construction for design number 2728 |
2727:
2727 4-(24,12,1440) (complement has $\lambda=124530$) design of number 2726 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2728 |
2728:
2728 4-(23,11,576) (complement has $\lambda=49812$)
2729:
2729 4-(23,12,864) (complement has $\lambda=74718$) residual design of number 2726 |
supplementary design of number 2728 |
2730:
2730 5-(24,12,6336) (complement has $\lambda=44052$)
Alltop construction for design number 2732 |
2731:
2731 4-(24,12,15840) (complement has $\lambda=110130$) design of number 2730 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2732 |
2732:
2732 4-(23,11,6336) (complement has $\lambda=44052$)
2733:
2733 4-(23,12,9504) (complement has $\lambda=66078$) residual design of number 2730 |
supplementary design of number 2732 |
2734:
2734 5-(24,12,6384) (complement has $\lambda=44004$) Alltop construction for design number 2736 |
2735:
2735 4-(24,12,15960) (complement has $\lambda=110010$) design of number 2734 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2736 |
2736:
2736 4-(23,11,6384) (complement has $\lambda=44004$)
2737:
2737 4-(23,12,9576) (complement has $\lambda=66006$) residual design of number 2734 |
supplementary design of number 2736 |
2738:
2738 5-(24,12,6912) (complement has $\lambda=43476$) Alltop construction for design number 2740 |
2739:
2739 4-(24,12,17280) (complement has $\lambda=108690$) design of number 2738 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2740 |
2740:
2740 4-(23,11,6912) (complement has $\lambda=43476$)
2741:
2741 4-(23,12,10368) (complement has $\lambda=65214$) residual design of number 2738 |
supplementary design of number 2740 |
2742:
2742 5-(24,12,6960) (complement has $\lambda=43428$) Alltop construction for design number 2744 |
2743:
2743 4-(24,12,17400) (complement has $\lambda=108570$) design of number 2742 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2744 |
2744:
2744 4-(23,11,6960) (complement has $\lambda=43428$)
2745:
2745 4-(23,12,10440) (complement has $\lambda=65142$) residual design of number 2742 |
supplementary design of number 2744 |
2746:
2746 5-(24,12,9690) (complement has $\lambda=40698$) Alltop construction for design number 2748 |
Tran van Trung construction with supplementary design for design number 11484 |
design of number 11496 with respect to smaller t |
2747:
2747 4-(24,12,24225) (complement has $\lambda=101745$) design of number 2746 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 2748 |
2748:
2748 4-(23,11,9690) (complement has $\lambda=40698$) derived from number 2746 |
design of number 11484 with respect to smaller t |
2749:
2749 4-(23,12,14535) (complement has $\lambda=61047$) residual design of number 2746 |
supplementary design of number 2748 |
design of number 11485 with respect to smaller t |
2750:
2750 5-(24,6,1) (complement has $\lambda=18$)
\cite{Denniston76} $PSL(2,23)$ (3 isom. types) |
2751:
2751 4-(24,6,10) (complement has $\lambda=180$) design of number 2750 with respect to smaller t |
derived from number 3847 |
2752:
2752 4-(23,5,1) (complement has $\lambda=18$)
2753:
2753 4-(23,6,9) (complement has $\lambda=162$) residual design of number 2750 |
derived from number 2885 |
2754:
2754 5-(24,6,2) (complement has $\lambda=17$) $PGL(2,11)\times C_2$ 1 isomorphism type, $PSL(2,11)\times C_2$ 611 solutions |
$PGL(2,23)$ 6 isomorphism types, $PSL(2,23)$ 38 isomorphism types |
2755:
2755 4-(24,6,20) (complement has $\lambda=170$) design of number 2754 with respect to smaller t |
derived from number 3849 |
2756:
2756 4-(23,5,2) (complement has $\lambda=17$)
2757:
2757 4-(23,6,18) (complement has $\lambda=153$) residual design of number 2754 |
derived from number 2794 |
2758:
2758 5-(24,6,3) (complement has $\lambda=16$) \cite{AssmusMattson69} $M_24$ 1 isomorphism type |
$PGL(2,23)$ 3 isomorphism types |
2759:
2759 4-(24,6,30) (complement has $\lambda=160$) design of number 2758 with respect to smaller t |
derived from number 3850 |
2760:
2760 4-(23,5,3) (complement has $\lambda=16$)
2761:
2761 4-(23,6,27) (complement has $\lambda=144$) residual design of number 2758 |
derived from number 2805 |
2762:
2762 5-(24,6,4) (complement has $\lambda=15$) $PGL(2,23)$ 18 isomorphism types |
$PGL(2,11)\times C_2$ 392 solutions |
2763:
2763 4-(24,6,40) (complement has $\lambda=150$) design of number 2762 with respect to smaller t |
derived from number 3851 |
2764:
2764 4-(23,5,4) (complement has $\lambda=15$)
2765:
2765 4-(23,6,36) (complement has $\lambda=135$) residual design of number 2762 |
derived from number 2820 |
2766:
2766 5-(24,6,5) (complement has $\lambda=14$) $PGL(2,23)$ 13 isomorphism types |
$PGL(2,11)\times C_2$ 10118 solutions |
2767:
2767 4-(24,6,50) (complement has $\lambda=140$) design of number 2766 with respect to smaller t |
derived from number 3853 |
2768:
2768 4-(23,5,5) (complement has $\lambda=14$)
2769:
2769 4-(23,6,45) (complement has $\lambda=126$) residual design of number 2766 |
derived from number 2831 |
2770:
2770 5-(24,6,6) (complement has $\lambda=13$)
$PGL(2,23)$ 24 isomorphism types |
$PGL(2,11)\times C_2$ |
derived from number 8000 |
2771:
2771 4-(24,6,60) (complement has $\lambda=130$) design of number 2770 with respect to smaller t |
derived from number 6296 |
2772:
2772 4-(23,5,6) (complement has $\lambda=13$)
2773:
2773 4-(23,6,54) (complement has $\lambda=117$) residual design of number 2770 |
derived from number 2842 |
2774:
2774 5-(24,6,7) (complement has $\lambda=12$) $PGL(2,23)$ 20 isomorphism types |
$PGL(2,11)\times C_2$ |
2775:
2775 4-(24,6,70) (complement has $\lambda=120$) design of number 2774 with respect to smaller t |
derived from number 6299 |
2776:
2776 4-(23,5,7) (complement has $\lambda=12$)
2777:
2777 4-(23,6,63) (complement has $\lambda=108$) residual design of number 2774 |
derived from number 2857 |
2778:
2778 5-(24,6,8) (complement has $\lambda=11$) $PGL(2,23)$ 51 isomorphism types |
2779:
2779 4-(24,6,80) (complement has $\lambda=110$) design of number 2778 with respect to smaller t |
derived from number 3855 |
2780:
2780 4-(23,5,8) (complement has $\lambda=11$)
2781:
2781 4-(23,6,72) (complement has $\lambda=99$) residual design of number 2778 |
derived from number 2868 |
2782:
2782 5-(24,6,9) (complement has $\lambda=10$) $PGL(2,23)$ 43 isomorphism types |
$PGL(2,11)\times C_2$ |
2783:
2783 4-(24,6,90) (complement has $\lambda=100$) design of number 2782 with respect to smaller t |
derived from number 3857 |
2784:
2784 4-(23,5,9) (complement has $\lambda=10$)
2785:
2785 4-(23,6,81) (complement has $\lambda=90$) residual design of number 2782 |
derived from number 2879 |
2786:
2786 5-(24,7,12) (complement has $\lambda=159$)
2787:
2787 4-(24,7,80) (complement has $\lambda=1060$) design of number 2786 with respect to smaller t |
2788:
2788 4-(23,6,12) (complement has $\lambda=159$)
2789:
2789 4-(23,7,68) (complement has $\lambda=901$) residual design of number 2786 |
2790:
2790 5-(24,7,15) (complement has $\lambda=156$)
2791:
2791 4-(24,7,100) (complement has $\lambda=1040$) design of number 2790 with respect to smaller t |
2792:
2792 4-(23,6,15) (complement has $\lambda=156$)
2793:
2793 4-(23,7,85) (complement has $\lambda=884$) residual design of number 2790 |
2794:
2794 5-(24,7,18) (complement has $\lambda=153$)
2795:
2795 4-(24,7,120) (complement has $\lambda=1020$) design of number 2794 with respect to smaller t |
residual design of number 3849 |
2796:
2796 4-(23,7,102) (complement has $\lambda=867$) residual design of number 2794 |
2797:
2797 5-(24,7,21) (complement has $\lambda=150$)
2798:
2798 4-(24,7,140) (complement has $\lambda=1000$) design of number 2797 with respect to smaller t |
2799:
2799 4-(23,6,21) (complement has $\lambda=150$)
2800:
2800 4-(23,7,119) (complement has $\lambda=850$)
residual design of number 2797 |
2801:
2801 5-(24,7,24) (complement has $\lambda=147$)
2802:
2802 4-(24,7,160) (complement has $\lambda=980$) design of number 2801 with respect to smaller t |
derived from number 3859 |
2803:
2803 4-(23,6,24) (complement has $\lambda=147$)
2804:
2804 4-(23,7,136) (complement has $\lambda=833$) residual design of number 2801 |
derived from number 2960 |
2805:
2805 5-(24,7,27) (complement has $\lambda=144$)
2806:
2806 4-(24,7,180) (complement has $\lambda=960$) design of number 2805 with respect to smaller t |
residual design of number 3850 |
derived from number 6302 |
2807:
2807 4-(23,7,153) (complement has $\lambda=816$) residual design of number 2805 |
2808:
2808 5-(24,7,3) (complement has $\lambda=168$) \cite{Driessen78} $M_{24}$ |
2809:
2809 4-(24,7,20) (complement has $\lambda=1120$) design of number 2808 with respect to smaller t |
derived from number 3861 |
2810:
2810 4-(23,6,3) (complement has $\lambda=168$)
2811:
2811 4-(23,7,17) (complement has $\lambda=952$) residual design of number 2808 |
derived from number 2995 |
2812:
2812 5-(24,7,30) (complement has $\lambda=141$)
2813:
2813 4-(24,7,200) (complement has $\lambda=940$) design of number 2812 with respect to smaller t |
2814:
2814 4-(23,6,30) (complement has $\lambda=141$)
2815:
2815 4-(23,7,170) (complement has $\lambda=799$) residual design of number 2812 |
2816:
2816 5-(24,7,33) (complement has $\lambda=138$)
2817:
2817 4-(24,7,220) (complement has $\lambda=920$) design of number 2816 with respect to smaller t |
2818:
2818 4-(23,6,33) (complement has $\lambda=138$)
2819:
2819 4-(23,7,187) (complement has $\lambda=782$) residual design of number 2816 |
2820:
2820 5-(24,7,36) (complement has $\lambda=135$)
\cite{Kreheretal90} |
derived from number 6251 |
2821:
2821 4-(24,7,240) (complement has $\lambda=900$) design of number 2820 with respect to smaller t |
residual design of number 3851 |
derived from number 6252 |
2822:
2822 4-(23,7,204) (complement has $\lambda=765$) residual design of number 2820 |
derived from number 6253 |
2823:
2823 5-(24,7,39) (complement has $\lambda=132$)
2824:
2824 4-(24,7,260) (complement has $\lambda=880$) design of number 2823 with respect to smaller t |
2825:
2825 4-(23,6,39) (complement has $\lambda=132$)
2826:
2826 4-(23,7,221) (complement has $\lambda=748$) residual design of number 2823 |
2827:
2827 5-(24,7,42) (complement has $\lambda=129$)
2828:
2828 4-(24,7,280) (complement has $\lambda=860$) design of number 2827 with respect to smaller t |
2829:
2829 4-(23,6,42) (complement has $\lambda=129$)
2830:
2830 4-(23,7,238) (complement has $\lambda=731$)
residual design of number 2827 |
2831:
2831 5-(24,7,45) (complement has $\lambda=126$) \cite{Kreheretal90} |
derived from number 6256 |
2832:
2832 4-(24,7,300) (complement has $\lambda=840$) design of number 2831 with respect to smaller t |
residual design of number 3853 |
derived from number 6257 |
2833:
2833 4-(23,7,255) (complement has $\lambda=714$) residual design of number 2831 |
derived from number 6258 |
2834:
2834 5-(24,7,48) (complement has $\lambda=123$)
2835:
2835 4-(24,7,320) (complement has $\lambda=820$) design of number 2834 with respect to smaller t |
2836:
2836 4-(23,6,48) (complement has $\lambda=123$)
2837:
2837 4-(23,7,272) (complement has $\lambda=697$) residual design of number 2834 |
2838:
2838 5-(24,7,51) (complement has $\lambda=120$)
2839:
2839 4-(24,7,340) (complement has $\lambda=800$) design of number 2838 with respect to smaller t |
2840:
2840 4-(23,6,51) (complement has $\lambda=120$)
2841:
2841 4-(23,7,289) (complement has $\lambda=680$) residual design of number 2838 |
2842:
2842 5-(24,7,54) (complement has $\lambda=117$) \cite{Kreheretal90} |
derived from number 6261 |
residual design of number 8000 |
2843:
2843 4-(24,7,360) (complement has $\lambda=780$) design of number 2842 with respect to smaller t |
derived from number 6262 |
residual design of number 6296 |
2844:
2844 4-(23,7,306) (complement has $\lambda=663$) residual design of number 2842 |
derived from number 6263 |
2845:
2845 5-(24,7,57) (complement has $\lambda=114$) \cite{Kreheretal90} $PGL(2,23))$ LS[3](5,7,24) |
2846:
2846 4-(24,7,380) (complement has $\lambda=760$) design of number 2845 with respect to smaller t |
2847:
2847 4-(23,6,57) (complement has $\lambda=114$) derived from number 2845 |
design of number 11052 with respect to smaller t |
2848:
2848 4-(23,7,323) (complement has $\lambda=646$) residual design of number 2845 |
2849:
2849 5-(24,7,6) (complement has $\lambda=165$) \cite{Kreheretal90} $PGL(2,23))$ |
2850:
2850 4-(24,7,40) (complement has $\lambda=1100$)
design of number 2849 with respect to smaller t |
derived from number 3863 |
2851:
2851 4-(23,6,6) (complement has $\lambda=165$)
2852:
2852 4-(23,7,34) (complement has $\lambda=935$) residual design of number 2849 |
derived from number 3070 |
2853:
2853 5-(24,7,60) (complement has $\lambda=111$)
2854:
2854 4-(24,7,400) (complement has $\lambda=740$) design of number 2853 with respect to smaller t |
2855:
2855 4-(23,6,60) (complement has $\lambda=111$)
2856:
2856 4-(23,7,340) (complement has $\lambda=629$) residual design of number 2853 |
2857:
2857 5-(24,7,63) (complement has $\lambda=108$) \cite{Driessen78} |
derived from number 6265 |
2858:
2858 4-(24,7,420) (complement has $\lambda=720$) design of number 2857 with respect to smaller t |
derived from number 6266 |
residual design of number 6299 |
2859:
2859 4-(23,7,357) (complement has $\lambda=612$) residual design of number 2857 |
derived from number 6267 |
2860:
2860 5-(24,7,66) (complement has $\lambda=105$)
2861:
2861 4-(24,7,440) (complement has $\lambda=700$) design of number 2860 with respect to smaller t |
2862:
2862 4-(23,6,66) (complement has $\lambda=105$)
2863:
2863 4-(23,7,374) (complement has $\lambda=595$) residual design of number 2860 |
2864:
2864 5-(24,7,69) (complement has $\lambda=102$)
2865:
2865 4-(24,7,460) (complement has $\lambda=680$) design of number 2864 with respect to smaller t |
2866:
2866 4-(23,6,69) (complement has $\lambda=102$)
2867:
2867 4-(23,7,391) (complement has $\lambda=578$) residual design of number 2864 |
2868:
2868 5-(24,7,72) (complement has $\lambda=99$) \cite{Kreheretal90} |
derived from number 6270 |
2869:
2869 4-(24,7,480) (complement has $\lambda=660$) design of number 2868 with respect to smaller t |
residual design of number 3855 |
derived from number 6271 |
2870:
2870 4-(23,7,408) (complement has $\lambda=561$)
residual design of number 2868 |
derived from number 6272 |
2871:
2871 5-(24,7,75) (complement has $\lambda=96$)
2872:
2872 4-(24,7,500) (complement has $\lambda=640$) design of number 2871 with respect to smaller t |
2873:
2873 4-(23,6,75) (complement has $\lambda=96$)
2874:
2874 4-(23,7,425) (complement has $\lambda=544$) residual design of number 2871 |
2875:
2875 5-(24,7,78) (complement has $\lambda=93$)
2876:
2876 4-(24,7,520) (complement has $\lambda=620$) design of number 2875 with respect to smaller t |
2877:
2877 4-(23,6,78) (complement has $\lambda=93$)
2878:
2878 4-(23,7,442) (complement has $\lambda=527$) residual design of number 2875 |
2879:
2879 5-(24,7,81) (complement has $\lambda=90$) \cite{Kreheretal90} |
derived from number 6273 |
2880:
2880 4-(23,7,459) (complement has $\lambda=510$)
residual design of number 2879 |
derived from number 6274 |
2881:
2881 5-(24,7,84) (complement has $\lambda=87$)
2882:
2882 4-(24,7,560) (complement has $\lambda=580$) design of number 2881 with respect to smaller t |
2883:
2883 4-(23,6,84) (complement has $\lambda=87$)
2884:
2884 4-(23,7,476) (complement has $\lambda=493$) residual design of number 2881 |
2885:
2885 5-(24,7,9) (complement has $\lambda=162$) \cite{Kreheretal90} $PGL(2,23))$ |
2886:
2886 4-(24,7,60) (complement has $\lambda=1080$) design of number 2885 with respect to smaller t |
residual design of number 3847 |
derived from number 3865 |
2887:
2887 4-(23,7,51) (complement has $\lambda=918$) residual design of number 2885 |
derived from number 3145 |
2888:
2888 5-(24,8,1) (complement has $\lambda=968$) \cite{Witt38} $M_{24}$ 1 isomorphism type |
2889:
2889 4-(24,8,5) (complement has $\lambda=4840$) design of number 2888 with respect to smaller t |
2890:
2890 4-(23,7,1) (complement has $\lambda=968$)
2891:
2891 4-(23,8,4) (complement has $\lambda=3872$) residual design of number 2888 |
2892:
2892 5-(24,8,2) (complement has $\lambda=967$) \cite{KramerMagliveras74} |
\cite{AssmusMattson66a} $PGL(2,23))$ |
2893:
2893 4-(24,8,10) (complement has $\lambda=4835$) design of number 2892 with respect to smaller t |
2894:
2894 4-(23,7,2) (complement has $\lambda=967$)
2895:
2895 4-(23,8,8) (complement has $\lambda=3868$) residual design of number 2892 |
2896:
2896 5-(24,8,3) (complement has $\lambda=966$) \cite{KramerMagliveras74} |
\cite{KramerMagliveras74} |
2897:
2897 4-(24,8,15) (complement has $\lambda=4830$) design of number 2896 with respect to smaller t |
derived from number 3875 |
2898:
2898 4-(23,7,3) (complement has $\lambda=966$)
2899:
2899 4-(23,8,12) (complement has $\lambda=3864$) residual design of number 2896 |
derived from number 3294 |
2900:
2900 5-(24,8,4) (complement has $\lambda=965$)
\cite{KramerMagliveras74} |
\cite{KramerMagliveras74} |
2901:
2901 4-(24,8,20) (complement has $\lambda=4825$) design of number 2900 with respect to smaller t |
2902:
2902 4-(23,7,4) (complement has $\lambda=965$)
2903:
2903 4-(23,8,16) (complement has $\lambda=3860$) residual design of number 2900 |
2904:
2904 5-(24,8,5) (complement has $\lambda=964$) \cite{KramerMagliveras74} |
\cite{KramerMagliveras74} |
2905:
2905 4-(24,8,25) (complement has $\lambda=4820$) design of number 2904 with respect to smaller t |
2906:
2906 4-(23,7,5) (complement has $\lambda=964$)
2907:
2907 4-(23,8,20) (complement has $\lambda=3856$) residual design of number 2904 |
2908:
2908 5-(24,8,6) (complement has $\lambda=963$) \cite{KramerMagliveras74} |
\cite{KramerMagliveras74} |
2909:
2909 4-(24,8,30) (complement has $\lambda=4815$) design of number 2908 with respect to smaller t |
2910:
2910 4-(23,7,6) (complement has $\lambda=963$)
2911:
2911 4-(23,8,24) (complement has $\lambda=3852$) residual design of number 2908 |
2912:
2912 5-(24,8,7) (complement has $\lambda=962$) \cite{KramerMagliveras74} |
\cite{KramerMagliveras74} |
2913:
2913 4-(24,8,35) (complement has $\lambda=4810$) design of number 2912 with respect to smaller t |
2914:
2914 4-(23,7,7) (complement has $\lambda=962$)
2915:
2915 4-(23,8,28) (complement has $\lambda=3848$) residual design of number 2912 |
2916:
2916 5-(24,8,8) (complement has $\lambda=961$) \cite{KramerMagliveras74} |
\cite{KramerMagliveras74} |
2917:
2917 4-(24,8,40) (complement has $\lambda=4805$) design of number 2916 with respect to smaller t |
2918:
2918 4-(23,7,8) (complement has $\lambda=961$)
2919:
2919 4-(23,8,32) (complement has $\lambda=3844$) residual design of number 2916 |
2920:
2920 5-(24,8,9) (complement has $\lambda=960$)
\cite{KramerMagliveras74} |
\cite{KramerMagliveras74} |
2921:
2921 4-(24,8,45) (complement has $\lambda=4800$) design of number 2920 with respect to smaller t |
derived from number 3895 |
2922:
2922 4-(23,7,9) (complement has $\lambda=960$)
2923:
2923 4-(23,8,36) (complement has $\lambda=3840$) residual design of number 2920 |
derived from number 3607 |
2924:
2924 5-(24,16,78) (complement has $\lambda=75504$)
2925:
2925 4-(24,16,130) (complement has $\lambda=125840$) design of number 2924 with respect to smaller t |
2926:
2926 4-(23,15,78) (complement has $\lambda=75504$)
2927:
2927 4-(23,16,52) (complement has $\lambda=50336$) residual design of number 2924 |
2928:
2928 5-(24,8,100) (complement has $\lambda=869$)
2929:
2929 4-(24,8,500) (complement has $\lambda=4345$) design of number 2928 with respect to smaller t |
2930:
2930 4-(23,7,100) (complement has $\lambda=869$)
2931:
2931 4-(23,8,400) (complement has $\lambda=3476$) residual design of number 2928 |
2932:
2932 5-(24,8,104) (complement has $\lambda=865$)
2933:
2933 4-(24,8,520) (complement has $\lambda=4325$) design of number 2932 with respect to smaller t |
2934:
2934 4-(23,7,104) (complement has $\lambda=865$)
2935:
2935 4-(23,8,416) (complement has $\lambda=3460$) residual design of number 2932 |
2936:
2936 5-(24,8,112) (complement has $\lambda=857$)
2937:
2937 4-(24,8,560) (complement has $\lambda=4285$) design of number 2936 with respect to smaller t |
2938:
2938 4-(23,7,112) (complement has $\lambda=857$)
2939:
2939 4-(23,8,448) (complement has $\lambda=3428$) residual design of number 2936 |
2940:
2940 5-(24,8,116) (complement has $\lambda=853$)
2941:
2941 4-(24,8,580) (complement has $\lambda=4265$) design of number 2940 with respect to smaller t |
2942:
2942 4-(23,7,116) (complement has $\lambda=853$)
2943:
2943 4-(23,8,464) (complement has $\lambda=3412$) residual design of number 2940 |
2944:
2944 5-(24,8,120) (complement has $\lambda=849$)
2945:
2945 4-(24,8,600) (complement has $\lambda=4245$) design of number 2944 with respect to smaller t |
2946:
2946 4-(23,7,120) (complement has $\lambda=849$)
2947:
2947 4-(23,8,480) (complement has $\lambda=3396$) residual design of number 2944 |
2948:
2948 5-(24,8,128) (complement has $\lambda=841$) \cite{Driessen78} $M_{24}$ 1 isomorphism type |
2949:
2949 4-(24,8,640) (complement has $\lambda=4205$) design of number 2948 with respect to smaller t |
2950:
2950 4-(23,7,128) (complement has $\lambda=841$)
2951:
2951 4-(23,8,512) (complement has $\lambda=3364$) residual design of number 2948 |
2952:
2952 5-(24,8,129) (complement has $\lambda=840$) \cite{Driessen78} $M_{24}$ 1 isomorphism type |
2953:
2953 4-(24,8,645) (complement has $\lambda=4200$) design of number 2952 with respect to smaller t |
2954:
2954 4-(23,7,129) (complement has $\lambda=840$)
2955:
2955 4-(23,8,516) (complement has $\lambda=3360$) residual design of number 2952 |
2956:
2956 5-(24,8,132) (complement has $\lambda=837$)
2957:
2957 4-(24,8,660) (complement has $\lambda=4185$) design of number 2956 with respect to smaller t |
2958:
2958 4-(23,7,132) (complement has $\lambda=837$)
2959:
2959 4-(23,8,528) (complement has $\lambda=3348$) residual design of number 2956 |
2960:
2960 5-(24,8,136) (complement has $\lambda=833$)
2961:
2961 4-(24,8,680) (complement has $\lambda=4165$) design of number 2960 with respect to smaller t |
residual design of number 3859 |
2962:
2962 4-(23,8,544) (complement has $\lambda=3332$) residual design of number 2960 |
2963:
2963 5-(24,8,140) (complement has $\lambda=829$)
2964:
2964 4-(24,8,700) (complement has $\lambda=4145$) design of number 2963 with respect to smaller t |
2965:
2965 4-(23,7,140) (complement has $\lambda=829$)
2966:
2966 4-(23,8,560) (complement has $\lambda=3316$) residual design of number 2963 |
2967:
2967 5-(24,8,144) (complement has $\lambda=825$)
2968:
2968 4-(24,8,720) (complement has $\lambda=4125$) design of number 2967 with respect to smaller t |
2969:
2969 4-(23,7,144) (complement has $\lambda=825$)
2970:
2970 4-(23,8,576) (complement has $\lambda=3300$)
residual design of number 2967 |
2971:
2971 5-(24,8,152) (complement has $\lambda=817$)
2972:
2972 4-(24,8,760) (complement has $\lambda=4085$) design of number 2971 with respect to smaller t |
2973:
2973 4-(23,7,152) (complement has $\lambda=817$)
2974:
2974 4-(23,8,608) (complement has $\lambda=3268$) residual design of number 2971 |
2975:
2975 5-(24,8,156) (complement has $\lambda=813$)
2976:
2976 4-(24,8,780) (complement has $\lambda=4065$) design of number 2975 with respect to smaller t |
2977:
2977 4-(23,7,156) (complement has $\lambda=813$)
2978:
2978 4-(23,8,624) (complement has $\lambda=3252$) residual design of number 2975 |
2979:
2979 5-(24,8,16) (complement has $\lambda=953$) $PSL(2,23)$ 2 isomorphism types |
2980:
2980 4-(24,8,80) (complement has $\lambda=4765$)
design of number 2979 with respect to smaller t |
2981:
2981 4-(23,7,16) (complement has $\lambda=953$)
2982:
2982 4-(23,8,64) (complement has $\lambda=3812$) residual design of number 2979 |
2983:
2983 5-(24,8,160) (complement has $\lambda=809$)
2984:
2984 4-(24,8,800) (complement has $\lambda=4045$) design of number 2983 with respect to smaller t |
2985:
2985 4-(23,7,160) (complement has $\lambda=809$)
2986:
2986 4-(23,8,640) (complement has $\lambda=3236$) residual design of number 2983 |
2987:
2987 5-(24,8,164) (complement has $\lambda=805$)
2988:
2988 4-(24,8,820) (complement has $\lambda=4025$) design of number 2987 with respect to smaller t |
2989:
2989 4-(23,7,164) (complement has $\lambda=805$)
2990:
2990 4-(23,8,656) (complement has $\lambda=3220$)
residual design of number 2987 |
2991:
2991 5-(24,8,168) (complement has $\lambda=801$)
2992:
2992 4-(24,8,840) (complement has $\lambda=4005$) design of number 2991 with respect to smaller t |
derived from number 8080 |
2993:
2993 4-(23,7,168) (complement has $\lambda=801$)
2994:
2994 4-(23,8,672) (complement has $\lambda=3204$) residual design of number 2991 |
2995:
2995 5-(24,8,17) (complement has $\lambda=952$) $PSL(2,23)$ 4 isomorphism types |
2996:
2996 4-(24,8,85) (complement has $\lambda=4760$) design of number 2995 with respect to smaller t |
residual design of number 3861 |
2997:
2997 4-(23,8,68) (complement has $\lambda=3808$) residual design of number 2995 |
2998:
2998 5-(24,8,176) (complement has $\lambda=793$)
2999:
2999 4-(24,8,880) (complement has $\lambda=3965$) design of number 2998 with respect to smaller t |
3000:
3000 4-(23,7,176) (complement has $\lambda=793$)
3001:
3001 4-(23,8,704) (complement has $\lambda=3172$) residual design of number 2998 |
3002:
3002 5-(24,8,18) (complement has $\lambda=951$) $PSL(2,23)$ 2 isomorphism types |
3003:
3003 4-(24,8,90) (complement has $\lambda=4755$) design of number 3002 with respect to smaller t |
derived from number 3897 |
3004:
3004 4-(23,7,18) (complement has $\lambda=951$)
3005:
3005 4-(23,8,72) (complement has $\lambda=3804$) residual design of number 3002 |
derived from number 3662 |
3006:
3006 5-(24,8,184) (complement has $\lambda=785$)
3007:
3007 4-(24,8,920) (complement has $\lambda=3925$) design of number 3006 with respect to smaller t |
3008:
3008 4-(23,7,184) (complement has $\lambda=785$)
3009:
3009 4-(23,8,736) (complement has $\lambda=3140$) residual design of number 3006 |
3010:
3010 5-(24,8,19) (complement has $\lambda=950$)
$PSL(2,23)$ 1 isomorphism type |
3011:
3011 4-(24,8,95) (complement has $\lambda=4750$) design of number 3010 with respect to smaller t |
3012:
3012 4-(23,7,19) (complement has $\lambda=950$)
3013:
3013 4-(23,8,76) (complement has $\lambda=3800$) residual design of number 3010 |
3014:
3014 5-(24,8,20) (complement has $\lambda=949$) $PSL(2,23)$ 3 isomorphism types |
3015:
3015 4-(24,8,100) (complement has $\lambda=4745$) design of number 3014 with respect to smaller t |
3016:
3016 4-(23,7,20) (complement has $\lambda=949$)
3017:
3017 4-(23,8,80) (complement has $\lambda=3796$) residual design of number 3014 |
3018:
3018 5-(24,8,200) (complement has $\lambda=769$)
3019:
3019 4-(24,8,1000) (complement has $\lambda=3845$) design of number 3018 with respect to smaller t |
3020:
3020 4-(23,7,200) (complement has $\lambda=769$)
3021:
3021 4-(23,8,800) (complement has $\lambda=3076$) residual design of number 3018 |
3022:
3022 5-(24,8,21) (complement has $\lambda=948$) $PSL(2,23)$ 6 isomorphism types |
3023:
3023 4-(24,8,105) (complement has $\lambda=4740$) design of number 3022 with respect to smaller t |
derived from number 3867 |
3024:
3024 4-(23,7,21) (complement has $\lambda=948$)
3025:
3025 4-(23,8,84) (complement has $\lambda=3792$) residual design of number 3022 |
derived from number 3691 |
3026:
3026 5-(24,8,22) (complement has $\lambda=947$) $PSL(2,23)$ 11 isomorphism types |
3027:
3027 4-(24,8,110) (complement has $\lambda=4735$) design of number 3026 with respect to smaller t |
3028:
3028 4-(23,7,22) (complement has $\lambda=947$)
3029:
3029 4-(23,8,88) (complement has $\lambda=3788$) residual design of number 3026 |
3030:
3030 5-(24,8,23) (complement has $\lambda=946$)
$PSL(2,23)$ 18 isomorphism types |
3031:
3031 4-(24,8,115) (complement has $\lambda=4730$) design of number 3030 with respect to smaller t |
3032:
3032 4-(23,7,23) (complement has $\lambda=946$)
3033:
3033 4-(23,8,92) (complement has $\lambda=3784$) residual design of number 3030 |
3034:
3034 5-(24,8,24) (complement has $\lambda=945$) $PGL(2,23)$ 3 isomorphism types |
3035:
3035 4-(24,8,120) (complement has $\lambda=4725$) design of number 3034 with respect to smaller t |
derived from number 3869 |
3036:
3036 4-(23,7,24) (complement has $\lambda=945$)
3037:
3037 4-(23,8,96) (complement has $\lambda=3780$) residual design of number 3034 |
derived from number 3712 |
3038:
3038 5-(24,8,25) (complement has $\lambda=944$) $PSL(2,23)$ 49 isomorphism types |
3039:
3039 4-(24,8,125) (complement has $\lambda=4720$) design of number 3038 with respect to smaller t |
3040:
3040 4-(23,7,25) (complement has $\lambda=944$)
3041:
3041 4-(23,8,100) (complement has $\lambda=3776$) residual design of number 3038 |
3042:
3042 5-(24,8,26) (complement has $\lambda=943$) $PGL(2,23)$ 4 isomorphism types |
3043:
3043 4-(24,8,130) (complement has $\lambda=4715$) design of number 3042 with respect to smaller t |
3044:
3044 4-(23,7,26) (complement has $\lambda=943$)
3045:
3045 4-(23,8,104) (complement has $\lambda=3772$) residual design of number 3042 |
3046:
3046 5-(24,8,27) (complement has $\lambda=942$) $PSL(2,23)$ 72 isomorphism types |
3047:
3047 4-(24,8,135) (complement has $\lambda=4710$) design of number 3046 with respect to smaller t |
derived from number 3871 |
3048:
3048 4-(23,7,27) (complement has $\lambda=942$)
3049:
3049 4-(23,8,108) (complement has $\lambda=3768$) residual design of number 3046 |
derived from number 3238 |
3050:
3050 5-(24,8,28) (complement has $\lambda=941$)
$PGL(2,23)$ 4 isomorphism types |
3051:
3051 4-(24,8,140) (complement has $\lambda=4705$) design of number 3050 with respect to smaller t |
3052:
3052 4-(23,7,28) (complement has $\lambda=941$)
3053:
3053 4-(23,8,112) (complement has $\lambda=3764$) residual design of number 3050 |
3054:
3054 5-(24,8,288) (complement has $\lambda=681$)
3055:
3055 4-(24,8,1440) (complement has $\lambda=3405$) design of number 3054 with respect to smaller t |
derived from number 3873 |
3056:
3056 4-(23,7,288) (complement has $\lambda=681$)
3057:
3057 4-(23,8,1152) (complement has $\lambda=2724$) residual design of number 3054 |
derived from number 3271 |
3058:
3058 5-(24,8,29) (complement has $\lambda=940$)
3059:
3059 4-(24,8,145) (complement has $\lambda=4700$) design of number 3058 with respect to smaller t |
3060:
3060 4-(23,7,29) (complement has $\lambda=940$)
3061:
3061 4-(23,8,116) (complement has $\lambda=3760$) residual design of number 3058 |
3062:
3062 5-(24,8,30) (complement has $\lambda=939$) $PGL(2,23)$ 4 isomorphism types |
3063:
3063 4-(24,8,150) (complement has $\lambda=4695$) design of number 3062 with respect to smaller t |
derived from number 3877 |
3064:
3064 4-(23,7,30) (complement has $\lambda=939$)
3065:
3065 4-(23,8,120) (complement has $\lambda=3756$) residual design of number 3062 |
derived from number 3296 |
3066:
3066 5-(24,8,32) (complement has $\lambda=937$) $PGL(2,23)$ 8 isomorphism types |
3067:
3067 4-(24,8,160) (complement has $\lambda=4685$) design of number 3066 with respect to smaller t |
3068:
3068 4-(23,7,32) (complement has $\lambda=937$)
3069:
3069 4-(23,8,128) (complement has $\lambda=3748$) residual design of number 3066 |
3070:
3070 5-(24,8,34) (complement has $\lambda=935$)
$PGL(2,23)$ 9 isomorphism types |
3071:
3071 4-(24,8,170) (complement has $\lambda=4675$) design of number 3070 with respect to smaller t |
residual design of number 3863 |
3072:
3072 4-(23,8,136) (complement has $\lambda=3740$) residual design of number 3070 |
3073:
3073 5-(24,8,35) (complement has $\lambda=934$) $PGL(2,23)$ 1 isomorphism type |
3074:
3074 4-(24,8,175) (complement has $\lambda=4670$) design of number 3073 with respect to smaller t |
3075:
3075 4-(23,7,35) (complement has $\lambda=934$)
3076:
3076 4-(23,8,140) (complement has $\lambda=3736$) residual design of number 3073 |
3077:
3077 5-(24,8,36) (complement has $\lambda=933$) $PGL(2,23)$ 13 isomorphism types |
3078:
3078 4-(24,8,180) (complement has $\lambda=4665$) design of number 3077 with respect to smaller t |
derived from number 3879 |
3079:
3079 4-(23,7,36) (complement has $\lambda=933$)
3080:
3080 4-(23,8,144) (complement has $\lambda=3732$)
residual design of number 3077 |
derived from number 3375 |
3081:
3081 5-(24,8,37) (complement has $\lambda=932$) $PGL(2,23)$ 1 isomorphism type |
3082:
3082 4-(24,8,185) (complement has $\lambda=4660$) design of number 3081 with respect to smaller t |
3083:
3083 4-(23,7,37) (complement has $\lambda=932$)
3084:
3084 4-(23,8,148) (complement has $\lambda=3728$) residual design of number 3081 |
3085:
3085 5-(24,8,38) (complement has $\lambda=931$) $PGL(2,23)$ 24 isomorphism types |
3086:
3086 4-(24,8,190) (complement has $\lambda=4655$) design of number 3085 with respect to smaller t |
3087:
3087 4-(23,7,38) (complement has $\lambda=931$)
3088:
3088 4-(23,8,152) (complement has $\lambda=3724$) residual design of number 3085 |
3089:
3089 5-(24,8,39) (complement has $\lambda=930$) $PGL(2,23)$ 4 isomorphism types |
3090:
3090 4-(24,8,195) (complement has $\lambda=4650$)
design of number 3089 with respect to smaller t |
derived from number 3881 |
3091:
3091 4-(23,7,39) (complement has $\lambda=930$)
3092:
3092 4-(23,8,156) (complement has $\lambda=3720$) residual design of number 3089 |
derived from number 3420 |
3093:
3093 5-(24,8,393) (complement has $\lambda=576$)
3094:
3094 4-(24,8,1965) (complement has $\lambda=2880$) design of number 3093 with respect to smaller t |
3095:
3095 4-(23,7,393) (complement has $\lambda=576$)
3096:
3096 4-(23,8,1572) (complement has $\lambda=2304$) residual design of number 3093 |
3097:
3097 5-(24,8,40) (complement has $\lambda=929$) $PGL(2,23)$ 58 isomorphism types |
3098:
3098 4-(24,8,200) (complement has $\lambda=4645$) design of number 3097 with respect to smaller t |
3099:
3099 4-(23,7,40) (complement has $\lambda=929$)
3100:
3100 4-(23,8,160) (complement has $\lambda=3716$)
residual design of number 3097 |
3101:
3101 5-(24,8,41) (complement has $\lambda=928$) $PGL(2,23)$ 7 isomorphism types |
3102:
3102 4-(24,8,205) (complement has $\lambda=4640$) design of number 3101 with respect to smaller t |
3103:
3103 4-(23,7,41) (complement has $\lambda=928$)
3104:
3104 4-(23,8,164) (complement has $\lambda=3712$) residual design of number 3101 |
3105:
3105 5-(24,8,42) (complement has $\lambda=927$) $PGL(2,23)$ 55 isomorphism types |
3106:
3106 4-(24,8,210) (complement has $\lambda=4635$) design of number 3105 with respect to smaller t |
3107:
3107 4-(23,7,42) (complement has $\lambda=927$)
3108:
3108 4-(23,8,168) (complement has $\lambda=3708$) residual design of number 3105 |
3109:
3109 5-(24,8,43) (complement has $\lambda=926$) $PGL(2,23)$ 6 isomorphism types |
3110:
3110 4-(24,8,215) (complement has $\lambda=4630$)
design of number 3109 with respect to smaller t |
3111:
3111 4-(23,7,43) (complement has $\lambda=926$)
3112:
3112 4-(23,8,172) (complement has $\lambda=3704$) residual design of number 3109 |
3113:
3113 5-(24,8,432) (complement has $\lambda=537$) $M_{11}_{12}\times id_2$ |
derived from number 10488 |
3114:
3114 4-(24,8,2160) (complement has $\lambda=2685$) design of number 3113 with respect to smaller t |
derived from number 3889 |
3115:
3115 4-(23,7,432) (complement has $\lambda=537$)
3116:
3116 4-(23,8,1728) (complement has $\lambda=2148$) residual design of number 3113 |
derived from number 3494 |
3117:
3117 5-(24,8,44) (complement has $\lambda=925$) $PGL(2,23)$ 48 isomorphism types |
3118:
3118 4-(24,8,220) (complement has $\lambda=4625$) design of number 3117 with respect to smaller t |
3119:
3119 4-(23,7,44) (complement has $\lambda=925$)
3120:
3120 4-(23,8,176) (complement has $\lambda=3700$)
residual design of number 3117 |
3121:
3121 5-(24,8,45) (complement has $\lambda=924$) $PGL(2,23)$ 4 isomorphism types |
3122:
3122 4-(24,8,225) (complement has $\lambda=4620$) design of number 3121 with respect to smaller t |
derived from number 3891 |
3123:
3123 4-(23,7,45) (complement has $\lambda=924$)
3124:
3124 4-(23,8,180) (complement has $\lambda=3696$) residual design of number 3121 |
derived from number 3517 |
3125:
3125 5-(24,8,46) (complement has $\lambda=923$) $PGL(2,23)$ 79 isomorphism types |
3126:
3126 4-(24,8,230) (complement has $\lambda=4615$) design of number 3125 with respect to smaller t |
3127:
3127 4-(23,7,46) (complement has $\lambda=923$)
3128:
3128 4-(23,8,184) (complement has $\lambda=3692$) residual design of number 3125 |
3129:
3129 5-(24,8,47) (complement has $\lambda=922$) $PGL(2,23)$ 6 isomorphism types |
3130:
3130 4-(24,8,235) (complement has $\lambda=4610$)
design of number 3129 with respect to smaller t |
3131:
3131 4-(23,7,47) (complement has $\lambda=922$)
3132:
3132 4-(23,8,188) (complement has $\lambda=3688$) residual design of number 3129 |
3133:
3133 5-(24,8,48) (complement has $\lambda=921$) $PGL(2,23)$ 217 isomorphism types |
3134:
3134 4-(24,8,240) (complement has $\lambda=4605$) design of number 3133 with respect to smaller t |
3135:
3135 4-(23,7,48) (complement has $\lambda=921$)
3136:
3136 4-(23,8,192) (complement has $\lambda=3684$) residual design of number 3133 |
3137:
3137 5-(24,8,49) (complement has $\lambda=920$) $PGL(2,23)$ 21 isomorphism types |
3138:
3138 4-(24,8,245) (complement has $\lambda=4600$) design of number 3137 with respect to smaller t |
3139:
3139 4-(23,7,49) (complement has $\lambda=920$)
3140:
3140 4-(23,8,196) (complement has $\lambda=3680$)
residual design of number 3137 |
3141:
3141 5-(24,8,50) (complement has $\lambda=919$) $PGL(2,23)$ 231 isomorphism types |
3142:
3142 4-(24,8,250) (complement has $\lambda=4595$) design of number 3141 with respect to smaller t |
3143:
3143 4-(23,7,50) (complement has $\lambda=919$)
3144:
3144 4-(23,8,200) (complement has $\lambda=3676$) residual design of number 3141 |
3145:
3145 5-(24,8,51) (complement has $\lambda=918$) $PGL(2,23)$ 27 isomorphism types |
3146:
3146 4-(24,8,255) (complement has $\lambda=4590$) design of number 3145 with respect to smaller t |
residual design of number 3865 |
3147:
3147 4-(23,8,204) (complement has $\lambda=3672$) residual design of number 3145 |
3148:
3148 5-(24,8,52) (complement has $\lambda=917$) $PGL(2,23)$ 220 isomorphism types |
3149:
3149 4-(24,8,260) (complement has $\lambda=4585$) design of number 3148 with respect to smaller t |
3150:
3150 4-(23,7,52) (complement has $\lambda=917$)
3151:
3151 4-(23,8,208) (complement has $\lambda=3668$) residual design of number 3148 |
3152:
3152 5-(24,8,53) (complement has $\lambda=916$)
3153:
3153 4-(24,8,265) (complement has $\lambda=4580$) design of number 3152 with respect to smaller t |
3154:
3154 4-(23,7,53) (complement has $\lambda=916$)
3155:
3155 4-(23,8,212) (complement has $\lambda=3664$) residual design of number 3152 |
3156:
3156 5-(24,8,54) (complement has $\lambda=915$)
3157:
3157 4-(24,8,270) (complement has $\lambda=4575$) design of number 3156 with respect to smaller t |
3158:
3158 4-(23,7,54) (complement has $\lambda=915$)
3159:
3159 4-(23,8,216) (complement has $\lambda=3660$) residual design of number 3156 |
3160:
3160 5-(24,8,55) (complement has $\lambda=914$)
3161:
3161 4-(24,8,275) (complement has $\lambda=4570$) design of number 3160 with respect to smaller t |
3162:
3162 4-(23,7,55) (complement has $\lambda=914$)
3163:
3163 4-(23,8,220) (complement has $\lambda=3656$) residual design of number 3160 |
3164:
3164 5-(24,8,56) (complement has $\lambda=913$)
3165:
3165 4-(24,8,280) (complement has $\lambda=4565$) design of number 3164 with respect to smaller t |
3166:
3166 4-(23,7,56) (complement has $\lambda=913$)
3167:
3167 4-(23,8,224) (complement has $\lambda=3652$) residual design of number 3164 |
3168:
3168 5-(24,8,57) (complement has $\lambda=912$)
3169:
3169 4-(24,8,285) (complement has $\lambda=4560$) design of number 3168 with respect to smaller t |
3170:
3170 4-(23,7,57) (complement has $\lambda=912$)
3171:
3171 4-(23,8,228) (complement has $\lambda=3648$) residual design of number 3168 |
3172:
3172 5-(24,8,58) (complement has $\lambda=911$)
3173:
3173 4-(24,8,290) (complement has $\lambda=4555$) design of number 3172 with respect to smaller t |
3174:
3174 4-(23,7,58) (complement has $\lambda=911$)
3175:
3175 4-(23,8,232) (complement has $\lambda=3644$) residual design of number 3172 |
3176:
3176 5-(24,8,59) (complement has $\lambda=910$)
3177:
3177 4-(24,8,295) (complement has $\lambda=4550$) design of number 3176 with respect to smaller t |
3178:
3178 4-(23,7,59) (complement has $\lambda=910$)
3179:
3179 4-(23,8,236) (complement has $\lambda=3640$) residual design of number 3176 |
3180:
3180 5-(24,8,60) (complement has $\lambda=909$)
3181:
3181 4-(23,7,60) (complement has $\lambda=909$)
3182:
3182 4-(23,8,240) (complement has $\lambda=3636$) residual design of number 3180 |
derived from number 3588 |
3183:
3183 5-(24,8,61) (complement has $\lambda=908$)
3184:
3184 4-(24,8,305) (complement has $\lambda=4540$) design of number 3183 with respect to smaller t |
3185:
3185 4-(23,7,61) (complement has $\lambda=908$)
3186:
3186 4-(23,8,244) (complement has $\lambda=3632$) residual design of number 3183 |
3187:
3187 5-(24,8,62) (complement has $\lambda=907$)
3188:
3188 4-(24,8,310) (complement has $\lambda=4535$) design of number 3187 with respect to smaller t |
3189:
3189 4-(23,7,62) (complement has $\lambda=907$)
3190:
3190 4-(23,8,248) (complement has $\lambda=3628$)
residual design of number 3187 |
3191:
3191 5-(24,8,63) (complement has $\lambda=906$)
3192:
3192 4-(24,8,315) (complement has $\lambda=4530$) design of number 3191 with respect to smaller t |
derived from number 3893 |
3193:
3193 4-(23,7,63) (complement has $\lambda=906$)
3194:
3194 4-(23,8,252) (complement has $\lambda=3624$) residual design of number 3191 |
derived from number 3589 |
3195:
3195 5-(24,8,64) (complement has $\lambda=905$)
3196:
3196 4-(24,8,320) (complement has $\lambda=4525$) design of number 3195 with respect to smaller t |
3197:
3197 4-(23,7,64) (complement has $\lambda=905$)
3198:
3198 4-(23,8,256) (complement has $\lambda=3620$) residual design of number 3195 |
3199:
3199 5-(24,8,70) (complement has $\lambda=899$)
3200:
3200 4-(24,8,350) (complement has $\lambda=4495$)
design of number 3199 with respect to smaller t |
3201:
3201 4-(23,7,70) (complement has $\lambda=899$)
3202:
3202 4-(23,8,280) (complement has $\lambda=3596$) residual design of number 3199 |
3203:
3203 5-(24,8,72) (complement has $\lambda=897$)
3204:
3204 4-(24,8,360) (complement has $\lambda=4485$) design of number 3203 with respect to smaller t |
3205:
3205 4-(23,7,72) (complement has $\lambda=897$)
3206:
3206 4-(23,8,288) (complement has $\lambda=3588$) residual design of number 3203 |
3207:
3207 5-(24,8,76) (complement has $\lambda=893$)
3208:
3208 4-(24,8,380) (complement has $\lambda=4465$) design of number 3207 with respect to smaller t |
3209:
3209 4-(23,7,76) (complement has $\lambda=893$)
3210:
3210 4-(23,8,304) (complement has $\lambda=3572$)
residual design of number 3207 |
3211:
3211 5-(24,8,80) (complement has $\lambda=889$)
3212:
3212 4-(24,8,400) (complement has $\lambda=4445$) design of number 3211 with respect to smaller t |
3213:
3213 4-(23,7,80) (complement has $\lambda=889$)
3214:
3214 4-(23,8,320) (complement has $\lambda=3556$) residual design of number 3211 |
3215:
3215 5-(24,8,88) (complement has $\lambda=881$)
3216:
3216 4-(24,8,440) (complement has $\lambda=4405$) design of number 3215 with respect to smaller t |
3217:
3217 4-(23,7,88) (complement has $\lambda=881$)
3218:
3218 4-(23,8,352) (complement has $\lambda=3524$) residual design of number 3215 |
3219:
3219 5-(24,8,92) (complement has $\lambda=877$)
3220:
3220 4-(24,8,460) (complement has $\lambda=4385$)
design of number 3219 with respect to smaller t |
3221:
3221 4-(23,7,92) (complement has $\lambda=877$)
3222:
3222 4-(23,8,368) (complement has $\lambda=3508$) residual design of number 3219 |
3223:
3223 5-(24,8,96) (complement has $\lambda=873$)
3224:
3224 4-(24,8,480) (complement has $\lambda=4365$) design of number 3223 with respect to smaller t |
3225:
3225 4-(23,7,96) (complement has $\lambda=873$)
3226:
3226 4-(23,8,384) (complement has $\lambda=3492$) residual design of number 3223 |
3227:
3227 5-(24,9,1008) (complement has $\lambda=2868$) $PGL(2,23)$ (>1 isomorphism types) |
3228:
3228 4-(24,9,4032) (complement has $\lambda=11472$) design of number 3227 with respect to smaller t |
3229:
3229 4-(23,8,1008) (complement has $\lambda=2868$)
3230:
3230 4-(23,9,3024) (complement has $\lambda=8604$)
residual design of number 3227 |
3231:
3231 5-(24,9,102) (complement has $\lambda=3774$) $PGL(2,23)$ (38 isomorphism types) |
3232:
3232 4-(24,9,408) (complement has $\lambda=15096$) design of number 3231 with respect to smaller t |
derived from number 3748 |
3233:
3233 4-(23,8,102) (complement has $\lambda=3774$)
3234:
3234 5-(24,9,1068) (complement has $\lambda=2808$) $PGL(2,23)$ (>1 isomorphism types) |
3235:
3235 4-(24,9,4272) (complement has $\lambda=11232$) design of number 3234 with respect to smaller t |
residual design of number 8263 |
derived from number 8264 |
3236:
3236 4-(23,8,1068) (complement has $\lambda=2808$)
3237:
3237 4-(23,9,3204) (complement has $\lambda=8424$) residual design of number 3234 |
derived from number 10536 |
3238:
3238 5-(24,9,108) (complement has $\lambda=3768$) $PGL(2,23)$ (152 isomorphism types) |
3239:
3239 4-(24,9,432) (complement has $\lambda=15072$) design of number 3238 with respect to smaller t |
derived from number 3754 |
residual design of number 3871 |
3240:
3240 5-(24,9,1080) (complement has $\lambda=2796$)
$M_{11}_{12}\times id_2$ 9 solutions |
$PGL(2,23)$ (>1 isomorphism types) |
3241:
3241 4-(24,9,4320) (complement has $\lambda=11184$) design of number 3240 with respect to smaller t |
residual design of number 8278 |
derived from number 8279 |
3242:
3242 4-(23,8,1080) (complement has $\lambda=2796$)
3243:
3243 4-(23,9,3240) (complement has $\lambda=8388$) residual design of number 3240 |
derived from number 10568 |
3244:
3244 5-(24,9,1086) (complement has $\lambda=2790$) $PSL(2,23)$ (>1 isomorphism types) |
3245:
3245 4-(24,9,4344) (complement has $\lambda=11160$) design of number 3244 with respect to smaller t |
3246:
3246 4-(23,8,1086) (complement has $\lambda=2790$)
3247:
3247 4-(23,9,3258) (complement has $\lambda=8370$) residual design of number 3244 |
3248:
3248 5-(24,9,1104) (complement has $\lambda=2772$) $PGL(2,23)$ (>1 isomorphism types) |
3249:
3249 4-(24,9,4416) (complement has $\lambda=11088$) design of number 3248 with respect to smaller t |
residual design of number 8291 |
derived from number 8292 |
3250:
3250 4-(23,8,1104) (complement has $\lambda=2772$)
3251:
3251 4-(23,9,3312) (complement has $\lambda=8316$) residual design of number 3248 |
3252:
3252 5-(24,9,1116) (complement has $\lambda=2760$) $PGL(2,23)$ (>1 isomorphism types) |
3253:
3253 4-(24,9,4464) (complement has $\lambda=11040$) design of number 3252 with respect to smaller t |
3254:
3254 4-(23,8,1116) (complement has $\lambda=2760$)
3255:
3255 4-(23,9,3348) (complement has $\lambda=8280$) residual design of number 3252 |
3256:
3256 5-(24,9,1122) (complement has $\lambda=2754$) $PSL(2,23)$ (>1 isomorphism types) |
3257:
3257 4-(24,9,4488) (complement has $\lambda=11016$) design of number 3256 with respect to smaller t |
3258:
3258 4-(23,8,1122) (complement has $\lambda=2754$)
3259:
3259 4-(23,9,3366) (complement has $\lambda=8262$) residual design of number 3256 |
3260:
3260 5-(24,9,1128) (complement has $\lambda=2748$)
$PSL(2,23)$ (>1 isomorphism types) |
3261:
3261 4-(24,9,4512) (complement has $\lambda=10992$) design of number 3260 with respect to smaller t |
3262:
3262 4-(23,8,1128) (complement has $\lambda=2748$)
3263:
3263 4-(23,9,3384) (complement has $\lambda=8244$) residual design of number 3260 |
3264:
3264 5-(24,9,114) (complement has $\lambda=3762$) $PGL(2,23)$ (205 isomorphism types) |
3265:
3265 4-(24,9,456) (complement has $\lambda=15048$) design of number 3264 with respect to smaller t |
derived from number 3756 |
3266:
3266 4-(23,8,114) (complement has $\lambda=3762$)
3267:
3267 5-(24,9,1140) (complement has $\lambda=2736$) $PGL(2,23)$ (>1 isomorphism types) |
residual design of number 6275 |
design of number 7881 with respect to smaller t |
3268:
3268 4-(24,9,4560) (complement has $\lambda=10944$) design of number 3267 with respect to smaller t |
residual design of number 6276 |
3269:
3269 4-(23,8,1140) (complement has $\lambda=2736$) derived from number 3267 |
residual design of number 5757 |
design of number 5759 with respect to smaller t |
3270:
3270 4-(23,9,3420) (complement has $\lambda=8208$)
residual design of number 3267 |
design of number 7883 with respect to smaller t |
3271:
3271 5-(24,9,1152) (complement has $\lambda=2724$) $PGL(2,23)$ (>1 isomorphism types) |
3272:
3272 4-(24,9,4608) (complement has $\lambda=10896$) design of number 3271 with respect to smaller t |
residual design of number 3873 |
derived from number 8301 |
3273:
3273 4-(23,9,3456) (complement has $\lambda=8172$) residual design of number 3271 |
3274:
3274 5-(24,9,1158) (complement has $\lambda=2718$) $PGL(2,23)$ (>1 isomorphism types) |
3275:
3275 4-(24,9,4632) (complement has $\lambda=10872$) design of number 3274 with respect to smaller t |
3276:
3276 4-(23,8,1158) (complement has $\lambda=2718$)
3277:
3277 4-(23,9,3474) (complement has $\lambda=8154$) residual design of number 3274 |
3278:
3278 5-(24,9,1170) (complement has $\lambda=2706$) $PGL(2,23)$ (>1 isomorphism types) |
3279:
3279 4-(24,9,4680) (complement has $\lambda=10824$) design of number 3278 with respect to smaller t |
3280:
3280 4-(23,8,1170) (complement has $\lambda=2706$)
3281:
3281 4-(23,9,3510) (complement has $\lambda=8118$) residual design of number 3278 |
3282:
3282 5-(24,9,1176) (complement has $\lambda=2700$) $M_{11}_{12}\times id_2$ |
$PGL(2,23)$ (>1 isomorphism types) |
derived from number 7907 |
3283:
3283 4-(24,9,4704) (complement has $\lambda=10800$) design of number 3282 with respect to smaller t |
derived from number 7909 |
residual design of number 8307 |
3284:
3284 4-(23,8,1176) (complement has $\lambda=2700$)
3285:
3285 4-(23,9,3528) (complement has $\lambda=8100$) residual design of number 3282 |
derived from number 7911 |
3286:
3286 5-(24,9,1188) (complement has $\lambda=2688$) $PGL(2,23)$ (>1 isomorphism types) |
3287:
3287 4-(24,9,4752) (complement has $\lambda=10752$) design of number 3286 with respect to smaller t |
residual design of number 8312 |
derived from number 8313 |
3288:
3288 4-(23,8,1188) (complement has $\lambda=2688$)
3289:
3289 4-(23,9,3564) (complement has $\lambda=8064$) residual design of number 3286 |
3290:
3290 5-(24,9,1194) (complement has $\lambda=2682$)
$PGL(2,23)$ (>1 isomorphism types) |
3291:
3291 4-(24,9,4776) (complement has $\lambda=10728$) design of number 3290 with respect to smaller t |
3292:
3292 4-(23,8,1194) (complement has $\lambda=2682$)
3293:
3293 4-(23,9,3582) (complement has $\lambda=8046$) residual design of number 3290 |
3294:
3294 5-(24,9,12) (complement has $\lambda=3864$) $PGL(2,23)$ (1 isomorphism type) block transitive |
3295:
3295 4-(24,9,48) (complement has $\lambda=15456$) design of number 3294 with respect to smaller t |
derived from number 3758 |
residual design of number 3875 |
3296:
3296 5-(24,9,120) (complement has $\lambda=3756$) $PGL(2,23)$ (326 isomorphism types) |
3297:
3297 4-(24,9,480) (complement has $\lambda=15024$) design of number 3296 with respect to smaller t |
derived from number 3760 |
residual design of number 3877 |
3298:
3298 5-(24,9,1224) (complement has $\lambda=2652$) $PGL(2,23)$ (>1 isomorphism types) |
residual design of number 8002 |
3299:
3299 4-(24,9,4896) (complement has $\lambda=10608$) design of number 3298 with respect to smaller t |
residual design of number 6311 |
3300:
3300 4-(23,8,1224) (complement has $\lambda=2652$)
derived from number 3298 |
residual design of number 6263 |
3301:
3301 4-(23,9,3672) (complement has $\lambda=7956$) residual design of number 3298 |
3302:
3302 5-(24,9,126) (complement has $\lambda=3750$) $PGL(2,23)$ (>1 isomorphism types) |
3303:
3303 4-(24,9,504) (complement has $\lambda=15000$) design of number 3302 with respect to smaller t |
derived from number 3762 |
3304:
3304 4-(23,8,126) (complement has $\lambda=3750$)
3305:
3305 5-(24,9,1260) (complement has $\lambda=2616$) $PGL(2,23)$ (>1 isomorphism types) |
3306:
3306 4-(24,9,5040) (complement has $\lambda=10464$) design of number 3305 with respect to smaller t |
residual design of number 8340 |
derived from number 8341 |
3307:
3307 4-(23,8,1260) (complement has $\lambda=2616$)
3308:
3308 4-(23,9,3780) (complement has $\lambda=7848$) residual design of number 3305 |
3309:
3309 5-(24,9,1266) (complement has $\lambda=2610$)
3310:
3310 4-(24,9,5064) (complement has $\lambda=10440$)
design of number 3309 with respect to smaller t |
3311:
3311 4-(23,8,1266) (complement has $\lambda=2610$)
3312:
3312 4-(23,9,3798) (complement has $\lambda=7830$) residual design of number 3309 |
3313:
3313 5-(24,9,1284) (complement has $\lambda=2592$) $PGL(2,23)$ (>1 isomorphism types) |
3314:
3314 4-(24,9,5136) (complement has $\lambda=10368$) design of number 3313 with respect to smaller t |
residual design of number 8349 |
derived from number 8350 |
3315:
3315 4-(23,8,1284) (complement has $\lambda=2592$)
3316:
3316 4-(23,9,3852) (complement has $\lambda=7776$) residual design of number 3313 |
3317:
3317 5-(24,9,1296) (complement has $\lambda=2580$) $M_{11}_{12}\times id_2$ |
$PGL(2,23)$ (>1 isomorphism types) |
residual design of number 6278 |
derived from number 10501 |
3318:
3318 4-(24,9,5184) (complement has $\lambda=10320$) design of number 3317 with respect to smaller t |
residual design of number 6279 |
derived from number 8358 |
3319:
3319 4-(23,8,1296) (complement has $\lambda=2580$) derived from number 3317 |
residual design of number 6280 |
3320:
3320 4-(23,9,3888) (complement has $\lambda=7740$)
residual design of number 3317 |
derived from number 10504 |
3321:
3321 5-(24,9,1302) (complement has $\lambda=2574$) $PGL(2,23)$ (>1 isomorphism types) |
3322:
3322 4-(24,9,5208) (complement has $\lambda=10296$) design of number 3321 with respect to smaller t |
3323:
3323 4-(23,8,1302) (complement has $\lambda=2574$)
3324:
3324 4-(23,9,3906) (complement has $\lambda=7722$) residual design of number 3321 |
3325:
3325 5-(24,9,132) (complement has $\lambda=3744$) $PGL(2,23)$ (>1 isomorphism types) |
$PSL(2,23)$ |
3326:
3326 4-(24,9,528) (complement has $\lambda=14976$) design of number 3325 with respect to smaller t |
derived from number 3764 |
3327:
3327 4-(23,8,132) (complement has $\lambda=3744$)
3328:
3328 5-(24,9,1320) (complement has $\lambda=2556$) $PGL(2,23)$ (>1 isomorphism types) |
3329:
3329 4-(24,9,5280) (complement has $\lambda=10224$) design of number 3328 with respect to smaller t |
residual design of number 8369 |
derived from number 8370 |
3330:
3330 4-(23,8,1320) (complement has $\lambda=2556$)
3331:
3331 4-(23,9,3960) (complement has $\lambda=7668$) residual design of number 3328 |
3332:
3332 5-(24,9,1332) (complement has $\lambda=2544$) $PGL(2,23)$ (>1 isomorphism types) |
3333:
3333 4-(24,9,5328) (complement has $\lambda=10176$) design of number 3332 with respect to smaller t |
3334:
3334 4-(23,8,1332) (complement has $\lambda=2544$)
3335:
3335 4-(23,9,3996) (complement has $\lambda=7632$) residual design of number 3332 |
3336:
3336 5-(24,9,1350) (complement has $\lambda=2526$) $PGL(2,23)$ (>1 isomorphism types) |
3337:
3337 4-(24,9,5400) (complement has $\lambda=10104$) design of number 3336 with respect to smaller t |
3338:
3338 4-(23,8,1350) (complement has $\lambda=2526$)
3339:
3339 4-(23,9,4050) (complement has $\lambda=7578$) residual design of number 3336 |
3340:
3340 5-(24,9,1356) (complement has $\lambda=2520$)
$PGL(2,23)$ (>1 isomorphism types) |
derived from number 7920 |
3341:
3341 4-(24,9,5424) (complement has $\lambda=10080$) design of number 3340 with respect to smaller t |
derived from number 7923 |
3342:
3342 4-(23,8,1356) (complement has $\lambda=2520$)
3343:
3343 4-(23,9,4068) (complement has $\lambda=7560$) residual design of number 3340 |
derived from number 7925 |
3344:
3344 5-(24,9,1368) (complement has $\lambda=2508$) $PGL(2,23)$ (>1 isomorphism types) |
design of number 7885 with respect to smaller t |
derived from number 7889 |
residual design of number 7896 |
3345:
3345 4-(24,9,5472) (complement has $\lambda=10032$) design of number 3344 with respect to smaller t |
derived from number 7890 |
residual design of number 7897 |
3346:
3346 4-(23,8,1368) (complement has $\lambda=2508$) derived from number 3344 |
residual design of number 5764 |
design of number 5766 with respect to smaller t |
3347:
3347 4-(23,9,4104) (complement has $\lambda=7524$) residual design of number 3344 |
derived from number 7833 |
design of number 7834 with respect to smaller t |
3348:
3348 5-(24,9,1374) (complement has $\lambda=2502$) $PGL(2,23)$ (>1 isomorphism types) |
3349:
3349 4-(24,9,5496) (complement has $\lambda=10008$) design of number 3348 with respect to smaller t |
3350:
3350 4-(23,8,1374) (complement has $\lambda=2502$)
3351:
3351 4-(23,9,4122) (complement has $\lambda=7506$) residual design of number 3348 |
3352:
3352 5-(24,9,138) (complement has $\lambda=3738$) $PGL(2,23)$ (>1 isomorphism types) |
$PSL(2,23)$ |
3353:
3353 4-(24,9,552) (complement has $\lambda=14952$) design of number 3352 with respect to smaller t |
derived from number 3766 |
3354:
3354 4-(23,8,138) (complement has $\lambda=3738$)
3355:
3355 5-(24,9,1386) (complement has $\lambda=2490$) $PGL(2,23)$ (>1 isomorphism types) |
3356:
3356 4-(24,9,5544) (complement has $\lambda=9960$) design of number 3355 with respect to smaller t |
3357:
3357 4-(23,8,1386) (complement has $\lambda=2490$)
3358:
3358 4-(23,9,4158) (complement has $\lambda=7470$) residual design of number 3355 |
3359:
3359 5-(24,9,1404) (complement has $\lambda=2472$) $PGL(2,23)$ (>1 isomorphism types) |
3360:
3360 4-(24,9,5616) (complement has $\lambda=9888$)
design of number 3359 with respect to smaller t |
residual design of number 8395 |
derived from number 8396 |
3361:
3361 4-(23,8,1404) (complement has $\lambda=2472$)
3362:
3362 4-(23,9,4212) (complement has $\lambda=7416$) residual design of number 3359 |
3363:
3363 5-(24,9,1416) (complement has $\lambda=2460$) $PGL(2,23)$ (>1 isomorphism types) |
3364:
3364 4-(24,9,5664) (complement has $\lambda=9840$) design of number 3363 with respect to smaller t |
3365:
3365 4-(23,8,1416) (complement has $\lambda=2460$)
3366:
3366 4-(23,9,4248) (complement has $\lambda=7380$) residual design of number 3363 |
3367:
3367 5-(24,9,1422) (complement has $\lambda=2454$) $PGL(2,23)$ (>1 isomorphism types) |
3368:
3368 4-(24,9,5688) (complement has $\lambda=9816$) design of number 3367 with respect to smaller t |
3369:
3369 4-(23,8,1422) (complement has $\lambda=2454$)
3370:
3370 4-(23,9,4266) (complement has $\lambda=7362$)
residual design of number 3367 |
3371:
3371 5-(24,9,1434) (complement has $\lambda=2442$) $PGL(2,23)$ (>1 isomorphism types) |
3372:
3372 4-(24,9,5736) (complement has $\lambda=9768$) design of number 3371 with respect to smaller t |
3373:
3373 4-(23,8,1434) (complement has $\lambda=2442$)
3374:
3374 4-(23,9,4302) (complement has $\lambda=7326$) residual design of number 3371 |
3375:
3375 5-(24,9,144) (complement has $\lambda=3732$) $PGL(2,23)$ (>1 isomorphism types) |
3376:
3376 4-(24,9,576) (complement has $\lambda=14928$) design of number 3375 with respect to smaller t |
derived from number 3768 |
residual design of number 3879 |
3377:
3377 5-(24,9,1446) (complement has $\lambda=2430$) $PSL(2,23)$ (>1 isomorphism types) |
3378:
3378 4-(24,9,5784) (complement has $\lambda=9720$) design of number 3377 with respect to smaller t |
3379:
3379 4-(23,8,1446) (complement has $\lambda=2430$)
3380:
3380 4-(23,9,4338) (complement has $\lambda=7290$)
residual design of number 3377 |
3381:
3381 5-(24,9,1476) (complement has $\lambda=2400$) $PGL(2,23)$ (>1 isomorphism types) |
3382:
3382 4-(24,9,5904) (complement has $\lambda=9600$) design of number 3381 with respect to smaller t |
residual design of number 8417 |
derived from number 8418 |
3383:
3383 4-(23,8,1476) (complement has $\lambda=2400$)
3384:
3384 4-(23,9,4428) (complement has $\lambda=7200$) residual design of number 3381 |
3385:
3385 5-(24,9,1482) (complement has $\lambda=2394$) $PGL(2,23)$ (>1 isomorphism types) |
3386:
3386 4-(24,9,5928) (complement has $\lambda=9576$) design of number 3385 with respect to smaller t |
3387:
3387 4-(23,8,1482) (complement has $\lambda=2394$)
3388:
3388 4-(23,9,4446) (complement has $\lambda=7182$) residual design of number 3385 |
3389:
3389 5-(24,9,1494) (complement has $\lambda=2382$) $PGL(2,23)$ (>1 isomorphism types) |
3390:
3390 4-(24,9,5976) (complement has $\lambda=9528$)
design of number 3389 with respect to smaller t |
3391:
3391 4-(23,8,1494) (complement has $\lambda=2382$)
3392:
3392 4-(23,9,4482) (complement has $\lambda=7146$) residual design of number 3389 |
3393:
3393 5-(24,9,150) (complement has $\lambda=3726$) $PGL(2,23)$ (>1 isomorphism types) |
3394:
3394 4-(24,9,600) (complement has $\lambda=14904$) design of number 3393 with respect to smaller t |
derived from number 3770 |
3395:
3395 4-(23,8,150) (complement has $\lambda=3726$)
3396:
3396 5-(24,9,1500) (complement has $\lambda=2376$)
3397:
3397 4-(24,9,6000) (complement has $\lambda=9504$) design of number 3396 with respect to smaller t |
residual design of number 8430 |
derived from number 8431 |
3398:
3398 4-(23,8,1500) (complement has $\lambda=2376$)
3399:
3399 4-(23,9,4500) (complement has $\lambda=7128$) residual design of number 3396 |
3400:
3400 5-(24,9,1506) (complement has $\lambda=2370$)
$PSL(2,23)$ (>1 isomorphism types) |
3401:
3401 4-(24,9,6024) (complement has $\lambda=9480$) design of number 3400 with respect to smaller t |
3402:
3402 4-(23,8,1506) (complement has $\lambda=2370$)
3403:
3403 4-(23,9,4518) (complement has $\lambda=7110$) residual design of number 3400 |
3404:
3404 5-(24,9,1518) (complement has $\lambda=2358$) $PGL(2,23)$ (>1 isomorphism types) |
3405:
3405 4-(24,9,6072) (complement has $\lambda=9432$) design of number 3404 with respect to smaller t |
3406:
3406 4-(23,8,1518) (complement has $\lambda=2358$)
3407:
3407 4-(23,9,4554) (complement has $\lambda=7074$) residual design of number 3404 |
3408:
3408 5-(24,9,1524) (complement has $\lambda=2352$) $PGL(2,23)$ (>1 isomorphism types) |
3409:
3409 4-(24,9,6096) (complement has $\lambda=9408$) design of number 3408 with respect to smaller t |
3410:
3410 4-(23,8,1524) (complement has $\lambda=2352$)
3411:
3411 4-(23,9,4572) (complement has $\lambda=7056$) residual design of number 3408 |
3412:
3412 5-(24,9,1530) (complement has $\lambda=2346$) $PGL(2,23)$ (>1 isomorphism types) |
3413:
3413 4-(24,9,6120) (complement has $\lambda=9384$) design of number 3412 with respect to smaller t |
3414:
3414 4-(23,8,1530) (complement has $\lambda=2346$)
3415:
3415 4-(23,9,4590) (complement has $\lambda=7038$) residual design of number 3412 |
3416:
3416 5-(24,9,1548) (complement has $\lambda=2328$) $PGL(2,23)$ (>1 isomorphism types) |
3417:
3417 4-(24,9,6192) (complement has $\lambda=9312$) design of number 3416 with respect to smaller t |
3418:
3418 4-(23,8,1548) (complement has $\lambda=2328$)
3419:
3419 4-(23,9,4644) (complement has $\lambda=6984$) residual design of number 3416 |
3420:
3420 5-(24,9,156) (complement has $\lambda=3720$)
$PGL(2,23)$ (>1 isomorphism types) |
3421:
3421 4-(24,9,624) (complement has $\lambda=14880$) design of number 3420 with respect to smaller t |
derived from number 3772 |
residual design of number 3881 |
3422:
3422 5-(24,9,1560) (complement has $\lambda=2316$) $PGL(2,23)$ (>1 isomorphism types) |
3423:
3423 4-(24,9,6240) (complement has $\lambda=9264$) design of number 3422 with respect to smaller t |
3424:
3424 4-(23,8,1560) (complement has $\lambda=2316$)
3425:
3425 4-(23,9,4680) (complement has $\lambda=6948$) residual design of number 3422 |
3426:
3426 5-(24,9,1566) (complement has $\lambda=2310$)
3427:
3427 4-(24,9,6264) (complement has $\lambda=9240$) design of number 3426 with respect to smaller t |
3428:
3428 4-(23,8,1566) (complement has $\lambda=2310$)
3429:
3429 4-(23,9,4698) (complement has $\lambda=6930$) residual design of number 3426 |
3430:
3430 5-(24,9,1578) (complement has $\lambda=2298$)
$PGL(2,23)$ (>1 isomorphism types) |
3431:
3431 4-(24,9,6312) (complement has $\lambda=9192$) design of number 3430 with respect to smaller t |
3432:
3432 4-(23,8,1578) (complement has $\lambda=2298$)
3433:
3433 4-(23,9,4734) (complement has $\lambda=6894$) residual design of number 3430 |
3434:
3434 5-(24,9,1584) (complement has $\lambda=2292$) $PGL(2,23)$ (>1 isomorphism types) |
3435:
3435 4-(24,9,6336) (complement has $\lambda=9168$) design of number 3434 with respect to smaller t |
residual design of number 8464 |
derived from number 8465 |
3436:
3436 4-(23,8,1584) (complement has $\lambda=2292$)
3437:
3437 4-(23,9,4752) (complement has $\lambda=6876$) residual design of number 3434 |
3438:
3438 5-(24,9,1596) (complement has $\lambda=2280$) $PGL(2,23)$ (>1 isomorphism types) |
3439:
3439 4-(24,9,6384) (complement has $\lambda=9120$) design of number 3438 with respect to smaller t |
residual design of number 3883 |
3440:
3440 4-(23,8,1596) (complement has $\lambda=2280$)
derived from number 3438 |
residual design of number 5772 |
design of number 5774 with respect to smaller t |
3441:
3441 4-(23,9,4788) (complement has $\lambda=6840$) residual design of number 3438 |
3442:
3442 5-(24,9,1602) (complement has $\lambda=2274$) $PGL(2,23)$ (>1 isomorphism types) |
3443:
3443 4-(24,9,6408) (complement has $\lambda=9096$) design of number 3442 with respect to smaller t |
3444:
3444 4-(23,8,1602) (complement has $\lambda=2274$)
3445:
3445 4-(23,9,4806) (complement has $\lambda=6822$) residual design of number 3442 |
3446:
3446 5-(24,9,1608) (complement has $\lambda=2268$) $PGL(2,23)$ (>1 isomorphism types) |
3447:
3447 4-(24,9,6432) (complement has $\lambda=9072$) design of number 3446 with respect to smaller t |
residual design of number 8476 |
derived from number 8477 |
3448:
3448 4-(23,8,1608) (complement has $\lambda=2268$)
3449:
3449 4-(23,9,4824) (complement has $\lambda=6804$) residual design of number 3446 |
3450:
3450 5-(24,9,1614) (complement has $\lambda=2262$)
$PSL(2,23)$ (>1 isomorphism types) |
3451:
3451 4-(24,9,6456) (complement has $\lambda=9048$) design of number 3450 with respect to smaller t |
3452:
3452 4-(23,8,1614) (complement has $\lambda=2262$)
3453:
3453 4-(23,9,4842) (complement has $\lambda=6786$) residual design of number 3450 |
3454:
3454 5-(24,9,1620) (complement has $\lambda=2256$) $PGL(2,23)$ (>1 isomorphism types) |
3455:
3455 4-(24,9,6480) (complement has $\lambda=9024$) design of number 3454 with respect to smaller t |
residual design of number 8490 |
derived from number 8491 |
3456:
3456 4-(23,8,1620) (complement has $\lambda=2256$)
3457:
3457 4-(23,9,4860) (complement has $\lambda=6768$) residual design of number 3454 |
3458:
3458 5-(24,9,1632) (complement has $\lambda=2244$) $PGL(2,23)$ (>1 isomorphism types) |
3459:
3459 4-(24,9,6528) (complement has $\lambda=8976$) design of number 3458 with respect to smaller t |
residual design of number 3886 |
3460:
3460 4-(23,8,1632) (complement has $\lambda=2244$)
derived from number 3458 |
residual design of number 6272 |
3461:
3461 4-(23,9,4896) (complement has $\lambda=6732$) residual design of number 3458 |
3462:
3462 5-(24,9,1638) (complement has $\lambda=2238$) $PGL(2,23)$ (>1 isomorphism types) |
3463:
3463 4-(24,9,6552) (complement has $\lambda=8952$) design of number 3462 with respect to smaller t |
3464:
3464 4-(23,8,1638) (complement has $\lambda=2238$)
3465:
3465 4-(23,9,4914) (complement has $\lambda=6714$) residual design of number 3462 |
3466:
3466 5-(24,9,1656) (complement has $\lambda=2220$) $PGL(2,23)$ (>1 isomorphism types) |
3467:
3467 4-(24,9,6624) (complement has $\lambda=8880$) design of number 3466 with respect to smaller t |
3468:
3468 4-(23,8,1656) (complement has $\lambda=2220$)
3469:
3469 4-(23,9,4968) (complement has $\lambda=6660$) residual design of number 3466 |
3470:
3470 5-(24,9,1674) (complement has $\lambda=2202$)
$PGL(2,23)$ (>1 isomorphism types) |
3471:
3471 4-(24,9,6696) (complement has $\lambda=8808$) design of number 3470 with respect to smaller t |
3472:
3472 4-(23,8,1674) (complement has $\lambda=2202$)
3473:
3473 4-(23,9,5022) (complement has $\lambda=6606$) residual design of number 3470 |
3474:
3474 5-(24,9,1680) (complement has $\lambda=2196$) $M_{24}$ 1 isomorphism type |
3475:
3475 4-(24,9,6720) (complement has $\lambda=8784$) design of number 3474 with respect to smaller t |
3476:
3476 4-(23,8,1680) (complement has $\lambda=2196$)
3477:
3477 4-(23,9,5040) (complement has $\lambda=6588$) residual design of number 3474 |
3478:
3478 5-(24,9,1686) (complement has $\lambda=2190$) $PGL(2,23)$ (>1 isomorphism types) |
3479:
3479 4-(24,9,6744) (complement has $\lambda=8760$) design of number 3478 with respect to smaller t |
3480:
3480 4-(23,8,1686) (complement has $\lambda=2190$)
3481:
3481 4-(23,9,5058) (complement has $\lambda=6570$) residual design of number 3478 |
3482:
3482 5-(24,9,1692) (complement has $\lambda=2184$) $PGL(2,23)$ (>1 isomorphism types) |
3483:
3483 4-(24,9,6768) (complement has $\lambda=8736$) design of number 3482 with respect to smaller t |
residual design of number 8513 |
derived from number 8514 |
3484:
3484 4-(23,8,1692) (complement has $\lambda=2184$)
3485:
3485 4-(23,9,5076) (complement has $\lambda=6552$) residual design of number 3482 |
derived from number 10621 |
3486:
3486 5-(24,9,1710) (complement has $\lambda=2166$) $PGL(2,23)$ (>1 isomorphism types) |
3487:
3487 4-(24,9,6840) (complement has $\lambda=8664$) design of number 3486 with respect to smaller t |
3488:
3488 4-(23,8,1710) (complement has $\lambda=2166$)
3489:
3489 4-(23,9,5130) (complement has $\lambda=6498$) residual design of number 3486 |
3490:
3490 5-(24,9,1716) (complement has $\lambda=2160$)
\cite{Driessen78} $M_{24}$ 1 isomorphism type |
$PGL(2,23)$ (>1 isomorphism types) |
derived from number 7953 |
3491:
3491 4-(24,9,6864) (complement has $\lambda=8640$) design of number 3490 with respect to smaller t |
derived from number 7955 |
residual design of number 8527 |
3492:
3492 4-(23,8,1716) (complement has $\lambda=2160$)
3493:
3493 4-(23,9,5148) (complement has $\lambda=6480$) residual design of number 3490 |
derived from number 7956 |
3494:
3494 5-(24,9,1728) (complement has $\lambda=2148$) $PGL(2,23)$ (>1 isomorphism types) |
residual design of number 10488 |
derived from number 10489 |
3495:
3495 4-(24,9,6912) (complement has $\lambda=8592$) design of number 3494 with respect to smaller t |
residual design of number 3889 |
derived from number 8532 |
3496:
3496 4-(23,9,5184) (complement has $\lambda=6444$) residual design of number 3494 |
derived from number 10491 |
3497:
3497 5-(24,9,1740) (complement has $\lambda=2136$) $PSL(2,23)$ (>1 isomorphism types) |
3498:
3498 4-(24,9,6960) (complement has $\lambda=8544$) design of number 3497 with respect to smaller t |
3499:
3499 4-(23,8,1740) (complement has $\lambda=2136$)
3500:
3500 4-(23,9,5220) (complement has $\lambda=6408$)
residual design of number 3497 |
3501:
3501 5-(24,9,1746) (complement has $\lambda=2130$) $PSL(2,23)$ (>1 isomorphism types) |
3502:
3502 4-(24,9,6984) (complement has $\lambda=8520$) design of number 3501 with respect to smaller t |
3503:
3503 4-(23,8,1746) (complement has $\lambda=2130$)
3504:
3504 4-(23,9,5238) (complement has $\lambda=6390$) residual design of number 3501 |
3505:
3505 5-(24,9,1752) (complement has $\lambda=2124$) $PGL(2,23)$ (>1 isomorphism types) |
3506:
3506 4-(24,9,7008) (complement has $\lambda=8496$) design of number 3505 with respect to smaller t |
residual design of number 8539 |
derived from number 8540 |
3507:
3507 4-(23,8,1752) (complement has $\lambda=2124$)
3508:
3508 4-(23,9,5256) (complement has $\lambda=6372$) residual design of number 3505 |
3509:
3509 5-(24,9,1776) (complement has $\lambda=2100$) $PSL(2,23)$ (>1 isomorphism types) |
3510:
3510 4-(24,9,7104) (complement has $\lambda=8400$)
design of number 3509 with respect to smaller t |
3511:
3511 4-(23,8,1776) (complement has $\lambda=2100$)
3512:
3512 4-(23,9,5328) (complement has $\lambda=6300$) residual design of number 3509 |
3513:
3513 5-(24,9,1788) (complement has $\lambda=2088$) $PGL(2,23)$ (>1 isomorphism types) |
3514:
3514 4-(24,9,7152) (complement has $\lambda=8352$) design of number 3513 with respect to smaller t |
3515:
3515 4-(23,8,1788) (complement has $\lambda=2088$)
3516:
3516 4-(23,9,5364) (complement has $\lambda=6264$) residual design of number 3513 |
3517:
3517 5-(24,9,180) (complement has $\lambda=3696$) $PGL(2,23)$ (>1 isomorphism types) |
3518:
3518 4-(24,9,720) (complement has $\lambda=14784$) design of number 3517 with respect to smaller t |
derived from number 3774 |
residual design of number 3891 |
3519:
3519 5-(24,9,1806) (complement has $\lambda=2070$) $PGL(2,23)$ (>1 isomorphism types) |
3520:
3520 4-(24,9,7224) (complement has $\lambda=8280$)
design of number 3519 with respect to smaller t |
3521:
3521 4-(23,8,1806) (complement has $\lambda=2070$)
3522:
3522 4-(23,9,5418) (complement has $\lambda=6210$) residual design of number 3519 |
3523:
3523 5-(24,9,1812) (complement has $\lambda=2064$) $PGL(2,23)$ (>1 isomorphism types) |
3524:
3524 4-(24,9,7248) (complement has $\lambda=8256$) design of number 3523 with respect to smaller t |
3525:
3525 4-(23,8,1812) (complement has $\lambda=2064$)
3526:
3526 4-(23,9,5436) (complement has $\lambda=6192$) residual design of number 3523 |
3527:
3527 5-(24,9,1824) (complement has $\lambda=2052$) $PGL(2,23)$ (>1 isomorphism types) |
design of number 7887 with respect to smaller t |
derived from number 7892 |
residual design of number 7899 |
3528:
3528 4-(24,9,7296) (complement has $\lambda=8208$) design of number 3527 with respect to smaller t |
derived from number 7893 |
residual design of number 7900 |
3529:
3529 4-(23,8,1824) (complement has $\lambda=2052$) derived from number 3527 |
residual design of number 5779 |
design of number 5781 with respect to smaller t |
3530:
3530 4-(23,9,5472) (complement has $\lambda=6156$)
residual design of number 3527 |
derived from number 7841 |
design of number 7842 with respect to smaller t |
3531:
3531 5-(24,9,1830) (complement has $\lambda=2046$) $PGL(2,23)$ (>1 isomorphism types) |
3532:
3532 4-(24,9,7320) (complement has $\lambda=8184$) design of number 3531 with respect to smaller t |
3533:
3533 4-(23,8,1830) (complement has $\lambda=2046$)
3534:
3534 4-(23,9,5490) (complement has $\lambda=6138$) residual design of number 3531 |
3535:
3535 5-(24,9,1836) (complement has $\lambda=2040$) $PGL(2,23)$ (>1 isomorphism types) |
residual design of number 8008 |
3536:
3536 4-(23,8,1836) (complement has $\lambda=2040$) derived from number 3535 |
residual design of number 6274 |
3537:
3537 4-(23,9,5508) (complement has $\lambda=6120$) residual design of number 3535 |
3538:
3538 5-(24,9,1842) (complement has $\lambda=2034$) $PGL(2,23)$ (>1 isomorphism types) |
3539:
3539 4-(24,9,7368) (complement has $\lambda=8136$) design of number 3538 with respect to smaller t |
derived from number 3776 |
3540:
3540 4-(23,8,1842) (complement has $\lambda=2034$)
3541:
3541 5-(24,9,1848) (complement has $\lambda=2028$) $PGL(2,23)$ (>1 isomorphism types) |
3542:
3542 4-(24,9,7392) (complement has $\lambda=8112$) design of number 3541 with respect to smaller t |
derived from number 3778 |
3543:
3543 4-(23,8,1848) (complement has $\lambda=2028$)
3544:
3544 5-(24,9,1860) (complement has $\lambda=2016$) $M_{11}_{12}\times id_2$ |
$PSL(2,23)$ (>1 isomorphism types) |
3545:
3545 4-(24,9,7440) (complement has $\lambda=8064$) design of number 3544 with respect to smaller t |
residual design of number 8572 |
derived from number 8573 |
3546:
3546 4-(23,8,1860) (complement has $\lambda=2016$)
3547:
3547 4-(23,9,5580) (complement has $\lambda=6048$) residual design of number 3544 |
3548:
3548 5-(24,9,1872) (complement has $\lambda=2004$) $PGL(2,23)$ (>1 isomorphism types) |
3549:
3549 4-(24,9,7488) (complement has $\lambda=8016$) design of number 3548 with respect to smaller t |
3550:
3550 4-(23,8,1872) (complement has $\lambda=2004$)
3551:
3551 4-(23,9,5616) (complement has $\lambda=6012$) residual design of number 3548 |
3552:
3552 5-(24,9,1878) (complement has $\lambda=1998$) $PGL(2,23)$ (>1 isomorphism types) |
3553:
3553 4-(24,9,7512) (complement has $\lambda=7992$) design of number 3552 with respect to smaller t |
3554:
3554 4-(23,8,1878) (complement has $\lambda=1998$)
3555:
3555 4-(23,9,5634) (complement has $\lambda=5994$) residual design of number 3552 |
3556:
3556 5-(24,9,1896) (complement has $\lambda=1980$) $PGL(2,23)$ (>1 isomorphism types) |
derived from number 7959 |
3557:
3557 4-(24,9,7584) (complement has $\lambda=7920$) design of number 3556 with respect to smaller t |
derived from number 7961 |
3558:
3558 4-(23,8,1896) (complement has $\lambda=1980$)
3559:
3559 4-(23,9,5688) (complement has $\lambda=5940$) residual design of number 3556 |
derived from number 7962 |
3560:
3560 5-(24,9,1902) (complement has $\lambda=1974$)
$PGL(2,23)$ (>1 isomorphism types) |
3561:
3561 4-(24,9,7608) (complement has $\lambda=7896$) design of number 3560 with respect to smaller t |
3562:
3562 4-(23,8,1902) (complement has $\lambda=1974$)
3563:
3563 4-(23,9,5706) (complement has $\lambda=5922$) residual design of number 3560 |
3564:
3564 5-(24,9,1908) (complement has $\lambda=1968$) $PGL(2,23)$ (>1 isomorphism types) |
3565:
3565 4-(24,9,7632) (complement has $\lambda=7872$) design of number 3564 with respect to smaller t |
derived from number 3780 |
residual design of number 8581 |
3566:
3566 4-(23,8,1908) (complement has $\lambda=1968$)
3567:
3567 5-(24,9,1914) (complement has $\lambda=1962$) $PGL(2,23)$ (>1 isomorphism types) |
3568:
3568 4-(24,9,7656) (complement has $\lambda=7848$) design of number 3567 with respect to smaller t |
3569:
3569 4-(23,8,1914) (complement has $\lambda=1962$)
3570:
3570 4-(23,9,5742) (complement has $\lambda=5886$)
residual design of number 3567 |
3571:
3571 5-(24,9,1920) (complement has $\lambda=1956$) $PGL(2,23)$ (>1 isomorphism types) |
3572:
3572 4-(24,9,7680) (complement has $\lambda=7824$) design of number 3571 with respect to smaller t |
derived from number 3782 |
3573:
3573 4-(23,8,1920) (complement has $\lambda=1956$)
3574:
3574 5-(24,9,1926) (complement has $\lambda=1950$) $PGL(2,23)$ (>1 isomorphism types) |
derived from number 7965 |
3575:
3575 4-(24,9,7704) (complement has $\lambda=7800$) design of number 3574 with respect to smaller t |
derived from number 7968 |
3576:
3576 4-(23,8,1926) (complement has $\lambda=1950$)
3577:
3577 4-(23,9,5778) (complement has $\lambda=5850$) residual design of number 3574 |
derived from number 7970 |
3578:
3578 5-(24,9,1932) (complement has $\lambda=1944$) $PGL(2,23)$ (>1 isomorphism types) |
derived from number 10517 |
3579:
3579 4-(24,9,7728) (complement has $\lambda=7776$) design of number 3578 with respect to smaller t |
derived from number 3784 |
residual design of number 8588 |
3580:
3580 4-(23,8,1932) (complement has $\lambda=1944$)
3581:
3581 4-(23,9,5796) (complement has $\lambda=5832$) residual design of number 3578 |
derived from number 7984 |
3582:
3582 5-(24,9,1938) (selfcomplementary) $PSL(2,23)$ (>1 isomorphism types) halving of complete design! |
design of number 5787 with respect to smaller t |
complementary design of number 5787 with respect to smaller t |
derived from number 5788 |
derived from complement of number 5788 |
3583:
3583 4-(24,9,7752) (selfcomplementary) design of number 3582 with respect to smaller t |
complementary design of number 3582 with respect to smaller t |
derived from number 3787 |
derived from complement of number 3787 |
3584:
3584 4-(23,8,1938) (selfcomplementary) derived from number 3582 |
derived from complement of number 3582 |
design of number 5659 with respect to smaller t |
complementary design of number 5659 with respect to smaller t |
3585:
3585 5-(24,9,210) (complement has $\lambda=3666$) $PGL(2,23)$ (>1 isomorphism types) |
3586:
3586 4-(24,9,840) (complement has $\lambda=14664$) design of number 3585 with respect to smaller t |
derived from number 3789 |
3587:
3587 4-(23,8,210) (complement has $\lambda=3666$)
3588:
3588 5-(24,9,240) (complement has $\lambda=3636$) $PSL(2,23)$ (>1 isomorphism types) |
3589:
3589 5-(24,9,252) (complement has $\lambda=3624$) $PGL(2,23)$ (>1 isomorphism types) |
3590:
3590 4-(24,9,1008) (complement has $\lambda=14496$)
design of number 3589 with respect to smaller t |
derived from number 3718 |
residual design of number 3893 |
3591:
3591 5-(24,9,258) (complement has $\lambda=3618$) $PSL(2,23)$ (>1 isomorphism types) |
3592:
3592 4-(23,8,258) (complement has $\lambda=3618$)
3593:
3593 5-(24,9,264) (complement has $\lambda=3612$) $PGL(2,23)$ (>1 isomorphism types) |
3594:
3594 4-(24,9,1056) (complement has $\lambda=14448$) design of number 3593 with respect to smaller t |
derived from number 3720 |
3595:
3595 4-(23,8,264) (complement has $\lambda=3612$)
3596:
3596 5-(24,9,282) (complement has $\lambda=3594$) $PGL(2,23)$ (>1 isomorphism types) |
3597:
3597 4-(24,9,1128) (complement has $\lambda=14376$) design of number 3596 with respect to smaller t |
derived from number 3722 |
3598:
3598 4-(23,8,282) (complement has $\lambda=3594$)
3599:
3599 5-(24,9,306) (complement has $\lambda=3570$) $PGL(2,23)$ (>1 isomorphism types) |
3600:
3600 4-(24,9,1224) (complement has $\lambda=14280$)
design of number 3599 with respect to smaller t |
derived from number 3724 |
3601:
3601 4-(23,8,306) (complement has $\lambda=3570$)
3602:
3602 5-(24,9,312) (complement has $\lambda=3564$) $PSL(2,23)$ (>1 isomorphism types) |
3603:
3603 4-(23,8,312) (complement has $\lambda=3564$)
3604:
3604 5-(24,9,342) (complement has $\lambda=3534$) $PGL(2,23)$ (>1 isomorphism types) |
3605:
3605 4-(24,9,1368) (complement has $\lambda=14136$) design of number 3604 with respect to smaller t |
derived from number 10893 |
3606:
3606 4-(23,8,342) (complement has $\lambda=3534$)
3607:
3607 5-(24,9,36) (complement has $\lambda=3840$) \cite{Driessen78} $M_{24}$ 1 isomorphism type |
$PSL(2,23)$ (4 solutions) |
3608:
3608 4-(24,9,144) (complement has $\lambda=15360$) design of number 3607 with respect to smaller t |
derived from number 3726 |
residual design of number 3895 |
3609:
3609 5-(24,9,372) (complement has $\lambda=3504$) $PGL(2,23)$ (>1 isomorphism types) |
3610:
3610 4-(24,9,1488) (complement has $\lambda=14016$)
design of number 3609 with respect to smaller t |
3611:
3611 4-(23,8,372) (complement has $\lambda=3504$)
3612:
3612 4-(23,9,1116) (complement has $\lambda=10512$) residual design of number 3609 |
3613:
3613 5-(24,9,42) (complement has $\lambda=3834$) $PSL(2,23)$ (10 isomorphism types) |
3614:
3614 4-(24,9,168) (complement has $\lambda=15336$) design of number 3613 with respect to smaller t |
derived from number 3728 |
3615:
3615 4-(23,8,42) (complement has $\lambda=3834$)
3616:
3616 5-(24,9,432) (complement has $\lambda=3444$) $PGL(2,23)$ (>1 isomorphism types) |
3617:
3617 4-(24,9,1728) (complement has $\lambda=13776$) design of number 3616 with respect to smaller t |
residual design of number 8019 |
derived from number 8020 |
3618:
3618 4-(23,8,432) (complement has $\lambda=3444$)
3619:
3619 4-(23,9,1296) (complement has $\lambda=10332$) residual design of number 3616 |
3620:
3620 5-(24,9,444) (complement has $\lambda=3432$)
$PGL(2,23)$ (>1 isomorphism types) |
3621:
3621 4-(24,9,1776) (complement has $\lambda=13728$) design of number 3620 with respect to smaller t |
3622:
3622 4-(23,8,444) (complement has $\lambda=3432$)
3623:
3623 4-(23,9,1332) (complement has $\lambda=10296$) residual design of number 3620 |
3624:
3624 5-(24,9,468) (complement has $\lambda=3408$) $PGL(2,23)$ (>1 isomorphism types) |
3625:
3625 4-(24,9,1872) (complement has $\lambda=13632$) design of number 3624 with respect to smaller t |
3626:
3626 4-(23,8,468) (complement has $\lambda=3408$)
3627:
3627 4-(23,9,1404) (complement has $\lambda=10224$) residual design of number 3624 |
3628:
3628 5-(24,9,48) (complement has $\lambda=3828$) $PSL(2,23)$ (12 isomorphism types) |
3629:
3629 4-(24,9,192) (complement has $\lambda=15312$) design of number 3628 with respect to smaller t |
derived from number 3730 |
3630:
3630 4-(23,8,48) (complement has $\lambda=3828$)
3631:
3631 5-(24,9,492) (complement has $\lambda=3384$)
3632:
3632 4-(24,9,1968) (complement has $\lambda=13536$) design of number 3631 with respect to smaller t |
3633:
3633 4-(23,8,492) (complement has $\lambda=3384$)
3634:
3634 4-(23,9,1476) (complement has $\lambda=10152$) residual design of number 3631 |
3635:
3635 5-(24,9,504) (complement has $\lambda=3372$) $PGL(2,23)$ (>1 isomorphism types) |
3636:
3636 4-(24,9,2016) (complement has $\lambda=13488$) design of number 3635 with respect to smaller t |
3637:
3637 4-(23,8,504) (complement has $\lambda=3372$)
3638:
3638 4-(23,9,1512) (complement has $\lambda=10116$) residual design of number 3635 |
3639:
3639 5-(24,9,54) (complement has $\lambda=3822$) $PGL(2,23)$ (1 isomorphism type) |
3640:
3640 4-(24,9,216) (complement has $\lambda=15288$)
design of number 3639 with respect to smaller t |
derived from number 3732 |
3641:
3641 4-(23,8,54) (complement has $\lambda=3822$)
3642:
3642 5-(24,9,6) (complement has $\lambda=3870$) \cite{AssmusMattson69c} $PSL(2,23)$ (1 isomorphism type) block transitive |
3643:
3643 4-(24,9,24) (complement has $\lambda=15480$) design of number 3642 with respect to smaller t |
3644:
3644 4-(23,8,6) (complement has $\lambda=3870$)
3645:
3645 4-(23,9,18) (complement has $\lambda=11610$) residual design of number 3642 |
3646:
3646 5-(24,9,60) (complement has $\lambda=3816$) $PGL(2,23)$ (2 isomorphism types) |
3647:
3647 4-(24,9,240) (complement has $\lambda=15264$) design of number 3646 with respect to smaller t |
derived from number 3734 |
3648:
3648 4-(23,8,60) (complement has $\lambda=3816$)
3649:
3649 5-(24,9,66) (complement has $\lambda=3810$) $PGL(2,23)$ (2 isomorphism types) |
3650:
3650 4-(24,9,264) (complement has $\lambda=15240$)
design of number 3649 with respect to smaller t |
derived from number 3736 |
3651:
3651 4-(23,8,66) (complement has $\lambda=3810$)
3652:
3652 5-(24,9,696) (complement has $\lambda=3180$)
3653:
3653 4-(23,8,696) (complement has $\lambda=3180$)
3654:
3654 5-(24,9,702) (complement has $\lambda=3174$)
3655:
3655 4-(24,9,2808) (complement has $\lambda=12696$) design of number 3654 with respect to smaller t |
3656:
3656 4-(23,8,702) (complement has $\lambda=3174$)
3657:
3657 4-(23,9,2106) (complement has $\lambda=9522$) residual design of number 3654 |
3658:
3658 5-(24,9,714) (complement has $\lambda=3162$)
3659:
3659 4-(24,9,2856) (complement has $\lambda=12648$) design of number 3658 with respect to smaller t |
3660:
3660 4-(23,8,714) (complement has $\lambda=3162$)
3661:
3661 4-(23,9,2142) (complement has $\lambda=9486$) residual design of number 3658 |
3662:
3662 5-(24,9,72) (complement has $\lambda=3804$) $PGL(2,23)$ (7 isomorphism types) |
3663:
3663 4-(24,9,288) (complement has $\lambda=15216$) design of number 3662 with respect to smaller t |
derived from number 3738 |
residual design of number 3897 |
3664:
3664 5-(24,9,732) (complement has $\lambda=3144$)
3665:
3665 4-(24,9,2928) (complement has $\lambda=12576$) design of number 3664 with respect to smaller t |
3666:
3666 4-(23,8,732) (complement has $\lambda=3144$)
3667:
3667 4-(23,9,2196) (complement has $\lambda=9432$) residual design of number 3664 |
3668:
3668 5-(24,9,744) (complement has $\lambda=3132$)
3669:
3669 4-(24,9,2976) (complement has $\lambda=12528$) design of number 3668 with respect to smaller t |
residual design of number 8119 |
derived from number 8120 |
3670:
3670 4-(23,8,744) (complement has $\lambda=3132$)
3671:
3671 4-(23,9,2232) (complement has $\lambda=9396$) residual design of number 3668 |
3672:
3672 5-(24,9,750) (complement has $\lambda=3126$)
3673:
3673 4-(24,9,3000) (complement has $\lambda=12504$) design of number 3672 with respect to smaller t |
3674:
3674 4-(23,8,750) (complement has $\lambda=3126$)
3675:
3675 4-(23,9,2250) (complement has $\lambda=9378$) residual design of number 3672 |
3676:
3676 5-(24,9,764) (complement has $\lambda=3112$)
3677:
3677 4-(24,9,3056) (complement has $\lambda=12448$) design of number 3676 with respect to smaller t |
3678:
3678 4-(23,8,764) (complement has $\lambda=3112$)
3679:
3679 4-(23,9,2292) (complement has $\lambda=9336$) residual design of number 3676 |
3680:
3680 5-(24,9,78) (complement has $\lambda=3798$)
$PGL(2,23)$ (6 isomorphism types) |
3681:
3681 4-(24,9,312) (complement has $\lambda=15192$) design of number 3680 with respect to smaller t |
derived from number 3740 |
3682:
3682 4-(23,8,78) (complement has $\lambda=3798$)
3683:
3683 5-(24,9,780) (complement has $\lambda=3096$)
3684:
3684 4-(24,9,3120) (complement has $\lambda=12384$) design of number 3683 with respect to smaller t |
3685:
3685 4-(23,8,780) (complement has $\lambda=3096$)
3686:
3686 4-(23,9,2340) (complement has $\lambda=9288$) residual design of number 3683 |
3687:
3687 5-(24,9,810) (complement has $\lambda=3066$)
3688:
3688 4-(24,9,3240) (complement has $\lambda=12264$) design of number 3687 with respect to smaller t |
3689:
3689 4-(23,8,810) (complement has $\lambda=3066$)
3690:
3690 4-(23,9,2430) (complement has $\lambda=9198$)
residual design of number 3687 |
3691:
3691 5-(24,9,84) (complement has $\lambda=3792$) $PGL(2,23)$ (11 isomorphism types) |
3692:
3692 4-(24,9,336) (complement has $\lambda=15168$) design of number 3691 with respect to smaller t |
derived from number 3742 |
residual design of number 3867 |
3693:
3693 5-(24,9,840) (complement has $\lambda=3036$)
3694:
3694 4-(24,9,3360) (complement has $\lambda=12144$) design of number 3693 with respect to smaller t |
3695:
3695 4-(23,8,840) (complement has $\lambda=3036$)
3696:
3696 4-(23,9,2520) (complement has $\lambda=9108$) residual design of number 3693 |
3697:
3697 5-(24,9,870) (complement has $\lambda=3006$)
3698:
3698 4-(24,9,3480) (complement has $\lambda=12024$) design of number 3697 with respect to smaller t |
3699:
3699 4-(23,8,870) (complement has $\lambda=3006$)
3700:
3700 4-(23,9,2610) (complement has $\lambda=9018$)
residual design of number 3697 |
3701:
3701 5-(24,9,876) (complement has $\lambda=3000$)
3702:
3702 4-(24,9,3504) (complement has $\lambda=12000$) design of number 3701 with respect to smaller t |
3703:
3703 4-(23,8,876) (complement has $\lambda=3000$)
3704:
3704 4-(23,9,2628) (complement has $\lambda=9000$) residual design of number 3701 |
3705:
3705 5-(24,9,90) (complement has $\lambda=3786$) $PGL(2,23)$ (17 isomorphism types) |
3706:
3706 4-(24,9,360) (complement has $\lambda=15144$) design of number 3705 with respect to smaller t |
derived from number 3744 |
3707:
3707 4-(23,8,90) (complement has $\lambda=3786$)
3708:
3708 5-(24,9,924) (complement has $\lambda=2952$) $PGL(2,23)$ (>1 isomorphism types) |
3709:
3709 4-(24,9,3696) (complement has $\lambda=11808$) design of number 3708 with respect to smaller t |
3710:
3710 4-(23,8,924) (complement has $\lambda=2952$)
3711:
3711 4-(23,9,2772) (complement has $\lambda=8856$) residual design of number 3708 |
3712:
3712 5-(24,9,96) (complement has $\lambda=3780$) $PGL(2,23)$ (43 isomorphism types) |
3713:
3713 4-(24,9,384) (complement has $\lambda=15120$) design of number 3712 with respect to smaller t |
derived from number 3746 |
residual design of number 3869 |
3714:
3714 5-(24,9,996) (complement has $\lambda=2880$) $PGL(2,23)$ (>1 isomorphism types) |
3715:
3715 4-(24,9,3984) (complement has $\lambda=11520$) design of number 3714 with respect to smaller t |
3716:
3716 4-(23,8,996) (complement has $\lambda=2880$)
3717:
3717 4-(23,9,2988) (complement has $\lambda=8640$) residual design of number 3714 |
3718:
3718 5-(25,10,1008) (complement has $\lambda=14496$) TvT: 5-(24,9,252) $\cup$ 5-(24,10,756) |
3719:
3719 4-(25,10,3528) (complement has $\lambda=50736$) design of number 3718 with respect to smaller t |
residual design of number 3899 |
3720:
3720 5-(25,10,1056) (complement has $\lambda=14448$)
TvT: 5-(24,9,264) $\cup$ 5-(24,10,792) |
3721:
3721 4-(25,10,3696) (complement has $\lambda=50568$) design of number 3720 with respect to smaller t |
3722:
3722 5-(25,10,1128) (complement has $\lambda=14376$) TvT: 5-(24,9,282) $\cup$ 5-(24,10,846) |
3723:
3723 4-(25,10,3948) (complement has $\lambda=50316$) design of number 3722 with respect to smaller t |
3724:
3724 5-(25,10,1224) (complement has $\lambda=14280$) TvT: 5-(24,9,306) $\cup$ 5-(24,10,918) |
3725:
3725 4-(25,10,4284) (complement has $\lambda=49980$) design of number 3724 with respect to smaller t |
3726:
3726 5-(25,10,144) (complement has $\lambda=15360$) TvT: 5-(24,9,36) $\cup$ 5-(24,10,108) |
3727:
3727 4-(25,10,504) (complement has $\lambda=53760$) design of number 3726 with respect to smaller t |
residual design of number 3901 |
3728:
3728 5-(25,10,168) (complement has $\lambda=15336$) TvT: 5-(24,9,42) $\cup$ 5-(24,10,126) |
3729:
3729 4-(25,10,588) (complement has $\lambda=53676$) design of number 3728 with respect to smaller t |
3730:
3730 5-(25,10,192) (complement has $\lambda=15312$)
TvT: 5-(24,9,48) $\cup$ 5-(24,10,144) |
3731:
3731 4-(25,10,672) (complement has $\lambda=53592$) design of number 3730 with respect to smaller t |
derived from number 3933 |
3732:
3732 5-(25,10,216) (complement has $\lambda=15288$) $PSL(2,23)+$ TvT construction 5-(24,9,54) $\cup$ 5-(24,10,162) |
3733:
3733 4-(25,10,756) (complement has $\lambda=53508$) design of number 3732 with respect to smaller t |
3734:
3734 5-(25,10,240) (complement has $\lambda=15264$) $PSL(2,23)+$ TvT construction 5-(24,9,60) $\cup$ 5-(24,10,180) |
3735:
3735 4-(25,10,840) (complement has $\lambda=53424$) design of number 3734 with respect to smaller t |
3736:
3736 5-(25,10,264) (complement has $\lambda=15240$) $PSL(2,23)+$ TvT construction 5-(24,9,66) $\cup$ 5-(24,10,198) |
3737:
3737 4-(25,10,924) (complement has $\lambda=53340$) design of number 3736 with respect to smaller t |
3738:
3738 5-(25,10,288) (complement has $\lambda=15216$) $PSL(2,23)+$ TvT construction 5-(24,9,72) $\cup$ 5-(24,10,216) |
3739:
3739 4-(25,10,1008) (complement has $\lambda=53256$) design of number 3738 with respect to smaller t |
residual design of number 3903 |
3740:
3740 5-(25,10,312) (complement has $\lambda=15192$)
$PSL(2,23)+$ TvT construction 5-(24,9,78) $\cup$ 5-(24,10,234) |
3741:
3741 4-(25,10,1092) (complement has $\lambda=53172$) design of number 3740 with respect to smaller t |
3742:
3742 5-(25,10,336) (complement has $\lambda=15168$) $PSL(2,23)+$ TvT construction 5-(24,9,84) $\cup$ 5-(24,10,252) |
3743:
3743 4-(25,10,1176) (complement has $\lambda=53088$) design of number 3742 with respect to smaller t |
residual design of number 3905 |
3744:
3744 5-(25,10,360) (complement has $\lambda=15144$) $PSL(2,23)+$ TvT construction 5-(24,9,90) $\cup$ 5-(24,10,270) |
3745:
3745 4-(25,10,1260) (complement has $\lambda=53004$) design of number 3744 with respect to smaller t |
3746:
3746 5-(25,10,384) (complement has $\lambda=15120$) $PSL(2,23)+$ TvT construction 5-(24,9,96) $\cup$ 5-(24,10,288) |
3747:
3747 4-(25,10,1344) (complement has $\lambda=52920$) design of number 3746 with respect to smaller t |
residual design of number 3907 |
3748:
3748 5-(25,10,408) (complement has $\lambda=15096$) TvT: 5-(24,9,102) $\cup$ 5-(24,10,306) |
3749:
3749 4-(25,10,1428) (complement has $\lambda=52836$) design of number 3748 with respect to smaller t |
3750:
3750 5-(25,10,418) (complement has $\lambda=15086$)
$PSL(2,23)+$ TvT construction 5-(24,9,102) $\cup$ 5-(24,10,306) |
3751:
3751 4-(25,10,1463) (complement has $\lambda=52801$) design of number 3750 with respect to smaller t |
3752:
3752 4-(24,9,418) (complement has $\lambda=15086$)
3753:
3753 4-(24,10,1045) (complement has $\lambda=37715$) residual design of number 3750 |
3754:
3754 5-(25,10,432) (complement has $\lambda=15072$) $PSL(2,23)+$ TvT construction 5-(24,9,108) $\cup$ 5-(24,10,324) |
3755:
3755 4-(25,10,1512) (complement has $\lambda=52752$) design of number 3754 with respect to smaller t |
residual design of number 3909 |
3756:
3756 5-(25,10,456) (complement has $\lambda=15048$) $PSL(2,23)+$ TvT construction 5-(24,9,114) $\cup$ 5-(24,10,342) |
3757:
3757 4-(25,10,1596) (complement has $\lambda=52668$) design of number 3756 with respect to smaller t |
3758:
3758 5-(25,10,48) (complement has $\lambda=15456$) $PSL(2,23)+$ TvT construction 5-(24,9,12) $\cup$ 5-(24,10,36) |
3759:
3759 4-(25,10,168) (complement has $\lambda=54096$) design of number 3758 with respect to smaller t |
residual design of number 3911 |
3760:
3760 5-(25,10,480) (complement has $\lambda=15024$)
TvT: 5-(24,9,120) $\cup$ 5-(24,10,360) |
3761:
3761 4-(25,10,1680) (complement has $\lambda=52584$) design of number 3760 with respect to smaller t |
residual design of number 3913 |
3762:
3762 5-(25,10,504) (complement has $\lambda=15000$) TvT: 5-(24,9,126) $\cup$ 5-(24,10,378) |
3763:
3763 4-(25,10,1764) (complement has $\lambda=52500$) design of number 3762 with respect to smaller t |
3764:
3764 5-(25,10,528) (complement has $\lambda=14976$) TvT: 5-(24,9,132) $\cup$ 5-(24,10,396) |
3765:
3765 4-(25,10,1848) (complement has $\lambda=52416$) design of number 3764 with respect to smaller t |
3766:
3766 5-(25,10,552) (complement has $\lambda=14952$) TvT: 5-(24,9,138) $\cup$ 5-(24,10,414) |
3767:
3767 4-(25,10,1932) (complement has $\lambda=52332$) design of number 3766 with respect to smaller t |
3768:
3768 5-(25,10,576) (complement has $\lambda=14928$) TvT: 5-(24,9,144) $\cup$ 5-(24,10,432) |
3769:
3769 4-(25,10,2016) (complement has $\lambda=52248$) design of number 3768 with respect to smaller t |
residual design of number 3915 |
3770:
3770 5-(25,10,600) (complement has $\lambda=14904$)
TvT: 5-(24,9,150) $\cup$ 5-(24,10,450) |
3771:
3771 4-(25,10,2100) (complement has $\lambda=52164$) design of number 3770 with respect to smaller t |
3772:
3772 5-(25,10,624) (complement has $\lambda=14880$) TvT: 5-(24,9,156) $\cup$ 5-(24,10,468) |
3773:
3773 4-(25,10,2184) (complement has $\lambda=52080$) design of number 3772 with respect to smaller t |
residual design of number 3917 |
3774:
3774 5-(25,10,720) (complement has $\lambda=14784$) TvT: 5-(24,9,180) $\cup$ 5-(24,10,540) |
3775:
3775 4-(25,10,2520) (complement has $\lambda=51744$) design of number 3774 with respect to smaller t |
residual design of number 3919 |
3776:
3776 5-(25,10,7368) (complement has $\lambda=8136$) TvT: 5-(24,9,1842) $\cup$ 5-(24,10,5526) |
3777:
3777 4-(25,10,25788) (complement has $\lambda=28476$) design of number 3776 with respect to smaller t |
3778:
3778 5-(25,10,7392) (complement has $\lambda=8112$) TvT: 5-(24,9,1848) $\cup$ 5-(24,10,5544) |
3779:
3779 4-(25,10,25872) (complement has $\lambda=28392$) design of number 3778 with respect to smaller t |
derived from number 3927 |
3780:
3780 5-(25,10,7632) (complement has $\lambda=7872$)
TvT: 5-(24,9,1908) $\cup$ 5-(24,10,5724) |
residual design of number 8579 |
derived from number 8580 |
3781:
3781 4-(25,10,26712) (complement has $\lambda=27552$) design of number 3780 with respect to smaller t |
residual design of number 6319 |
derived from number 6320 |
3782:
3782 5-(25,10,7680) (complement has $\lambda=7824$) TvT: 5-(24,9,1920) $\cup$ 5-(24,10,5760) |
3783:
3783 4-(25,10,26880) (complement has $\lambda=27384$) design of number 3782 with respect to smaller t |
3784:
3784 5-(25,10,7728) (complement has $\lambda=7776$) TvT: 5-(24,9,1932) $\cup$ 5-(24,10,5796) |
residual design of number 8586 |
derived from number 8587 |
design of number 10517 with respect to smaller t |
3785:
3785 4-(25,10,27048) (complement has $\lambda=27216$) design of number 3784 with respect to smaller t |
derived from number 3929 |
residual design of number 6328 |
3786:
3786 4-(24,10,19320) (complement has $\lambda=19440$) residual design of number 3784 |
derived from number 7982 |
design of number 7984 with respect to smaller t |
3787:
3787 5-(25,10,7752) (selfcomplementary) $PSL(2,23)+$ TvT construction 5-(24,9,1938) $\cup$ 5-(24,10,5814) Halving of the complete design |
design of number 5788 with respect to smaller t |
complementary design of number 5788 with respect to smaller t |
3788:
3788 4-(25,10,27132) (selfcomplementary) design of number 3787 with respect to smaller t |
complementary design of number 3787 with respect to smaller t |
derived from number 3931 |
derived from complement of number 3931 |
3789:
3789 5-(25,10,840) (complement has $\lambda=14664$) TvT: 5-(24,9,210) $\cup$ 5-(24,10,630) |
3790:
3790 4-(25,10,2940) (complement has $\lambda=51324$)
design of number 3789 with respect to smaller t |
3791:
3791 5-(25,11,13680) (complement has $\lambda=25080$) TvT: 5-(24,10,4104) $\cup$ 5-(24,11,9576) |
residual design of number 8377 |
3792:
3792 4-(25,11,41040) (complement has $\lambda=75240$) design of number 3791 with respect to smaller t |
residual design of number 3921 |
derived from number 3937 |
3793:
3793 4-(24,10,13680) (complement has $\lambda=25080$) derived from number 3791 |
design of number 7833 with respect to smaller t |
residual design of number 7890 |
3794:
3794 5-(25,11,18240) (complement has $\lambda=20520$) TvT: 5-(24,10,5472) $\cup$ 5-(24,11,12768) |
residual design of number 8564 |
3795:
3795 4-(25,11,54720) (complement has $\lambda=61560$) design of number 3794 with respect to smaller t |
residual design of number 3924 |
derived from number 3946 |
3796:
3796 4-(24,10,18240) (complement has $\lambda=20520$) derived from number 3794 |
design of number 7841 with respect to smaller t |
residual design of number 7893 |
3797:
3797 5-(25,11,18480) (complement has $\lambda=20280$) TvT: 5-(24,10,5544) $\cup$ 5-(24,11,12936) |
3798:
3798 4-(25,11,55440) (complement has $\lambda=60840$) design of number 3797 with respect to smaller t |
residual design of number 3927 |
derived from number 3948 |
3799:
3799 4-(24,11,36960) (complement has $\lambda=40560$) residual design of number 3797 |
derived from number 6200 |
design of number 6201 with respect to smaller t |
3800:
3800 5-(25,11,19380) (selfcomplementary)
TvT: 5-(24,10,5814) $\cup$ 5-(24,11,13566) |
3801:
3801 4-(25,11,58140) (selfcomplementary) design of number 3800 with respect to smaller t |
complementary design of number 3800 with respect to smaller t |
residual design of number 3931 |
residual design of complement of number 3931 |
derived from number 3954 |
derived from complement of number 3954 |
3802:
3802 5-(25,11,480) (complement has $\lambda=38280$) TvT: 5-(24,10,144) $\cup$ 5-(24,11,336) |
3803:
3803 4-(25,11,1440) (complement has $\lambda=114840$) design of number 3802 with respect to smaller t |
residual design of number 3933 |
derived from number 3935 |
3804:
3804 5-(25,12,13200) (complement has $\lambda=64320$) TvT: 5-(24,11,4620) $\cup$ 5-(24,12,8580) |
3805:
3805 5-(25,13,21450) (complement has $\lambda=104520$) supplementary design of number 3804 |
3806:
3806 4-(25,12,34650) (complement has $\lambda=168840$) design of number 3804 with respect to smaller t |
derived from number 3807 |
3807:
3807 5-(26,13,34650) (complement has $\lambda=168840$) Tran van Trung construction with supplementary design for design number 3804 |
Alltop construction for design number 3806 |
3808:
3808 4-(25,13,50050) (complement has $\lambda=243880$) design of number 3805 with respect to smaller t |
supplementary design of number 3806 |
residual design of number 3807 |
3809:
3809 4-(24,13,28600) (complement has $\lambda=139360$) residual design of number 3805 |
3810:
3810 4-(26,13,84700) (complement has $\lambda=412720$)
Tran van Trung construction with supplementary design for design number 3806 |
design of number 3807 with respect to smaller t |
3811:
3811 5-(25,12,27360) (complement has $\lambda=50160$) TvT: 5-(24,11,9576) $\cup$ 5-(24,12,17784) |
3812:
3812 5-(25,13,44460) (complement has $\lambda=81510$) supplementary design of number 3811 |
3813:
3813 4-(25,12,71820) (complement has $\lambda=131670$) design of number 3811 with respect to smaller t |
derived from number 3814 |
residual design of number 3937 |
3814:
3814 5-(26,13,71820) (complement has $\lambda=131670$) Tran van Trung construction with supplementary design for design number 3811 |
Alltop construction for design number 3813 |
3815:
3815 4-(25,13,103740) (complement has $\lambda=190190$) design of number 3812 with respect to smaller t |
supplementary design of number 3813 |
residual design of number 3814 |
3816:
3816 4-(24,13,59280) (complement has $\lambda=108680$) residual design of number 3812 |
3817:
3817 4-(26,13,175560) (complement has $\lambda=321860$) Tran van Trung construction with supplementary design for design number 3813 |
design of number 3814 with respect to smaller t |
residual design of number 4044 |
derived from number 4045 |
3818:
3818 5-(25,12,36480) (complement has $\lambda=41040$) TvT: 5-(24,11,12768) $\cup$ 5-(24,12,23712) |
3819:
3819 5-(25,13,59280) (complement has $\lambda=66690$) supplementary design of number 3818 |
3820:
3820 4-(25,12,95760) (complement has $\lambda=107730$)
design of number 3818 with respect to smaller t |
derived from number 3821 |
residual design of number 3946 |
3821:
3821 5-(26,13,95760) (complement has $\lambda=107730$) Tran van Trung construction with supplementary design for design number 3818 |
Alltop construction for design number 3820 |
3822:
3822 4-(25,13,138320) (complement has $\lambda=155610$) design of number 3819 with respect to smaller t |
supplementary design of number 3820 |
residual design of number 3821 |
3823:
3823 4-(24,13,79040) (complement has $\lambda=88920$) residual design of number 3819 |
3824:
3824 4-(26,13,234080) (complement has $\lambda=263340$) Tran van Trung construction with supplementary design for design number 3820 |
design of number 3821 with respect to smaller t |
residual design of number 4058 |
derived from number 4059 |
3825:
3825 5-(25,12,38760) (selfcomplementary) TvT: 5-(24,11,27132) $\cup$ 5-(24,12,25194) Halving of the complete design |
derived from number 3829 |
derived from complement of number 3829 |
3826:
3826 5-(25,13,62985) (selfcomplementary) supplementary design of number 3825 |
residual design of number 3829 |
residual design of complement of number 3829 |
3827:
3827 4-(25,12,101745) (selfcomplementary) design of number 3825 with respect to smaller t |
complementary design of number 3825 with respect to smaller t |
derived from number 3828 |
derived from complement of number 3828 |
residual design of number 3954 |
residual design of complement of number 3954 |
3828:
3828 5-(26,13,101745) (selfcomplementary) Tran van Trung construction with supplementary design for design number 3825 |
Alltop construction for design number 3827 |
design of number 3829 with respect to smaller t |
complementary design of number 3829 with respect to smaller t |
3829:
3829 6-(26,13,38760) (selfcomplementary) Alltop construction for design number 3825 |
Alltop : 5-(25,12,38760) Halving of the complete design |
3830:
3830 4-(25,13,146965) (selfcomplementary)
design of number 3826 with respect to smaller t |
complementary design of number 3826 with respect to smaller t |
supplementary design of number 3827 |
residual design of number 3828 |
residual design of complement of number 3828 |
3831:
3831 4-(24,13,83980) (selfcomplementary) residual design of number 3826 |
residual design of complement of number 3826 |
3832:
3832 4-(26,13,248710) (selfcomplementary) Tran van Trung construction with supplementary design for design number 3827 |
design of number 3828 with respect to smaller t |
complementary design of number 3828 with respect to smaller t |
residual design of number 7029 |
residual design of complement of number 7029 |
derived from number 7033 |
derived from complement of number 7033 |
3833:
3833 5-(25,12,6600) (complement has $\lambda=70920$) TvT: 5-(24,11,2310) $\cup$ 5-(24,12,4290) |
3834:
3834 5-(25,13,10725) (complement has $\lambda=115245$) supplementary design of number 3833 |
3835:
3835 4-(25,12,17325) (complement has $\lambda=186165$) design of number 3833 with respect to smaller t |
derived from number 3836 |
3836:
3836 5-(26,13,17325) (complement has $\lambda=186165$) Tran van Trung construction with supplementary design for design number 3833 |
Alltop construction for design number 3835 |
3837:
3837 4-(25,13,25025) (complement has $\lambda=268905$) design of number 3834 with respect to smaller t |
supplementary design of number 3835 |
residual design of number 3836 |
3838:
3838 4-(24,13,14300) (complement has $\lambda=153660$) residual design of number 3834 |
3839:
3839 4-(26,13,42350) (complement has $\lambda=455070$) Tran van Trung construction with supplementary design for design number 3835 |
design of number 3836 with respect to smaller t |
3840:
3840 5-(25,12,960) (complement has $\lambda=76560$)
TvT: 5-(24,11,336) $\cup$ 5-(24,12,624) |
3841:
3841 5-(25,13,1560) (complement has $\lambda=124410$) supplementary design of number 3840 |
3842:
3842 4-(25,12,2520) (complement has $\lambda=200970$) design of number 3840 with respect to smaller t |
derived from number 3843 |
residual design of number 3935 |
3843:
3843 5-(26,13,2520) (complement has $\lambda=200970$) Tran van Trung construction with supplementary design for design number 3840 |
Alltop construction for design number 3842 |
3844:
3844 4-(25,13,3640) (complement has $\lambda=290290$) design of number 3841 with respect to smaller t |
supplementary design of number 3842 |
residual design of number 3843 |
3845:
3845 4-(24,13,2080) (complement has $\lambda=165880$) residual design of number 3841 |
3846:
3846 4-(26,13,6160) (complement has $\lambda=491260$) Tran van Trung construction with supplementary design for design number 3842 |
design of number 3843 with respect to smaller t |
residual design of number 4072 |
derived from number 4073 |
3847:
3847 5-(25,7,10) (complement has $\lambda=180$) TvT: 5-(24,6,1) $\cup$ 5-(24,7,9) |
3848:
3848 4-(25,7,70) (complement has $\lambda=1260$) design of number 3847 with respect to smaller t |
derived from number 3973 |
3849:
3849 5-(25,7,20) (complement has $\lambda=170$) TvT: 5-(24,6,2) $\cup$ 5-(24,7,18) |
3850:
3850 5-(25,7,30) (complement has $\lambda=160$)
TvT: 5-(24,6,3) $\cup$ 5-(24,7,27) |
3851:
3851 5-(25,7,40) (complement has $\lambda=150$) TvT: 5-(24,6,4) $\cup$ 5-(24,7,36) |
3852:
3852 4-(25,7,280) (complement has $\lambda=1050$) design of number 3851 with respect to smaller t |
derived from number 3958 |
3853:
3853 5-(25,7,50) (complement has $\lambda=140$) TvT: 5-(24,6,5) $\cup$ 5-(24,7,45) |
3854:
3854 4-(25,7,350) (complement has $\lambda=980$) design of number 3853 with respect to smaller t |
derived from number 3961 |
3855:
3855 5-(25,7,80) (complement has $\lambda=110$) TvT: 5-(24,6,8) $\cup$ 5-(24,7,72) |
3856:
3856 4-(25,7,560) (complement has $\lambda=770$) design of number 3855 with respect to smaller t |
derived from number 3968 |
3857:
3857 5-(25,7,90) (complement has $\lambda=100$) TvT: 5-(24,6,9) $\cup$ 5-(24,7,81) |
3858:
3858 4-(25,7,630) (complement has $\lambda=700$) design of number 3857 with respect to smaller t |
derived from number 3971 |
3859:
3859 5-(25,8,160) (complement has $\lambda=980$) TvT: 5-(24,7,24) $\cup$ 5-(24,8,136) |
3860:
3860 4-(25,8,840) (complement has $\lambda=5145$)
design of number 3859 with respect to smaller t |
3861:
3861 5-(25,8,20) (complement has $\lambda=1120$) TvT: 5-(24,7,3) $\cup$ 5-(24,8,17) |
3862:
3862 4-(25,8,105) (complement has $\lambda=5880$) design of number 3861 with respect to smaller t |
3863:
3863 5-(25,8,40) (complement has $\lambda=1100$) TvT: 5-(24,7,6) $\cup$ 5-(24,8,34) |
3864:
3864 4-(25,8,210) (complement has $\lambda=5775$) design of number 3863 with respect to smaller t |
3865:
3865 5-(25,8,60) (complement has $\lambda=1080$) TvT: 5-(24,7,9) $\cup$ 5-(24,8,51) |
3866:
3866 4-(25,8,315) (complement has $\lambda=5670$) design of number 3865 with respect to smaller t |
residual design of number 3973 |
derived from number 3980 |
3867:
3867 5-(25,9,105) (complement has $\lambda=4740$) TvT: 5-(24,8,21) $\cup$ 5-(24,9,84) |
3868:
3868 4-(25,9,441) (complement has $\lambda=19908$) design of number 3867 with respect to smaller t |
derived from number 3905 |
3869:
3869 5-(25,9,120) (complement has $\lambda=4725$) TvT: 5-(24,8,24) $\cup$ 5-(24,9,96) |
3870:
3870 4-(25,9,504) (complement has $\lambda=19845$)
design of number 3869 with respect to smaller t |
derived from number 3907 |
3871:
3871 5-(25,9,135) (complement has $\lambda=4710$) TvT: 5-(24,8,27) $\cup$ 5-(24,9,108) |
3872:
3872 4-(25,9,567) (complement has $\lambda=19782$) design of number 3871 with respect to smaller t |
derived from number 3909 |
3873:
3873 5-(25,9,1440) (complement has $\lambda=3405$) TvT: 5-(24,8,288) $\cup$ 5-(24,9,1152) |
derived from number 8299 |
3874:
3874 4-(25,9,6048) (complement has $\lambda=14301$) design of number 3873 with respect to smaller t |
derived from number 6410 |
3875:
3875 5-(25,9,15) (complement has $\lambda=4830$) TvT: 5-(24,8,3) $\cup$ 5-(24,9,12) |
3876:
3876 4-(25,9,63) (complement has $\lambda=20286$) design of number 3875 with respect to smaller t |
derived from number 3911 |
3877:
3877 5-(25,9,150) (complement has $\lambda=4695$) TvT: 5-(24,8,30) $\cup$ 5-(24,9,120) |
3878:
3878 4-(25,9,630) (complement has $\lambda=19719$) design of number 3877 with respect to smaller t |
derived from number 3913 |
3879:
3879 5-(25,9,180) (complement has $\lambda=4665$) TvT: 5-(24,8,36) $\cup$ 5-(24,9,144) |
3880:
3880 4-(25,9,756) (complement has $\lambda=19593$)
design of number 3879 with respect to smaller t |
derived from number 3915 |
3881:
3881 5-(25,9,195) (complement has $\lambda=4650$) TvT: 5-(24,8,39) $\cup$ 5-(24,9,156) |
3882:
3882 4-(25,9,819) (complement has $\lambda=19530$) design of number 3881 with respect to smaller t |
derived from number 3917 |
3883:
3883 5-(25,9,1995) (complement has $\lambda=2850$) TvT: 5-(24,8,399) $\cup$ 5-(24,9,1596) |
3884:
3884 4-(25,9,8379) (complement has $\lambda=11970$) design of number 3883 with respect to smaller t |
3885:
3885 4-(24,8,1995) (complement has $\lambda=2850$) derived from number 3883 |
design of number 5772 with respect to smaller t |
3886:
3886 5-(25,9,2040) (complement has $\lambda=2805$) TvT: 5-(24,8,408) $\cup$ 5-(24,9,1632) |
3887:
3887 4-(25,9,8568) (complement has $\lambda=11781$) design of number 3886 with respect to smaller t |
residual design of number 3978 |
3888:
3888 4-(24,8,2040) (complement has $\lambda=2805$) derived from number 3886 |
residual design of number 6271 |
design of number 6272 with respect to smaller t |
3889:
3889 5-(25,9,2160) (complement has $\lambda=2685$) TvT: 5-(24,8,432) $\cup$ 5-(24,9,1728) |
derived from number 8530 |
design of number 10488 with respect to smaller t |
3890:
3890 4-(25,9,9072) (complement has $\lambda=11277$)
design of number 3889 with respect to smaller t |
derived from number 6529 |
3891:
3891 5-(25,9,225) (complement has $\lambda=4620$) TvT: 5-(24,8,45) $\cup$ 5-(24,9,180) |
3892:
3892 4-(25,9,945) (complement has $\lambda=19404$) design of number 3891 with respect to smaller t |
derived from number 3919 |
3893:
3893 5-(25,9,315) (complement has $\lambda=4530$) TvT: 5-(24,8,63) $\cup$ 5-(24,9,252) |
3894:
3894 4-(25,9,1323) (complement has $\lambda=19026$) design of number 3893 with respect to smaller t |
derived from number 3899 |
3895:
3895 5-(25,9,45) (complement has $\lambda=4800$) TvT: 5-(24,8,9) $\cup$ 5-(24,9,36) |
3896:
3896 4-(25,9,189) (complement has $\lambda=20160$) design of number 3895 with respect to smaller t |
derived from number 3901 |
3897:
3897 5-(25,9,90) (complement has $\lambda=4755$) TvT: 5-(24,8,18) $\cup$ 5-(24,9,72) |
3898:
3898 4-(25,9,378) (complement has $\lambda=19971$) design of number 3897 with respect to smaller t |
derived from number 3903 |
3899:
3899 5-(26,10,1323) (complement has $\lambda=19026$) TvT: 5-(25,9,315) $\cup$ 5-(25,10,1008) |
3900:
3900 4-(26,10,4851) (complement has $\lambda=69762$)
design of number 3899 with respect to smaller t |
3901:
3901 5-(26,10,189) (complement has $\lambda=20160$) TvT: 5-(25,9,45) $\cup$ 5-(25,10,144) |
3902:
3902 4-(26,10,693) (complement has $\lambda=73920$) design of number 3901 with respect to smaller t |
3903:
3903 5-(26,10,378) (complement has $\lambda=19971$) TvT: 5-(25,9,90) $\cup$ 5-(25,10,288) |
3904:
3904 4-(26,10,1386) (complement has $\lambda=73227$) design of number 3903 with respect to smaller t |
3905:
3905 5-(26,10,441) (complement has $\lambda=19908$) TvT: 5-(25,9,105) $\cup$ 5-(25,10,336) |
3906:
3906 4-(26,10,1617) (complement has $\lambda=72996$) design of number 3905 with respect to smaller t |
3907:
3907 5-(26,10,504) (complement has $\lambda=19845$) TvT: 5-(25,9,120) $\cup$ 5-(25,10,384) |
3908:
3908 4-(26,10,1848) (complement has $\lambda=72765$) design of number 3907 with respect to smaller t |
3909:
3909 5-(26,10,567) (complement has $\lambda=19782$) TvT: 5-(25,9,135) $\cup$ 5-(25,10,432) |
3910:
3910 4-(26,10,2079) (complement has $\lambda=72534$)
design of number 3909 with respect to smaller t |
3911:
3911 5-(26,10,63) (complement has $\lambda=20286$) TvT: 5-(25,9,15) $\cup$ 5-(25,10,48) |
3912:
3912 4-(26,10,231) (complement has $\lambda=74382$) design of number 3911 with respect to smaller t |
3913:
3913 5-(26,10,630) (complement has $\lambda=19719$) TvT: 5-(25,9,150) $\cup$ 5-(25,10,480) |
3914:
3914 4-(26,10,2310) (complement has $\lambda=72303$) design of number 3913 with respect to smaller t |
3915:
3915 5-(26,10,756) (complement has $\lambda=19593$) TvT: 5-(25,9,180) $\cup$ 5-(25,10,576) |
3916:
3916 4-(26,10,2772) (complement has $\lambda=71841$) design of number 3915 with respect to smaller t |
3917:
3917 5-(26,10,819) (complement has $\lambda=19530$) TvT: 5-(25,9,195) $\cup$ 5-(25,10,624) |
3918:
3918 4-(26,10,3003) (complement has $\lambda=71610$) design of number 3917 with respect to smaller t |
3919:
3919 5-(26,10,945) (complement has $\lambda=19404$) TvT: 5-(25,9,225) $\cup$ 5-(25,10,720) |
3920:
3920 4-(26,10,3465) (complement has $\lambda=71148$)
design of number 3919 with respect to smaller t |
3921:
3921 5-(26,11,19152) (complement has $\lambda=35112$) TvT: 5-(25,10,5472) $\cup$ 5-(25,11,13680) |
residual design of number 6459 |
design of number 8377 with respect to smaller t |
3922:
3922 4-(26,11,60192) (complement has $\lambda=110352$) design of number 3921 with respect to smaller t |
residual design of number 3991 |
derived from number 4007 |
3923:
3923 4-(25,10,19152) (complement has $\lambda=35112$) derived from number 3921 |
residual design of number 6460 |
design of number 7890 with respect to smaller t |
3924:
3924 5-(26,11,25536) (complement has $\lambda=28728$) TvT: 5-(25,10,7296) $\cup$ 5-(25,11,18240) |
residual design of number 6546 |
design of number 8564 with respect to smaller t |
3925:
3925 4-(26,11,80256) (complement has $\lambda=90288$) design of number 3924 with respect to smaller t |
residual design of number 3994 |
derived from number 4016 |
3926:
3926 4-(25,10,25536) (complement has $\lambda=28728$) derived from number 3924 |
residual design of number 6547 |
design of number 7893 with respect to smaller t |
3927:
3927 5-(26,11,25872) (complement has $\lambda=28392$) TvT: 5-(25,10,7392) $\cup$ 5-(25,11,18480) |
3928:
3928 4-(26,11,81312) (complement has $\lambda=89232$) design of number 3927 with respect to smaller t |
derived from number 4018 |
3929:
3929 5-(26,11,27048) (complement has $\lambda=27216$) TvT: 5-(25,10,7728) $\cup$ 5-(25,11,19320) |
residual design of number 6326 |
derived from number 6634 |
design of number 8587 with respect to smaller t |
3930:
3930 4-(26,11,85008) (complement has $\lambda=85536$)
design of number 3929 with respect to smaller t |
derived from number 4024 |
residual design of number 6327 |
3931:
3931 5-(26,11,27132) (selfcomplementary) TvT: 5-(25,10,7752) $\cup$ 5-(25,11,19380) |
3932:
3932 4-(26,11,85272) (selfcomplementary) design of number 3931 with respect to smaller t |
complementary design of number 3931 with respect to smaller t |
derived from number 7028 |
derived from complement of number 7028 |
3933:
3933 5-(26,11,672) (complement has $\lambda=53592$) TvT: 5-(25,10,192) $\cup$ 5-(25,11,480) |
3934:
3934 4-(26,11,2112) (complement has $\lambda=168432$) design of number 3933 with respect to smaller t |
derived from number 3997 |
3935:
3935 5-(26,12,1440) (complement has $\lambda=114840$) TvT: 5-(25,11,480) $\cup$ 5-(25,12,960) |
3936:
3936 4-(26,12,3960) (complement has $\lambda=315810$) design of number 3935 with respect to smaller t |
residual design of number 3997 |
derived from number 4072 |
3937:
3937 5-(26,12,41040) (complement has $\lambda=75240$) TvT: 5-(25,11,13680) $\cup$ 5-(25,12,27360) |
3938:
3938 4-(26,12,112860) (complement has $\lambda=206910$) design of number 3937 with respect to smaller t |
residual design of number 4007 |
derived from number 4044 |
3939:
3939 5-(26,12,47520) (complement has $\lambda=68760$) TvT: 5-(25,11,15840) $\cup$ 5-(25,12,31680) |
3940:
3940 4-(26,12,130680) (complement has $\lambda=189090$)
design of number 3939 with respect to smaller t |
residual design of number 4013 |
derived from number 4051 |
3941:
3941 4-(25,11,47520) (complement has $\lambda=68760$) derived from number 3939 |
residual design of number 6497 |
design of number 8466 with respect to smaller t |
3942:
3942 4-(25,12,83160) (complement has $\lambda=120330$) residual design of number 3939 |
derived from number 3945 |
design of number 6044 with respect to smaller t |
3943:
3943 4-(25,13,120120) (complement has $\lambda=173810$) supplementary design of number 3942 |
residual design of number 3945 |
design of number 6049 with respect to smaller t |
3944:
3944 4-(26,13,203280) (complement has $\lambda=294140$) Tran van Trung construction with supplementary design for design number 3942 |
design of number 3945 with respect to smaller t |
residual design of number 4051 |
derived from number 4052 |
3945:
3945 5-(26,13,83160) (complement has $\lambda=120330$) Alltop construction for design number 3942 |
Tran van Trung construction with supplementary design for design number 6044 |
design of number 6047 with respect to smaller t |
3946:
3946 5-(26,12,54720) (complement has $\lambda=61560$) TvT: 5-(25,11,18240) $\cup$ 5-(25,12,36480) |
3947:
3947 4-(26,12,150480) (complement has $\lambda=169290$) design of number 3946 with respect to smaller t |
residual design of number 4016 |
derived from number 4058 |
3948:
3948 5-(26,12,55440) (complement has $\lambda=60840$) TvT: 5-(25,11,18480) $\cup$ 5-(25,12,36960) |
derived from number 9162 |
3949:
3949 4-(26,12,152460) (complement has $\lambda=167310$) design of number 3948 with respect to smaller t |
residual design of number 4018 |
derived from number 4065 |
3950:
3950 4-(25,12,97020) (complement has $\lambda=106470$)
residual design of number 3948 |
derived from number 3953 |
design of number 6200 with respect to smaller t |
3951:
3951 4-(25,13,140140) (complement has $\lambda=153790$) supplementary design of number 3950 |
residual design of number 3953 |
design of number 6205 with respect to smaller t |
derived from number 9164 |
3952:
3952 4-(26,13,237160) (complement has $\lambda=260260$) Tran van Trung construction with supplementary design for design number 3950 |
design of number 3953 with respect to smaller t |
residual design of number 4065 |
derived from number 4066 |
3953:
3953 5-(26,13,97020) (complement has $\lambda=106470$) Alltop construction for design number 3950 |
Tran van Trung construction with supplementary design for design number 6200 |
design of number 6203 with respect to smaller t |
residual design of number 9162 |
derived from number 9163 |
3954:
3954 5-(26,12,58140) (selfcomplementary) TvT: 5-(25,11,19380) $\cup$ 5-(25,12,38760) |
3955:
3955 4-(26,12,159885) (selfcomplementary) design of number 3954 with respect to smaller t |
complementary design of number 3954 with respect to smaller t |
residual design of number 7028 |
residual design of complement of number 7028 |
derived from number 7029 |
derived from complement of number 7029 |
3956:
3956 5-(26,8,210) (complement has $\lambda=1120$)
3957:
3957 4-(26,8,1155) (complement has $\lambda=6160$) design of number 3956 with respect to smaller t |
derived from number 4133 |
3958:
3958 5-(26,8,280) (complement has $\lambda=1050$) TvT: 5-(25,7,40) $\cup$ 5-(25,8,240) |
3959:
3959 4-(26,8,1540) (complement has $\lambda=5775$) design of number 3958 with respect to smaller t |
derived from number 4135 |
3960:
3960 4-(25,8,1260) (complement has $\lambda=4725$)
residual design of number 3958 |
derived from number 3975 |
design of number 6252 with respect to smaller t |
3961:
3961 5-(26,8,350) (complement has $\lambda=980$) TvT: 5-(25,7,50) $\cup$ 5-(25,8,300) |
3962:
3962 4-(26,8,1925) (complement has $\lambda=5390$) design of number 3961 with respect to smaller t |
3963:
3963 4-(25,8,1575) (complement has $\lambda=4410$) residual design of number 3961 |
design of number 6257 with respect to smaller t |
3964:
3964 5-(26,8,420) (complement has $\lambda=910$) $PSL(2,25)$ |
design of number 6295 with respect to smaller t |
derived from number 8814 |
3965:
3965 4-(26,8,2310) (complement has $\lambda=5005$) design of number 3964 with respect to smaller t |
derived from number 8815 |
3966:
3966 4-(25,7,420) (complement has $\lambda=910$) derived from number 3964 |
design of number 6296 with respect to smaller t |
3967:
3967 4-(25,8,1890) (complement has $\lambda=4095$) residual design of number 3964 |
design of number 6262 with respect to smaller t |
derived from number 6310 |
3968:
3968 5-(26,8,560) (complement has $\lambda=770$) $PSL(2,25)$ |
TvT: 5-(25,7,80) $\cup$ 5-(25,8,480) |
3969:
3969 4-(26,8,3080) (complement has $\lambda=4235$) design of number 3968 with respect to smaller t |
derived from number 4140 |
3970:
3970 4-(25,8,2520) (complement has $\lambda=3465$)
residual design of number 3968 |
derived from number 3978 |
design of number 6271 with respect to smaller t |
3971:
3971 5-(26,8,630) (complement has $\lambda=700$) $PSL(2,25)$ |
derived from number 8819 |
3972:
3972 4-(26,8,3465) (complement has $\lambda=3850$) design of number 3971 with respect to smaller t |
derived from number 8821 |
3973:
3973 5-(26,8,70) (complement has $\lambda=1260$)
3974:
3974 4-(26,8,385) (complement has $\lambda=6930$) design of number 3973 with respect to smaller t |
derived from number 4142 |
3975:
3975 5-(26,9,1260) (complement has $\lambda=4725$) $PGL(2,25)$ |
design of number 6306 with respect to smaller t |
derived from number 8010 |
3976:
3976 4-(26,9,5544) (complement has $\lambda=20790$) design of number 3975 with respect to smaller t |
residual design of number 4135 |
derived from number 4190 |
3977:
3977 4-(25,9,4284) (complement has $\lambda=16065$) residual design of number 3975 |
design of number 6307 with respect to smaller t |
derived from number 8012 |
3978:
3978 5-(26,9,2520) (complement has $\lambda=3465$) TvT: 5-(25,8,480) $\cup$ 5-(25,9,2040) |
3979:
3979 4-(26,9,11088) (complement has $\lambda=15246$) design of number 3978 with respect to smaller t |
residual design of number 4140 |
3980:
3980 5-(26,9,315) (complement has $\lambda=5670$)
3981:
3981 4-(26,9,1386) (complement has $\lambda=24948$) design of number 3980 with respect to smaller t |
residual design of number 4142 |
3982:
3982 4-(25,9,1071) (complement has $\lambda=19278$) residual design of number 3980 |
3983:
3983 5-(26,9,540) (complement has $\lambda=5445$)
3984:
3984 4-(26,9,2376) (complement has $\lambda=23958$) design of number 3983 with respect to smaller t |
3985:
3985 4-(25,8,540) (complement has $\lambda=5445$)
3986:
3986 4-(25,9,1836) (complement has $\lambda=18513$) residual design of number 3983 |
3987:
3987 5-(26,9,630) (complement has $\lambda=5355$)
3988:
3988 4-(26,9,2772) (complement has $\lambda=23562$) design of number 3987 with respect to smaller t |
3989:
3989 4-(25,8,630) (complement has $\lambda=5355$)
3990:
3990 4-(25,9,2142) (complement has $\lambda=18207$)
residual design of number 3987 |
3991:
3991 5-(27,11,26334) (complement has $\lambda=48279$) TvT: 5-(26,10,7182) $\cup$ 5-(26,11,19152) |
design of number 6459 with respect to smaller t |
3992:
3992 4-(27,11,86526) (complement has $\lambda=158631$) design of number 3991 with respect to smaller t |
derived from number 4251 |
3993:
3993 4-(26,10,26334) (complement has $\lambda=48279$) derived from number 3991 |
design of number 6460 with respect to smaller t |
3994:
3994 5-(27,11,35112) (complement has $\lambda=39501$) TvT: 5-(26,10,9576) $\cup$ 5-(26,11,25536) |
design of number 6546 with respect to smaller t |
3995:
3995 4-(27,11,115368) (complement has $\lambda=129789$) design of number 3994 with respect to smaller t |
derived from number 4218 |
3996:
3996 4-(26,10,35112) (complement has $\lambda=39501$) derived from number 3994 |
design of number 6547 with respect to smaller t |
3997:
3997 5-(27,12,2112) (complement has $\lambda=168432$) TvT: 5-(26,11,672) $\cup$ 5-(26,12,1440) |
3998:
3998 4-(27,12,6072) (complement has $\lambda=484242$) design of number 3997 with respect to smaller t |
derived from number 4314 |
3999:
3999 5-(27,12,51744) (complement has $\lambda=118800$) TvT: 5-(26,11,16464) $\cup$ 5-(26,12,35280) |
4000:
4000 4-(27,12,148764) (complement has $\lambda=341550$)
design of number 3999 with respect to smaller t |
residual design of number 4233 |
derived from number 4269 |
4001:
4001 4-(26,11,51744) (complement has $\lambda=118800$) derived from number 3999 |
residual design of number 6418 |
design of number 6420 with respect to smaller t |
4002:
4002 4-(26,12,97020) (complement has $\lambda=222750$) residual design of number 3999 |
derived from number 9009 |
design of number 9011 with respect to smaller t |
4003:
4003 5-(27,12,52272) (complement has $\lambda=118272$) TvT: 5-(26,11,16632) $\cup$ 5-(26,12,35640) |
4004:
4004 4-(27,12,150282) (complement has $\lambda=340032$) design of number 4003 with respect to smaller t |
residual design of number 4236 |
derived from number 4275 |
4005:
4005 4-(26,11,52272) (complement has $\lambda=118272$) derived from number 4003 |
residual design of number 6426 |
design of number 6428 with respect to smaller t |
4006:
4006 4-(26,12,98010) (complement has $\lambda=221760$) residual design of number 4003 |
derived from number 9019 |
design of number 9021 with respect to smaller t |
4007:
4007 5-(27,12,60192) (complement has $\lambda=110352$) TvT: 5-(26,11,19152) $\cup$ 5-(26,12,41040) |
4008:
4008 4-(27,12,173052) (complement has $\lambda=317262$) design of number 4007 with respect to smaller t |
residual design of number 4251 |
derived from number 4285 |
4009:
4009 5-(27,12,62832) (complement has $\lambda=107712$) TvT: 5-(26,11,19992) $\cup$ 5-(26,12,42840) |
4010:
4010 4-(27,12,180642) (complement has $\lambda=309672$)
design of number 4009 with respect to smaller t |
residual design of number 4253 |
derived from number 4287 |
4011:
4011 4-(26,11,62832) (complement has $\lambda=107712$) derived from number 4009 |
residual design of number 6473 |
design of number 6474 with respect to smaller t |
4012:
4012 4-(26,12,117810) (complement has $\lambda=201960$) residual design of number 4009 |
derived from number 9069 |
design of number 9071 with respect to smaller t |
4013:
4013 5-(27,12,69696) (complement has $\lambda=100848$) TvT: 5-(26,11,22176) $\cup$ 5-(26,12,47520) |
4014:
4014 4-(27,12,200376) (complement has $\lambda=289938$) design of number 4013 with respect to smaller t |
residual design of number 4208 |
derived from number 4293 |
4015:
4015 4-(26,11,69696) (complement has $\lambda=100848$) derived from number 4013 |
residual design of number 6495 |
design of number 6497 with respect to smaller t |
4016:
4016 5-(27,12,80256) (complement has $\lambda=90288$) TvT: 5-(26,11,25536) $\cup$ 5-(26,12,54720) |
4017:
4017 4-(27,12,230736) (complement has $\lambda=259578$) design of number 4016 with respect to smaller t |
residual design of number 4218 |
derived from number 4302 |
4018:
4018 5-(27,12,81312) (complement has $\lambda=89232$) TvT: 5-(26,11,25872) $\cup$ 5-(26,12,55440) |
4019:
4019 4-(27,12,233772) (complement has $\lambda=256542$) design of number 4018 with respect to smaller t |
derived from number 4304 |
4020:
4020 5-(27,12,81840) (complement has $\lambda=88704$)
TvT: 5-(26,11,26040) $\cup$ 5-(26,12,55800) |
4021:
4021 4-(27,12,235290) (complement has $\lambda=255024$) design of number 4020 with respect to smaller t |
residual design of number 4220 |
derived from number 4306 |
4022:
4022 4-(26,11,81840) (complement has $\lambda=88704$) derived from number 4020 |
residual design of number 6556 |
design of number 6558 with respect to smaller t |
4023:
4023 4-(26,12,153450) (complement has $\lambda=166320$) residual design of number 4020 |
derived from number 9170 |
design of number 9172 with respect to smaller t |
4024:
4024 5-(27,12,85008) (complement has $\lambda=85536$) TvT: 5-(26,11,27048) $\cup$ 5-(26,12,57960) |
design of number 6634 with respect to smaller t |
residual design of number 7014 |
derived from number 7025 |
4025:
4025 4-(27,12,244398) (complement has $\lambda=245916$) design of number 4024 with respect to smaller t |
residual design of number 4223 |
derived from number 4312 |
4026:
4026 5-(27,13,105930) (complement has $\lambda=213840$) TvT: 5-(26,12,38520) $\cup$ 5-(26,13,67410) |
4027:
4027 5-(27,14,164780) (complement has $\lambda=332640$) supplementary design of number 4026 |
4028:
4028 4-(27,13,270710) (complement has $\lambda=546480$) design of number 4026 with respect to smaller t |
derived from number 4031 |
residual design of number 4281 |
4029:
4029 4-(26,12,105930) (complement has $\lambda=213840$) derived from number 4026 |
residual design of number 6613 |
design of number 6614 with respect to smaller t |
4030:
4030 4-(26,13,164780) (complement has $\lambda=332640$)
residual design of number 4026 |
derived from number 4027 |
Tran van Trung construction with supplementary design for design number 6615 |
design of number 6617 with respect to smaller t |
4031:
4031 5-(28,14,270710) (complement has $\lambda=546480$) Tran van Trung construction with supplementary design for design number 4026 |
Alltop construction for design number 4028 |
4032:
4032 4-(27,14,378994) (complement has $\lambda=765072$) design of number 4027 with respect to smaller t |
supplementary design of number 4028 |
residual design of number 4031 |
4033:
4033 4-(26,14,214214) (complement has $\lambda=432432$) residual design of number 4027 |
4034:
4034 4-(28,14,649704) (complement has $\lambda=1311552$) Tran van Trung construction with supplementary design for design number 4028 |
design of number 4031 with respect to smaller t |
residual design of number 4645 |
derived from number 4646 |
4035:
4035 5-(27,13,106920) (complement has $\lambda=212850$) TvT: 5-(26,12,38880) $\cup$ 5-(26,13,68040) |
design of number 11586 with respect to smaller t |
derived from number 11588 |
residual design of number 11592 |
4036:
4036 5-(27,14,166320) (complement has $\lambda=331100$) supplementary design of number 4035 |
design of number 11587 with respect to smaller t |
residual design of number 11588 |
derived from number 11609 |
4037:
4037 4-(27,13,273240) (complement has $\lambda=543950$) design of number 4035 with respect to smaller t |
derived from number 4040 |
residual design of number 4283 |
4038:
4038 4-(26,12,106920) (complement has $\lambda=212850$) derived from number 4035 |
residual design of number 6619 |
design of number 6620 with respect to smaller t |
4039:
4039 4-(26,13,166320) (complement has $\lambda=331100$) residual design of number 4035 |
derived from number 4036 |
Tran van Trung construction with supplementary design for design number 6621 |
design of number 6623 with respect to smaller t |
4040:
4040 5-(28,14,273240) (complement has $\lambda=543950$)
Tran van Trung construction with supplementary design for design number 4035 |
Alltop construction for design number 4037 |
design of number 11588 with respect to smaller t |
residual design of number 11601 |
derived from number 11602 |
4041:
4041 4-(27,14,382536) (complement has $\lambda=761530$) design of number 4036 with respect to smaller t |
supplementary design of number 4037 |
residual design of number 4040 |
derived from number 11605 |
4042:
4042 4-(26,14,216216) (complement has $\lambda=430430$) residual design of number 4036 |
design of number 11590 with respect to smaller t |
derived from number 11610 |
4043:
4043 4-(28,14,655776) (complement has $\lambda=1305480$) Tran van Trung construction with supplementary design for design number 4037 |
design of number 4040 with respect to smaller t |
residual design of number 4652 |
derived from number 4653 |
4044:
4044 5-(27,13,112860) (complement has $\lambda=206910$) TvT: 5-(26,12,41040) $\cup$ 5-(26,13,71820) |
4045:
4045 5-(27,14,175560) (complement has $\lambda=321860$) supplementary design of number 4044 |
4046:
4046 4-(27,13,288420) (complement has $\lambda=528770$) design of number 4044 with respect to smaller t |
derived from number 4047 |
residual design of number 4285 |
4047:
4047 5-(28,14,288420) (complement has $\lambda=528770$) Tran van Trung construction with supplementary design for design number 4044 |
Alltop construction for design number 4046 |
4048:
4048 4-(27,14,403788) (complement has $\lambda=740278$) design of number 4045 with respect to smaller t |
supplementary design of number 4046 |
residual design of number 4047 |
4049:
4049 4-(26,14,228228) (complement has $\lambda=418418$) residual design of number 4045 |
4050:
4050 4-(28,14,692208) (complement has $\lambda=1269048$)
Tran van Trung construction with supplementary design for design number 4046 |
design of number 4047 with respect to smaller t |
residual design of number 4666 |
derived from number 4667 |
4051:
4051 5-(27,13,130680) (complement has $\lambda=189090$) TvT: 5-(26,12,47520) $\cup$ 5-(26,13,83160) |
4052:
4052 5-(27,14,203280) (complement has $\lambda=294140$) supplementary design of number 4051 |
4053:
4053 4-(27,13,333960) (complement has $\lambda=483230$) design of number 4051 with respect to smaller t |
derived from number 4054 |
residual design of number 4293 |
4054:
4054 5-(28,14,333960) (complement has $\lambda=483230$) Tran van Trung construction with supplementary design for design number 4051 |
Alltop construction for design number 4053 |
4055:
4055 4-(27,14,467544) (complement has $\lambda=676522$) design of number 4052 with respect to smaller t |
supplementary design of number 4053 |
residual design of number 4054 |
4056:
4056 4-(26,14,264264) (complement has $\lambda=382382$) residual design of number 4052 |
4057:
4057 4-(28,14,801504) (complement has $\lambda=1159752$) Tran van Trung construction with supplementary design for design number 4053 |
design of number 4054 with respect to smaller t |
residual design of number 4694 |
derived from number 4695 |
4058:
4058 5-(27,13,150480) (complement has $\lambda=169290$) TvT: 5-(26,12,54720) $\cup$ 5-(26,13,95760) |
4059:
4059 5-(27,14,234080) (complement has $\lambda=263340$) supplementary design of number 4058 |
4060:
4060 4-(27,13,384560) (complement has $\lambda=432630$)
design of number 4058 with respect to smaller t |
derived from number 4061 |
residual design of number 4302 |
4061:
4061 5-(28,14,384560) (complement has $\lambda=432630$) Tran van Trung construction with supplementary design for design number 4058 |
Alltop construction for design number 4060 |
4062:
4062 4-(27,14,538384) (complement has $\lambda=605682$) design of number 4059 with respect to smaller t |
supplementary design of number 4060 |
residual design of number 4061 |
4063:
4063 4-(26,14,304304) (complement has $\lambda=342342$) residual design of number 4059 |
4064:
4064 4-(28,14,922944) (complement has $\lambda=1038312$) Tran van Trung construction with supplementary design for design number 4060 |
design of number 4061 with respect to smaller t |
residual design of number 4729 |
derived from number 4730 |
4065:
4065 5-(27,13,152460) (complement has $\lambda=167310$) TvT: 5-(26,12,55440) $\cup$ 5-(26,13,97020) |
derived from number 9161 |
design of number 9162 with respect to smaller t |
4066:
4066 5-(27,14,237160) (complement has $\lambda=260260$) supplementary design of number 4065 |
residual design of number 9161 |
design of number 9163 with respect to smaller t |
4067:
4067 4-(27,13,389620) (complement has $\lambda=427570$) design of number 4065 with respect to smaller t |
derived from number 4068 |
residual design of number 4304 |
4068:
4068 5-(28,14,389620) (complement has $\lambda=427570$) Tran van Trung construction with supplementary design for design number 4065 |
Alltop construction for design number 4067 |
TvT: 5-(27,13,152460) $\cup$ supplementary design |
design of number 9161 with respect to smaller t |
4069:
4069 4-(27,14,545468) (complement has $\lambda=598598$) design of number 4066 with respect to smaller t |
supplementary design of number 4067 |
residual design of number 4068 |
4070:
4070 4-(26,14,308308) (complement has $\lambda=338338$)
residual design of number 4066 |
design of number 9164 with respect to smaller t |
4071:
4071 4-(28,14,935088) (complement has $\lambda=1026168$) Tran van Trung construction with supplementary design for design number 4067 |
design of number 4068 with respect to smaller t |
residual design of number 4736 |
derived from number 4737 |
4072:
4072 5-(27,13,3960) (complement has $\lambda=315810$) TvT: 5-(26,12,1440) $\cup$ 5-(26,13,2520) |
4073:
4073 5-(27,14,6160) (complement has $\lambda=491260$) supplementary design of number 4072 |
4074:
4074 4-(27,13,10120) (complement has $\lambda=807070$) design of number 4072 with respect to smaller t |
derived from number 4075 |
residual design of number 4314 |
4075:
4075 5-(28,14,10120) (complement has $\lambda=807070$) Tran van Trung construction with supplementary design for design number 4072 |
Alltop construction for design number 4074 |
4076:
4076 4-(27,14,14168) (complement has $\lambda=1129898$) design of number 4073 with respect to smaller t |
supplementary design of number 4074 |
residual design of number 4075 |
4077:
4077 4-(26,14,8008) (complement has $\lambda=638638$) residual design of number 4073 |
4078:
4078 4-(28,14,24288) (complement has $\lambda=1936968$) Tran van Trung construction with supplementary design for design number 4074 |
design of number 4075 with respect to smaller t |
residual design of number 4558 |
derived from number 4559 |
4079:
4079 5-(27,13,52470) (complement has $\lambda=267300$) TvT: 5-(26,12,19080) $\cup$ 5-(26,13,33390) |
4080:
4080 5-(27,14,81620) (complement has $\lambda=415800$)
supplementary design of number 4079 |
4081:
4081 4-(27,13,134090) (complement has $\lambda=683100$) design of number 4079 with respect to smaller t |
derived from number 4084 |
residual design of number 4316 |
4082:
4082 4-(26,12,52470) (complement has $\lambda=267300$) derived from number 4079 |
residual design of number 6655 |
design of number 6657 with respect to smaller t |
4083:
4083 4-(26,13,81620) (complement has $\lambda=415800$) residual design of number 4079 |
derived from number 4080 |
Tran van Trung construction with supplementary design for design number 6661 |
design of number 6663 with respect to smaller t |
4084:
4084 5-(28,14,134090) (complement has $\lambda=683100$) Tran van Trung construction with supplementary design for design number 4079 |
Alltop construction for design number 4081 |
4085:
4085 4-(27,14,187726) (complement has $\lambda=956340$) design of number 4080 with respect to smaller t |
supplementary design of number 4081 |
residual design of number 4084 |
4086:
4086 4-(26,14,106106) (complement has $\lambda=540540$) residual design of number 4080 |
4087:
4087 4-(28,14,321816) (complement has $\lambda=1639440$) Tran van Trung construction with supplementary design for design number 4081 |
design of number 4084 with respect to smaller t |
residual design of number 4565 |
derived from number 4566 |
4088:
4088 5-(27,13,53460) (complement has $\lambda=266310$) TvT: 5-(26,12,19440) $\cup$ 5-(26,13,34020) |
4089:
4089 5-(27,14,83160) (complement has $\lambda=414260$) supplementary design of number 4088 |
4090:
4090 4-(27,13,136620) (complement has $\lambda=680570$)
design of number 4088 with respect to smaller t |
derived from number 4093 |
residual design of number 4319 |
4091:
4091 4-(26,12,53460) (complement has $\lambda=266310$) derived from number 4088 |
residual design of number 6665 |
design of number 6667 with respect to smaller t |
4092:
4092 4-(26,13,83160) (complement has $\lambda=414260$) residual design of number 4088 |
derived from number 4089 |
Tran van Trung construction with supplementary design for design number 6671 |
design of number 6673 with respect to smaller t |
4093:
4093 5-(28,14,136620) (complement has $\lambda=680570$) Tran van Trung construction with supplementary design for design number 4088 |
Alltop construction for design number 4090 |
4094:
4094 4-(27,14,191268) (complement has $\lambda=952798$) design of number 4089 with respect to smaller t |
supplementary design of number 4090 |
residual design of number 4093 |
4095:
4095 4-(26,14,108108) (complement has $\lambda=538538$) residual design of number 4089 |
4096:
4096 4-(28,14,327888) (complement has $\lambda=1633368$) Tran van Trung construction with supplementary design for design number 4090 |
design of number 4093 with respect to smaller t |
residual design of number 4572 |
derived from number 4573 |
4097:
4097 5-(27,13,65835) (complement has $\lambda=253935$) TvT: 5-(26,12,23940) $\cup$ 5-(26,13,41895) |
4098:
4098 5-(27,14,102410) (complement has $\lambda=395010$) supplementary design of number 4097 |
4099:
4099 4-(27,13,168245) (complement has $\lambda=648945$) design of number 4097 with respect to smaller t |
derived from number 4102 |
residual design of number 4258 |
4100:
4100 4-(26,12,65835) (complement has $\lambda=253935$)
derived from number 4097 |
residual design of number 6564 |
design of number 6566 with respect to smaller t |
4101:
4101 4-(26,13,102410) (complement has $\lambda=395010$) residual design of number 4097 |
derived from number 4098 |
Tran van Trung construction with supplementary design for design number 6570 |
design of number 6572 with respect to smaller t |
4102:
4102 5-(28,14,168245) (complement has $\lambda=648945$) Tran van Trung construction with supplementary design for design number 4097 |
Alltop construction for design number 4099 |
4103:
4103 4-(27,14,235543) (complement has $\lambda=908523$) design of number 4098 with respect to smaller t |
supplementary design of number 4099 |
residual design of number 4102 |
4104:
4104 4-(26,14,133133) (complement has $\lambda=513513$) residual design of number 4098 |
4105:
4105 4-(28,14,403788) (complement has $\lambda=1557468$) Tran van Trung construction with supplementary design for design number 4099 |
design of number 4102 with respect to smaller t |
residual design of number 4588 |
derived from number 4589 |
4106:
4106 5-(27,13,79200) (complement has $\lambda=240570$) TvT: 5-(26,12,28800) $\cup$ 5-(26,13,50400) |
4107:
4107 5-(27,14,123200) (complement has $\lambda=374220$) supplementary design of number 4106 |
4108:
4108 4-(27,13,202400) (complement has $\lambda=614790$) design of number 4106 with respect to smaller t |
derived from number 4111 |
residual design of number 4261 |
4109:
4109 4-(26,12,79200) (complement has $\lambda=240570$) derived from number 4106 |
residual design of number 6587 |
design of number 6589 with respect to smaller t |
4110:
4110 4-(26,13,123200) (complement has $\lambda=374220$)
residual design of number 4106 |
derived from number 4107 |
Tran van Trung construction with supplementary design for design number 6593 |
design of number 6595 with respect to smaller t |
4111:
4111 5-(28,14,202400) (complement has $\lambda=614790$) Tran van Trung construction with supplementary design for design number 4106 |
Alltop construction for design number 4108 |
4112:
4112 4-(27,14,283360) (complement has $\lambda=860706$) design of number 4107 with respect to smaller t |
supplementary design of number 4108 |
residual design of number 4111 |
4113:
4113 4-(26,14,160160) (complement has $\lambda=486486$) residual design of number 4107 |
4114:
4114 4-(28,14,485760) (complement has $\lambda=1475496$) Tran van Trung construction with supplementary design for design number 4108 |
design of number 4111 with respect to smaller t |
residual design of number 4595 |
derived from number 4596 |
4115:
4115 5-(27,13,80190) (complement has $\lambda=239580$) TvT: 5-(26,12,29160) $\cup$ 5-(26,13,51030) |
4116:
4116 5-(27,14,124740) (complement has $\lambda=372680$) supplementary design of number 4115 |
4117:
4117 4-(27,13,204930) (complement has $\lambda=612260$) design of number 4115 with respect to smaller t |
derived from number 4120 |
residual design of number 4264 |
4118:
4118 4-(26,12,80190) (complement has $\lambda=239580$) derived from number 4115 |
residual design of number 6597 |
design of number 6598 with respect to smaller t |
4119:
4119 4-(26,13,124740) (complement has $\lambda=372680$) residual design of number 4115 |
derived from number 4116 |
Tran van Trung construction with supplementary design for design number 6599 |
design of number 6601 with respect to smaller t |
4120:
4120 5-(28,14,204930) (complement has $\lambda=612260$)
Tran van Trung construction with supplementary design for design number 4115 |
Alltop construction for design number 4117 |
4121:
4121 4-(27,14,286902) (complement has $\lambda=857164$) design of number 4116 with respect to smaller t |
supplementary design of number 4117 |
residual design of number 4120 |
4122:
4122 4-(26,14,162162) (complement has $\lambda=484484$) residual design of number 4116 |
4123:
4123 4-(28,14,491832) (complement has $\lambda=1469424$) Tran van Trung construction with supplementary design for design number 4117 |
design of number 4120 with respect to smaller t |
residual design of number 4602 |
derived from number 4603 |
4124:
4124 5-(27,13,93555) (complement has $\lambda=226215$) TvT: 5-(26,12,34020) $\cup$ 5-(26,13,59535) |
4125:
4125 5-(27,14,145530) (complement has $\lambda=351890$) supplementary design of number 4124 |
4126:
4126 4-(27,13,239085) (complement has $\lambda=578105$) design of number 4124 with respect to smaller t |
derived from number 4129 |
residual design of number 4266 |
4127:
4127 4-(26,12,93555) (complement has $\lambda=226215$) derived from number 4124 |
residual design of number 6603 |
design of number 6605 with respect to smaller t |
4128:
4128 4-(26,13,145530) (complement has $\lambda=351890$) residual design of number 4124 |
derived from number 4125 |
Tran van Trung construction with supplementary design for design number 6609 |
design of number 6611 with respect to smaller t |
4129:
4129 5-(28,14,239085) (complement has $\lambda=578105$) Tran van Trung construction with supplementary design for design number 4124 |
Alltop construction for design number 4126 |
4130:
4130 4-(27,14,334719) (complement has $\lambda=809347$)
design of number 4125 with respect to smaller t |
supplementary design of number 4126 |
residual design of number 4129 |
4131:
4131 4-(26,14,189189) (complement has $\lambda=457457$) residual design of number 4125 |
4132:
4132 4-(28,14,573804) (complement has $\lambda=1387452$) Tran van Trung construction with supplementary design for design number 4126 |
design of number 4129 with respect to smaller t |
residual design of number 4616 |
derived from number 4617 |
4133:
4133 5-(27,9,1155) (complement has $\lambda=6160$) TvT: 5-(26,8,210) $\cup$ 5-(26,9,945) |
4134:
4134 4-(27,9,5313) (complement has $\lambda=28336$) design of number 4133 with respect to smaller t |
derived from number 11356 |
4135:
4135 5-(27,9,1540) (complement has $\lambda=5775$) TvT: 5-(26,8,280) $\cup$ 5-(26,9,1260) |
derived from number 4189 |
4136:
4136 4-(27,9,7084) (complement has $\lambda=26565$) design of number 4135 with respect to smaller t |
derived from number 4146 |
4137:
4137 5-(27,9,2695) (complement has $\lambda=4620$) TvT: 5-(26,8,490) $\cup$ 5-(26,9,2205) |
design of number 6831 with respect to smaller t |
derived from number 6892 |
4138:
4138 4-(27,9,12397) (complement has $\lambda=21252$) design of number 4137 with respect to smaller t |
derived from number 4144 |
4139:
4139 4-(26,8,2695) (complement has $\lambda=4620$) derived from number 4137 |
design of number 6298 with respect to smaller t |
4140:
4140 5-(27,9,3080) (complement has $\lambda=4235$)
TvT: 5-(26,8,560) $\cup$ 5-(26,9,2520) |
4141:
4141 4-(27,9,14168) (complement has $\lambda=19481$) design of number 4140 with respect to smaller t |
4142:
4142 5-(27,9,385) (complement has $\lambda=6930$) TvT: 5-(26,8,70) $\cup$ 5-(26,9,315) |
4143:
4143 4-(27,9,1771) (complement has $\lambda=31878$) design of number 4142 with respect to smaller t |
4144:
4144 5-(28,10,12397) (complement has $\lambda=21252$) TvT: 5-(27,9,2695) $\cup$ 5-(27,10,9702) |
design of number 6892 with respect to smaller t |
derived from number 7075 |
4145:
4145 4-(28,10,49588) (complement has $\lambda=85008$) design of number 4144 with respect to smaller t |
derived from number 4520 |
4146:
4146 5-(28,10,7084) (complement has $\lambda=26565$) TvT: 5-(27,9,1540) $\cup$ 5-(27,10,5544) |
design of number 4189 with respect to smaller t |
4147:
4147 4-(28,10,28336) (complement has $\lambda=106260$) design of number 4146 with respect to smaller t |
4148:
4148 4-(27,10,21252) (complement has $\lambda=79695$) residual design of number 4146 |
design of number 4190 with respect to smaller t |
4149:
4149 5-(28,10,2149) (complement has $\lambda=31500$) \cite{Sebille98} $Sp(6,2)$ 1 isomorphism type |
4150:
4150 4-(28,10,8596) (complement has $\lambda=126000$)
design of number 4149 with respect to smaller t |
4151:
4151 4-(27,9,2149) (complement has $\lambda=31500$)
4152:
4152 4-(27,10,6447) (complement has $\lambda=94500$) residual design of number 4149 |
4153:
4153 5-(28,10,2940) (complement has $\lambda=30709$) \cite{Sebille98} $Sp(6,2)$ 1-3 isomorphism types |
4154:
4154 4-(28,10,11760) (complement has $\lambda=122836$) design of number 4153 with respect to smaller t |
4155:
4155 4-(27,9,2940) (complement has $\lambda=30709$)
4156:
4156 4-(27,10,8820) (complement has $\lambda=92127$) residual design of number 4153 |
4157:
4157 5-(28,10,2989) (complement has $\lambda=30660$) \cite{Sebille98} $Sp(6,2)$ 1 isomorphism type |
4158:
4158 4-(28,10,11956) (complement has $\lambda=122640$) design of number 4157 with respect to smaller t |
4159:
4159 4-(27,9,2989) (complement has $\lambda=30660$)
4160:
4160 4-(27,10,8967) (complement has $\lambda=91980$)
residual design of number 4157 |
4161:
4161 5-(28,10,5040) (complement has $\lambda=28609$) \cite{Sebille98} $Sp(6,2)$ 129 isomorphism types |
4162:
4162 4-(28,10,20160) (complement has $\lambda=114436$) design of number 4161 with respect to smaller t |
4163:
4163 4-(27,9,5040) (complement has $\lambda=28609$)
4164:
4164 4-(27,10,15120) (complement has $\lambda=85827$) residual design of number 4161 |
4165:
4165 5-(28,10,6720) (complement has $\lambda=26929$) \cite{Sebille98} $Sp(6,2)$ 412 isomorphism types |
4166:
4166 4-(28,10,26880) (complement has $\lambda=107716$) design of number 4165 with respect to smaller t |
4167:
4167 4-(27,9,6720) (complement has $\lambda=26929$)
4168:
4168 4-(27,10,20160) (complement has $\lambda=80787$) residual design of number 4165 |
4169:
4169 5-(28,10,7560) (complement has $\lambda=26089$) \cite{Sebille98} $Sp(6,2)$ 810 isomorphism types |
4170:
4170 4-(28,10,30240) (complement has $\lambda=104356$)
design of number 4169 with respect to smaller t |
4171:
4171 4-(27,9,7560) (complement has $\lambda=26089$)
4172:
4172 4-(27,10,22680) (complement has $\lambda=78267$) residual design of number 4169 |
4173:
4173 5-(28,10,10080) (complement has $\lambda=23569$) \cite{Sebille98} $Sp(6,2)$ <= 5359 isomorphism types |
4174:
4174 4-(28,10,40320) (complement has $\lambda=94276$) design of number 4173 with respect to smaller t |
4175:
4175 4-(27,9,10080) (complement has $\lambda=23569$)
4176:
4176 4-(27,10,30240) (complement has $\lambda=70707$) residual design of number 4173 |
4177:
4177 5-(28,10,11760) (complement has $\lambda=21889$) \cite{Sebille98} $Sp(6,2)$ <= 7037 isomorphism types |
4178:
4178 4-(28,10,47040) (complement has $\lambda=87556$) design of number 4177 with respect to smaller t |
4179:
4179 4-(27,9,11760) (complement has $\lambda=21889$)
4180:
4180 4-(27,10,35280) (complement has $\lambda=65667$)
residual design of number 4177 |
4181:
4181 5-(28,10,12600) (complement has $\lambda=21049$) \cite{Sebille98} $Sp(6,2)$ <= 15643 isomorphism types |
4182:
4182 4-(28,10,50400) (complement has $\lambda=84196$) design of number 4181 with respect to smaller t |
4183:
4183 4-(27,9,12600) (complement has $\lambda=21049$)
4184:
4184 4-(27,10,37800) (complement has $\lambda=63147$) residual design of number 4181 |
4185:
4185 5-(28,10,13069) (complement has $\lambda=20580$) \cite{Sebille98} $Sp(6,2)$ <= 17036 isomorphism types |
4186:
4186 4-(28,10,52276) (complement has $\lambda=82320$) design of number 4185 with respect to smaller t |
4187:
4187 4-(27,9,13069) (complement has $\lambda=20580$)
4188:
4188 4-(27,10,39207) (complement has $\lambda=61740$) residual design of number 4185 |
4189:
4189 6-(28,10,1540) (complement has $\lambda=5775$) \cite{Sebille98} $P\Gamma L(2,25)\cup S_2$ |
\cite{Sebille98} $P\Gamma L(2,25)\cup S_2$ |
4190:
4190 5-(27,10,5544) (complement has $\lambda=20790$)
residual design of number 4189 |
design of number 8010 with respect to smaller t |
4191:
4191 4-(26,10,15708) (complement has $\lambda=58905$) residual design of number 4190 |
design of number 8012 with respect to smaller t |
4192:
4192 6-(30,10,2898) (complement has $\lambda=7728$) \cite{Sebille98} $P\Gamma L(2,27)\cup S_2$ |
\cite{Sebille98} $P\Gamma L(2,27)\cup S_2$ |
TvT: 6-(29,9,483) $\cup$ 6-(29,10,2415) |
4193:
4193 5-(29,10,11592) (complement has $\lambda=30912$) residual design of number 4192 |
design of number 9181 with respect to smaller t |
4194:
4194 4-(28,10,36708) (complement has $\lambda=97888$) residual design of number 4193 |
design of number 9184 with respect to smaller t |
4195:
4195 6-(34,10,6615) (complement has $\lambda=13860$) \cite{Sebille98} $P\Gamma L(2,32)\cup S_2$ |
\cite{Sebille98} $P\Gamma L(2,32)\cup S_2$ |
TvT: 6-(33,9,945) $\cup$ 6-(33,10,5670) |
design of number 9608 with respect to smaller t |
4196:
4196 5-(34,10,38367) (complement has $\lambda=80388$) design of number 4195 with respect to smaller t |
TvT: 5-(33,9,6615) $\cup$ 5-(33,10,31752) |
4197:
4197 5-(33,9,6615) (complement has $\lambda=13860$) derived from number 4195 |
design of number 9453 with respect to smaller t |
4198:
4198 5-(33,10,31752) (complement has $\lambda=66528$) residual design of number 4195 |
design of number 9381 with respect to smaller t |
4199:
4199 4-(34,10,191835) (complement has $\lambda=401940$) design of number 4196 with respect to smaller t |
4200:
4200 4-(33,9,38367) (complement has $\lambda=80388$)
derived from number 4196 |
design of number 4197 with respect to smaller t |
4201:
4201 4-(33,10,153468) (complement has $\lambda=321552$) residual design of number 4196 |
design of number 4198 with respect to smaller t |
4202:
4202 4-(32,8,6615) (complement has $\lambda=13860$) derived from number 4197 |
design of number 9455 with respect to smaller t |
4203:
4203 4-(32,9,31752) (complement has $\lambda=66528$) residual design of number 4197 |
derived from number 4198 |
design of number 9384 with respect to smaller t |
4204:
4204 4-(32,10,121716) (complement has $\lambda=255024$) residual design of number 4198 |
design of number 9385 with respect to smaller t |
4205:
4205 5-(28,11,37191) (complement has $\lambda=63756$) TvT: 5-(27,10,9702) $\cup$ 5-(27,11,27489) |
design of number 7003 with respect to smaller t |
residual design of number 7075 |
4206:
4206 4-(28,11,127512) (complement has $\lambda=218592$) design of number 4205 with respect to smaller t |
residual design of number 4520 |
derived from number 4522 |
4207:
4207 4-(27,11,90321) (complement has $\lambda=154836$) residual design of number 4205 |
derived from number 4253 |
design of number 6473 with respect to smaller t |
4208:
4208 5-(28,12,100188) (complement has $\lambda=144969$) TvT: 5-(27,11,30492) $\cup$ 5-(27,12,69696) |
4209:
4209 4-(28,12,300564) (complement has $\lambda=434907$) design of number 4208 with respect to smaller t |
derived from number 4545 |
4210:
4210 4-(27,11,100188) (complement has $\lambda=144969$)
derived from number 4208 |
design of number 6495 with respect to smaller t |
4211:
4211 5-(28,12,102465) (complement has $\lambda=142692$) TvT: 5-(27,11,31185) $\cup$ 5-(27,12,71280) |
design of number 7012 with respect to smaller t |
derived from number 7076 |
4212:
4212 4-(28,12,307395) (complement has $\lambda=428076$) design of number 4211 with respect to smaller t |
derived from number 4547 |
4213:
4213 4-(27,11,102465) (complement has $\lambda=142692$) derived from number 4211 |
design of number 6502 with respect to smaller t |
4214:
4214 5-(28,12,108537) (complement has $\lambda=136620$) TvT: 5-(27,11,33033) $\cup$ 5-(27,12,75504) |
\cite{Sebille98} $Sp(6,2)$ |
design of number 7013 with respect to smaller t |
derived from number 7077 |
4215:
4215 4-(28,12,325611) (complement has $\lambda=409860$) design of number 4214 with respect to smaller t |
derived from number 4549 |
4216:
4216 4-(27,11,108537) (complement has $\lambda=136620$) derived from number 4214 |
design of number 6520 with respect to smaller t |
4217:
4217 4-(27,12,217074) (complement has $\lambda=273240$) residual design of number 4214 |
design of number 6630 with respect to smaller t |
derived from number 7024 |
4218:
4218 5-(28,12,115368) (complement has $\lambda=129789$) TvT: 5-(27,11,35112) $\cup$ 5-(27,12,80256) |
4219:
4219 4-(28,12,346104) (complement has $\lambda=389367$) design of number 4218 with respect to smaller t |
derived from number 4552 |
4220:
4220 5-(28,12,117645) (complement has $\lambda=127512$)
TvT: 5-(27,11,35805) $\cup$ 5-(27,12,81840) |
4221:
4221 4-(28,12,352935) (complement has $\lambda=382536$) design of number 4220 with respect to smaller t |
derived from number 4554 |
4222:
4222 4-(27,11,117645) (complement has $\lambda=127512$) derived from number 4220 |
design of number 6556 with respect to smaller t |
4223:
4223 5-(28,12,122199) (complement has $\lambda=122958$) TvT: 5-(27,11,37191) $\cup$ 5-(27,12,85008) |
design of number 7014 with respect to smaller t |
derived from number 7078 |
4224:
4224 4-(28,12,366597) (complement has $\lambda=368874$) design of number 4223 with respect to smaller t |
derived from number 4556 |
4225:
4225 4-(27,11,122199) (complement has $\lambda=122958$) derived from number 4223 |
design of number 6327 with respect to smaller t |
4226:
4226 5-(28,12,61479) (complement has $\lambda=183678$) TvT: 5-(27,11,18711) $\cup$ 5-(27,12,42768) |
design of number 7004 with respect to smaller t |
4227:
4227 4-(28,12,184437) (complement has $\lambda=551034$) design of number 4226 with respect to smaller t |
derived from number 4524 |
4228:
4228 4-(27,11,61479) (complement has $\lambda=183678$) derived from number 4226 |
design of number 6382 with respect to smaller t |
4229:
4229 4-(27,12,122958) (complement has $\lambda=367356$) residual design of number 4226 |
derived from number 4264 |
design of number 6597 with respect to smaller t |
4230:
4230 5-(28,12,68310) (complement has $\lambda=176847$)
TvT: 5-(27,11,20790) $\cup$ 5-(27,12,47520) |
design of number 7005 with respect to smaller t |
derived from number 7079 |
4231:
4231 4-(28,12,204930) (complement has $\lambda=530541$) design of number 4230 with respect to smaller t |
derived from number 4526 |
4232:
4232 4-(27,11,68310) (complement has $\lambda=176847$) derived from number 4230 |
design of number 6401 with respect to smaller t |
4233:
4233 5-(28,12,74382) (complement has $\lambda=170775$) TvT: 5-(27,11,22638) $\cup$ 5-(27,12,51744) |
4234:
4234 4-(28,12,223146) (complement has $\lambda=512325$) design of number 4233 with respect to smaller t |
derived from number 4528 |
4235:
4235 4-(27,11,74382) (complement has $\lambda=170775$) derived from number 4233 |
design of number 6418 with respect to smaller t |
4236:
4236 5-(28,12,75141) (complement has $\lambda=170016$) TvT: 5-(27,11,22869) $\cup$ 5-(27,12,52272) |
4237:
4237 4-(28,12,225423) (complement has $\lambda=510048$) design of number 4236 with respect to smaller t |
derived from number 4530 |
4238:
4238 4-(27,11,75141) (complement has $\lambda=170016$) derived from number 4236 |
design of number 6426 with respect to smaller t |
4239:
4239 5-(28,12,79695) (complement has $\lambda=165462$) TvT: 5-(27,11,24255) $\cup$ 5-(27,12,55440) |
design of number 7006 with respect to smaller t |
derived from number 7080 |
4240:
4240 4-(28,12,239085) (complement has $\lambda=496386$)
design of number 4239 with respect to smaller t |
derived from number 4532 |
4241:
4241 4-(27,11,79695) (complement has $\lambda=165462$) derived from number 4239 |
design of number 6434 with respect to smaller t |
4242:
4242 4-(27,12,159390) (complement has $\lambda=330924$) residual design of number 4239 |
design of number 7007 with respect to smaller t |
derived from number 7081 |
4243:
4243 5-(28,12,81213) (complement has $\lambda=163944$) TvT: 5-(27,11,24717) $\cup$ 5-(27,12,56496) |
design of number 7009 with respect to smaller t |
4244:
4244 4-(28,12,243639) (complement has $\lambda=491832$) design of number 4243 with respect to smaller t |
derived from number 4535 |
4245:
4245 4-(27,11,81213) (complement has $\lambda=163944$) derived from number 4243 |
design of number 6443 with respect to smaller t |
4246:
4246 4-(27,12,162426) (complement has $\lambda=327888$) residual design of number 4243 |
derived from number 4281 |
design of number 6613 with respect to smaller t |
4247:
4247 5-(28,12,81972) (complement has $\lambda=163185$) TvT: 5-(27,11,24948) $\cup$ 5-(27,12,57024) |
design of number 7010 with respect to smaller t |
derived from number 11593 |
4248:
4248 4-(28,12,245916) (complement has $\lambda=489555$) design of number 4247 with respect to smaller t |
derived from number 4537 |
4249:
4249 4-(27,11,81972) (complement has $\lambda=163185$) derived from number 4247 |
design of number 6452 with respect to smaller t |
4250:
4250 4-(27,12,163944) (complement has $\lambda=326370$)
residual design of number 4247 |
derived from number 4283 |
design of number 6619 with respect to smaller t |
4251:
4251 5-(28,12,86526) (complement has $\lambda=158631$) TvT: 5-(27,11,26334) $\cup$ 5-(27,12,60192) |
4252:
4252 4-(28,12,259578) (complement has $\lambda=475893$) design of number 4251 with respect to smaller t |
derived from number 4539 |
4253:
4253 5-(28,12,90321) (complement has $\lambda=154836$) TvT: 5-(27,11,27489) $\cup$ 5-(27,12,62832) |
4254:
4254 4-(28,12,270963) (complement has $\lambda=464508$) design of number 4253 with respect to smaller t |
residual design of number 4522 |
derived from number 4541 |
4255:
4255 5-(28,12,97152) (complement has $\lambda=148005$) TvT: 5-(27,11,29568) $\cup$ 5-(27,12,67584) |
design of number 7011 with respect to smaller t |
derived from number 7085 |
4256:
4256 4-(28,12,291456) (complement has $\lambda=444015$) design of number 4255 with respect to smaller t |
derived from number 4543 |
4257:
4257 4-(27,11,97152) (complement has $\lambda=148005$) derived from number 4255 |
design of number 6487 with respect to smaller t |
4258:
4258 5-(28,13,100947) (complement has $\lambda=389367$) TvT: 5-(27,12,35112) $\cup$ 5-(27,13,65835) |
4259:
4259 4-(28,13,269192) (complement has $\lambda=1038312$) design of number 4258 with respect to smaller t |
derived from number 4588 |
4260:
4260 4-(27,12,100947) (complement has $\lambda=389367$)
derived from number 4258 |
design of number 6564 with respect to smaller t |
4261:
4261 5-(28,13,121440) (complement has $\lambda=368874$) TvT: 5-(27,12,42240) $\cup$ 5-(27,13,79200) |
4262:
4262 4-(28,13,323840) (complement has $\lambda=983664$) design of number 4261 with respect to smaller t |
derived from number 4595 |
residual design of number 11392 |
4263:
4263 4-(27,12,121440) (complement has $\lambda=368874$) derived from number 4261 |
design of number 6587 with respect to smaller t |
residual design of number 11292 |
4264:
4264 5-(28,13,122958) (complement has $\lambda=367356$) TvT: 5-(27,12,42768) $\cup$ 5-(27,13,80190) |
4265:
4265 4-(28,13,327888) (complement has $\lambda=979616$) design of number 4264 with respect to smaller t |
residual design of number 4524 |
derived from number 4602 |
4266:
4266 5-(28,13,143451) (complement has $\lambda=346863$) TvT: 5-(27,12,49896) $\cup$ 5-(27,13,93555) |
4267:
4267 4-(28,13,382536) (complement has $\lambda=924968$) design of number 4266 with respect to smaller t |
derived from number 4616 |
4268:
4268 4-(27,12,143451) (complement has $\lambda=346863$) derived from number 4266 |
design of number 6603 with respect to smaller t |
4269:
4269 5-(28,13,148764) (complement has $\lambda=341550$) TvT: 5-(27,12,51744) $\cup$ 5-(27,13,97020) |
4270:
4270 4-(28,13,396704) (complement has $\lambda=910800$)
design of number 4269 with respect to smaller t |
residual design of number 4528 |
derived from number 4623 |
4271:
4271 4-(27,13,247940) (complement has $\lambda=569250$) residual design of number 4269 |
derived from number 4274 |
design of number 9009 with respect to smaller t |
4272:
4272 4-(27,14,347116) (complement has $\lambda=796950$) supplementary design of number 4271 |
residual design of number 4274 |
design of number 9010 with respect to smaller t |
4273:
4273 4-(28,14,595056) (complement has $\lambda=1366200$) Tran van Trung construction with supplementary design for design number 4271 |
design of number 4274 with respect to smaller t |
residual design of number 4623 |
derived from number 4624 |
4274:
4274 5-(28,14,247940) (complement has $\lambda=569250$) Alltop construction for design number 4271 |
design of number 9006 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9009 |
4275:
4275 5-(28,13,150282) (complement has $\lambda=340032$) TvT: 5-(27,12,52272) $\cup$ 5-(27,13,98010) |
4276:
4276 4-(28,13,400752) (complement has $\lambda=906752$) design of number 4275 with respect to smaller t |
residual design of number 4530 |
derived from number 4630 |
4277:
4277 4-(27,13,250470) (complement has $\lambda=566720$) residual design of number 4275 |
derived from number 4280 |
design of number 9019 with respect to smaller t |
4278:
4278 4-(27,14,350658) (complement has $\lambda=793408$) supplementary design of number 4277 |
residual design of number 4280 |
design of number 9020 with respect to smaller t |
4279:
4279 4-(28,14,601128) (complement has $\lambda=1360128$) Tran van Trung construction with supplementary design for design number 4277 |
design of number 4280 with respect to smaller t |
residual design of number 4630 |
derived from number 4631 |
4280:
4280 5-(28,14,250470) (complement has $\lambda=566720$)
Alltop construction for design number 4277 |
design of number 9016 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9019 |
4281:
4281 5-(28,13,162426) (complement has $\lambda=327888$) TvT: 5-(27,12,56496) $\cup$ 5-(27,13,105930) |
4282:
4282 4-(28,13,433136) (complement has $\lambda=874368$) design of number 4281 with respect to smaller t |
residual design of number 4535 |
derived from number 4645 |
4283:
4283 5-(28,13,163944) (complement has $\lambda=326370$) TvT: 5-(27,12,57024) $\cup$ 5-(27,13,106920) |
design of number 11592 with respect to smaller t |
residual design of number 11593 |
derived from number 11601 |
4284:
4284 4-(28,13,437184) (complement has $\lambda=870320$) design of number 4283 with respect to smaller t |
residual design of number 4537 |
derived from number 4652 |
4285:
4285 5-(28,13,173052) (complement has $\lambda=317262$) TvT: 5-(27,12,60192) $\cup$ 5-(27,13,112860) |
4286:
4286 4-(28,13,461472) (complement has $\lambda=846032$) design of number 4285 with respect to smaller t |
residual design of number 4539 |
derived from number 4666 |
4287:
4287 5-(28,13,180642) (complement has $\lambda=309672$) TvT: 5-(27,12,62832) $\cup$ 5-(27,13,117810) |
4288:
4288 4-(28,13,481712) (complement has $\lambda=825792$) design of number 4287 with respect to smaller t |
residual design of number 4541 |
derived from number 4673 |
4289:
4289 4-(27,13,301070) (complement has $\lambda=516120$) residual design of number 4287 |
derived from number 4292 |
design of number 9069 with respect to smaller t |
4290:
4290 4-(27,14,421498) (complement has $\lambda=722568$)
supplementary design of number 4289 |
residual design of number 4292 |
design of number 9070 with respect to smaller t |
4291:
4291 4-(28,14,722568) (complement has $\lambda=1238688$) Tran van Trung construction with supplementary design for design number 4289 |
design of number 4292 with respect to smaller t |
residual design of number 4673 |
derived from number 4674 |
4292:
4292 5-(28,14,301070) (complement has $\lambda=516120$) Alltop construction for design number 4289 |
design of number 9066 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9069 |
4293:
4293 5-(28,13,200376) (complement has $\lambda=289938$) TvT: 5-(27,12,69696) $\cup$ 5-(27,13,130680) |
4294:
4294 4-(28,13,534336) (complement has $\lambda=773168$) design of number 4293 with respect to smaller t |
residual design of number 4545 |
derived from number 4694 |
4295:
4295 5-(28,13,203412) (complement has $\lambda=286902$) TvT: 5-(27,12,70752) $\cup$ 5-(27,13,132660) |
design of number 7015 with respect to smaller t |
derived from number 7116 |
residual design of number 11373 |
4296:
4296 4-(28,13,542432) (complement has $\lambda=765072$) design of number 4295 with respect to smaller t |
derived from number 4701 |
residual design of number 11252 |
4297:
4297 4-(27,12,203412) (complement has $\lambda=286902$) derived from number 4295 |
design of number 7016 with respect to smaller t |
residual design of number 11235 |
4298:
4298 4-(27,13,339020) (complement has $\lambda=478170$) residual design of number 4295 |
derived from number 4301 |
design of number 7017 with respect to smaller t |
4299:
4299 4-(27,14,474628) (complement has $\lambda=669438$) supplementary design of number 4298 |
residual design of number 4301 |
design of number 7020 with respect to smaller t |
derived from number 7120 |
4300:
4300 4-(28,14,813648) (complement has $\lambda=1147608$)
Tran van Trung construction with supplementary design for design number 4298 |
design of number 4301 with respect to smaller t |
residual design of number 4701 |
derived from number 4702 |
4301:
4301 5-(28,14,339020) (complement has $\lambda=478170$) Alltop construction for design number 4298 |
Tran van Trung construction with supplementary design for design number 7017 |
residual design of number 7116 |
derived from number 7117 |
design of number 9100 with respect to smaller t |
4302:
4302 5-(28,13,230736) (complement has $\lambda=259578$) TvT: 5-(27,12,80256) $\cup$ 5-(27,13,150480) |
4303:
4303 4-(28,13,615296) (complement has $\lambda=692208$) design of number 4302 with respect to smaller t |
residual design of number 4552 |
derived from number 4729 |
4304:
4304 5-(28,13,233772) (complement has $\lambda=256542$) TvT: 5-(27,12,81312) $\cup$ 5-(27,13,152460) |
4305:
4305 4-(28,13,623392) (complement has $\lambda=684112$) design of number 4304 with respect to smaller t |
derived from number 4736 |
4306:
4306 5-(28,13,235290) (complement has $\lambda=255024$) TvT: 5-(27,12,81840) $\cup$ 5-(27,13,153450) |
4307:
4307 4-(28,13,627440) (complement has $\lambda=680064$) design of number 4306 with respect to smaller t |
residual design of number 4554 |
derived from number 4743 |
4308:
4308 4-(27,13,392150) (complement has $\lambda=425040$) residual design of number 4306 |
derived from number 4311 |
design of number 9170 with respect to smaller t |
4309:
4309 4-(27,14,549010) (complement has $\lambda=595056$) supplementary design of number 4308 |
residual design of number 4311 |
design of number 9171 with respect to smaller t |
4310:
4310 4-(28,14,941160) (complement has $\lambda=1020096$)
Tran van Trung construction with supplementary design for design number 4308 |
design of number 4311 with respect to smaller t |
residual design of number 4743 |
derived from number 4744 |
4311:
4311 5-(28,14,392150) (complement has $\lambda=425040$) Alltop construction for design number 4308 |
design of number 9167 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9170 |
4312:
4312 5-(28,13,244398) (complement has $\lambda=245916$) TvT: 5-(27,12,85008) $\cup$ 5-(27,13,159390) |
design of number 7025 with respect to smaller t |
residual design of number 7078 |
derived from number 7146 |
4313:
4313 4-(28,13,651728) (complement has $\lambda=655776$) design of number 4312 with respect to smaller t |
residual design of number 4556 |
derived from number 4757 |
4314:
4314 5-(28,13,6072) (complement has $\lambda=484242$) TvT: 5-(27,12,2112) $\cup$ 5-(27,13,3960) |
4315:
4315 4-(28,13,16192) (complement has $\lambda=1291312$) design of number 4314 with respect to smaller t |
derived from number 4558 |
4316:
4316 5-(28,13,80454) (complement has $\lambda=409860$) TvT: 5-(27,12,27984) $\cup$ 5-(27,13,52470) |
4317:
4317 4-(28,13,214544) (complement has $\lambda=1092960$) design of number 4316 with respect to smaller t |
derived from number 4565 |
4318:
4318 4-(27,12,80454) (complement has $\lambda=409860$) derived from number 4316 |
design of number 6655 with respect to smaller t |
4319:
4319 5-(28,13,81972) (complement has $\lambda=408342$) TvT: 5-(27,12,28512) $\cup$ 5-(27,13,53460) |
4320:
4320 4-(28,13,218592) (complement has $\lambda=1088912$)
design of number 4319 with respect to smaller t |
derived from number 4572 |
residual design of number 11249 |
4321:
4321 4-(27,12,81972) (complement has $\lambda=408342$) derived from number 4319 |
design of number 6665 with respect to smaller t |
residual design of number 11232 |
4322:
4322 5-(28,14,213785) (complement has $\lambda=603405$) \cite{Sebille98} $AGL(3,3)+$ |
Alltop construction for design number 4324 |
Tran van Trung construction with supplementary design for design number 6756 |
design of number 6759 with respect to smaller t |
4323:
4323 4-(28,14,513084) (complement has $\lambda=1448172$) design of number 4322 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 4324 |
4324:
4324 4-(27,13,213785) (complement has $\lambda=603405$) derived from number 4322 |
design of number 6756 with respect to smaller t |
4325:
4325 4-(27,14,299299) (complement has $\lambda=844767$) residual design of number 4322 |
supplementary design of number 4324 |
design of number 6761 with respect to smaller t |
4326:
4326 5-(28,14,312455) (complement has $\lambda=504735$) \cite{Sebille98} $AGL(3,3)+$ |
Alltop construction for design number 4328 |
Tran van Trung construction with supplementary design for design number 6802 |
design of number 6805 with respect to smaller t |
4327:
4327 4-(28,14,749892) (complement has $\lambda=1211364$) design of number 4326 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 4328 |
4328:
4328 4-(27,13,312455) (complement has $\lambda=504735$) derived from number 4326 |
design of number 6802 with respect to smaller t |
4329:
4329 4-(27,14,437437) (complement has $\lambda=706629$) residual design of number 4326 |
supplementary design of number 4328 |
design of number 6807 with respect to smaller t |
4330:
4330 5-(28,14,361790) (complement has $\lambda=455400$)
\cite{Sebille98} $AGL(3,3)+$ |
Alltop construction for design number 4332 |
Tran van Trung construction with supplementary design for design number 6818 |
design of number 6819 with respect to smaller t |
residual design of number 7128 |
derived from number 7129 |
4331:
4331 4-(28,14,868296) (complement has $\lambda=1092960$) design of number 4330 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 4332 |
residual design of number 4715 |
derived from number 4716 |
4332:
4332 4-(27,13,361790) (complement has $\lambda=455400$) derived from number 4330 |
design of number 6818 with respect to smaller t |
residual design of number 7024 |
4333:
4333 4-(27,14,506506) (complement has $\lambda=637560$) residual design of number 4330 |
supplementary design of number 4332 |
design of number 6821 with respect to smaller t |
derived from number 7132 |
4334:
4334 5-(28,6,10) (complement has $\lambda=13$) $PSL(2,27)$ \cite{KreherRadziszowski87a} |
4335:
4335 4-(28,6,120) (complement has $\lambda=156$) design of number 4334 with respect to smaller t |
4336:
4336 4-(27,5,10) (complement has $\lambda=13$)
4337:
4337 4-(27,6,110) (complement has $\lambda=143$) residual design of number 4334 |
4338:
4338 5-(28,6,2) (complement has $\lambda=21$) $PGL(2,13)\times C_2$ 11 solutions |
$PSL(2,27)$ (62 isom. types) \cite{KreherRadziszowski87a} |
4339:
4339 4-(28,6,24) (complement has $\lambda=252$) design of number 4338 with respect to smaller t |
derived from number 4767 |
4340:
4340 4-(27,5,2) (complement has $\lambda=21$)
4341:
4341 4-(27,6,22) (complement has $\lambda=231$) residual design of number 4338 |
derived from number 4366 |
4342:
4342 5-(28,6,3) (complement has $\lambda=20$) $PSL(2,27)$ \cite{KreherRadziszowski87a} |
4343:
4343 4-(28,6,36) (complement has $\lambda=240$) design of number 4342 with respect to smaller t |
4344:
4344 4-(27,5,3) (complement has $\lambda=20$)
4345:
4345 4-(27,6,33) (complement has $\lambda=220$) residual design of number 4342 |
4346:
4346 5-(28,6,4) (complement has $\lambda=19$) $PSL(2,27)$ \cite{KreherRadziszowski87a} |
4347:
4347 4-(28,6,48) (complement has $\lambda=228$) design of number 4346 with respect to smaller t |
4348:
4348 4-(27,5,4) (complement has $\lambda=19$)
4349:
4349 4-(27,6,44) (complement has $\lambda=209$) residual design of number 4346 |
4350:
4350 5-(28,6,7) (complement has $\lambda=16$)
$PSL(2,27)$ \cite{KreherRadziszowski87a} |
4351:
4351 4-(28,6,84) (complement has $\lambda=192$) design of number 4350 with respect to smaller t |
derived from number 4769 |
4352:
4352 4-(27,5,7) (complement has $\lambda=16$)
4353:
4353 4-(27,6,77) (complement has $\lambda=176$) residual design of number 4350 |
4354:
4354 5-(28,7,1) (complement has $\lambda=252$) Steiner system ! $PGL(2,27)$ (1 isom. type) \cite{Denniston76} |
4355:
4355 4-(28,7,8) (complement has $\lambda=2016$) design of number 4354 with respect to smaller t |
4356:
4356 4-(27,6,1) (complement has $\lambda=252$)
4357:
4357 4-(27,7,7) (complement has $\lambda=1764$) residual design of number 4354 |
4358:
4358 5-(28,7,126) (complement has $\lambda=127$) $PSL(2,27)$ (many isom. types) |
derived from number 7197 |
4359:
4359 4-(28,7,1008) (complement has $\lambda=1016$) design of number 4358 with respect to smaller t |
derived from number 7198 |
4360:
4360 4-(27,6,126) (complement has $\lambda=127$)
4361:
4361 4-(27,7,882) (complement has $\lambda=889$) residual design of number 4358 |
derived from number 7199 |
4362:
4362 5-(28,7,15) (complement has $\lambda=238$) $PSL(2,27)$ (>=1 isom. types) |
4363:
4363 4-(28,7,120) (complement has $\lambda=1904$) design of number 4362 with respect to smaller t |
derived from number 4772 |
4364:
4364 4-(27,6,15) (complement has $\lambda=238$)
4365:
4365 4-(27,7,105) (complement has $\lambda=1666$) residual design of number 4362 |
derived from number 7309 |
4366:
4366 5-(28,7,22) (complement has $\lambda=231$) $PSL(2,27)$ (>=1 isom. types) |
4367:
4367 4-(28,7,176) (complement has $\lambda=1848$) design of number 4366 with respect to smaller t |
residual design of number 4767 |
derived from number 4775 |
4368:
4368 4-(27,7,154) (complement has $\lambda=1617$) residual design of number 4366 |
derived from number 7326 |
4369:
4369 5-(28,7,28) (complement has $\lambda=225$) $PSL(2,27)$ (>=1 isom. types) |
4370:
4370 4-(28,7,224) (complement has $\lambda=1800$)
design of number 4369 with respect to smaller t |
4371:
4371 4-(27,6,28) (complement has $\lambda=225$)
4372:
4372 4-(27,7,196) (complement has $\lambda=1575$) residual design of number 4369 |
4373:
4373 5-(28,7,29) (complement has $\lambda=224$) $PSL(2,27)$ (>=1 isom. types) |
4374:
4374 4-(28,7,232) (complement has $\lambda=1792$) design of number 4373 with respect to smaller t |
4375:
4375 4-(27,6,29) (complement has $\lambda=224$)
4376:
4376 4-(27,7,203) (complement has $\lambda=1568$) residual design of number 4373 |
4377:
4377 5-(28,7,35) (complement has $\lambda=218$) $PSL(2,27)$ (>=1 isom. types) |
4378:
4378 4-(28,7,280) (complement has $\lambda=1744$) design of number 4377 with respect to smaller t |
derived from number 4778 |
4379:
4379 4-(27,6,35) (complement has $\lambda=218$)
4380:
4380 4-(27,7,245) (complement has $\lambda=1526$)
residual design of number 4377 |
4381:
4381 5-(28,7,36) (complement has $\lambda=217$) $PSL(2,27)$ (>=1 isom. types) |
derived from number 7203 |
4382:
4382 4-(28,7,288) (complement has $\lambda=1736$) design of number 4381 with respect to smaller t |
derived from number 4781 |
4383:
4383 4-(27,6,36) (complement has $\lambda=217$)
4384:
4384 4-(27,7,252) (complement has $\lambda=1519$) residual design of number 4381 |
derived from number 7204 |
4385:
4385 5-(28,7,43) (complement has $\lambda=210$) $PSL(2,27)$ (>=1 isom. types) |
derived from number 7216 |
4386:
4386 4-(28,7,344) (complement has $\lambda=1680$) design of number 4385 with respect to smaller t |
derived from number 4784 |
4387:
4387 4-(27,6,43) (complement has $\lambda=210$)
4388:
4388 4-(27,7,301) (complement has $\lambda=1470$) residual design of number 4385 |
derived from number 7217 |
4389:
4389 5-(28,7,7) (complement has $\lambda=246$) $PSL(2,27)$ (2 isom. types) |
4390:
4390 4-(28,7,56) (complement has $\lambda=1968$)
design of number 4389 with respect to smaller t |
derived from number 4795 |
4391:
4391 4-(27,6,7) (complement has $\lambda=246$)
4392:
4392 4-(27,7,49) (complement has $\lambda=1722$) residual design of number 4389 |
4393:
4393 5-(28,7,8) (complement has $\lambda=245$) $PSL(2,27)$ (2 isom. types) |
4394:
4394 4-(28,7,64) (complement has $\lambda=1960$) design of number 4393 with respect to smaller t |
derived from number 4802 |
4395:
4395 4-(27,6,8) (complement has $\lambda=245$)
4396:
4396 4-(27,7,56) (complement has $\lambda=1715$) residual design of number 4393 |
derived from number 4415 |
4397:
4397 5-(28,7,93) (complement has $\lambda=160$) $S_8^{[2]}$ (1 isom. type) |
derived from number 10657 |
4398:
4398 4-(28,7,744) (complement has $\lambda=1280$) design of number 4397 with respect to smaller t |
derived from number 9306 |
4399:
4399 4-(27,6,93) (complement has $\lambda=160$)
4400:
4400 4-(27,7,651) (complement has $\lambda=1120$)
residual design of number 4397 |
derived from number 10660 |
4401:
4401 5-(28,8,322) (complement has $\lambda=1449$) Bluskov |
design of number 7045 with respect to smaller t |
derived from number 7343 |
4402:
4402 4-(27,8,1610) (complement has $\lambda=7245$) residual design of number 4401 |
design of number 7047 with respect to smaller t |
derived from number 7345 |
4403:
4403 5-(28,8,455) (complement has $\lambda=1316$) $A_8^{[2]}$ (>=1 isom. types) |
4404:
4404 4-(28,8,2730) (complement has $\lambda=7896$) design of number 4403 with respect to smaller t |
4405:
4405 4-(27,7,455) (complement has $\lambda=1316$)
4406:
4406 4-(27,8,2275) (complement has $\lambda=6580$) residual design of number 4403 |
4407:
4407 5-(28,8,476) (complement has $\lambda=1295$) $A_8^{[2]}$ (>=1 isom. types) |
4408:
4408 4-(28,8,2856) (complement has $\lambda=7770$) design of number 4407 with respect to smaller t |
4409:
4409 4-(27,7,476) (complement has $\lambda=1295$)
4410:
4410 4-(27,8,2380) (complement has $\lambda=6475$)
residual design of number 4407 |
4411:
4411 5-(28,8,511) (complement has $\lambda=1260$) $A_8^{[2]}$ (>=1 isom. types) |
4412:
4412 4-(28,8,3066) (complement has $\lambda=7560$) design of number 4411 with respect to smaller t |
derived from number 4804 |
4413:
4413 4-(27,7,511) (complement has $\lambda=1260$)
4414:
4414 4-(27,8,2555) (complement has $\lambda=6300$) residual design of number 4411 |
derived from number 4476 |
4415:
4415 5-(28,8,56) (complement has $\lambda=1715$)
4416:
4416 4-(28,8,336) (complement has $\lambda=10290$) design of number 4415 with respect to smaller t |
residual design of number 4802 |
4417:
4417 4-(27,8,280) (complement has $\lambda=8575$) residual design of number 4415 |
4418:
4418 5-(28,8,560) (complement has $\lambda=1211$) $A_8^{[2]}$ (>=1 isom. types) |
4419:
4419 4-(28,8,3360) (complement has $\lambda=7266$) design of number 4418 with respect to smaller t |
4420:
4420 4-(27,7,560) (complement has $\lambda=1211$)
4421:
4421 4-(27,8,2800) (complement has $\lambda=6055$) residual design of number 4418 |
4422:
4422 5-(28,8,595) (complement has $\lambda=1176$) $A_8^{[2]}$ (>=1 isom. types) |
residual design of number 7284 |
derived from number 7384 |
4423:
4423 4-(28,8,3570) (complement has $\lambda=7056$) design of number 4422 with respect to smaller t |
derived from number 4806 |
residual design of number 7285 |
4424:
4424 4-(27,7,595) (complement has $\lambda=1176$) derived from number 4422 |
residual design of number 7286 |
4425:
4425 4-(27,8,2975) (complement has $\lambda=5880$) residual design of number 4422 |
derived from number 4487 |
4426:
4426 5-(28,8,616) (complement has $\lambda=1155$) $A_8^{[2]}$ (>=1 isom. types) |
4427:
4427 4-(28,8,3696) (complement has $\lambda=6930$) design of number 4426 with respect to smaller t |
4428:
4428 4-(27,7,616) (complement has $\lambda=1155$)
4429:
4429 4-(27,8,3080) (complement has $\lambda=5775$) residual design of number 4426 |
4430:
4430 5-(28,8,644) (complement has $\lambda=1127$)
Bluskov |
design of number 7053 with respect to smaller t |
4431:
4431 4-(28,8,3864) (complement has $\lambda=6762$) design of number 4430 with respect to smaller t |
4432:
4432 4-(27,7,644) (complement has $\lambda=1127$) derived from number 4430 |
design of number 7054 with respect to smaller t |
4433:
4433 4-(27,8,3220) (complement has $\lambda=5635$) residual design of number 4430 |
design of number 7055 with respect to smaller t |
4434:
4434 5-(28,8,700) (complement has $\lambda=1071$) $A_8^{[2]}$ (>=1 isom. types) |
residual design of number 10647 |
derived from number 10648 |
4435:
4435 4-(28,8,4200) (complement has $\lambda=6426$) design of number 4434 with respect to smaller t |
derived from number 4808 |
residual design of number 9325 |
4436:
4436 4-(27,7,700) (complement has $\lambda=1071$) derived from number 4434 |
residual design of number 10650 |
4437:
4437 4-(27,8,3500) (complement has $\lambda=5355$) residual design of number 4434 |
derived from number 4494 |
4438:
4438 5-(28,8,756) (complement has $\lambda=1015$) $A_8^{[2]}$ (>=1 isom. types) |
derived from number 7410 |
4439:
4439 4-(28,8,4536) (complement has $\lambda=6090$) design of number 4438 with respect to smaller t |
derived from number 4810 |
4440:
4440 4-(27,7,756) (complement has $\lambda=1015$)
4441:
4441 4-(27,8,3780) (complement has $\lambda=5075$) residual design of number 4438 |
derived from number 4501 |
4442:
4442 5-(28,8,791) (complement has $\lambda=980$) $S_8^{[2]}$ (>=1 isom. types) |
4443:
4443 4-(28,8,4746) (complement has $\lambda=5880$) design of number 4442 with respect to smaller t |
4444:
4444 4-(27,7,791) (complement has $\lambda=980$)
4445:
4445 4-(27,8,3955) (complement has $\lambda=4900$) residual design of number 4442 |
4446:
4446 5-(28,8,805) (complement has $\lambda=966$) Bluskov |
design of number 7039 with respect to smaller t |
4447:
4447 4-(28,8,4830) (complement has $\lambda=5796$) design of number 4446 with respect to smaller t |
4448:
4448 4-(27,7,805) (complement has $\lambda=966$) derived from number 4446 |
design of number 7040 with respect to smaller t |
4449:
4449 4-(27,8,4025) (complement has $\lambda=4830$) residual design of number 4446 |
design of number 7041 with respect to smaller t |
4450:
4450 5-(28,8,840) (complement has $\lambda=931$)
$S_8^{[2]}$ (>=1 isom. types) |
residual design of number 7191 |
derived from number 7440 |
4451:
4451 4-(28,8,5040) (complement has $\lambda=5586$) design of number 4450 with respect to smaller t |
residual design of number 7192 |
derived from number 7441 |
4452:
4452 4-(27,7,840) (complement has $\lambda=931$) derived from number 4450 |
residual design of number 7193 |
4453:
4453 4-(27,8,4200) (complement has $\lambda=4655$) residual design of number 4450 |
derived from number 7442 |
4454:
4454 5-(28,8,875) (complement has $\lambda=896$) $S_8^{[2]}$ (>=1 isom. types) |
4455:
4455 4-(28,8,5250) (complement has $\lambda=5376$) design of number 4454 with respect to smaller t |
4456:
4456 4-(27,7,875) (complement has $\lambda=896$)
4457:
4457 4-(27,8,4375) (complement has $\lambda=4480$) residual design of number 4454 |
4458:
4458 5-(28,9,1575) (complement has $\lambda=7280$)
4459:
4459 4-(28,9,7560) (complement has $\lambda=34944$) design of number 4458 with respect to smaller t |
4460:
4460 4-(27,8,1575) (complement has $\lambda=7280$)
4461:
4461 4-(27,9,5985) (complement has $\lambda=27664$) residual design of number 4458 |
4462:
4462 5-(28,9,2100) (complement has $\lambda=6755$) $Sp(6,2)$ (2 isom. types) |
4463:
4463 4-(28,9,10080) (complement has $\lambda=32424$) design of number 4462 with respect to smaller t |
residual design of number 9288 |
derived from number 9289 |
4464:
4464 4-(27,8,2100) (complement has $\lambda=6755$)
4465:
4465 4-(27,9,7980) (complement has $\lambda=25669$) residual design of number 4462 |
4466:
4466 5-(28,9,2240) (complement has $\lambda=6615$) $Sp(6,2)$ (2 isom. types) |
residual design of number 7358 |
4467:
4467 4-(28,9,10752) (complement has $\lambda=31752$) design of number 4466 with respect to smaller t |
residual design of number 7359 |
derived from number 7472 |
4468:
4468 4-(27,8,2240) (complement has $\lambda=6615$) derived from number 4466 |
residual design of number 7251 |
4469:
4469 4-(27,9,8512) (complement has $\lambda=25137$) residual design of number 4466 |
4470:
4470 5-(28,9,2415) (complement has $\lambda=6440$)
$Sp(6,2)$ (5 isom. types) |
residual design of number 7371 |
derived from number 9181 |
design of number 9182 with respect to smaller t |
4471:
4471 4-(27,9,9177) (complement has $\lambda=24472$) residual design of number 4470 |
derived from number 9184 |
design of number 9185 with respect to smaller t |
4472:
4472 5-(28,9,2520) (complement has $\lambda=6335$) $Sp(6,2)$ (5 isom. types) |
residual design of number 7372 |
4473:
4473 4-(28,9,12096) (complement has $\lambda=30408$) design of number 4472 with respect to smaller t |
residual design of number 7373 |
4474:
4474 4-(27,8,2520) (complement has $\lambda=6335$) derived from number 4472 |
residual design of number 7374 |
4475:
4475 4-(27,9,9576) (complement has $\lambda=24073$) residual design of number 4472 |
4476:
4476 5-(28,9,2555) (complement has $\lambda=6300$) $Sp(6,2)$ (3 isom. types) |
4477:
4477 4-(28,9,12264) (complement has $\lambda=30240$) design of number 4476 with respect to smaller t |
residual design of number 4804 |
4478:
4478 4-(27,9,9709) (complement has $\lambda=23940$) residual design of number 4476 |
4479:
4479 5-(28,9,2660) (complement has $\lambda=6195$) $Sp(6,2)$ (7 isom. types) |
residual design of number 7378 |
4480:
4480 4-(28,9,12768) (complement has $\lambda=29736$)
design of number 4479 with respect to smaller t |
residual design of number 7379 |
4481:
4481 4-(27,8,2660) (complement has $\lambda=6195$) derived from number 4479 |
residual design of number 7380 |
4482:
4482 4-(27,9,10108) (complement has $\lambda=23541$) residual design of number 4479 |
4483:
4483 5-(28,9,2835) (complement has $\lambda=6020$) $Sp(6,2)$ (11 isom. types) |
4484:
4484 4-(28,9,13608) (complement has $\lambda=28896$) design of number 4483 with respect to smaller t |
4485:
4485 4-(27,8,2835) (complement has $\lambda=6020$)
4486:
4486 4-(27,9,10773) (complement has $\lambda=22876$) residual design of number 4483 |
4487:
4487 5-(28,9,2975) (complement has $\lambda=5880$) $Sp(6,2)$ (8 isom. types) |
residual design of number 7384 |
4488:
4488 4-(28,9,14280) (complement has $\lambda=28224$) design of number 4487 with respect to smaller t |
residual design of number 4806 |
derived from number 7478 |
4489:
4489 4-(27,9,11305) (complement has $\lambda=22344$) residual design of number 4487 |
4490:
4490 5-(28,9,3360) (complement has $\lambda=5495$)
$Sp(6,2)$ (10 isom. types) |
residual design of number 7395 |
4491:
4491 4-(28,9,16128) (complement has $\lambda=26376$) design of number 4490 with respect to smaller t |
residual design of number 7396 |
4492:
4492 4-(27,8,3360) (complement has $\lambda=5495$) derived from number 4490 |
residual design of number 7397 |
4493:
4493 4-(27,9,12768) (complement has $\lambda=20881$) residual design of number 4490 |
4494:
4494 5-(28,9,3500) (complement has $\lambda=5355$) $Sp(6,2)$ (20 isom. types) |
residual design of number 10648 |
derived from number 10649 |
4495:
4495 4-(28,9,16800) (complement has $\lambda=25704$) design of number 4494 with respect to smaller t |
residual design of number 4808 |
derived from number 9326 |
4496:
4496 4-(27,9,13300) (complement has $\lambda=20349$) residual design of number 4494 |
derived from number 10651 |
4497:
4497 5-(28,9,3675) (complement has $\lambda=5180$) $Sp(6,2)$ (11 isom. types) |
residual design of number 7407 |
4498:
4498 4-(28,9,17640) (complement has $\lambda=24864$) design of number 4497 with respect to smaller t |
residual design of number 7408 |
derived from number 7490 |
4499:
4499 4-(27,8,3675) (complement has $\lambda=5180$) derived from number 4497 |
residual design of number 7166 |
4500:
4500 4-(27,9,13965) (complement has $\lambda=19684$)
residual design of number 4497 |
4501:
4501 5-(28,9,3780) (complement has $\lambda=5075$) $Sp(6,2)$ (25 isom. types) |
residual design of number 7410 |
4502:
4502 4-(28,9,18144) (complement has $\lambda=24360$) design of number 4501 with respect to smaller t |
residual design of number 4810 |
4503:
4503 4-(27,9,14364) (complement has $\lambda=19285$) residual design of number 4501 |
4504:
4504 5-(28,9,3815) (complement has $\lambda=5040$) $Sp(6,2)$ (18 isom. types) |
4505:
4505 4-(28,9,18312) (complement has $\lambda=24192$) design of number 4504 with respect to smaller t |
4506:
4506 4-(27,8,3815) (complement has $\lambda=5040$)
4507:
4507 4-(27,9,14497) (complement has $\lambda=19152$) residual design of number 4504 |
4508:
4508 5-(28,9,3920) (complement has $\lambda=4935$) $Sp(6,2)$ (28 isom. types) |
residual design of number 7411 |
4509:
4509 4-(28,9,18816) (complement has $\lambda=23688$) design of number 4508 with respect to smaller t |
residual design of number 7412 |
derived from number 7496 |
4510:
4510 4-(27,8,3920) (complement has $\lambda=4935$)
derived from number 4508 |
residual design of number 7185 |
4511:
4511 4-(27,9,14896) (complement has $\lambda=18753$) residual design of number 4508 |
4512:
4512 5-(28,9,4095) (complement has $\lambda=4760$) $Sp(6,2)$ (24 isom. types) |
derived from number 7059 |
residual design of number 7424 |
4513:
4513 4-(28,9,19656) (complement has $\lambda=22848$) design of number 4512 with respect to smaller t |
derived from number 7060 |
residual design of number 7425 |
4514:
4514 4-(27,8,4095) (complement has $\lambda=4760$) derived from number 4512 |
residual design of number 7426 |
4515:
4515 4-(27,9,15561) (complement has $\lambda=18088$) residual design of number 4512 |
derived from number 7061 |
4516:
4516 5-(28,9,4235) (complement has $\lambda=4620$) $Sp(6,2)$ (20 isom. types) |
4517:
4517 4-(28,9,20328) (complement has $\lambda=22176$) design of number 4516 with respect to smaller t |
residual design of number 7511 |
derived from number 7512 |
4518:
4518 4-(27,8,4235) (complement has $\lambda=4620$)
4519:
4519 4-(27,9,16093) (complement has $\lambda=17556$) residual design of number 4516 |
4520:
4520 5-(29,11,49588) (complement has $\lambda=85008$)
TvT: 5-(28,10,12397) $\cup$ 5-(28,11,37191) |
design of number 7075 with respect to smaller t |
4521:
4521 4-(29,11,177100) (complement has $\lambda=303600$) design of number 4520 with respect to smaller t |
derived from number 4812 |
4522:
4522 5-(29,12,127512) (complement has $\lambda=218592$) TvT: 5-(28,11,37191) $\cup$ 5-(28,12,90321) |
4523:
4523 4-(29,12,398475) (complement has $\lambda=683100$) design of number 4522 with respect to smaller t |
residual design of number 4812 |
derived from number 4818 |
4524:
4524 5-(29,13,184437) (complement has $\lambda=551034$) TvT: 5-(28,12,61479) $\cup$ 5-(28,13,122958) |
4525:
4525 4-(29,13,512325) (complement has $\lambda=1530650$) design of number 4524 with respect to smaller t |
derived from number 4822 |
4526:
4526 5-(29,13,204930) (complement has $\lambda=530541$) TvT: 5-(28,12,68310) $\cup$ 5-(28,13,136620) |
design of number 7079 with respect to smaller t |
derived from number 7527 |
4527:
4527 4-(29,13,569250) (complement has $\lambda=1473725$) design of number 4526 with respect to smaller t |
derived from number 4838 |
4528:
4528 5-(29,13,223146) (complement has $\lambda=512325$) TvT: 5-(28,12,74382) $\cup$ 5-(28,13,148764) |
4529:
4529 4-(29,13,619850) (complement has $\lambda=1423125$) design of number 4528 with respect to smaller t |
derived from number 4840 |
4530:
4530 5-(29,13,225423) (complement has $\lambda=510048$)
TvT: 5-(28,12,75141) $\cup$ 5-(28,13,150282) |
4531:
4531 4-(29,13,626175) (complement has $\lambda=1416800$) design of number 4530 with respect to smaller t |
derived from number 4842 |
4532:
4532 5-(29,13,239085) (complement has $\lambda=496386$) TvT: 5-(28,12,79695) $\cup$ 5-(28,13,159390) |
design of number 7080 with respect to smaller t |
derived from number 7528 |
4533:
4533 4-(29,13,664125) (complement has $\lambda=1378850$) design of number 4532 with respect to smaller t |
derived from number 4844 |
4534:
4534 4-(28,13,425040) (complement has $\lambda=882464$) residual design of number 4532 |
derived from number 4637 |
design of number 7081 with respect to smaller t |
4535:
4535 5-(29,13,243639) (complement has $\lambda=491832$) TvT: 5-(28,12,81213) $\cup$ 5-(28,13,162426) |
4536:
4536 4-(29,13,676775) (complement has $\lambda=1366200$) design of number 4535 with respect to smaller t |
derived from number 4846 |
4537:
4537 5-(29,13,245916) (complement has $\lambda=489555$) TvT: 5-(28,12,81972) $\cup$ 5-(28,13,163944) |
design of number 11593 with respect to smaller t |
derived from number 11613 |
4538:
4538 4-(29,13,683100) (complement has $\lambda=1359875$) design of number 4537 with respect to smaller t |
derived from number 4848 |
4539:
4539 5-(29,13,259578) (complement has $\lambda=475893$) TvT: 5-(28,12,86526) $\cup$ 5-(28,13,173052) |
4540:
4540 4-(29,13,721050) (complement has $\lambda=1321925$)
design of number 4539 with respect to smaller t |
derived from number 4850 |
4541:
4541 5-(29,13,270963) (complement has $\lambda=464508$) TvT: 5-(28,12,90321) $\cup$ 5-(28,13,180642) |
4542:
4542 4-(29,13,752675) (complement has $\lambda=1290300$) design of number 4541 with respect to smaller t |
residual design of number 4818 |
derived from number 4852 |
4543:
4543 5-(29,13,291456) (complement has $\lambda=444015$) TvT: 5-(28,12,97152) $\cup$ 5-(28,13,194304) |
design of number 7085 with respect to smaller t |
derived from number 7529 |
4544:
4544 4-(29,13,809600) (complement has $\lambda=1233375$) design of number 4543 with respect to smaller t |
derived from number 4854 |
4545:
4545 5-(29,13,300564) (complement has $\lambda=434907$) TvT: 5-(28,12,100188) $\cup$ 5-(28,13,200376) |
4546:
4546 4-(29,13,834900) (complement has $\lambda=1208075$) design of number 4545 with respect to smaller t |
derived from number 4856 |
4547:
4547 5-(29,13,307395) (complement has $\lambda=428076$) TvT: 5-(28,12,102465) $\cup$ 5-(28,13,204930) |
design of number 7076 with respect to smaller t |
derived from number 7530 |
4548:
4548 4-(29,13,853875) (complement has $\lambda=1189100$) design of number 4547 with respect to smaller t |
derived from number 4858 |
4549:
4549 5-(29,13,325611) (complement has $\lambda=409860$) TvT: 5-(28,12,108537) $\cup$ 5-(28,13,217074) |
design of number 7077 with respect to smaller t |
derived from number 7531 |
4550:
4550 4-(29,13,904475) (complement has $\lambda=1138500$)
design of number 4549 with respect to smaller t |
derived from number 4860 |
4551:
4551 4-(28,13,578864) (complement has $\lambda=728640$) residual design of number 4549 |
derived from number 4715 |
design of number 7024 with respect to smaller t |
4552:
4552 5-(29,13,346104) (complement has $\lambda=389367$) TvT: 5-(28,12,115368) $\cup$ 5-(28,13,230736) |
4553:
4553 4-(29,13,961400) (complement has $\lambda=1081575$) design of number 4552 with respect to smaller t |
derived from number 4862 |
4554:
4554 5-(29,13,352935) (complement has $\lambda=382536$) TvT: 5-(28,12,117645) $\cup$ 5-(28,13,235290) |
4555:
4555 4-(29,13,980375) (complement has $\lambda=1062600$) design of number 4554 with respect to smaller t |
derived from number 4864 |
4556:
4556 5-(29,13,366597) (complement has $\lambda=368874$) TvT: 5-(28,12,122199) $\cup$ 5-(28,13,244398) |
design of number 7078 with respect to smaller t |
derived from number 7532 |
4557:
4557 4-(29,13,1018325) (complement has $\lambda=1024650$) design of number 4556 with respect to smaller t |
derived from number 4820 |
4558:
4558 5-(29,14,16192) (complement has $\lambda=1291312$) TvT: 5-(28,13,6072) $\cup$ 5-(28,14,10120) |
4559:
4559 5-(29,15,24288) (complement has $\lambda=1936968$) supplementary design of number 4558 |
4560:
4560 4-(29,14,40480) (complement has $\lambda=3228280$)
design of number 4558 with respect to smaller t |
derived from number 4561 |
4561:
4561 5-(30,15,40480) (complement has $\lambda=3228280$) Tran van Trung construction with supplementary design for design number 4558 |
Alltop construction for design number 4560 |
4562:
4562 4-(29,15,55200) (complement has $\lambda=4402200$) design of number 4559 with respect to smaller t |
supplementary design of number 4560 |
residual design of number 4561 |
4563:
4563 4-(28,15,30912) (complement has $\lambda=2465232$) residual design of number 4559 |
4564:
4564 4-(30,15,95680) (complement has $\lambda=7630480$) Tran van Trung construction with supplementary design for design number 4560 |
design of number 4561 with respect to smaller t |
4565:
4565 5-(29,14,214544) (complement has $\lambda=1092960$) TvT: 5-(28,13,80454) $\cup$ 5-(28,14,134090) |
4566:
4566 5-(29,15,321816) (complement has $\lambda=1639440$) supplementary design of number 4565 |
4567:
4567 4-(29,14,536360) (complement has $\lambda=2732400$) design of number 4565 with respect to smaller t |
derived from number 4568 |
4568:
4568 5-(30,15,536360) (complement has $\lambda=2732400$) Tran van Trung construction with supplementary design for design number 4565 |
Alltop construction for design number 4567 |
4569:
4569 4-(29,15,731400) (complement has $\lambda=3726000$) design of number 4566 with respect to smaller t |
supplementary design of number 4567 |
residual design of number 4568 |
4570:
4570 4-(28,15,409584) (complement has $\lambda=2086560$)
residual design of number 4566 |
4571:
4571 4-(30,15,1267760) (complement has $\lambda=6458400$) Tran van Trung construction with supplementary design for design number 4567 |
design of number 4568 with respect to smaller t |
4572:
4572 5-(29,14,218592) (complement has $\lambda=1088912$) TvT: 5-(28,13,81972) $\cup$ 5-(28,14,136620) |
4573:
4573 5-(29,15,327888) (complement has $\lambda=1633368$) supplementary design of number 4572 |
4574:
4574 4-(29,14,546480) (complement has $\lambda=2722280$) design of number 4572 with respect to smaller t |
derived from number 4575 |
residual design of number 11265 |
4575:
4575 5-(30,15,546480) (complement has $\lambda=2722280$) Tran van Trung construction with supplementary design for design number 4572 |
Alltop construction for design number 4574 |
4576:
4576 4-(29,15,745200) (complement has $\lambda=3712200$) design of number 4573 with respect to smaller t |
supplementary design of number 4574 |
residual design of number 4575 |
4577:
4577 4-(28,15,417312) (complement has $\lambda=2078832$) residual design of number 4573 |
4578:
4578 4-(30,15,1291680) (complement has $\lambda=6434480$) Tran van Trung construction with supplementary design for design number 4574 |
design of number 4575 with respect to smaller t |
residual design of number 11272 |
derived from number 11273 |
4579:
4579 5-(29,14,242880) (complement has $\lambda=1064624$) TvT: 5-(28,13,91080) $\cup$ 5-(28,14,151800) |
design of number 7152 with respect to smaller t |
derived from number 7156 |
residual design of number 11301 |
4580:
4580 5-(29,15,364320) (complement has $\lambda=1596936$)
supplementary design of number 4579 |
design of number 7153 with respect to smaller t |
residual design of number 7156 |
4581:
4581 4-(29,14,607200) (complement has $\lambda=2661560$) design of number 4579 with respect to smaller t |
derived from number 4584 |
residual design of number 11302 |
4582:
4582 4-(28,13,242880) (complement has $\lambda=1064624$) derived from number 4579 |
design of number 7154 with respect to smaller t |
residual design of number 11298 |
4583:
4583 4-(28,14,364320) (complement has $\lambda=1596936$) residual design of number 4579 |
derived from number 4580 |
design of number 7155 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 7160 |
4584:
4584 5-(30,15,607200) (complement has $\lambda=2661560$) Tran van Trung construction with supplementary design for design number 4579 |
Alltop construction for design number 4581 |
design of number 7156 with respect to smaller t |
residual design of number 11305 |
derived from number 11306 |
4585:
4585 4-(29,15,828000) (complement has $\lambda=3629400$) design of number 4580 with respect to smaller t |
supplementary design of number 4581 |
residual design of number 4584 |
derived from number 11311 |
4586:
4586 4-(28,15,463680) (complement has $\lambda=2032464$) residual design of number 4580 |
design of number 7158 with respect to smaller t |
4587:
4587 4-(30,15,1435200) (complement has $\lambda=6290960$) Tran van Trung construction with supplementary design for design number 4581 |
design of number 4584 with respect to smaller t |
residual design of number 11307 |
derived from number 11310 |
4588:
4588 5-(29,14,269192) (complement has $\lambda=1038312$) TvT: 5-(28,13,100947) $\cup$ 5-(28,14,168245) |
4589:
4589 5-(29,15,403788) (complement has $\lambda=1557468$) supplementary design of number 4588 |
4590:
4590 4-(29,14,672980) (complement has $\lambda=2595780$)
design of number 4588 with respect to smaller t |
derived from number 4591 |
4591:
4591 5-(30,15,672980) (complement has $\lambda=2595780$) Tran van Trung construction with supplementary design for design number 4588 |
Alltop construction for design number 4590 |
4592:
4592 4-(29,15,917700) (complement has $\lambda=3539700$) design of number 4589 with respect to smaller t |
supplementary design of number 4590 |
residual design of number 4591 |
4593:
4593 4-(28,15,513912) (complement has $\lambda=1982232$) residual design of number 4589 |
4594:
4594 4-(30,15,1590680) (complement has $\lambda=6135480$) Tran van Trung construction with supplementary design for design number 4590 |
design of number 4591 with respect to smaller t |
4595:
4595 5-(29,14,323840) (complement has $\lambda=983664$) TvT: 5-(28,13,121440) $\cup$ 5-(28,14,202400) |
4596:
4596 5-(29,15,485760) (complement has $\lambda=1475496$) supplementary design of number 4595 |
4597:
4597 4-(29,14,809600) (complement has $\lambda=2459160$) design of number 4595 with respect to smaller t |
derived from number 4598 |
residual design of number 11397 |
4598:
4598 5-(30,15,809600) (complement has $\lambda=2459160$) Tran van Trung construction with supplementary design for design number 4595 |
Alltop construction for design number 4597 |
4599:
4599 4-(29,15,1104000) (complement has $\lambda=3353400$) design of number 4596 with respect to smaller t |
supplementary design of number 4597 |
residual design of number 4598 |
4600:
4600 4-(28,15,618240) (complement has $\lambda=1877904$)
residual design of number 4596 |
4601:
4601 4-(30,15,1913600) (complement has $\lambda=5812560$) Tran van Trung construction with supplementary design for design number 4597 |
design of number 4598 with respect to smaller t |
residual design of number 11400 |
derived from number 11401 |
4602:
4602 5-(29,14,327888) (complement has $\lambda=979616$) TvT: 5-(28,13,122958) $\cup$ 5-(28,14,204930) |
4603:
4603 5-(29,15,491832) (complement has $\lambda=1469424$) supplementary design of number 4602 |
4604:
4604 4-(29,14,819720) (complement has $\lambda=2449040$) design of number 4602 with respect to smaller t |
derived from number 4605 |
residual design of number 4822 |
4605:
4605 5-(30,15,819720) (complement has $\lambda=2449040$) Tran van Trung construction with supplementary design for design number 4602 |
Alltop construction for design number 4604 |
4606:
4606 4-(29,15,1117800) (complement has $\lambda=3339600$) design of number 4603 with respect to smaller t |
supplementary design of number 4604 |
residual design of number 4605 |
4607:
4607 4-(28,15,625968) (complement has $\lambda=1870176$) residual design of number 4603 |
4608:
4608 4-(30,15,1937520) (complement has $\lambda=5788640$) Tran van Trung construction with supplementary design for design number 4604 |
design of number 4605 with respect to smaller t |
residual design of number 4895 |
derived from number 4896 |
4609:
4609 5-(29,14,364320) (complement has $\lambda=943184$) TvT: 5-(28,13,136620) $\cup$ 5-(28,14,227700) |
design of number 7086 with respect to smaller t |
derived from number 7088 |
residual design of number 7527 |
4610:
4610 5-(29,15,546480) (complement has $\lambda=1414776$)
supplementary design of number 4609 |
design of number 7087 with respect to smaller t |
residual design of number 7088 |
4611:
4611 4-(29,14,910800) (complement has $\lambda=2357960$) design of number 4609 with respect to smaller t |
derived from number 4612 |
residual design of number 4838 |
4612:
4612 5-(30,15,910800) (complement has $\lambda=2357960$) Tran van Trung construction with supplementary design for design number 4609 |
Alltop construction for design number 4611 |
design of number 7088 with respect to smaller t |
residual design of number 7609 |
derived from number 7610 |
4613:
4613 4-(29,15,1242000) (complement has $\lambda=3215400$) design of number 4610 with respect to smaller t |
supplementary design of number 4611 |
residual design of number 4612 |
derived from number 7613 |
4614:
4614 4-(28,15,695520) (complement has $\lambda=1800624$) residual design of number 4610 |
design of number 7090 with respect to smaller t |
4615:
4615 4-(30,15,2152800) (complement has $\lambda=5573360$) Tran van Trung construction with supplementary design for design number 4611 |
design of number 4612 with respect to smaller t |
residual design of number 4916 |
derived from number 4917 |
4616:
4616 5-(29,14,382536) (complement has $\lambda=924968$) TvT: 5-(28,13,143451) $\cup$ 5-(28,14,239085) |
4617:
4617 5-(29,15,573804) (complement has $\lambda=1387452$) supplementary design of number 4616 |
4618:
4618 4-(29,14,956340) (complement has $\lambda=2312420$) design of number 4616 with respect to smaller t |
derived from number 4619 |
4619:
4619 5-(30,15,956340) (complement has $\lambda=2312420$) Tran van Trung construction with supplementary design for design number 4616 |
Alltop construction for design number 4618 |
4620:
4620 4-(29,15,1304100) (complement has $\lambda=3153300$)
design of number 4617 with respect to smaller t |
supplementary design of number 4618 |
residual design of number 4619 |
4621:
4621 4-(28,15,730296) (complement has $\lambda=1765848$) residual design of number 4617 |
4622:
4622 4-(30,15,2260440) (complement has $\lambda=5465720$) Tran van Trung construction with supplementary design for design number 4618 |
design of number 4619 with respect to smaller t |
4623:
4623 5-(29,14,396704) (complement has $\lambda=910800$) TvT: 5-(28,13,148764) $\cup$ 5-(28,14,247940) |
4624:
4624 5-(29,15,595056) (complement has $\lambda=1366200$) supplementary design of number 4623 |
4625:
4625 4-(29,14,991760) (complement has $\lambda=2277000$) design of number 4623 with respect to smaller t |
derived from number 4626 |
residual design of number 4840 |
4626:
4626 5-(30,15,991760) (complement has $\lambda=2277000$) Tran van Trung construction with supplementary design for design number 4623 |
Alltop construction for design number 4625 |
4627:
4627 4-(29,15,1352400) (complement has $\lambda=3105000$) design of number 4624 with respect to smaller t |
supplementary design of number 4625 |
residual design of number 4626 |
4628:
4628 4-(28,15,757344) (complement has $\lambda=1738800$) residual design of number 4624 |
4629:
4629 4-(30,15,2344160) (complement has $\lambda=5382000$) Tran van Trung construction with supplementary design for design number 4625 |
design of number 4626 with respect to smaller t |
residual design of number 4923 |
derived from number 4924 |
4630:
4630 5-(29,14,400752) (complement has $\lambda=906752$)
TvT: 5-(28,13,150282) $\cup$ 5-(28,14,250470) |
4631:
4631 5-(29,15,601128) (complement has $\lambda=1360128$) supplementary design of number 4630 |
4632:
4632 4-(29,14,1001880) (complement has $\lambda=2266880$) design of number 4630 with respect to smaller t |
derived from number 4633 |
residual design of number 4842 |
4633:
4633 5-(30,15,1001880) (complement has $\lambda=2266880$) Tran van Trung construction with supplementary design for design number 4630 |
Alltop construction for design number 4632 |
4634:
4634 4-(29,15,1366200) (complement has $\lambda=3091200$) design of number 4631 with respect to smaller t |
supplementary design of number 4632 |
residual design of number 4633 |
4635:
4635 4-(28,15,765072) (complement has $\lambda=1731072$) residual design of number 4631 |
4636:
4636 4-(30,15,2368080) (complement has $\lambda=5358080$) Tran van Trung construction with supplementary design for design number 4632 |
design of number 4633 with respect to smaller t |
residual design of number 4930 |
derived from number 4931 |
4637:
4637 5-(29,14,425040) (complement has $\lambda=882464$) TvT: 5-(28,13,159390) $\cup$ 5-(28,14,265650) |
design of number 7092 with respect to smaller t |
derived from number 7094 |
residual design of number 7528 |
4638:
4638 5-(29,15,637560) (complement has $\lambda=1323696$) supplementary design of number 4637 |
design of number 7093 with respect to smaller t |
residual design of number 7094 |
4639:
4639 4-(29,14,1062600) (complement has $\lambda=2206160$) design of number 4637 with respect to smaller t |
derived from number 4641 |
residual design of number 4844 |
4640:
4640 4-(28,14,637560) (complement has $\lambda=1323696$)
residual design of number 4637 |
derived from number 4638 |
Tran van Trung construction with supplementary design for design number 7082 |
design of number 7084 with respect to smaller t |
4641:
4641 5-(30,15,1062600) (complement has $\lambda=2206160$) Tran van Trung construction with supplementary design for design number 4637 |
Alltop construction for design number 4639 |
design of number 7094 with respect to smaller t |
residual design of number 7615 |
derived from number 7616 |
4642:
4642 4-(29,15,1449000) (complement has $\lambda=3008400$) design of number 4638 with respect to smaller t |
supplementary design of number 4639 |
residual design of number 4641 |
derived from number 7619 |
4643:
4643 4-(28,15,811440) (complement has $\lambda=1684704$) residual design of number 4638 |
design of number 7096 with respect to smaller t |
4644:
4644 4-(30,15,2511600) (complement has $\lambda=5214560$) Tran van Trung construction with supplementary design for design number 4639 |
design of number 4641 with respect to smaller t |
residual design of number 4937 |
derived from number 4938 |
4645:
4645 5-(29,14,433136) (complement has $\lambda=874368$) TvT: 5-(28,13,162426) $\cup$ 5-(28,14,270710) |
4646:
4646 5-(29,15,649704) (complement has $\lambda=1311552$) supplementary design of number 4645 |
4647:
4647 4-(29,14,1082840) (complement has $\lambda=2185920$) design of number 4645 with respect to smaller t |
derived from number 4648 |
residual design of number 4846 |
4648:
4648 5-(30,15,1082840) (complement has $\lambda=2185920$) Tran van Trung construction with supplementary design for design number 4645 |
Alltop construction for design number 4647 |
4649:
4649 4-(29,15,1476600) (complement has $\lambda=2980800$) design of number 4646 with respect to smaller t |
supplementary design of number 4647 |
residual design of number 4648 |
4650:
4650 4-(28,15,826896) (complement has $\lambda=1669248$)
residual design of number 4646 |
4651:
4651 4-(30,15,2559440) (complement has $\lambda=5166720$) Tran van Trung construction with supplementary design for design number 4647 |
design of number 4648 with respect to smaller t |
residual design of number 4944 |
derived from number 4945 |
4652:
4652 5-(29,14,437184) (complement has $\lambda=870320$) TvT: 5-(28,13,163944) $\cup$ 5-(28,14,273240) |
design of number 11601 with respect to smaller t |
derived from number 11603 |
residual design of number 11613 |
4653:
4653 5-(29,15,655776) (complement has $\lambda=1305480$) supplementary design of number 4652 |
design of number 11602 with respect to smaller t |
residual design of number 11603 |
derived from number 11619 |
4654:
4654 4-(29,14,1092960) (complement has $\lambda=2175800$) design of number 4652 with respect to smaller t |
derived from number 4655 |
residual design of number 4848 |
4655:
4655 5-(30,15,1092960) (complement has $\lambda=2175800$) Tran van Trung construction with supplementary design for design number 4652 |
Alltop construction for design number 4654 |
design of number 11603 with respect to smaller t |
residual design of number 11616 |
derived from number 11618 |
4656:
4656 4-(29,15,1490400) (complement has $\lambda=2967000$) design of number 4653 with respect to smaller t |
supplementary design of number 4654 |
residual design of number 4655 |
derived from number 11621 |
4657:
4657 4-(28,15,834624) (complement has $\lambda=1661520$) residual design of number 4653 |
design of number 11605 with respect to smaller t |
derived from number 11622 |
4658:
4658 4-(30,15,2583360) (complement has $\lambda=5142800$) Tran van Trung construction with supplementary design for design number 4654 |
design of number 4655 with respect to smaller t |
residual design of number 4951 |
derived from number 4952 |
4659:
4659 5-(29,14,457424) (complement has $\lambda=850080$) TvT: 5-(28,13,171534) $\cup$ 5-(28,14,285890) |
design of number 7098 with respect to smaller t |
derived from number 7100 |
4660:
4660 5-(29,15,686136) (complement has $\lambda=1275120$)
supplementary design of number 4659 |
design of number 7099 with respect to smaller t |
residual design of number 7100 |
4661:
4661 4-(29,14,1143560) (complement has $\lambda=2125200$) design of number 4659 with respect to smaller t |
derived from number 4662 |
4662:
4662 5-(30,15,1143560) (complement has $\lambda=2125200$) Tran van Trung construction with supplementary design for design number 4659 |
Alltop construction for design number 4661 |
design of number 7100 with respect to smaller t |
4663:
4663 4-(29,15,1559400) (complement has $\lambda=2898000$) design of number 4660 with respect to smaller t |
supplementary design of number 4661 |
residual design of number 4662 |
4664:
4664 4-(28,15,873264) (complement has $\lambda=1622880$) residual design of number 4660 |
design of number 7102 with respect to smaller t |
4665:
4665 4-(30,15,2702960) (complement has $\lambda=5023200$) Tran van Trung construction with supplementary design for design number 4661 |
design of number 4662 with respect to smaller t |
4666:
4666 5-(29,14,461472) (complement has $\lambda=846032$) TvT: 5-(28,13,173052) $\cup$ 5-(28,14,288420) |
4667:
4667 5-(29,15,692208) (complement has $\lambda=1269048$) supplementary design of number 4666 |
4668:
4668 4-(29,14,1153680) (complement has $\lambda=2115080$) design of number 4666 with respect to smaller t |
derived from number 4669 |
residual design of number 4850 |
4669:
4669 5-(30,15,1153680) (complement has $\lambda=2115080$) Tran van Trung construction with supplementary design for design number 4666 |
Alltop construction for design number 4668 |
4670:
4670 4-(29,15,1573200) (complement has $\lambda=2884200$)
design of number 4667 with respect to smaller t |
supplementary design of number 4668 |
residual design of number 4669 |
4671:
4671 4-(28,15,880992) (complement has $\lambda=1615152$) residual design of number 4667 |
4672:
4672 4-(30,15,2726880) (complement has $\lambda=4999280$) Tran van Trung construction with supplementary design for design number 4668 |
design of number 4669 with respect to smaller t |
residual design of number 4958 |
derived from number 4959 |
4673:
4673 5-(29,14,481712) (complement has $\lambda=825792$) TvT: 5-(28,13,180642) $\cup$ 5-(28,14,301070) |
4674:
4674 5-(29,15,722568) (complement has $\lambda=1238688$) supplementary design of number 4673 |
4675:
4675 4-(29,14,1204280) (complement has $\lambda=2064480$) design of number 4673 with respect to smaller t |
derived from number 4676 |
residual design of number 4852 |
4676:
4676 5-(30,15,1204280) (complement has $\lambda=2064480$) Tran van Trung construction with supplementary design for design number 4673 |
Alltop construction for design number 4675 |
4677:
4677 4-(29,15,1642200) (complement has $\lambda=2815200$) design of number 4674 with respect to smaller t |
supplementary design of number 4675 |
residual design of number 4676 |
4678:
4678 4-(28,15,919632) (complement has $\lambda=1576512$) residual design of number 4674 |
4679:
4679 4-(30,15,2846480) (complement has $\lambda=4879680$) Tran van Trung construction with supplementary design for design number 4675 |
design of number 4676 with respect to smaller t |
residual design of number 4965 |
derived from number 4966 |
4680:
4680 5-(29,14,485760) (complement has $\lambda=821744$)
TvT: 5-(28,13,182160) $\cup$ 5-(28,14,303600) |
design of number 7104 with respect to smaller t |
derived from number 7106 |
4681:
4681 5-(29,15,728640) (complement has $\lambda=1232616$) supplementary design of number 4680 |
design of number 7105 with respect to smaller t |
residual design of number 7106 |
4682:
4682 4-(29,14,1214400) (complement has $\lambda=2054360$) design of number 4680 with respect to smaller t |
derived from number 4683 |
4683:
4683 5-(30,15,1214400) (complement has $\lambda=2054360$) Tran van Trung construction with supplementary design for design number 4680 |
Alltop construction for design number 4682 |
design of number 7106 with respect to smaller t |
4684:
4684 4-(29,15,1656000) (complement has $\lambda=2801400$) design of number 4681 with respect to smaller t |
supplementary design of number 4682 |
residual design of number 4683 |
4685:
4685 4-(28,15,927360) (complement has $\lambda=1568784$) residual design of number 4681 |
design of number 7108 with respect to smaller t |
4686:
4686 4-(30,15,2870400) (complement has $\lambda=4855760$) Tran van Trung construction with supplementary design for design number 4682 |
design of number 4683 with respect to smaller t |
4687:
4687 5-(29,14,518144) (complement has $\lambda=789360$) TvT: 5-(28,13,194304) $\cup$ 5-(28,14,323840) |
design of number 7110 with respect to smaller t |
derived from number 7112 |
residual design of number 7529 |
4688:
4688 5-(29,15,777216) (complement has $\lambda=1184040$) supplementary design of number 4687 |
design of number 7111 with respect to smaller t |
residual design of number 7112 |
derived from number 11566 |
4689:
4689 4-(29,14,1295360) (complement has $\lambda=1973400$) design of number 4687 with respect to smaller t |
derived from number 4690 |
residual design of number 4854 |
4690:
4690 5-(30,15,1295360) (complement has $\lambda=1973400$)
Tran van Trung construction with supplementary design for design number 4687 |
Alltop construction for design number 4689 |
design of number 7112 with respect to smaller t |
residual design of number 7621 |
derived from number 7622 |
4691:
4691 4-(29,15,1766400) (complement has $\lambda=2691000$) design of number 4688 with respect to smaller t |
supplementary design of number 4689 |
residual design of number 4690 |
derived from number 7625 |
4692:
4692 4-(28,15,989184) (complement has $\lambda=1506960$) residual design of number 4688 |
design of number 7114 with respect to smaller t |
derived from number 11567 |
4693:
4693 4-(30,15,3061760) (complement has $\lambda=4664400$) Tran van Trung construction with supplementary design for design number 4689 |
design of number 4690 with respect to smaller t |
residual design of number 4972 |
derived from number 4973 |
4694:
4694 5-(29,14,534336) (complement has $\lambda=773168$) TvT: 5-(28,13,200376) $\cup$ 5-(28,14,333960) |
4695:
4695 5-(29,15,801504) (complement has $\lambda=1159752$) supplementary design of number 4694 |
4696:
4696 4-(29,14,1335840) (complement has $\lambda=1932920$) design of number 4694 with respect to smaller t |
derived from number 4697 |
residual design of number 4856 |
4697:
4697 5-(30,15,1335840) (complement has $\lambda=1932920$) Tran van Trung construction with supplementary design for design number 4694 |
Alltop construction for design number 4696 |
4698:
4698 4-(29,15,1821600) (complement has $\lambda=2635800$) design of number 4695 with respect to smaller t |
supplementary design of number 4696 |
residual design of number 4697 |
4699:
4699 4-(28,15,1020096) (complement has $\lambda=1476048$) residual design of number 4695 |
4700:
4700 4-(30,15,3157440) (complement has $\lambda=4568720$)
Tran van Trung construction with supplementary design for design number 4696 |
design of number 4697 with respect to smaller t |
residual design of number 4979 |
derived from number 4980 |
4701:
4701 5-(29,14,542432) (complement has $\lambda=765072$) TvT: 5-(28,13,203412) $\cup$ 5-(28,14,339020) |
design of number 7116 with respect to smaller t |
derived from number 7118 |
residual design of number 11374 |
4702:
4702 5-(29,15,813648) (complement has $\lambda=1147608$) supplementary design of number 4701 |
design of number 7117 with respect to smaller t |
residual design of number 7118 |
4703:
4703 4-(29,14,1356080) (complement has $\lambda=1912680$) design of number 4701 with respect to smaller t |
derived from number 4704 |
residual design of number 11268 |
4704:
4704 5-(30,15,1356080) (complement has $\lambda=1912680$) Tran van Trung construction with supplementary design for design number 4701 |
Alltop construction for design number 4703 |
design of number 7118 with respect to smaller t |
residual design of number 11375 |
derived from number 11376 |
4705:
4705 4-(29,15,1849200) (complement has $\lambda=2608200$) design of number 4702 with respect to smaller t |
supplementary design of number 4703 |
residual design of number 4704 |
derived from number 11379 |
4706:
4706 4-(28,15,1035552) (complement has $\lambda=1460592$) residual design of number 4702 |
design of number 7120 with respect to smaller t |
4707:
4707 4-(30,15,3205280) (complement has $\lambda=4520880$) Tran van Trung construction with supplementary design for design number 4703 |
design of number 4704 with respect to smaller t |
residual design of number 11275 |
derived from number 11276 |
4708:
4708 5-(29,14,546480) (complement has $\lambda=761024$) TvT: 5-(28,13,204930) $\cup$ 5-(28,14,341550) |
design of number 7122 with respect to smaller t |
derived from number 7124 |
residual design of number 7530 |
4709:
4709 5-(29,15,819720) (complement has $\lambda=1141536$) supplementary design of number 4708 |
design of number 7123 with respect to smaller t |
residual design of number 7124 |
derived from number 9336 |
4710:
4710 4-(29,14,1366200) (complement has $\lambda=1902560$)
design of number 4708 with respect to smaller t |
derived from number 4711 |
residual design of number 4858 |
4711:
4711 5-(30,15,1366200) (complement has $\lambda=1902560$) Tran van Trung construction with supplementary design for design number 4708 |
Alltop construction for design number 4710 |
design of number 7124 with respect to smaller t |
residual design of number 7627 |
derived from number 7628 |
4712:
4712 4-(29,15,1863000) (complement has $\lambda=2594400$) design of number 4709 with respect to smaller t |
supplementary design of number 4710 |
residual design of number 4711 |
derived from number 7631 |
4713:
4713 4-(28,15,1043280) (complement has $\lambda=1452864$) residual design of number 4709 |
design of number 7126 with respect to smaller t |
derived from number 9337 |
4714:
4714 4-(30,15,3229200) (complement has $\lambda=4496960$) Tran van Trung construction with supplementary design for design number 4710 |
design of number 4711 with respect to smaller t |
residual design of number 4986 |
derived from number 4987 |
4715:
4715 5-(29,14,578864) (complement has $\lambda=728640$) TvT: 5-(28,13,217074) $\cup$ 5-(28,14,361790) |
design of number 7128 with respect to smaller t |
derived from number 7130 |
residual design of number 7531 |
4716:
4716 5-(29,15,868296) (complement has $\lambda=1092960$) supplementary design of number 4715 |
design of number 7129 with respect to smaller t |
residual design of number 7130 |
derived from number 11555 |
4717:
4717 4-(29,14,1447160) (complement has $\lambda=1821600$) design of number 4715 with respect to smaller t |
derived from number 4718 |
residual design of number 4860 |
4718:
4718 5-(30,15,1447160) (complement has $\lambda=1821600$) Tran van Trung construction with supplementary design for design number 4715 |
Alltop construction for design number 4717 |
design of number 7130 with respect to smaller t |
residual design of number 7633 |
derived from number 7634 |
4719:
4719 4-(29,15,1973400) (complement has $\lambda=2484000$) design of number 4716 with respect to smaller t |
supplementary design of number 4717 |
residual design of number 4718 |
derived from number 7638 |
4720:
4720 4-(28,15,1105104) (complement has $\lambda=1391040$)
residual design of number 4716 |
design of number 7132 with respect to smaller t |
derived from number 11556 |
4721:
4721 4-(30,15,3420560) (complement has $\lambda=4305600$) Tran van Trung construction with supplementary design for design number 4717 |
design of number 4718 with respect to smaller t |
residual design of number 4993 |
derived from number 7637 |
4722:
4722 5-(29,14,607200) (complement has $\lambda=700304$) TvT: 5-(28,13,227700) $\cup$ 5-(28,14,379500) |
design of number 7134 with respect to smaller t |
derived from number 7136 |
residual design of number 11304 |
4723:
4723 5-(29,15,910800) (complement has $\lambda=1050456$) supplementary design of number 4722 |
design of number 7135 with respect to smaller t |
residual design of number 7136 |
4724:
4724 4-(29,14,1518000) (complement has $\lambda=1750760$) design of number 4722 with respect to smaller t |
derived from number 4725 |
residual design of number 11271 |
4725:
4725 5-(30,15,1518000) (complement has $\lambda=1750760$) Tran van Trung construction with supplementary design for design number 4722 |
Alltop construction for design number 4724 |
design of number 7136 with respect to smaller t |
residual design of number 11318 |
derived from number 11319 |
4726:
4726 4-(29,15,2070000) (complement has $\lambda=2387400$) design of number 4723 with respect to smaller t |
supplementary design of number 4724 |
residual design of number 4725 |
derived from number 11324 |
4727:
4727 4-(28,15,1159200) (complement has $\lambda=1336944$) residual design of number 4723 |
design of number 7138 with respect to smaller t |
4728:
4728 4-(30,15,3588000) (complement has $\lambda=4138160$) Tran van Trung construction with supplementary design for design number 4724 |
design of number 4725 with respect to smaller t |
residual design of number 11320 |
derived from number 11323 |
4729:
4729 5-(29,14,615296) (complement has $\lambda=692208$) TvT: 5-(28,13,230736) $\cup$ 5-(28,14,384560) |
4730:
4730 5-(29,15,922944) (complement has $\lambda=1038312$)
supplementary design of number 4729 |
4731:
4731 4-(29,14,1538240) (complement has $\lambda=1730520$) design of number 4729 with respect to smaller t |
derived from number 4732 |
residual design of number 4862 |
4732:
4732 5-(30,15,1538240) (complement has $\lambda=1730520$) Tran van Trung construction with supplementary design for design number 4729 |
Alltop construction for design number 4731 |
4733:
4733 4-(29,15,2097600) (complement has $\lambda=2359800$) design of number 4730 with respect to smaller t |
supplementary design of number 4731 |
residual design of number 4732 |
4734:
4734 4-(28,15,1174656) (complement has $\lambda=1321488$) residual design of number 4730 |
4735:
4735 4-(30,15,3635840) (complement has $\lambda=4090320$) Tran van Trung construction with supplementary design for design number 4731 |
design of number 4732 with respect to smaller t |
residual design of number 4998 |
4736:
4736 5-(29,14,623392) (complement has $\lambda=684112$) TvT: 5-(28,13,233772) $\cup$ 5-(28,14,389620) |
TvT: 5-(28,13,233772) $\cup$ 5-(28,14,389620) |
4737:
4737 5-(29,15,935088) (complement has $\lambda=1026168$) supplementary design of number 4736 |
4738:
4738 4-(29,14,1558480) (complement has $\lambda=1710280$) design of number 4736 with respect to smaller t |
derived from number 4739 |
4739:
4739 5-(30,15,1558480) (complement has $\lambda=1710280$) Tran van Trung construction with supplementary design for design number 4736 |
Alltop construction for design number 4738 |
TvT: 5-(29,14,623392) $\cup$ supplementary design |
4740:
4740 4-(29,15,2125200) (complement has $\lambda=2332200$)
design of number 4737 with respect to smaller t |
supplementary design of number 4738 |
residual design of number 4739 |
4741:
4741 4-(28,15,1190112) (complement has $\lambda=1306032$) residual design of number 4737 |
4742:
4742 4-(30,15,3683680) (complement has $\lambda=4042480$) Tran van Trung construction with supplementary design for design number 4738 |
design of number 4739 with respect to smaller t |
4743:
4743 5-(29,14,627440) (complement has $\lambda=680064$) TvT: 5-(28,13,235290) $\cup$ 5-(28,14,392150) |
4744:
4744 5-(29,15,941160) (complement has $\lambda=1020096$) supplementary design of number 4743 |
4745:
4745 4-(29,14,1568600) (complement has $\lambda=1700160$) design of number 4743 with respect to smaller t |
derived from number 4746 |
residual design of number 4864 |
4746:
4746 5-(30,15,1568600) (complement has $\lambda=1700160$) Tran van Trung construction with supplementary design for design number 4743 |
Alltop construction for design number 4745 |
4747:
4747 4-(29,15,2139000) (complement has $\lambda=2318400$) design of number 4744 with respect to smaller t |
supplementary design of number 4745 |
residual design of number 4746 |
4748:
4748 4-(28,15,1197840) (complement has $\lambda=1298304$) residual design of number 4744 |
4749:
4749 4-(30,15,3707600) (complement has $\lambda=4018560$) Tran van Trung construction with supplementary design for design number 4745 |
design of number 4746 with respect to smaller t |
residual design of number 5003 |
4750:
4750 5-(29,14,639584) (complement has $\lambda=667920$)
TvT: 5-(28,13,239844) $\cup$ 5-(28,14,399740) |
design of number 7140 with respect to smaller t |
derived from number 7142 |
4751:
4751 5-(29,15,959376) (complement has $\lambda=1001880$) supplementary design of number 4750 |
design of number 7141 with respect to smaller t |
residual design of number 7142 |
4752:
4752 4-(29,14,1598960) (complement has $\lambda=1669800$) design of number 4750 with respect to smaller t |
derived from number 4753 |
4753:
4753 5-(30,15,1598960) (complement has $\lambda=1669800$) Tran van Trung construction with supplementary design for design number 4750 |
Alltop construction for design number 4752 |
design of number 7142 with respect to smaller t |
4754:
4754 4-(29,15,2180400) (complement has $\lambda=2277000$) design of number 4751 with respect to smaller t |
supplementary design of number 4752 |
residual design of number 4753 |
4755:
4755 4-(28,15,1221024) (complement has $\lambda=1275120$) residual design of number 4751 |
design of number 7144 with respect to smaller t |
4756:
4756 4-(30,15,3779360) (complement has $\lambda=3946800$) Tran van Trung construction with supplementary design for design number 4752 |
design of number 4753 with respect to smaller t |
4757:
4757 5-(29,14,651728) (complement has $\lambda=655776$) TvT: 5-(28,13,244398) $\cup$ 5-(28,14,407330) |
design of number 7146 with respect to smaller t |
derived from number 7148 |
residual design of number 7532 |
4758:
4758 5-(29,15,977592) (complement has $\lambda=983664$) supplementary design of number 4757 |
design of number 7147 with respect to smaller t |
residual design of number 7148 |
derived from number 9341 |
4759:
4759 4-(29,14,1629320) (complement has $\lambda=1639440$) design of number 4757 with respect to smaller t |
derived from number 4760 |
residual design of number 4820 |
4760:
4760 5-(30,15,1629320) (complement has $\lambda=1639440$)
Tran van Trung construction with supplementary design for design number 4757 |
Alltop construction for design number 4759 |
design of number 7148 with respect to smaller t |
residual design of number 7601 |
derived from number 7602 |
4761:
4761 4-(29,15,2221800) (complement has $\lambda=2235600$) design of number 4758 with respect to smaller t |
supplementary design of number 4759 |
residual design of number 4760 |
derived from number 7606 |
4762:
4762 4-(28,15,1244208) (complement has $\lambda=1251936$) residual design of number 4758 |
design of number 7150 with respect to smaller t |
derived from number 9342 |
4763:
4763 4-(30,15,3851120) (complement has $\lambda=3875040$) Tran van Trung construction with supplementary design for design number 4759 |
design of number 4760 with respect to smaller t |
residual design of number 5008 |
derived from number 7605 |
4764:
4764 5-(29,7,108) (complement has $\lambda=168$) $PGL(2,27)+$ (>=1 isom. types) |
derived from number 7551 |
4765:
4765 4-(29,7,900) (complement has $\lambda=1400$) design of number 4764 with respect to smaller t |
derived from number 4882 |
4766:
4766 4-(28,7,792) (complement has $\lambda=1232$) residual design of number 4764 |
derived from number 7301 |
design of number 7302 with respect to smaller t |
4767:
4767 5-(29,7,24) (complement has $\lambda=252$) $PGL(2,27)+$ (>=1 isom. types) |
4768:
4768 4-(29,7,200) (complement has $\lambda=2100$) design of number 4767 with respect to smaller t |
derived from number 4880 |
4769:
4769 5-(29,7,84) (complement has $\lambda=192$) $PGL(2,27)+$ (>=1 isom. types) |
4770:
4770 4-(29,7,700) (complement has $\lambda=1600$)
design of number 4769 with respect to smaller t |
4771:
4771 4-(28,7,616) (complement has $\lambda=1408$) residual design of number 4769 |
4772:
4772 5-(29,8,120) (complement has $\lambda=1904$) TvT: 5-(28,7,15) $\cup$ 5-(28,8,105) |
4773:
4773 4-(29,8,750) (complement has $\lambda=11900$) design of number 4772 with respect to smaller t |
derived from number 4888 |
4774:
4774 4-(28,8,630) (complement has $\lambda=9996$) residual design of number 4772 |
derived from number 7308 |
design of number 7309 with respect to smaller t |
4775:
4775 5-(29,8,176) (complement has $\lambda=1848$) TvT: 5-(28,7,22) $\cup$ 5-(28,8,154) |
4776:
4776 4-(29,8,1100) (complement has $\lambda=11550$) design of number 4775 with respect to smaller t |
residual design of number 4880 |
derived from number 4885 |
4777:
4777 4-(28,8,924) (complement has $\lambda=9702$) residual design of number 4775 |
derived from number 7325 |
design of number 7326 with respect to smaller t |
4778:
4778 5-(29,8,280) (complement has $\lambda=1744$) $PGL(2,27)+$ (>=1 isom. types) |
4779:
4779 4-(29,8,1750) (complement has $\lambda=10900$) design of number 4778 with respect to smaller t |
4780:
4780 4-(28,8,1470) (complement has $\lambda=9156$)
residual design of number 4778 |
4781:
4781 5-(29,8,288) (complement has $\lambda=1736$) $PGL(2,27)+$ (>=1 isom. types) |
design of number 7203 with respect to smaller t |
derived from number 7555 |
4782:
4782 4-(29,8,1800) (complement has $\lambda=10850$) design of number 4781 with respect to smaller t |
derived from number 7556 |
4783:
4783 4-(28,8,1512) (complement has $\lambda=9114$) residual design of number 4781 |
design of number 7204 with respect to smaller t |
derived from number 7332 |
4784:
4784 5-(29,8,344) (complement has $\lambda=1680$) $PGL(2,27)+$ (>=1 isom. types) |
design of number 7216 with respect to smaller t |
4785:
4785 4-(29,8,2150) (complement has $\lambda=10500$) design of number 4784 with respect to smaller t |
4786:
4786 4-(28,8,1806) (complement has $\lambda=8820$) residual design of number 4784 |
design of number 7217 with respect to smaller t |
4787:
4787 5-(29,8,448) (complement has $\lambda=1576$) $PGL(2,27)+$ (>=1 isom. types) |
4788:
4788 4-(29,8,2800) (complement has $\lambda=9850$) design of number 4787 with respect to smaller t |
4789:
4789 4-(28,7,448) (complement has $\lambda=1576$)
4790:
4790 4-(28,8,2352) (complement has $\lambda=8274$)
residual design of number 4787 |
4791:
4791 5-(29,8,512) (complement has $\lambda=1512$) $PGL(2,27)+$ (>=1 isom. types) |
design of number 7249 with respect to smaller t |
derived from number 7561 |
4792:
4792 4-(29,8,3200) (complement has $\lambda=9450$) design of number 4791 with respect to smaller t |
derived from number 7562 |
4793:
4793 4-(28,7,512) (complement has $\lambda=1512$) derived from number 4791 |
design of number 7250 with respect to smaller t |
4794:
4794 4-(28,8,2688) (complement has $\lambda=7938$) residual design of number 4791 |
design of number 7251 with respect to smaller t |
derived from number 7359 |
4795:
4795 5-(29,8,56) (complement has $\lambda=1968$) $PGL(2,27)+$ (>=1 isom. types) #blocks = #5-subsets |
4796:
4796 4-(29,8,350) (complement has $\lambda=12300$) design of number 4795 with respect to smaller t |
4797:
4797 4-(28,8,294) (complement has $\lambda=10332$) residual design of number 4795 |
4798:
4798 5-(29,8,568) (complement has $\lambda=1456$) $PGL(2,27)+$ (>=1 isom. types) |
4799:
4799 4-(29,8,3550) (complement has $\lambda=9100$) design of number 4798 with respect to smaller t |
4800:
4800 4-(28,7,568) (complement has $\lambda=1456$)
4801:
4801 4-(28,8,2982) (complement has $\lambda=7644$) residual design of number 4798 |
4802:
4802 5-(29,8,64) (complement has $\lambda=1960$) $PGL(2,27)+$ (>=1 isom. types) |
4803:
4803 4-(29,8,400) (complement has $\lambda=12250$) design of number 4802 with respect to smaller t |
4804:
4804 5-(29,9,3066) (complement has $\lambda=7560$) TvT: 5-(28,8,511) $\cup$ 5-(28,9,2555) |
4805:
4805 4-(29,9,15330) (complement has $\lambda=37800$) design of number 4804 with respect to smaller t |
4806:
4806 5-(29,9,3570) (complement has $\lambda=7056$) TvT: 5-(28,8,595) $\cup$ 5-(28,9,2975) |
design of number 7384 with respect to smaller t |
derived from number 7476 |
residual design of number 7564 |
4807:
4807 4-(29,9,17850) (complement has $\lambda=35280$) design of number 4806 with respect to smaller t |
derived from number 7477 |
residual design of number 7565 |
4808:
4808 5-(29,9,4200) (complement has $\lambda=6426$) TvT: 5-(28,8,700) $\cup$ 5-(28,9,3500) |
residual design of number 9320 |
derived from number 9321 |
design of number 10648 with respect to smaller t |
4809:
4809 4-(29,9,21000) (complement has $\lambda=32130$) design of number 4808 with respect to smaller t |
residual design of number 9323 |
derived from number 9324 |
4810:
4810 5-(29,9,4536) (complement has $\lambda=6090$)
TvT: 5-(28,8,756) $\cup$ 5-(28,9,3780) |
design of number 7410 with respect to smaller t |
4811:
4811 4-(29,9,22680) (complement has $\lambda=30450$) design of number 4810 with respect to smaller t |
4812:
4812 5-(30,12,177100) (complement has $\lambda=303600$) TvT: 5-(29,11,49588) $\cup$ 5-(29,12,127512) |
4813:
4813 4-(30,12,575575) (complement has $\lambda=986700$) design of number 4812 with respect to smaller t |
derived from number 4891 |
4814:
4814 5-(30,12,220) (complement has $\lambda=480480$)
4815:
4815 4-(30,12,715) (complement has $\lambda=1561560$) design of number 4814 with respect to smaller t |
4816:
4816 4-(29,11,220) (complement has $\lambda=480480$)
4817:
4817 4-(29,12,495) (complement has $\lambda=1081080$) residual design of number 4814 |
4818:
4818 5-(30,13,398475) (complement has $\lambda=683100$) TvT: 5-(29,12,127512) $\cup$ 5-(29,13,270963) |
4819:
4819 4-(30,13,1151150) (complement has $\lambda=1973400$) design of number 4818 with respect to smaller t |
residual design of number 4891 |
derived from number 4893 |
4820:
4820 5-(30,14,1018325) (complement has $\lambda=1024650$)
TvT: 5-(29,13,366597) $\cup$ 5-(29,14,651728) |
design of number 7532 with respect to smaller t |
derived from number 7601 |
4821:
4821 4-(30,14,2647645) (complement has $\lambda=2664090$) design of number 4820 with respect to smaller t |
derived from number 5008 |
4822:
4822 5-(30,14,512325) (complement has $\lambda=1530650$) TvT: 5-(29,13,184437) $\cup$ 5-(29,14,327888) |
4823:
4823 4-(30,14,1332045) (complement has $\lambda=3979690$) design of number 4822 with respect to smaller t |
derived from number 4895 |
4824:
4824 5-(30,14,5390) (complement has $\lambda=2037585$)
4825:
4825 4-(30,14,14014) (complement has $\lambda=5297721$) design of number 4824 with respect to smaller t |
derived from number 4902 |
4826:
4826 4-(29,13,5390) (complement has $\lambda=2037585$)
4827:
4827 4-(29,14,8624) (complement has $\lambda=3260136$) residual design of number 4824 |
derived from number 4830 |
4828:
4828 4-(29,15,11760) (complement has $\lambda=4445640$) supplementary design of number 4827 |
residual design of number 4830 |
4829:
4829 4-(30,15,20384) (complement has $\lambda=7705776$) Tran van Trung construction with supplementary design for design number 4827 |
design of number 4830 with respect to smaller t |
residual design of number 4902 |
derived from number 4903 |
4830:
4830 5-(30,15,8624) (complement has $\lambda=3260136$)
Alltop construction for design number 4827 |
Alltop construction |
4831:
4831 5-(30,14,56375) (complement has $\lambda=1986600$)
4832:
4832 4-(30,14,146575) (complement has $\lambda=5165160$) design of number 4831 with respect to smaller t |
derived from number 4909 |
4833:
4833 4-(29,13,56375) (complement has $\lambda=1986600$)
4834:
4834 4-(29,14,90200) (complement has $\lambda=3178560$) residual design of number 4831 |
derived from number 4837 |
4835:
4835 4-(29,15,123000) (complement has $\lambda=4334400$) supplementary design of number 4834 |
residual design of number 4837 |
4836:
4836 4-(30,15,213200) (complement has $\lambda=7512960$) Tran van Trung construction with supplementary design for design number 4834 |
design of number 4837 with respect to smaller t |
residual design of number 4909 |
derived from number 4910 |
4837:
4837 5-(30,15,90200) (complement has $\lambda=3178560$) Alltop construction for design number 4834 |
Alltop construction |
4838:
4838 5-(30,14,569250) (complement has $\lambda=1473725$) TvT: 5-(29,13,204930) $\cup$ 5-(29,14,364320) |
design of number 7527 with respect to smaller t |
derived from number 7609 |
4839:
4839 4-(30,14,1480050) (complement has $\lambda=3831685$) design of number 4838 with respect to smaller t |
derived from number 4916 |
4840:
4840 5-(30,14,619850) (complement has $\lambda=1423125$)
TvT: 5-(29,13,223146) $\cup$ 5-(29,14,396704) |
4841:
4841 4-(30,14,1611610) (complement has $\lambda=3700125$) design of number 4840 with respect to smaller t |
derived from number 4923 |
4842:
4842 5-(30,14,626175) (complement has $\lambda=1416800$) TvT: 5-(29,13,225423) $\cup$ 5-(29,14,400752) |
4843:
4843 4-(30,14,1628055) (complement has $\lambda=3683680$) design of number 4842 with respect to smaller t |
derived from number 4930 |
4844:
4844 5-(30,14,664125) (complement has $\lambda=1378850$) TvT: 5-(29,13,239085) $\cup$ 5-(29,14,425040) |
design of number 7528 with respect to smaller t |
derived from number 7615 |
4845:
4845 4-(30,14,1726725) (complement has $\lambda=3585010$) design of number 4844 with respect to smaller t |
derived from number 4937 |
4846:
4846 5-(30,14,676775) (complement has $\lambda=1366200$) TvT: 5-(29,13,243639) $\cup$ 5-(29,14,433136) |
4847:
4847 4-(30,14,1759615) (complement has $\lambda=3552120$) design of number 4846 with respect to smaller t |
derived from number 4944 |
4848:
4848 5-(30,14,683100) (complement has $\lambda=1359875$) TvT: 5-(29,13,245916) $\cup$ 5-(29,14,437184) |
design of number 11613 with respect to smaller t |
derived from number 11616 |
4849:
4849 4-(30,14,1776060) (complement has $\lambda=3535675$) design of number 4848 with respect to smaller t |
derived from number 4951 |
4850:
4850 5-(30,14,721050) (complement has $\lambda=1321925$)
TvT: 5-(29,13,259578) $\cup$ 5-(29,14,461472) |
4851:
4851 4-(30,14,1874730) (complement has $\lambda=3437005$) design of number 4850 with respect to smaller t |
derived from number 4958 |
4852:
4852 5-(30,14,752675) (complement has $\lambda=1290300$) TvT: 5-(29,13,270963) $\cup$ 5-(29,14,481712) |
4853:
4853 4-(30,14,1956955) (complement has $\lambda=3354780$) design of number 4852 with respect to smaller t |
residual design of number 4893 |
derived from number 4965 |
4854:
4854 5-(30,14,809600) (complement has $\lambda=1233375$) TvT: 5-(29,13,291456) $\cup$ 5-(29,14,518144) |
design of number 7529 with respect to smaller t |
derived from number 7621 |
4855:
4855 4-(30,14,2104960) (complement has $\lambda=3206775$) design of number 4854 with respect to smaller t |
derived from number 4972 |
4856:
4856 5-(30,14,834900) (complement has $\lambda=1208075$) TvT: 5-(29,13,300564) $\cup$ 5-(29,14,534336) |
4857:
4857 4-(30,14,2170740) (complement has $\lambda=3140995$) design of number 4856 with respect to smaller t |
derived from number 4979 |
4858:
4858 5-(30,14,853875) (complement has $\lambda=1189100$) TvT: 5-(29,13,307395) $\cup$ 5-(29,14,546480) |
design of number 7530 with respect to smaller t |
derived from number 7627 |
4859:
4859 4-(30,14,2220075) (complement has $\lambda=3091660$) design of number 4858 with respect to smaller t |
derived from number 4986 |
4860:
4860 5-(30,14,904475) (complement has $\lambda=1138500$)
TvT: 5-(29,13,325611) $\cup$ 5-(29,14,578864) |
design of number 7531 with respect to smaller t |
derived from number 7633 |
4861:
4861 4-(30,14,2351635) (complement has $\lambda=2960100$) design of number 4860 with respect to smaller t |
derived from number 4993 |
4862:
4862 5-(30,14,961400) (complement has $\lambda=1081575$) TvT: 5-(29,13,346104) $\cup$ 5-(29,14,615296) |
4863:
4863 4-(30,14,2499640) (complement has $\lambda=2812095$) design of number 4862 with respect to smaller t |
derived from number 4998 |
4864:
4864 5-(30,14,980375) (complement has $\lambda=1062600$) TvT: 5-(29,13,352935) $\cup$ 5-(29,14,627440) |
4865:
4865 4-(30,14,2548975) (complement has $\lambda=2762760$) design of number 4864 with respect to smaller t |
derived from number 5003 |
4866:
4866 5-(30,6,5) (complement has $\lambda=20$) $\lambda=5$ $PSL(2,29)$ has 192 solutions (17 isom. types), $PGL(2,29)$ has 158 solutions (=158 isom. types) |
\cite{Kreher95} |
4867:
4867 4-(30,6,65) (complement has $\lambda=260$) design of number 4866 with respect to smaller t |
derived from number 9556 |
4868:
4868 4-(29,5,5) (complement has $\lambda=20$)
4869:
4869 4-(29,6,60) (complement has $\lambda=240$) residual design of number 4866 |
4870:
4870 4-(30,5,8) (complement has $\lambda=18$)
4871:
4871 4-(30,6,15) (complement has $\lambda=310$)
4872:
4872 5-(30,7,90) (complement has $\lambda=210$) $PSL(2,29)$ many solutions |
4873:
4873 4-(30,7,780) (complement has $\lambda=1820$) design of number 4872 with respect to smaller t |
4874:
4874 4-(29,6,90) (complement has $\lambda=210$)
4875:
4875 4-(29,7,690) (complement has $\lambda=1610$) residual design of number 4872 |
4876:
4876 5-(30,8,100) (complement has $\lambda=2200$)
4877:
4877 4-(30,8,650) (complement has $\lambda=14300$) design of number 4876 with respect to smaller t |
4878:
4878 4-(29,7,100) (complement has $\lambda=2200$)
4879:
4879 4-(29,8,550) (complement has $\lambda=12100$) residual design of number 4876 |
4880:
4880 5-(30,8,200) (complement has $\lambda=2100$)
TvT: 5-(29,7,24) $\cup$ 5-(29,8,176) |
4881:
4881 4-(30,8,1300) (complement has $\lambda=13650$) design of number 4880 with respect to smaller t |
derived from number 5013 |
4882:
4882 5-(30,8,900) (complement has $\lambda=1400$) TvT: 5-(29,7,108) $\cup$ 5-(29,8,792) |
design of number 7551 with respect to smaller t |
derived from number 7651 |
4883:
4883 4-(30,8,5850) (complement has $\lambda=9100$) design of number 4882 with respect to smaller t |
derived from number 5015 |
4884:
4884 4-(29,8,4950) (complement has $\lambda=7700$) residual design of number 4882 |
design of number 7301 with respect to smaller t |
derived from number 7568 |
4885:
4885 5-(30,9,1100) (complement has $\lambda=11550$) TvT: 5-(29,8,176) $\cup$ 5-(29,9,924) |
4886:
4886 4-(30,9,5720) (complement has $\lambda=60060$) design of number 4885 with respect to smaller t |
residual design of number 5013 |
4887:
4887 4-(29,9,4620) (complement has $\lambda=48510$) residual design of number 4885 |
design of number 7325 with respect to smaller t |
4888:
4888 5-(30,9,750) (complement has $\lambda=11900$) TvT: 5-(29,8,120) $\cup$ 5-(29,9,630) |
4889:
4889 4-(30,9,3900) (complement has $\lambda=61880$) design of number 4888 with respect to smaller t |
4890:
4890 4-(29,9,3150) (complement has $\lambda=49980$)
residual design of number 4888 |
design of number 7308 with respect to smaller t |
4891:
4891 5-(31,13,575575) (complement has $\lambda=986700$) TvT: 5-(30,12,177100) $\cup$ 5-(30,13,398475) |
4892:
4892 4-(31,13,1726725) (complement has $\lambda=2960100$) design of number 4891 with respect to smaller t |
derived from number 5021 |
4893:
4893 5-(31,14,1151150) (complement has $\lambda=1973400$) TvT: 5-(30,13,398475) $\cup$ 5-(30,14,752675) |
4894:
4894 4-(31,14,3108105) (complement has $\lambda=5328180$) design of number 4893 with respect to smaller t |
residual design of number 5021 |
derived from number 5023 |
4895:
4895 5-(31,15,1332045) (complement has $\lambda=3979690$) TvT: 5-(30,14,512325) $\cup$ 5-(30,15,819720) |
4896:
4896 5-(31,16,1937520) (complement has $\lambda=5788640$) supplementary design of number 4895 |
4897:
4897 4-(31,15,3269565) (complement has $\lambda=9768330$) design of number 4895 with respect to smaller t |
derived from number 4898 |
4898:
4898 5-(32,16,3269565) (complement has $\lambda=9768330$) Tran van Trung construction with supplementary design for design number 4895 |
Alltop construction for design number 4897 |
4899:
4899 4-(31,16,4359420) (complement has $\lambda=13024440$) design of number 4896 with respect to smaller t |
residual design of number 4898 |
4900:
4900 4-(30,16,2421900) (complement has $\lambda=7235800$)
residual design of number 4896 |
4901:
4901 4-(32,16,7628985) (complement has $\lambda=22792770$) Tran van Trung construction with supplementary design for design number 4897 |
design of number 4898 with respect to smaller t |
4902:
4902 5-(31,15,14014) (complement has $\lambda=5297721$) TvT: 5-(30,14,5390) $\cup$ 5-(30,15,8624) |
4903:
4903 5-(31,16,20384) (complement has $\lambda=7705776$) supplementary design of number 4902 |
4904:
4904 4-(31,15,34398) (complement has $\lambda=13003497$) design of number 4902 with respect to smaller t |
derived from number 4905 |
4905:
4905 5-(32,16,34398) (complement has $\lambda=13003497$) Tran van Trung construction with supplementary design for design number 4902 |
Alltop construction for design number 4904 |
4906:
4906 4-(31,16,45864) (complement has $\lambda=17337996$) design of number 4903 with respect to smaller t |
supplementary design of number 4904 |
residual design of number 4905 |
4907:
4907 4-(30,16,25480) (complement has $\lambda=9632220$) residual design of number 4903 |
4908:
4908 4-(32,16,80262) (complement has $\lambda=30341493$) Tran van Trung construction with supplementary design for design number 4904 |
design of number 4905 with respect to smaller t |
4909:
4909 5-(31,15,146575) (complement has $\lambda=5165160$) TvT: 5-(30,14,56375) $\cup$ 5-(30,15,90200) |
4910:
4910 5-(31,16,213200) (complement has $\lambda=7512960$)
supplementary design of number 4909 |
4911:
4911 4-(31,15,359775) (complement has $\lambda=12678120$) design of number 4909 with respect to smaller t |
derived from number 4912 |
4912:
4912 5-(32,16,359775) (complement has $\lambda=12678120$) Tran van Trung construction with supplementary design for design number 4909 |
Alltop construction for design number 4911 |
4913:
4913 4-(31,16,479700) (complement has $\lambda=16904160$) design of number 4910 with respect to smaller t |
supplementary design of number 4911 |
residual design of number 4912 |
4914:
4914 4-(30,16,266500) (complement has $\lambda=9391200$) residual design of number 4910 |
4915:
4915 4-(32,16,839475) (complement has $\lambda=29582280$) Tran van Trung construction with supplementary design for design number 4911 |
design of number 4912 with respect to smaller t |
4916:
4916 5-(31,15,1480050) (complement has $\lambda=3831685$) TvT: 5-(30,14,569250) $\cup$ 5-(30,15,910800) |
design of number 7609 with respect to smaller t |
derived from number 7611 |
4917:
4917 5-(31,16,2152800) (complement has $\lambda=5573360$) supplementary design of number 4916 |
design of number 7610 with respect to smaller t |
residual design of number 7611 |
4918:
4918 4-(31,15,3632850) (complement has $\lambda=9405045$) design of number 4916 with respect to smaller t |
derived from number 4919 |
4919:
4919 5-(32,16,3632850) (complement has $\lambda=9405045$) Tran van Trung construction with supplementary design for design number 4916 |
Alltop construction for design number 4918 |
design of number 7611 with respect to smaller t |
4920:
4920 4-(31,16,4843800) (complement has $\lambda=12540060$)
design of number 4917 with respect to smaller t |
residual design of number 4919 |
4921:
4921 4-(30,16,2691000) (complement has $\lambda=6966700$) residual design of number 4917 |
design of number 7613 with respect to smaller t |
4922:
4922 4-(32,16,8476650) (complement has $\lambda=21945105$) Tran van Trung construction with supplementary design for design number 4918 |
design of number 4919 with respect to smaller t |
4923:
4923 5-(31,15,1611610) (complement has $\lambda=3700125$) TvT: 5-(30,14,619850) $\cup$ 5-(30,15,991760) |
4924:
4924 5-(31,16,2344160) (complement has $\lambda=5382000$) supplementary design of number 4923 |
4925:
4925 4-(31,15,3955770) (complement has $\lambda=9082125$) design of number 4923 with respect to smaller t |
derived from number 4926 |
4926:
4926 5-(32,16,3955770) (complement has $\lambda=9082125$) Tran van Trung construction with supplementary design for design number 4923 |
Alltop construction for design number 4925 |
4927:
4927 4-(31,16,5274360) (complement has $\lambda=12109500$) design of number 4924 with respect to smaller t |
residual design of number 4926 |
4928:
4928 4-(30,16,2930200) (complement has $\lambda=6727500$) residual design of number 4924 |
4929:
4929 4-(32,16,9230130) (complement has $\lambda=21191625$) Tran van Trung construction with supplementary design for design number 4925 |
design of number 4926 with respect to smaller t |
4930:
4930 5-(31,15,1628055) (complement has $\lambda=3683680$)
TvT: 5-(30,14,626175) $\cup$ 5-(30,15,1001880) |
4931:
4931 5-(31,16,2368080) (complement has $\lambda=5358080$) supplementary design of number 4930 |
4932:
4932 4-(31,15,3996135) (complement has $\lambda=9041760$) design of number 4930 with respect to smaller t |
derived from number 4933 |
4933:
4933 5-(32,16,3996135) (complement has $\lambda=9041760$) Tran van Trung construction with supplementary design for design number 4930 |
Alltop construction for design number 4932 |
4934:
4934 4-(31,16,5328180) (complement has $\lambda=12055680$) design of number 4931 with respect to smaller t |
residual design of number 4933 |
4935:
4935 4-(30,16,2960100) (complement has $\lambda=6697600$) residual design of number 4931 |
4936:
4936 4-(32,16,9324315) (complement has $\lambda=21097440$) Tran van Trung construction with supplementary design for design number 4932 |
design of number 4933 with respect to smaller t |
4937:
4937 5-(31,15,1726725) (complement has $\lambda=3585010$) TvT: 5-(30,14,664125) $\cup$ 5-(30,15,1062600) |
design of number 7615 with respect to smaller t |
derived from number 7617 |
4938:
4938 5-(31,16,2511600) (complement has $\lambda=5214560$) supplementary design of number 4937 |
design of number 7616 with respect to smaller t |
residual design of number 7617 |
4939:
4939 4-(31,15,4238325) (complement has $\lambda=8799570$) design of number 4937 with respect to smaller t |
derived from number 4940 |
4940:
4940 5-(32,16,4238325) (complement has $\lambda=8799570$)
Tran van Trung construction with supplementary design for design number 4937 |
Alltop construction for design number 4939 |
design of number 7617 with respect to smaller t |
4941:
4941 4-(31,16,5651100) (complement has $\lambda=11732760$) design of number 4938 with respect to smaller t |
residual design of number 4940 |
4942:
4942 4-(30,16,3139500) (complement has $\lambda=6518200$) residual design of number 4938 |
design of number 7619 with respect to smaller t |
4943:
4943 4-(32,16,9889425) (complement has $\lambda=20532330$) Tran van Trung construction with supplementary design for design number 4939 |
design of number 4940 with respect to smaller t |
4944:
4944 5-(31,15,1759615) (complement has $\lambda=3552120$) TvT: 5-(30,14,676775) $\cup$ 5-(30,15,1082840) |
4945:
4945 5-(31,16,2559440) (complement has $\lambda=5166720$) supplementary design of number 4944 |
4946:
4946 4-(31,15,4319055) (complement has $\lambda=8718840$) design of number 4944 with respect to smaller t |
derived from number 4947 |
4947:
4947 5-(32,16,4319055) (complement has $\lambda=8718840$) Tran van Trung construction with supplementary design for design number 4944 |
Alltop construction for design number 4946 |
4948:
4948 4-(31,16,5758740) (complement has $\lambda=11625120$) design of number 4945 with respect to smaller t |
residual design of number 4947 |
4949:
4949 4-(30,16,3199300) (complement has $\lambda=6458400$) residual design of number 4945 |
4950:
4950 4-(32,16,10077795) (complement has $\lambda=20343960$)
Tran van Trung construction with supplementary design for design number 4946 |
design of number 4947 with respect to smaller t |
4951:
4951 5-(31,15,1776060) (complement has $\lambda=3535675$) TvT: 5-(30,14,683100) $\cup$ 5-(30,15,1092960) |
design of number 11616 with respect to smaller t |
derived from number 11620 |
4952:
4952 5-(31,16,2583360) (complement has $\lambda=5142800$) supplementary design of number 4951 |
design of number 11618 with respect to smaller t |
residual design of number 11620 |
4953:
4953 4-(31,15,4359420) (complement has $\lambda=8678475$) design of number 4951 with respect to smaller t |
derived from number 4954 |
4954:
4954 5-(32,16,4359420) (complement has $\lambda=8678475$) Tran van Trung construction with supplementary design for design number 4951 |
Alltop construction for design number 4953 |
design of number 11620 with respect to smaller t |
4955:
4955 4-(31,16,5812560) (complement has $\lambda=11571300$) design of number 4952 with respect to smaller t |
residual design of number 4954 |
4956:
4956 4-(30,16,3229200) (complement has $\lambda=6428500$) residual design of number 4952 |
design of number 11621 with respect to smaller t |
4957:
4957 4-(32,16,10171980) (complement has $\lambda=20249775$) Tran van Trung construction with supplementary design for design number 4953 |
design of number 4954 with respect to smaller t |
4958:
4958 5-(31,15,1874730) (complement has $\lambda=3437005$) TvT: 5-(30,14,721050) $\cup$ 5-(30,15,1153680) |
4959:
4959 5-(31,16,2726880) (complement has $\lambda=4999280$) supplementary design of number 4958 |
4960:
4960 4-(31,15,4601610) (complement has $\lambda=8436285$)
design of number 4958 with respect to smaller t |
derived from number 4961 |
4961:
4961 5-(32,16,4601610) (complement has $\lambda=8436285$) Tran van Trung construction with supplementary design for design number 4958 |
Alltop construction for design number 4960 |
4962:
4962 4-(31,16,6135480) (complement has $\lambda=11248380$) design of number 4959 with respect to smaller t |
residual design of number 4961 |
4963:
4963 4-(30,16,3408600) (complement has $\lambda=6249100$) residual design of number 4959 |
4964:
4964 4-(32,16,10737090) (complement has $\lambda=19684665$) Tran van Trung construction with supplementary design for design number 4960 |
design of number 4961 with respect to smaller t |
4965:
4965 5-(31,15,1956955) (complement has $\lambda=3354780$) TvT: 5-(30,14,752675) $\cup$ 5-(30,15,1204280) |
4966:
4966 5-(31,16,2846480) (complement has $\lambda=4879680$) supplementary design of number 4965 |
4967:
4967 4-(31,15,4803435) (complement has $\lambda=8234460$) design of number 4965 with respect to smaller t |
derived from number 4968 |
residual design of number 5023 |
4968:
4968 5-(32,16,4803435) (complement has $\lambda=8234460$) Tran van Trung construction with supplementary design for design number 4965 |
Alltop construction for design number 4967 |
4969:
4969 4-(31,16,6404580) (complement has $\lambda=10979280$) design of number 4966 with respect to smaller t |
residual design of number 4968 |
4970:
4970 4-(30,16,3558100) (complement has $\lambda=6099600$)
residual design of number 4966 |
4971:
4971 4-(32,16,11208015) (complement has $\lambda=19213740$) Tran van Trung construction with supplementary design for design number 4967 |
design of number 4968 with respect to smaller t |
residual design of number 5209 |
4972:
4972 5-(31,15,2104960) (complement has $\lambda=3206775$) TvT: 5-(30,14,809600) $\cup$ 5-(30,15,1295360) |
design of number 7621 with respect to smaller t |
derived from number 7623 |
4973:
4973 5-(31,16,3061760) (complement has $\lambda=4664400$) supplementary design of number 4972 |
design of number 7622 with respect to smaller t |
residual design of number 7623 |
4974:
4974 4-(31,15,5166720) (complement has $\lambda=7871175$) design of number 4972 with respect to smaller t |
derived from number 4975 |
4975:
4975 5-(32,16,5166720) (complement has $\lambda=7871175$) Tran van Trung construction with supplementary design for design number 4972 |
Alltop construction for design number 4974 |
design of number 7623 with respect to smaller t |
4976:
4976 4-(31,16,6888960) (complement has $\lambda=10494900$) design of number 4973 with respect to smaller t |
residual design of number 4975 |
4977:
4977 4-(30,16,3827200) (complement has $\lambda=5830500$) residual design of number 4973 |
design of number 7625 with respect to smaller t |
4978:
4978 4-(32,16,12055680) (complement has $\lambda=18366075$) Tran van Trung construction with supplementary design for design number 4974 |
design of number 4975 with respect to smaller t |
4979:
4979 5-(31,15,2170740) (complement has $\lambda=3140995$) TvT: 5-(30,14,834900) $\cup$ 5-(30,15,1335840) |
4980:
4980 5-(31,16,3157440) (complement has $\lambda=4568720$)
supplementary design of number 4979 |
4981:
4981 4-(31,15,5328180) (complement has $\lambda=7709715$) design of number 4979 with respect to smaller t |
derived from number 4982 |
4982:
4982 5-(32,16,5328180) (complement has $\lambda=7709715$) Tran van Trung construction with supplementary design for design number 4979 |
Alltop construction for design number 4981 |
4983:
4983 4-(31,16,7104240) (complement has $\lambda=10279620$) design of number 4980 with respect to smaller t |
residual design of number 4982 |
4984:
4984 4-(30,16,3946800) (complement has $\lambda=5710900$) residual design of number 4980 |
4985:
4985 4-(32,16,12432420) (complement has $\lambda=17989335$) Tran van Trung construction with supplementary design for design number 4981 |
design of number 4982 with respect to smaller t |
4986:
4986 5-(31,15,2220075) (complement has $\lambda=3091660$) TvT: 5-(30,14,853875) $\cup$ 5-(30,15,1366200) |
design of number 7627 with respect to smaller t |
derived from number 7629 |
4987:
4987 5-(31,16,3229200) (complement has $\lambda=4496960$) supplementary design of number 4986 |
design of number 7628 with respect to smaller t |
residual design of number 7629 |
4988:
4988 4-(31,15,5449275) (complement has $\lambda=7588620$) design of number 4986 with respect to smaller t |
derived from number 4989 |
4989:
4989 5-(32,16,5449275) (complement has $\lambda=7588620$) Tran van Trung construction with supplementary design for design number 4986 |
Alltop construction for design number 4988 |
design of number 7629 with respect to smaller t |
4990:
4990 4-(31,16,7265700) (complement has $\lambda=10118160$)
design of number 4987 with respect to smaller t |
residual design of number 4989 |
4991:
4991 4-(30,16,4036500) (complement has $\lambda=5621200$) residual design of number 4987 |
design of number 7631 with respect to smaller t |
4992:
4992 4-(32,16,12714975) (complement has $\lambda=17706780$) Tran van Trung construction with supplementary design for design number 4988 |
design of number 4989 with respect to smaller t |
4993:
4993 5-(31,15,2351635) (complement has $\lambda=2960100$) TvT: 5-(30,14,904475) $\cup$ 5-(30,15,1447160) |
design of number 7633 with respect to smaller t |
derived from number 7635 |
4994:
4994 4-(31,15,5772195) (complement has $\lambda=7265700$) design of number 4993 with respect to smaller t |
derived from number 4995 |
4995:
4995 5-(32,16,5772195) (complement has $\lambda=7265700$) Tran van Trung construction with supplementary design for design number 4993 |
Alltop construction for design number 4994 |
design of number 7635 with respect to smaller t |
4996:
4996 4-(32,16,13468455) (complement has $\lambda=16953300$) Tran van Trung construction with supplementary design for design number 4994 |
design of number 4995 with respect to smaller t |
4997:
4997 4-(31,16,7696260) (complement has $\lambda=9687600$) residual design of number 4995 |
design of number 7637 with respect to smaller t |
4998:
4998 5-(31,15,2499640) (complement has $\lambda=2812095$) TvT: 5-(30,14,961400) $\cup$ 5-(30,15,1538240) |
4999:
4999 4-(31,15,6135480) (complement has $\lambda=6902415$) design of number 4998 with respect to smaller t |
derived from number 5000 |
5000:
5000 5-(32,16,6135480) (complement has $\lambda=6902415$)
Tran van Trung construction with supplementary design for design number 4998 |
Alltop construction for design number 4999 |
5001:
5001 4-(32,16,14316120) (complement has $\lambda=16105635$) Tran van Trung construction with supplementary design for design number 4999 |
design of number 5000 with respect to smaller t |
5002:
5002 4-(31,16,8180640) (complement has $\lambda=9203220$) residual design of number 5000 |
5003:
5003 5-(31,15,2548975) (complement has $\lambda=2762760$) TvT: 5-(30,14,980375) $\cup$ 5-(30,15,1568600) |
5004:
5004 4-(31,15,6256575) (complement has $\lambda=6781320$) design of number 5003 with respect to smaller t |
derived from number 5005 |
5005:
5005 5-(32,16,6256575) (complement has $\lambda=6781320$) Tran van Trung construction with supplementary design for design number 5003 |
Alltop construction for design number 5004 |
5006:
5006 4-(32,16,14598675) (complement has $\lambda=15823080$) Tran van Trung construction with supplementary design for design number 5004 |
design of number 5005 with respect to smaller t |
5007:
5007 4-(31,16,8342100) (complement has $\lambda=9041760$) residual design of number 5005 |
5008:
5008 5-(31,15,2647645) (complement has $\lambda=2664090$) TvT: 5-(30,14,1018325) $\cup$ 5-(30,15,1629320) |
design of number 7601 with respect to smaller t |
derived from number 7603 |
5009:
5009 4-(31,15,6498765) (complement has $\lambda=6539130$) design of number 5008 with respect to smaller t |
derived from number 5010 |
5010:
5010 5-(32,16,6498765) (complement has $\lambda=6539130$)
Tran van Trung construction with supplementary design for design number 5008 |
Alltop construction for design number 5009 |
design of number 7603 with respect to smaller t |
5011:
5011 4-(32,16,15163785) (complement has $\lambda=15257970$) Tran van Trung construction with supplementary design for design number 5009 |
design of number 5010 with respect to smaller t |
5012:
5012 4-(31,16,8665020) (complement has $\lambda=8718840$) residual design of number 5010 |
design of number 7605 with respect to smaller t |
5013:
5013 5-(31,9,1300) (complement has $\lambda=13650$) TvT: 5-(30,8,200) $\cup$ 5-(30,9,1100) |
5014:
5014 4-(31,9,7020) (complement has $\lambda=73710$) design of number 5013 with respect to smaller t |
5015:
5015 5-(31,9,5850) (complement has $\lambda=9100$) TvT: 5-(30,8,900) $\cup$ 5-(30,9,4950) |
design of number 7651 with respect to smaller t |
derived from number 7652 |
5016:
5016 4-(31,9,31590) (complement has $\lambda=49140$) design of number 5015 with respect to smaller t |
derived from number 5018 |
5017:
5017 4-(30,9,25740) (complement has $\lambda=40040$) residual design of number 5015 |
design of number 7568 with respect to smaller t |
derived from number 7591 |
5018:
5018 5-(32,10,31590) (complement has $\lambda=49140$) TvT: 5-(31,9,5850) $\cup$ 5-(31,10,25740) |
design of number 7652 with respect to smaller t |
5019:
5019 4-(32,10,147420) (complement has $\lambda=229320$) design of number 5018 with respect to smaller t |
5020:
5020 4-(31,10,115830) (complement has $\lambda=180180$)
residual design of number 5018 |
design of number 7591 with respect to smaller t |
5021:
5021 5-(32,14,1726725) (complement has $\lambda=2960100$) TvT: 5-(31,13,575575) $\cup$ 5-(31,14,1151150) |
5022:
5022 4-(32,14,4834830) (complement has $\lambda=8288280$) design of number 5021 with respect to smaller t |
derived from number 5207 |
5023:
5023 5-(32,15,3108105) (complement has $\lambda=5328180$) TvT: 5-(31,14,1151150) $\cup$ 5-(31,15,1956955) |
5024:
5024 4-(32,15,7911540) (complement has $\lambda=13562640$) design of number 5023 with respect to smaller t |
residual design of number 5207 |
derived from number 5209 |
5025:
5025 5-(32,8,365) (complement has $\lambda=2560$) $AGL(4,2)\times C_2$ 4 solutions |
5026:
5026 4-(32,8,2555) (complement has $\lambda=17920$) design of number 5025 with respect to smaller t |
5027:
5027 4-(31,7,365) (complement has $\lambda=2560$)
5028:
5028 4-(31,8,2190) (complement has $\lambda=15360$) residual design of number 5025 |
5029:
5029 5-(32,8,400) (complement has $\lambda=2525$) $AGL(4,2)\times C_2$ 8 solutions |
5030:
5030 4-(32,8,2800) (complement has $\lambda=17675$)
design of number 5029 with respect to smaller t |
5031:
5031 4-(31,7,400) (complement has $\lambda=2525$)
5032:
5032 4-(31,8,2400) (complement has $\lambda=15150$) residual design of number 5029 |
5033:
5033 5-(32,8,405) (complement has $\lambda=2520$) $AGL(4,2)\times C_2$ 1 solution |
5034:
5034 4-(32,8,2835) (complement has $\lambda=17640$) design of number 5033 with respect to smaller t |
5035:
5035 4-(31,7,405) (complement has $\lambda=2520$)
5036:
5036 4-(31,8,2430) (complement has $\lambda=15120$) residual design of number 5033 |
5037:
5037 5-(32,8,420) (complement has $\lambda=2505$) $AGL(4,2)\times C_2$ 6 solutions |
5038:
5038 4-(32,8,2940) (complement has $\lambda=17535$) design of number 5037 with respect to smaller t |
5039:
5039 4-(31,7,420) (complement has $\lambda=2505$)
5040:
5040 4-(31,8,2520) (complement has $\lambda=15030$)
residual design of number 5037 |
5041:
5041 5-(32,8,425) (complement has $\lambda=2500$) $AGL(4,2)\times C_2$ 5 solutions |
5042:
5042 4-(32,8,2975) (complement has $\lambda=17500$) design of number 5041 with respect to smaller t |
5043:
5043 4-(31,7,425) (complement has $\lambda=2500$)
5044:
5044 4-(31,8,2550) (complement has $\lambda=15000$) residual design of number 5041 |
5045:
5045 5-(32,8,440) (complement has $\lambda=2485$) $AGL(4,2)\times C_2$ 2 solutions |
5046:
5046 4-(32,8,3080) (complement has $\lambda=17395$) design of number 5045 with respect to smaller t |
5047:
5047 4-(31,7,440) (complement has $\lambda=2485$)
5048:
5048 4-(31,8,2640) (complement has $\lambda=14910$) residual design of number 5045 |
5049:
5049 5-(32,8,460) (complement has $\lambda=2465$) $AGL(4,2)\times C_2$ 37 solutions |
5050:
5050 4-(32,8,3220) (complement has $\lambda=17255$)
design of number 5049 with respect to smaller t |
5051:
5051 4-(31,7,460) (complement has $\lambda=2465$)
5052:
5052 4-(31,8,2760) (complement has $\lambda=14790$) residual design of number 5049 |
5053:
5053 5-(32,8,465) (complement has $\lambda=2460$) $AGL(4,2)\times C_2$ 12 solutions |
5054:
5054 4-(32,8,3255) (complement has $\lambda=17220$) design of number 5053 with respect to smaller t |
5055:
5055 4-(31,7,465) (complement has $\lambda=2460$)
5056:
5056 4-(31,8,2790) (complement has $\lambda=14760$) residual design of number 5053 |
5057:
5057 5-(32,8,500) (complement has $\lambda=2425$) $AGL(4,2)\times C_2$ 118 solutions |
5058:
5058 4-(32,8,3500) (complement has $\lambda=16975$) design of number 5057 with respect to smaller t |
5059:
5059 4-(31,7,500) (complement has $\lambda=2425$)
5060:
5060 4-(31,8,3000) (complement has $\lambda=14550$)
residual design of number 5057 |
5061:
5061 5-(32,8,505) (complement has $\lambda=2420$) $AGL(4,2)\times C_2$ 95 solutions |
5062:
5062 4-(32,8,3535) (complement has $\lambda=16940$) design of number 5061 with respect to smaller t |
5063:
5063 4-(31,7,505) (complement has $\lambda=2420$)
5064:
5064 4-(31,8,3030) (complement has $\lambda=14520$) residual design of number 5061 |
5065:
5065 5-(32,8,525) (complement has $\lambda=2400$) $AGL(4,2)\times C_2$ 6 solutions |
5066:
5066 4-(32,8,3675) (complement has $\lambda=16800$) design of number 5065 with respect to smaller t |
5067:
5067 4-(31,7,525) (complement has $\lambda=2400$)
5068:
5068 4-(31,8,3150) (complement has $\lambda=14400$) residual design of number 5065 |
5069:
5069 5-(32,8,540) (complement has $\lambda=2385$) $AGL(4,2)\times C_2$ 174 solutions |
5070:
5070 4-(32,8,3780) (complement has $\lambda=16695$)
design of number 5069 with respect to smaller t |
5071:
5071 4-(31,7,540) (complement has $\lambda=2385$)
5072:
5072 4-(31,8,3240) (complement has $\lambda=14310$) residual design of number 5069 |
5073:
5073 5-(32,8,545) (complement has $\lambda=2380$) $AGL(4,2)\times C_2$ 70 solutions |
5074:
5074 4-(32,8,3815) (complement has $\lambda=16660$) design of number 5073 with respect to smaller t |
5075:
5075 4-(31,7,545) (complement has $\lambda=2380$)
5076:
5076 4-(31,8,3270) (complement has $\lambda=14280$) residual design of number 5073 |
5077:
5077 5-(32,8,560) (complement has $\lambda=2365$) $AGL(4,2)\times C_2$ 343 solutions |
5078:
5078 4-(32,8,3920) (complement has $\lambda=16555$) design of number 5077 with respect to smaller t |
5079:
5079 4-(31,7,560) (complement has $\lambda=2365$)
5080:
5080 4-(31,8,3360) (complement has $\lambda=14190$)
residual design of number 5077 |
5081:
5081 5-(32,8,565) (complement has $\lambda=2360$) $AGL(4,2)\times C_2$ 190 solutions |
5082:
5082 4-(32,8,3955) (complement has $\lambda=16520$) design of number 5081 with respect to smaller t |
5083:
5083 4-(31,7,565) (complement has $\lambda=2360$)
5084:
5084 4-(31,8,3390) (complement has $\lambda=14160$) residual design of number 5081 |
5085:
5085 5-(32,8,580) (complement has $\lambda=2345$) $AGL(4,2)\times C_2$ 165 solutions |
5086:
5086 4-(32,8,4060) (complement has $\lambda=16415$) design of number 5085 with respect to smaller t |
5087:
5087 4-(31,7,580) (complement has $\lambda=2345$)
5088:
5088 4-(31,8,3480) (complement has $\lambda=14070$) residual design of number 5085 |
5089:
5089 5-(32,8,600) (complement has $\lambda=2325$) $AGL(4,2)\times C_2$ 897 solutions |
5090:
5090 4-(32,8,4200) (complement has $\lambda=16275$)
design of number 5089 with respect to smaller t |
5091:
5091 4-(31,7,600) (complement has $\lambda=2325$)
5092:
5092 4-(31,8,3600) (complement has $\lambda=13950$) residual design of number 5089 |
5093:
5093 5-(32,8,605) (complement has $\lambda=2320$) $AGL(4,2)\times C_2$ 4638 solutions |
5094:
5094 4-(32,8,4235) (complement has $\lambda=16240$) design of number 5093 with respect to smaller t |
5095:
5095 4-(31,7,605) (complement has $\lambda=2320$)
5096:
5096 4-(31,8,3630) (complement has $\lambda=13920$) residual design of number 5093 |
5097:
5097 5-(32,8,640) (complement has $\lambda=2285$) $AGL(4,2)\times C_2$ many solutions |
5098:
5098 4-(32,8,4480) (complement has $\lambda=15995$) design of number 5097 with respect to smaller t |
5099:
5099 4-(31,7,640) (complement has $\lambda=2285$)
5100:
5100 4-(31,8,3840) (complement has $\lambda=13710$)
residual design of number 5097 |
5101:
5101 5-(32,8,645) (complement has $\lambda=2280$) $AGL(4,2)\times C_2$ many solutions |
5102:
5102 4-(32,8,4515) (complement has $\lambda=15960$) design of number 5101 with respect to smaller t |
5103:
5103 4-(31,7,645) (complement has $\lambda=2280$)
5104:
5104 4-(31,8,3870) (complement has $\lambda=13680$) residual design of number 5101 |
5105:
5105 5-(32,8,665) (complement has $\lambda=2260$) $AGL(4,2)\times C_2$ many solutions |
5106:
5106 4-(32,8,4655) (complement has $\lambda=15820$) design of number 5105 with respect to smaller t |
5107:
5107 4-(31,7,665) (complement has $\lambda=2260$)
5108:
5108 4-(31,8,3990) (complement has $\lambda=13560$) residual design of number 5105 |
5109:
5109 5-(32,8,675) (complement has $\lambda=2250$) TvT: 5-(31,7,75) $\cup$ 5-(31,8,600) |
5110:
5110 4-(32,8,4725) (complement has $\lambda=15750$)
design of number 5109 with respect to smaller t |
residual design of number 5242 |
derived from number 5249 |
5111:
5111 4-(31,7,675) (complement has $\lambda=2250$) derived from number 5109 |
residual design of number 7654 |
design of number 7656 with respect to smaller t |
5112:
5112 4-(31,8,4050) (complement has $\lambda=13500$) residual design of number 5109 |
derived from number 9349 |
design of number 9351 with respect to smaller t |
5113:
5113 5-(32,8,680) (complement has $\lambda=2245$) $AGL(4,2)\times C_2$ many solutions |
5114:
5114 4-(32,8,4760) (complement has $\lambda=15715$) design of number 5113 with respect to smaller t |
5115:
5115 4-(31,7,680) (complement has $\lambda=2245$)
5116:
5116 4-(31,8,4080) (complement has $\lambda=13470$) residual design of number 5113 |
5117:
5117 5-(32,8,685) (complement has $\lambda=2240$) $AGL(4,2)\times C_2$ many solutions |
5118:
5118 4-(32,8,4795) (complement has $\lambda=15680$) design of number 5117 with respect to smaller t |
5119:
5119 4-(31,7,685) (complement has $\lambda=2240$)
5120:
5120 4-(31,8,4110) (complement has $\lambda=13440$)
residual design of number 5117 |
5121:
5121 5-(32,8,700) (complement has $\lambda=2225$)
5122:
5122 4-(32,8,4900) (complement has $\lambda=15575$) design of number 5121 with respect to smaller t |
5123:
5123 4-(31,7,700) (complement has $\lambda=2225$)
5124:
5124 4-(31,8,4200) (complement has $\lambda=13350$) residual design of number 5121 |
5125:
5125 5-(32,8,705) (complement has $\lambda=2220$)
5126:
5126 4-(32,8,4935) (complement has $\lambda=15540$) design of number 5125 with respect to smaller t |
5127:
5127 4-(31,7,705) (complement has $\lambda=2220$)
5128:
5128 4-(31,8,4230) (complement has $\lambda=13320$) residual design of number 5125 |
5129:
5129 5-(32,8,885) (complement has $\lambda=2040$)
5130:
5130 4-(32,8,6195) (complement has $\lambda=14280$)
design of number 5129 with respect to smaller t |
5131:
5131 4-(31,7,885) (complement has $\lambda=2040$)
5132:
5132 4-(31,8,5310) (complement has $\lambda=12240$) residual design of number 5129 |
5133:
5133 5-(32,8,1085) (complement has $\lambda=1840$)
5134:
5134 4-(32,8,7595) (complement has $\lambda=12880$) design of number 5133 with respect to smaller t |
5135:
5135 4-(31,7,1085) (complement has $\lambda=1840$)
5136:
5136 4-(31,8,6510) (complement has $\lambda=11040$) residual design of number 5133 |
5137:
5137 5-(32,8,1120) (complement has $\lambda=1805$)
5138:
5138 4-(32,8,7840) (complement has $\lambda=12635$) design of number 5137 with respect to smaller t |
5139:
5139 4-(31,7,1120) (complement has $\lambda=1805$)
5140:
5140 4-(31,8,6720) (complement has $\lambda=10830$)
residual design of number 5137 |
5141:
5141 5-(32,8,1125) (complement has $\lambda=1800$) $AGL(4,2)\times C_2$ |
residual design of number 9417 |
design of number 9419 with respect to smaller t |
derived from number 9480 |
5142:
5142 4-(32,8,7875) (complement has $\lambda=12600$) design of number 5141 with respect to smaller t |
residual design of number 9420 |
derived from number 9482 |
5143:
5143 4-(31,7,1125) (complement has $\lambda=1800$) derived from number 5141 |
residual design of number 9421 |
design of number 9423 with respect to smaller t |
5144:
5144 4-(31,8,6750) (complement has $\lambda=10800$) residual design of number 5141 |
design of number 9424 with respect to smaller t |
derived from number 9483 |
5145:
5145 5-(32,8,1205) (complement has $\lambda=1720$)
5146:
5146 4-(32,8,8435) (complement has $\lambda=12040$) design of number 5145 with respect to smaller t |
5147:
5147 4-(31,7,1205) (complement has $\lambda=1720$)
5148:
5148 4-(31,8,7230) (complement has $\lambda=10320$) residual design of number 5145 |
5149:
5149 5-(32,8,1300) (complement has $\lambda=1625$)
5150:
5150 4-(32,8,9100) (complement has $\lambda=11375$)
design of number 5149 with respect to smaller t |
5151:
5151 4-(31,7,1300) (complement has $\lambda=1625$)
5152:
5152 4-(31,8,7800) (complement has $\lambda=9750$) residual design of number 5149 |
5153:
5153 5-(32,8,1445) (complement has $\lambda=1480$)
5154:
5154 4-(32,8,10115) (complement has $\lambda=10360$) design of number 5153 with respect to smaller t |
5155:
5155 4-(31,7,1445) (complement has $\lambda=1480$)
5156:
5156 4-(31,8,8670) (complement has $\lambda=8880$) residual design of number 5153 |
5157:
5157 6-(32,10,5280) (complement has $\lambda=9670$)
5158:
5158 5-(32,10,28512) (complement has $\lambda=52218$) design of number 5157 with respect to smaller t |
5159:
5159 5-(31,9,5280) (complement has $\lambda=9670$)
5160:
5160 5-(31,10,23232) (complement has $\lambda=42548$)
residual design of number 5157 |
5161:
5161 4-(32,10,133056) (complement has $\lambda=243684$) design of number 5158 with respect to smaller t |
5162:
5162 4-(31,9,28512) (complement has $\lambda=52218$) derived from number 5158 |
design of number 5159 with respect to smaller t |
5163:
5163 4-(31,10,104544) (complement has $\lambda=191466$) residual design of number 5158 |
design of number 5160 with respect to smaller t |
5164:
5164 4-(30,8,5280) (complement has $\lambda=9670$)
5165:
5165 4-(30,9,23232) (complement has $\lambda=42548$) residual design of number 5159 |
derived from number 5160 |
5166:
5166 4-(30,10,81312) (complement has $\lambda=148918$) residual design of number 5160 |
5167:
5167 6-(32,10,6240) (complement has $\lambda=8710$)
5168:
5168 5-(32,10,33696) (complement has $\lambda=47034$) design of number 5167 with respect to smaller t |
5169:
5169 5-(31,9,6240) (complement has $\lambda=8710$)
5170:
5170 5-(31,10,27456) (complement has $\lambda=38324$)
residual design of number 5167 |
5171:
5171 4-(32,10,157248) (complement has $\lambda=219492$) design of number 5168 with respect to smaller t |
5172:
5172 4-(31,9,33696) (complement has $\lambda=47034$) derived from number 5168 |
design of number 5169 with respect to smaller t |
5173:
5173 4-(31,10,123552) (complement has $\lambda=172458$) residual design of number 5168 |
design of number 5170 with respect to smaller t |
5174:
5174 4-(30,8,6240) (complement has $\lambda=8710$)
5175:
5175 4-(30,9,27456) (complement has $\lambda=38324$) residual design of number 5169 |
derived from number 5170 |
5176:
5176 4-(30,10,96096) (complement has $\lambda=134134$) residual design of number 5170 |
5177:
5177 6-(32,10,6390) (complement has $\lambda=8560$)
5178:
5178 5-(32,10,34506) (complement has $\lambda=46224$) design of number 5177 with respect to smaller t |
5179:
5179 5-(31,9,6390) (complement has $\lambda=8560$)
5180:
5180 5-(31,10,28116) (complement has $\lambda=37664$)
residual design of number 5177 |
5181:
5181 4-(32,10,161028) (complement has $\lambda=215712$) design of number 5178 with respect to smaller t |
5182:
5182 4-(31,9,34506) (complement has $\lambda=46224$) derived from number 5178 |
design of number 5179 with respect to smaller t |
5183:
5183 4-(31,10,126522) (complement has $\lambda=169488$) residual design of number 5178 |
design of number 5180 with respect to smaller t |
5184:
5184 4-(30,8,6390) (complement has $\lambda=8560$)
5185:
5185 4-(30,9,28116) (complement has $\lambda=37664$) residual design of number 5179 |
derived from number 5180 |
5186:
5186 4-(30,10,98406) (complement has $\lambda=131824$) residual design of number 5180 |
5187:
5187 6-(32,10,6870) (complement has $\lambda=8080$)
5188:
5188 5-(32,10,37098) (complement has $\lambda=43632$) design of number 5187 with respect to smaller t |
5189:
5189 5-(31,9,6870) (complement has $\lambda=8080$)
5190:
5190 5-(31,10,30228) (complement has $\lambda=35552$)
residual design of number 5187 |
5191:
5191 4-(32,10,173124) (complement has $\lambda=203616$) design of number 5188 with respect to smaller t |
5192:
5192 4-(31,9,37098) (complement has $\lambda=43632$) derived from number 5188 |
design of number 5189 with respect to smaller t |
5193:
5193 4-(31,10,136026) (complement has $\lambda=159984$) residual design of number 5188 |
design of number 5190 with respect to smaller t |
5194:
5194 4-(30,8,6870) (complement has $\lambda=8080$)
5195:
5195 4-(30,9,30228) (complement has $\lambda=35552$) residual design of number 5189 |
derived from number 5190 |
5196:
5196 4-(30,10,105798) (complement has $\lambda=124432$) residual design of number 5190 |
5197:
5197 6-(32,10,7440) (complement has $\lambda=7510$)
5198:
5198 5-(32,10,40176) (complement has $\lambda=40554$) design of number 5197 with respect to smaller t |
5199:
5199 5-(31,9,7440) (complement has $\lambda=7510$)
5200:
5200 5-(31,10,32736) (complement has $\lambda=33044$)
residual design of number 5197 |
5201:
5201 4-(32,10,187488) (complement has $\lambda=189252$) design of number 5198 with respect to smaller t |
5202:
5202 4-(31,9,40176) (complement has $\lambda=40554$) derived from number 5198 |
design of number 5199 with respect to smaller t |
5203:
5203 4-(31,10,147312) (complement has $\lambda=148698$) residual design of number 5198 |
design of number 5200 with respect to smaller t |
5204:
5204 4-(30,8,7440) (complement has $\lambda=7510$)
5205:
5205 4-(30,9,32736) (complement has $\lambda=33044$) residual design of number 5199 |
derived from number 5200 |
5206:
5206 4-(30,10,114576) (complement has $\lambda=115654$) residual design of number 5200 |
5207:
5207 5-(33,15,4834830) (complement has $\lambda=8288280$) TvT: 5-(32,14,1726725) $\cup$ 5-(32,15,3108105) |
5208:
5208 4-(33,15,12746370) (complement has $\lambda=21850920$) design of number 5207 with respect to smaller t |
derived from number 5255 |
5209:
5209 5-(33,16,7911540) (complement has $\lambda=13562640$) TvT: 5-(32,15,3108105) $\cup$ 5-(32,16,4803435) |
5210:
5210 4-(33,16,19119555) (complement has $\lambda=32776380$)
design of number 5209 with respect to smaller t |
derived from number 5211 |
residual design of number 5255 |
5211:
5211 5-(34,17,19119555) (complement has $\lambda=32776380$) Tran van Trung construction with supplementary design for design number 5209 |
Alltop construction for design number 5210 |
5212:
5212 4-(34,17,44122050) (complement has $\lambda=75637800$) Tran van Trung construction with supplementary design for design number 5210 |
design of number 5211 with respect to smaller t |
residual design of number 5276 |
5213:
5213 4-(33,17,25002495) (complement has $\lambda=42861420$) residual design of number 5211 |
5214:
5214 5-(33,6,12) (complement has $\lambda=16$) \cite{Sebille98} $P\Gamma L(2,32)$ |
5215:
5215 4-(33,6,174) (complement has $\lambda=232$) design of number 5214 with respect to smaller t |
5216:
5216 4-(32,5,12) (complement has $\lambda=16$)
5217:
5217 4-(32,6,162) (complement has $\lambda=216$) residual design of number 5214 |
5218:
5218 5-(33,7,126) (complement has $\lambda=252$) \cite{Sebille98} $P\Gamma L(2,32)$ |
5219:
5219 4-(33,7,1218) (complement has $\lambda=2436$) design of number 5218 with respect to smaller t |
5220:
5220 4-(32,6,126) (complement has $\lambda=252$)
5221:
5221 4-(32,7,1092) (complement has $\lambda=2184$) residual design of number 5218 |
5222:
5222 5-(33,7,168) (complement has $\lambda=210$) \cite{Sebille98} $P\Gamma L(2,32)$ |
5223:
5223 4-(33,7,1624) (complement has $\lambda=2030$) design of number 5222 with respect to smaller t |
5224:
5224 4-(32,6,168) (complement has $\lambda=210$)
5225:
5225 4-(32,7,1456) (complement has $\lambda=1820$) residual design of number 5222 |
5226:
5226 5-(33,7,42) (complement has $\lambda=336$) \cite{Sebille98} $P\Gamma L(2,32)$ |
5227:
5227 4-(33,7,406) (complement has $\lambda=3248$) design of number 5226 with respect to smaller t |
5228:
5228 4-(32,6,42) (complement has $\lambda=336$)
5229:
5229 4-(32,7,364) (complement has $\lambda=2912$) residual design of number 5226 |
5230:
5230 5-(33,8,140) (complement has $\lambda=3136$)
\cite{Sebille98} $P\Gamma L(2,32)$ |
5231:
5231 4-(33,8,1015) (complement has $\lambda=22736$) design of number 5230 with respect to smaller t |
5232:
5232 4-(32,7,140) (complement has $\lambda=3136$)
5233:
5233 4-(32,8,875) (complement has $\lambda=19600$) residual design of number 5230 |
5234:
5234 5-(33,8,1596) (complement has $\lambda=1680$) $P\Gamma L(2,32)$ |
derived from number 9614 |
design of number 9615 with respect to smaller t |
5235:
5235 4-(33,8,11571) (complement has $\lambda=12180$) design of number 5234 with respect to smaller t |
derived from number 9617 |
5236:
5236 4-(32,7,1596) (complement has $\lambda=1680$) derived from number 5234 |
design of number 9619 with respect to smaller t |
5237:
5237 4-(32,8,9975) (complement has $\lambda=10500$) residual design of number 5234 |
derived from number 9618 |
design of number 9620 with respect to smaller t |
5238:
5238 5-(33,8,700) (complement has $\lambda=2576$) \cite{Sebille98} $P\Gamma L(2,32)$ |
5239:
5239 4-(33,8,5075) (complement has $\lambda=18676$) design of number 5238 with respect to smaller t |
5240:
5240 4-(32,7,700) (complement has $\lambda=2576$)
5241:
5241 4-(32,8,4375) (complement has $\lambda=16100$) residual design of number 5238 |
5242:
5242 5-(33,8,756) (complement has $\lambda=2520$) TvT: 5-(32,7,81) $\cup$ 5-(32,8,675) |
5243:
5243 4-(33,8,5481) (complement has $\lambda=18270$) design of number 5242 with respect to smaller t |
derived from number 5272 |
5244:
5244 4-(32,7,756) (complement has $\lambda=2520$) derived from number 5242 |
design of number 7654 with respect to smaller t |
5245:
5245 5-(33,8,896) (complement has $\lambda=2380$) \cite{Sebille98} $P\Gamma L(2,32)$ |
5246:
5246 4-(33,8,6496) (complement has $\lambda=17255$) design of number 5245 with respect to smaller t |
5247:
5247 4-(32,7,896) (complement has $\lambda=2380$)
5248:
5248 4-(32,8,5600) (complement has $\lambda=14875$) residual design of number 5245 |
5249:
5249 5-(33,9,4725) (complement has $\lambda=15750$) TvT: 5-(32,8,675) $\cup$ 5-(32,9,4050) |
5250:
5250 4-(33,9,27405) (complement has $\lambda=91350$)
design of number 5249 with respect to smaller t |
derived from number 5252 |
residual design of number 5272 |
5251:
5251 4-(32,9,22680) (complement has $\lambda=75600$) residual design of number 5249 |
derived from number 9348 |
design of number 9349 with respect to smaller t |
5252:
5252 5-(34,10,27405) (complement has $\lambda=91350$) TvT: 5-(33,9,4725) $\cup$ 5-(33,10,22680) |
5253:
5253 4-(34,10,137025) (complement has $\lambda=456750$) design of number 5252 with respect to smaller t |
residual design of number 5274 |
5254:
5254 4-(33,10,109620) (complement has $\lambda=365400$) residual design of number 5252 |
design of number 9348 with respect to smaller t |
5255:
5255 5-(34,16,12746370) (complement has $\lambda=21850920$) TvT: 5-(33,15,4834830) $\cup$ 5-(33,16,7911540) |
5256:
5256 4-(34,16,31865925) (complement has $\lambda=54627300$) design of number 5255 with respect to smaller t |
derived from number 5276 |
5257:
5257 5-(34,6,12) (complement has $\lambda=17$) \cite{Sebille98} $P\Gamma L(2,16)\times C_2$ 15 solutions |
5258:
5258 4-(34,6,180) (complement has $\lambda=255$) design of number 5257 with respect to smaller t |
5259:
5259 4-(33,5,12) (complement has $\lambda=17$)
5260:
5260 4-(33,6,168) (complement has $\lambda=238$)
residual design of number 5257 |
5261:
5261 5-(34,6,5) (complement has $\lambda=24$) \cite{Sebille98} $P\Gamma L(2,16)\times C_2$ 15 solutions |
5262:
5262 4-(34,6,75) (complement has $\lambda=360$) design of number 5261 with respect to smaller t |
derived from number 5280 |
5263:
5263 4-(33,5,5) (complement has $\lambda=24$)
5264:
5264 4-(33,6,70) (complement has $\lambda=336$) residual design of number 5261 |
derived from number 5265 |
5265:
5265 5-(34,7,70) (complement has $\lambda=336$) \cite{Sebille98} $P\Gamma L(2,16)\times C_2$ |
5266:
5266 4-(34,7,700) (complement has $\lambda=3360$) design of number 5265 with respect to smaller t |
residual design of number 5280 |
5267:
5267 4-(33,7,630) (complement has $\lambda=3024$) residual design of number 5265 |
5268:
5268 5-(34,7,196) (complement has $\lambda=210$)
5269:
5269 4-(34,7,1960) (complement has $\lambda=2100$) design of number 5268 with respect to smaller t |
5270:
5270 4-(33,6,196) (complement has $\lambda=210$)
5271:
5271 4-(33,7,1764) (complement has $\lambda=1890$) residual design of number 5268 |
5272:
5272 5-(34,9,5481) (complement has $\lambda=18270$) TvT: 5-(33,8,756) $\cup$ 5-(33,9,4725) |
5273:
5273 4-(34,9,32886) (complement has $\lambda=109620$) design of number 5272 with respect to smaller t |
derived from number 5274 |
5274:
5274 5-(35,10,32886) (complement has $\lambda=109620$) TvT: 5-(34,9,5481) $\cup$ 5-(34,10,27405) |
5275:
5275 4-(35,10,169911) (complement has $\lambda=566370$) design of number 5274 with respect to smaller t |
5276:
5276 5-(35,17,31865925) (complement has $\lambda=54627300$) TvT: 5-(34,16,12746370) $\cup$ 5-(34,17,19119555) |
5277:
5277 4-(35,17,75987975) (complement has $\lambda=130265100$) design of number 5276 with respect to smaller t |
derived from number 5278 |
5278:
5278 5-(36,18,75987975) (complement has $\lambda=130265100$) Tran van Trung construction with supplementary design for design number 5276 |
Alltop construction for design number 5277 |
5279:
5279 4-(35,18,97698825) (complement has $\lambda=167483700$) residual design of number 5278 |
5280:
5280 5-(35,7,75) (complement has $\lambda=360$)
TvT: 5-(34,6,5) $\cup$ 5-(34,7,70) |
5281:
5281 4-(35,7,775) (complement has $\lambda=3720$) design of number 5280 with respect to smaller t |
5282:
5282 5-(36,6,1) (complement has $\lambda=30$) \cite{Bettenetal98a} $PGL(2,17)\times C_2$ |
5283:
5283 4-(36,6,16) (complement has $\lambda=480$) design of number 5282 with respect to smaller t |
5284:
5284 4-(35,5,1) (complement has $\lambda=30$)
5285:
5285 4-(35,6,15) (complement has $\lambda=450$) residual design of number 5282 |
5286:
5286 5-(36,6,10) (complement has $\lambda=21$)
5287:
5287 4-(36,6,160) (complement has $\lambda=336$) design of number 5286 with respect to smaller t |
5288:
5288 4-(35,5,10) (complement has $\lambda=21$)
5289:
5289 4-(35,6,150) (complement has $\lambda=315$) residual design of number 5286 |
5290:
5290 5-(36,6,11) (complement has $\lambda=20$)
5291:
5291 4-(36,6,176) (complement has $\lambda=320$) design of number 5290 with respect to smaller t |
derived from number 5341 |
5292:
5292 4-(35,5,11) (complement has $\lambda=20$)
5293:
5293 4-(35,6,165) (complement has $\lambda=300$) residual design of number 5290 |
derived from number 5338 |
5294:
5294 5-(36,6,12) (complement has $\lambda=19$)
5295:
5295 4-(36,6,192) (complement has $\lambda=304$) design of number 5294 with respect to smaller t |
5296:
5296 4-(35,5,12) (complement has $\lambda=19$)
5297:
5297 4-(35,6,180) (complement has $\lambda=285$) residual design of number 5294 |
5298:
5298 5-(36,6,14) (complement has $\lambda=17$)
5299:
5299 4-(36,6,224) (complement has $\lambda=272$) design of number 5298 with respect to smaller t |
5300:
5300 4-(35,5,14) (complement has $\lambda=17$)
5301:
5301 4-(35,6,210) (complement has $\lambda=255$) residual design of number 5298 |
5302:
5302 5-(36,6,15) (complement has $\lambda=16$)
5303:
5303 4-(36,6,240) (complement has $\lambda=256$) design of number 5302 with respect to smaller t |
5304:
5304 4-(35,5,15) (complement has $\lambda=16$)
5305:
5305 4-(35,6,225) (complement has $\lambda=240$) residual design of number 5302 |
5306:
5306 5-(36,6,2) (complement has $\lambda=29$)
5307:
5307 4-(36,6,32) (complement has $\lambda=464$) design of number 5306 with respect to smaller t |
5308:
5308 4-(35,5,2) (complement has $\lambda=29$)
5309:
5309 4-(35,6,30) (complement has $\lambda=435$) residual design of number 5306 |
5310:
5310 5-(36,6,3) (complement has $\lambda=28$)
5311:
5311 4-(36,6,48) (complement has $\lambda=448$) design of number 5310 with respect to smaller t |
5312:
5312 4-(35,5,3) (complement has $\lambda=28$)
5313:
5313 4-(35,6,45) (complement has $\lambda=420$) residual design of number 5310 |
5314:
5314 5-(36,6,4) (complement has $\lambda=27$)
5315:
5315 4-(36,6,64) (complement has $\lambda=432$) design of number 5314 with respect to smaller t |
5316:
5316 4-(35,5,4) (complement has $\lambda=27$)
5317:
5317 4-(35,6,60) (complement has $\lambda=405$) residual design of number 5314 |
5318:
5318 5-(36,6,5) (complement has $\lambda=26$)
5319:
5319 4-(36,6,80) (complement has $\lambda=416$) design of number 5318 with respect to smaller t |
5320:
5320 4-(35,5,5) (complement has $\lambda=26$)
5321:
5321 4-(35,6,75) (complement has $\lambda=390$) residual design of number 5318 |
5322:
5322 5-(36,6,6) (complement has $\lambda=25$)
5323:
5323 4-(36,6,96) (complement has $\lambda=400$) design of number 5322 with respect to smaller t |
5324:
5324 4-(35,5,6) (complement has $\lambda=25$)
5325:
5325 4-(35,6,90) (complement has $\lambda=375$) residual design of number 5322 |
5326:
5326 5-(36,6,7) (complement has $\lambda=24$)
5327:
5327 4-(36,6,112) (complement has $\lambda=384$) design of number 5326 with respect to smaller t |
5328:
5328 4-(35,5,7) (complement has $\lambda=24$)
5329:
5329 4-(35,6,105) (complement has $\lambda=360$) residual design of number 5326 |
5330:
5330 5-(36,6,8) (complement has $\lambda=23$)
5331:
5331 4-(36,6,128) (complement has $\lambda=368$) design of number 5330 with respect to smaller t |
5332:
5332 4-(35,5,8) (complement has $\lambda=23$)
5333:
5333 4-(35,6,120) (complement has $\lambda=345$) residual design of number 5330 |
5334:
5334 5-(36,6,9) (complement has $\lambda=22$)
5335:
5335 4-(36,6,144) (complement has $\lambda=352$) design of number 5334 with respect to smaller t |
5336:
5336 4-(35,5,9) (complement has $\lambda=22$)
5337:
5337 4-(35,6,135) (complement has $\lambda=330$) residual design of number 5334 |
5338:
5338 5-(36,7,165) (complement has $\lambda=300$) $S_9^{[2]}$ (>=1 isom. types) |
5339:
5339 4-(36,7,1760) (complement has $\lambda=3200$) design of number 5338 with respect to smaller t |
residual design of number 5341 |
5340:
5340 4-(35,7,1595) (complement has $\lambda=2900$)
residual design of number 5338 |
5341:
5341 5-(37,7,176) (complement has $\lambda=320$) TvT: 5-(36,6,11) $\cup$ 5-(36,7,165) |
5342:
5342 4-(37,7,1936) (complement has $\lambda=3520$) design of number 5341 with respect to smaller t |
5343:
5343 5-(38,6,12) (complement has $\lambda=21$) \cite{Sebille98} $PGL(2,37)$ |
5344:
5344 4-(38,6,204) (complement has $\lambda=357$) design of number 5343 with respect to smaller t |
5345:
5345 4-(37,5,12) (complement has $\lambda=21$)
5346:
5346 4-(37,6,192) (complement has $\lambda=336$) residual design of number 5343 |
5347:
5347 5-(38,6,9) (complement has $\lambda=24$) \cite{Sebille98} $PGL(2,37)$ |
5348:
5348 4-(38,6,153) (complement has $\lambda=408$) design of number 5347 with respect to smaller t |
5349:
5349 4-(37,5,9) (complement has $\lambda=24$)
5350:
5350 4-(37,6,144) (complement has $\lambda=384$)
residual design of number 5347 |
5351:
5351 5-(46,8,1060) (complement has $\lambda=9600$)
5352:
5352 4-(46,8,11130) (complement has $\lambda=100800$) design of number 5351 with respect to smaller t |
5353:
5353 4-(45,7,1060) (complement has $\lambda=9600$)
5354:
5354 4-(45,8,10070) (complement has $\lambda=91200$) residual design of number 5351 |
5355:
5355 5-(46,8,1120) (complement has $\lambda=9540$)
5356:
5356 4-(46,8,11760) (complement has $\lambda=100170$) design of number 5355 with respect to smaller t |
5357:
5357 4-(45,7,1120) (complement has $\lambda=9540$)
5358:
5358 4-(45,8,10640) (complement has $\lambda=90630$) residual design of number 5355 |
5359:
5359 5-(46,8,1220) (complement has $\lambda=9440$)
5360:
5360 4-(46,8,12810) (complement has $\lambda=99120$)
design of number 5359 with respect to smaller t |
5361:
5361 4-(45,7,1220) (complement has $\lambda=9440$)
5362:
5362 4-(45,8,11590) (complement has $\lambda=89680$) residual design of number 5359 |
5363:
5363 5-(46,8,1280) (complement has $\lambda=9380$)
5364:
5364 4-(46,8,13440) (complement has $\lambda=98490$) design of number 5363 with respect to smaller t |
5365:
5365 4-(45,7,1280) (complement has $\lambda=9380$)
5366:
5366 4-(45,8,12160) (complement has $\lambda=89110$) residual design of number 5363 |
5367:
5367 5-(46,8,1380) (complement has $\lambda=9280$)
5368:
5368 4-(46,8,14490) (complement has $\lambda=97440$) design of number 5367 with respect to smaller t |
5369:
5369 4-(45,7,1380) (complement has $\lambda=9280$)
5370:
5370 4-(45,8,13110) (complement has $\lambda=88160$)
residual design of number 5367 |
5371:
5371 5-(46,8,1440) (complement has $\lambda=9220$)
5372:
5372 4-(46,8,15120) (complement has $\lambda=96810$) design of number 5371 with respect to smaller t |
5373:
5373 4-(45,7,1440) (complement has $\lambda=9220$)
5374:
5374 4-(45,8,13680) (complement has $\lambda=87590$) residual design of number 5371 |
5375:
5375 5-(46,8,3840) (complement has $\lambda=6820$)
5376:
5376 4-(46,8,40320) (complement has $\lambda=71610$) design of number 5375 with respect to smaller t |
5377:
5377 4-(45,7,3840) (complement has $\lambda=6820$)
5378:
5378 4-(45,8,36480) (complement has $\lambda=64790$) residual design of number 5375 |
5379:
5379 5-(46,8,4160) (complement has $\lambda=6500$)
5380:
5380 4-(46,8,43680) (complement has $\lambda=68250$)
design of number 5379 with respect to smaller t |
5381:
5381 4-(45,7,4160) (complement has $\lambda=6500$)
5382:
5382 4-(45,8,39520) (complement has $\lambda=61750$) residual design of number 5379 |
5383:
5383 5-(46,8,4580) (complement has $\lambda=6080$)
5384:
5384 4-(46,8,48090) (complement has $\lambda=63840$) design of number 5383 with respect to smaller t |
5385:
5385 4-(45,7,4580) (complement has $\lambda=6080$)
5386:
5386 4-(45,8,43510) (complement has $\lambda=57760$) residual design of number 5383 |
5387:
5387 5-(46,8,800) (complement has $\lambda=9860$) $M_{23}\times Id_2$ 2 solutions |
5388:
5388 4-(46,8,8400) (complement has $\lambda=103530$) design of number 5387 with respect to smaller t |
5389:
5389 4-(45,7,800) (complement has $\lambda=9860$)
5390:
5390 4-(45,8,7600) (complement has $\lambda=93670$)
residual design of number 5387 |
5391:
5391 5-(46,8,900) (complement has $\lambda=9760$) $M_{23}\times Id_2$ 2 solutions |
5392:
5392 4-(46,8,9450) (complement has $\lambda=102480$) design of number 5391 with respect to smaller t |
5393:
5393 4-(45,7,900) (complement has $\lambda=9760$)
5394:
5394 4-(45,8,8550) (complement has $\lambda=92720$) residual design of number 5391 |
5395:
5395 5-(46,8,960) (complement has $\lambda=9700$)
5396:
5396 4-(46,8,10080) (complement has $\lambda=101850$) design of number 5395 with respect to smaller t |
5397:
5397 4-(45,7,960) (complement has $\lambda=9700$)
5398:
5398 4-(45,8,9120) (complement has $\lambda=92150$) residual design of number 5395 |
5399:
5399 5-(48,6,1) (complement has $\lambda=42$) \cite{Denniston76} \cite{Grannelletal93} $PSL(2,47)$ (459 isom. types) |
5400:
5400 4-(48,6,22) (complement has $\lambda=924$)
design of number 5399 with respect to smaller t |
5401:
5401 4-(47,5,1) (complement has $\lambda=42$)
5402:
5402 4-(47,6,21) (complement has $\lambda=882$) residual design of number 5399 |
5403:
5403 5-(48,6,13) (complement has $\lambda=30$)
5404:
5404 4-(48,6,286) (complement has $\lambda=660$) design of number 5403 with respect to smaller t |
derived from number 5454 |
5405:
5405 4-(47,5,13) (complement has $\lambda=30$)
5406:
5406 4-(47,6,273) (complement has $\lambda=630$) residual design of number 5403 |
derived from number 5451 |
5407:
5407 5-(48,6,17) (complement has $\lambda=26$)
5408:
5408 4-(48,6,374) (complement has $\lambda=572$) design of number 5407 with respect to smaller t |
5409:
5409 4-(47,5,17) (complement has $\lambda=26$)
5410:
5410 4-(47,6,357) (complement has $\lambda=546$)
residual design of number 5407 |
5411:
5411 5-(48,6,18) (complement has $\lambda=25$)
5412:
5412 4-(48,6,396) (complement has $\lambda=550$) design of number 5411 with respect to smaller t |
5413:
5413 4-(47,5,18) (complement has $\lambda=25$)
5414:
5414 4-(47,6,378) (complement has $\lambda=525$) residual design of number 5411 |
5415:
5415 5-(48,6,2) (complement has $\lambda=41$) $PGL(2,23)\times C_2$, $PSL(2,47)$ |
5416:
5416 4-(48,6,44) (complement has $\lambda=902$) design of number 5415 with respect to smaller t |
5417:
5417 4-(47,5,2) (complement has $\lambda=41$)
5418:
5418 4-(47,6,42) (complement has $\lambda=861$) residual design of number 5415 |
5419:
5419 5-(48,6,20) (complement has $\lambda=23$)
5420:
5420 4-(48,6,440) (complement has $\lambda=506$)
design of number 5419 with respect to smaller t |
5421:
5421 4-(47,5,20) (complement has $\lambda=23$)
5422:
5422 4-(47,6,420) (complement has $\lambda=483$) residual design of number 5419 |
5423:
5423 5-(48,6,21) (complement has $\lambda=22$)
5424:
5424 4-(48,6,462) (complement has $\lambda=484$) design of number 5423 with respect to smaller t |
5425:
5425 4-(47,5,21) (complement has $\lambda=22$)
5426:
5426 4-(47,6,441) (complement has $\lambda=462$) residual design of number 5423 |
5427:
5427 5-(48,6,3) (complement has $\lambda=40$) $PGL(2,23)\times C_2$, $PSL(2,47)$ |
5428:
5428 4-(48,6,66) (complement has $\lambda=880$) design of number 5427 with respect to smaller t |
5429:
5429 4-(47,5,3) (complement has $\lambda=40$)
5430:
5430 4-(47,6,63) (complement has $\lambda=840$)
residual design of number 5427 |
5431:
5431 5-(48,6,4) (complement has $\lambda=39$) $PGL(2,23)\times C_2$, $PSL(2,47)$ |
5432:
5432 4-(48,6,88) (complement has $\lambda=858$) design of number 5431 with respect to smaller t |
5433:
5433 4-(47,5,4) (complement has $\lambda=39$)
5434:
5434 4-(47,6,84) (complement has $\lambda=819$) residual design of number 5431 |
5435:
5435 5-(48,6,5) (complement has $\lambda=38$) $PGL(2,23)\times C_2$, $PSL(2,47)$ |
5436:
5436 4-(48,6,110) (complement has $\lambda=836$) design of number 5435 with respect to smaller t |
5437:
5437 4-(47,5,5) (complement has $\lambda=38$)
5438:
5438 4-(47,6,105) (complement has $\lambda=798$) residual design of number 5435 |
5439:
5439 5-(48,6,6) (complement has $\lambda=37$) $PGL(2,23)\times C_2$, $PSL(2,47)$ |
5440:
5440 4-(48,6,132) (complement has $\lambda=814$)
design of number 5439 with respect to smaller t |
5441:
5441 4-(47,5,6) (complement has $\lambda=37$)
5442:
5442 4-(47,6,126) (complement has $\lambda=777$) residual design of number 5439 |
5443:
5443 5-(48,6,7) (complement has $\lambda=36$) $PGL(2,23)\times C_2$, $PSL(2,47)$ |
5444:
5444 4-(48,6,154) (complement has $\lambda=792$) design of number 5443 with respect to smaller t |
5445:
5445 4-(47,5,7) (complement has $\lambda=36$)
5446:
5446 4-(47,6,147) (complement has $\lambda=756$) residual design of number 5443 |
5447:
5447 5-(48,6,8) (complement has $\lambda=35$)
5448:
5448 4-(48,6,176) (complement has $\lambda=770$) design of number 5447 with respect to smaller t |
5449:
5449 4-(47,5,8) (complement has $\lambda=35$)
5450:
5450 4-(47,6,168) (complement has $\lambda=735$)
residual design of number 5447 |
5451:
5451 5-(48,7,273) (complement has $\lambda=630$)
5452:
5452 4-(48,7,4004) (complement has $\lambda=9240$) design of number 5451 with respect to smaller t |
residual design of number 5454 |
5453:
5453 4-(47,7,3731) (complement has $\lambda=8610$) residual design of number 5451 |
5454:
5454 5-(49,7,286) (complement has $\lambda=660$) TvT: 5-(48,6,13) $\cup$ 5-(48,7,273) |
5455:
5455 4-(49,7,4290) (complement has $\lambda=9900$) design of number 5454 with respect to smaller t |
5456:
5456 5-(52,6,2) (complement has $\lambda=45$) $P\Gamma L(2,25)\times C_2$ many solutions |
5457:
5457 4-(52,6,48) (complement has $\lambda=1080$) design of number 5456 with respect to smaller t |
5458:
5458 4-(51,5,2) (complement has $\lambda=45$)
5459:
5459 4-(51,6,46) (complement has $\lambda=1035$) residual design of number 5456 |
5460:
5460 5-(64,7,120) (complement has $\lambda=1591$)
$A\Sigma L(3,4)$ many solutions |
5461:
5461 4-(64,7,2400) (complement has $\lambda=31820$) design of number 5460 with respect to smaller t |
5462:
5462 4-(63,6,120) (complement has $\lambda=1591$)
5463:
5463 4-(63,7,2280) (complement has $\lambda=30229$) residual design of number 5460 |
5464:
5464 5-(64,7,192) (complement has $\lambda=1519$) $A\Sigma L(3,4)$ many solutions |
5465:
5465 4-(64,7,3840) (complement has $\lambda=30380$) design of number 5464 with respect to smaller t |
5466:
5466 4-(63,6,192) (complement has $\lambda=1519$)
5467:
5467 4-(63,7,3648) (complement has $\lambda=28861$) residual design of number 5464 |
5468:
5468 5-(64,7,240) (complement has $\lambda=1471$) $A\Sigma L(3,4)$ many solutions |
5469:
5469 4-(64,7,4800) (complement has $\lambda=29420$) design of number 5468 with respect to smaller t |
5470:
5470 4-(63,6,240) (complement has $\lambda=1471$)
5471:
5471 4-(63,7,4560) (complement has $\lambda=27949$) residual design of number 5468 |
5472:
5472 5-(64,7,316) (complement has $\lambda=1395$) $A\Sigma L(3,4)$ many solutions |
5473:
5473 4-(64,7,6320) (complement has $\lambda=27900$) design of number 5472 with respect to smaller t |
5474:
5474 4-(63,6,316) (complement has $\lambda=1395$)
5475:
5475 4-(63,7,6004) (complement has $\lambda=26505$) residual design of number 5472 |
5476:
5476 5-(64,7,364) (complement has $\lambda=1347$) $A\Sigma L(3,4)$ many solutions |
5477:
5477 4-(64,7,7280) (complement has $\lambda=26940$) design of number 5476 with respect to smaller t |
5478:
5478 4-(63,6,364) (complement has $\lambda=1347$)
5479:
5479 4-(63,7,6916) (complement has $\lambda=25593$) residual design of number 5476 |
5480:
5480 5-(64,7,388) (complement has $\lambda=1323$)
$A\Sigma L(3,4)$ many solutions |
5481:
5481 4-(64,7,7760) (complement has $\lambda=26460$) design of number 5480 with respect to smaller t |
5482:
5482 4-(63,6,388) (complement has $\lambda=1323$)
5483:
5483 4-(63,7,7372) (complement has $\lambda=25137$) residual design of number 5480 |
5484:
5484 5-(64,7,408) (complement has $\lambda=1303$) $ASL(3,4)$ many solutions |
5485:
5485 4-(64,7,8160) (complement has $\lambda=26060$) design of number 5484 with respect to smaller t |
5486:
5486 4-(63,6,408) (complement has $\lambda=1303$)
5487:
5487 4-(63,7,7752) (complement has $\lambda=24757$) residual design of number 5484 |
5488:
5488 5-(64,7,456) (complement has $\lambda=1255$) $ASL(3,4)$ many solutions |
5489:
5489 4-(64,7,9120) (complement has $\lambda=25100$) design of number 5488 with respect to smaller t |
5490:
5490 4-(63,6,456) (complement has $\lambda=1255$)
5491:
5491 4-(63,7,8664) (complement has $\lambda=23845$) residual design of number 5488 |
5492:
5492 5-(64,7,528) (complement has $\lambda=1183$) $ASL(3,4)$ many solutions |
5493:
5493 4-(64,7,10560) (complement has $\lambda=23660$) design of number 5492 with respect to smaller t |
5494:
5494 4-(63,6,528) (complement has $\lambda=1183$)
5495:
5495 4-(63,7,10032) (complement has $\lambda=22477$) residual design of number 5492 |
5496:
5496 5-(64,7,576) (complement has $\lambda=1135$) $ASL(3,4)$ many solutions |
5497:
5497 4-(64,7,11520) (complement has $\lambda=22700$) design of number 5496 with respect to smaller t |
5498:
5498 4-(63,6,576) (complement has $\lambda=1135$)
5499:
5499 4-(63,7,10944) (complement has $\lambda=21565$) residual design of number 5496 |
5500:
5500 5-(64,7,651) (complement has $\lambda=1060$)
$A\Sigma L(3,4)$ many solutions |
5501:
5501 4-(64,7,13020) (complement has $\lambda=21200$) design of number 5500 with respect to smaller t |
5502:
5502 4-(63,6,651) (complement has $\lambda=1060$)
5503:
5503 4-(63,7,12369) (complement has $\lambda=20140$) residual design of number 5500 |
5504:
5504 5-(64,7,675) (complement has $\lambda=1036$) $A\Sigma L(3,4)$ many solutions |
5505:
5505 4-(64,7,13500) (complement has $\lambda=20720$) design of number 5504 with respect to smaller t |
5506:
5506 4-(63,6,675) (complement has $\lambda=1036$)
5507:
5507 4-(63,7,12825) (complement has $\lambda=19684$) residual design of number 5504 |
5508:
5508 5-(64,7,723) (complement has $\lambda=988$) $A\Sigma L(3,4)$ many solutions |
5509:
5509 4-(64,7,14460) (complement has $\lambda=19760$) design of number 5508 with respect to smaller t |
5510:
5510 4-(63,6,723) (complement has $\lambda=988$)
5511:
5511 4-(63,7,13737) (complement has $\lambda=18772$) residual design of number 5508 |
5512:
5512 5-(64,7,744) (complement has $\lambda=967$) $ASL(3,4)$ many solutions |
5513:
5513 4-(64,7,14880) (complement has $\lambda=19340$) design of number 5512 with respect to smaller t |
5514:
5514 4-(63,6,744) (complement has $\lambda=967$)
5515:
5515 4-(63,7,14136) (complement has $\lambda=18373$) residual design of number 5512 |
5516:
5516 5-(72,6,1) (complement has $\lambda=66$) \cite{Mills78}\cite{Grannelletal98} $PSL(2,71)$ short orbits: 4204 isomorphism types |
\cite{Mills78}\cite{Grannelletal98} $PSL(2,71)$ short orbits: 4204 isomorphism types, 916299 isomorphism types \cite{BettenMolodtsovLaueWassermann98} |
5517:
5517 4-(72,6,34) (complement has $\lambda=2244$) design of number 5516 with respect to smaller t |
5518:
5518 4-(71,5,1) (complement has $\lambda=66$)
5519:
5519 4-(71,6,33) (complement has $\lambda=2178$) residual design of number 5516 |
5520:
5520 5-(84,6,1) (complement has $\lambda=78$)
\cite{Denniston76} $PSL(2,83)$ 38717 isomorphism types from short orbits \cite{Grannelletal98} |
\cite{Denniston76} $PSL(2,83)$ 38717 isomorphism types from short orbits \cite{Grannelletal98}, semiregular: 3 isomorphism types \cite{BettenMolodtsovLaueWassermann98} |
5521:
5521 4-(84,6,40) (complement has $\lambda=3120$) design of number 5520 with respect to smaller t |
5522:
5522 4-(83,5,1) (complement has $\lambda=78$)
5523:
5523 4-(83,6,39) (complement has $\lambda=3042$) residual design of number 5520 |
5524:
5524 6-(19,7,4) (complement has $\lambda=9$) $Hol(C_{17})++$ (1 isom. type) \cite{Bettenetal97b} |
5525:
5525 6-(19,7,6) (complement has $\lambda=7$) $Hol(C_{19})$ (3 isom. types) \cite{Bettenetal97b} |
5526:
5526 5-(18,6,6) (complement has $\lambda=7$)
5527:
5527 6-(19,9,126) (complement has $\lambda=160$) $(PSL(2,8)\times C_2)+$ (24 solutions) |
derived from number 5530 |
5528:
5528 6-(19,10,315) (complement has $\lambda=400$) supplementary design of number 5527 |
residual design of number 5530 |
5529:
5529 6-(20,10,441) (complement has $\lambda=560$) Tran van Trung construction with supplementary design for design number 5527 |
design of number 5530 with respect to smaller t |
$PSL(2,19)$ 4 isomorphism types |
5530:
5530 7-(20,10,126) (complement has $\lambda=160$)
Alltop construction for design number 5527 |
$(PGL(2,8)\times C_2)++$(24 solutions, 4 isomorphism types), Alltop construction from 6-(19,9,126) |
5531:
5531 5-(18,10,567) (complement has $\lambda=720$) residual design of number 5528 |
5532:
5532 4-(17,10,756) (complement has $\lambda=960$) residual design of number 5531 |
5533:
5533 6-(20,9,112) (complement has $\lambda=252$) $PSL(2,19)$ (2 isom. types) \cite{Krameretal85} |
$PSL(2,9)\times C_2$ many solutions |
$C_2\times PGL(2,9)$ 196 solutions |
5534:
5534 5-(19,8,112) (complement has $\lambda=252$)
5535:
5535 5-(19,9,308) (complement has $\lambda=693$) residual design of number 5533 |
5536:
5536 4-(18,8,308) (complement has $\lambda=693$) residual design of number 5534 |
derived from number 5535 |
5537:
5537 5-(19,10,616) (complement has $\lambda=1386$) supplementary design of number 5535 |
5538:
5538 4-(18,10,924) (complement has $\lambda=2079$) residual design of number 5537 |
5539:
5539 6-(20,10,406) (complement has $\lambda=595$) $PSL(2,19)$ 7 isomorphism types |
design of number 7810 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 7811 |
5540:
5540 5-(19,9,406) (complement has $\lambda=595$)
derived from number 5539 |
design of number 7811 with respect to smaller t |
5541:
5541 5-(19,10,812) (complement has $\lambda=1190$) residual design of number 5539 |
supplementary design of number 5540 |
design of number 7812 with respect to smaller t |
5542:
5542 4-(18,8,406) (complement has $\lambda=595$) derived from number 5540 |
design of number 7813 with respect to smaller t |
5543:
5543 4-(18,10,1218) (complement has $\lambda=1785$) residual design of number 5541 |
design of number 7814 with respect to smaller t |
5544:
5544 6-(20,10,434) (complement has $\lambda=567$) $PSL(2,19)$ 1 isomorphism type |
design of number 7817 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 7818 |
5545:
5545 5-(19,9,434) (complement has $\lambda=567$) derived from number 5544 |
design of number 7818 with respect to smaller t |
5546:
5546 5-(19,10,868) (complement has $\lambda=1134$) residual design of number 5544 |
supplementary design of number 5545 |
design of number 7819 with respect to smaller t |
5547:
5547 4-(18,10,1302) (complement has $\lambda=1701$) residual design of number 5546 |
design of number 7820 with respect to smaller t |
5548:
5548 6-(20,10,469) (complement has $\lambda=532$) $PSL(2,19)$ 56 isomorphism types |
design of number 7822 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 7823 |
5549:
5549 5-(19,9,469) (complement has $\lambda=532$) derived from number 5548 |
design of number 7823 with respect to smaller t |
5550:
5550 5-(19,10,938) (complement has $\lambda=1064$)
residual design of number 5548 |
supplementary design of number 5549 |
design of number 7824 with respect to smaller t |
5551:
5551 4-(18,8,469) (complement has $\lambda=532$) derived from number 5549 |
design of number 7825 with respect to smaller t |
5552:
5552 4-(18,10,1407) (complement has $\lambda=1596$) residual design of number 5550 |
design of number 7826 with respect to smaller t |
5553:
5553 6-(22,7,8) (selfcomplementary) (6-(8m+6,7,4m) for m=2 \cite{Teirlinck89}), Halving of the complete design |
5554:
5554 5-(21,6,8) (selfcomplementary) derived from number 5553 |
derived from complement of number 5553 |
5555:
5555 5-(21,7,60) (selfcomplementary) residual design of number 5553 |
residual design of complement of number 5553 |
derived from number 5559 |
derived from complement of number 5559 |
5556:
5556 4-(20,5,8) (selfcomplementary) derived from number 5554 |
derived from complement of number 5554 |
5557:
5557 4-(20,6,60) (selfcomplementary) residual design of number 5554 |
residual design of complement of number 5554 |
derived from number 5555 |
derived from complement of number 5555 |
5558:
5558 4-(20,7,280) (selfcomplementary) residual design of number 5555 |
residual design of complement of number 5555 |
derived from number 5560 |
derived from complement of number 5560 |
5559:
5559 6-(22,8,60) (selfcomplementary) PSL(2,19)++ (1148 isom types) \cite{Kreher93}, Halving of the complete design |
5560:
5560 5-(21,8,280) (selfcomplementary)
residual design of number 5559 |
residual design of complement of number 5559 |
derived from number 5561 |
derived from complement of number 5561 |
5561:
5561 6-(22,9,280) (selfcomplementary) $(PSL(3,2)\times S_3)+$ Halving of the complete design |
5562:
5562 5-(22,9,1190) (selfcomplementary) design of number 5561 with respect to smaller t |
complementary design of number 5561 with respect to smaller t |
derived from number 5585 |
derived from complement of number 5585 |
residual design of number 5660 |
residual design of complement of number 5660 |
5563:
5563 6-(22,10,350) (complement has $\lambda=1470$)
5564:
5564 5-(22,10,1190) (complement has $\lambda=4998$) design of number 5563 with respect to smaller t |
derived from number 11494 |
5565:
5565 5-(21,9,350) (complement has $\lambda=1470$)
5566:
5566 4-(22,10,3570) (complement has $\lambda=14994$) design of number 5564 with respect to smaller t |
derived from number 11484 |
5567:
5567 4-(21,9,1190) (complement has $\lambda=4998$) derived from number 5564 |
design of number 5565 with respect to smaller t |
5568:
5568 4-(20,8,350) (complement has $\lambda=1470$)
5569:
5569 6-(22,10,840) (complement has $\lambda=980$)
5570:
5570 6-(22,11,840) (complement has $\lambda=3528$)
5571:
5571 6-(22,11,1008) (complement has $\lambda=3360$) $PGL(2,19)++$ |
design of number 5575 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5576 |
5572:
5572 6-(22,11,1512) (complement has $\lambda=2856$)
5573:
5573 6-(22,11,1848) (complement has $\lambda=2520$)
5574:
5574 6-(22,11,2016) (complement has $\lambda=2352$) $PGL(2,19)++$ |
design of number 5580 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5581 |
5575:
5575 7-(22,11,315) (complement has $\lambda=1050$) $PGL(2,19)++$ 1 solution = 1 isomorphism type |
Alltop construction for design number 5576 |
PGL(2,19)++ 1 isom. type |
5576:
5576 6-(21,10,315) (complement has $\lambda=1050$)
5577:
5577 6-(21,11,693) (complement has $\lambda=2310$) residual design of number 5575 |
supplementary design of number 5576 |
5578:
5578 5-(20,11,1155) (complement has $\lambda=3850$) residual design of number 5577 |
5579:
5579 4-(19,11,1485) (complement has $\lambda=4950$) residual design of number 5578 |
5580:
5580 7-(22,11,630) (complement has $\lambda=735$)
$PGL(2,19)++$ 30 solutions |
Alltop construction for design number 5581 |
PSL(2,19)++ (>= 1 isom. types) |
5581:
5581 6-(21,10,630) (complement has $\lambda=735$)
5582:
5582 6-(21,11,1386) (complement has $\lambda=1617$) residual design of number 5580 |
supplementary design of number 5581 |
5583:
5583 5-(20,11,2310) (complement has $\lambda=2695$) residual design of number 5582 |
5584:
5584 4-(19,11,2970) (complement has $\lambda=3465$) residual design of number 5583 |
5585:
5585 6-(23,10,1190) (selfcomplementary) residual 7-(24,10,340) Halving of the complete design |
residual design of number 7846 |
residual design of complement of number 7846 |
5586:
5586 5-(22,10,3094) (selfcomplementary) residual design of number 5585 |
residual design of complement of number 5585 |
5587:
5587 6-(23,11,1722) (complement has $\lambda=4466$) PSL(2,19)+++ (>=1 isom. types) |
derived from number 5593 |
5588:
5588 6-(23,12,3444) (complement has $\lambda=8932$) supplementary design of number 5587 |
residual design of number 5593 |
5589:
5589 5-(23,11,5166) (complement has $\lambda=13398$) design of number 5587 with respect to smaller t |
derived from number 5592 |
5590:
5590 5-(22,10,1722) (complement has $\lambda=4466$)
5591:
5591 5-(22,11,3444) (complement has $\lambda=8932$) residual design of number 5587 |
derived from number 5588 |
Alltop construction for design number 5601 |
5592:
5592 6-(24,12,5166) (complement has $\lambda=13398$) Tran van Trung construction with supplementary design for design number 5587 |
design of number 5593 with respect to smaller t |
5593:
5593 7-(24,12,1722) (complement has $\lambda=4466$) Alltop construction for design number 5587 |
5594:
5594 5-(23,12,8856) (complement has $\lambda=22968$) design of number 5588 with respect to smaller t |
supplementary design of number 5589 |
residual design of number 5592 |
5595:
5595 5-(22,12,5412) (complement has $\lambda=14036$) residual design of number 5588 |
5596:
5596 4-(23,11,14022) (complement has $\lambda=36366$) design of number 5589 with respect to smaller t |
derived from number 5599 |
5597:
5597 4-(22,10,5166) (complement has $\lambda=13398$) derived from number 5589 |
design of number 5590 with respect to smaller t |
5598:
5598 4-(22,11,8856) (complement has $\lambda=22968$) residual design of number 5589 |
design of number 5591 with respect to smaller t |
derived from number 5594 |
Tran van Trung construction with supplementary design for design number 5601 |
5599:
5599 5-(24,12,14022) (complement has $\lambda=36366$) Tran van Trung construction with supplementary design for design number 5589 |
design of number 5592 with respect to smaller t |
Alltop construction for design number 5596 |
5600:
5600 4-(21,9,1722) (complement has $\lambda=4466$)
5601:
5601 4-(21,10,3444) (complement has $\lambda=8932$) residual design of number 5590 |
derived from number 5591 |
5602:
5602 4-(21,11,5412) (complement has $\lambda=14036$) residual design of number 5591 |
derived from number 5595 |
supplementary design of number 5601 |
5603:
5603 4-(23,12,21033) (complement has $\lambda=54549$) design of number 5594 with respect to smaller t |
supplementary design of number 5596 |
residual design of number 5599 |
5604:
5604 4-(22,12,12177) (complement has $\lambda=31581$) residual design of number 5594 |
design of number 5595 with respect to smaller t |
5605:
5605 4-(21,12,6765) (complement has $\lambda=17545$) residual design of number 5595 |
5606:
5606 4-(24,12,35055) (complement has $\lambda=90915$) Tran van Trung construction with supplementary design for design number 5596 |
design of number 5599 with respect to smaller t |
5607:
5607 6-(23,11,2142) (complement has $\lambda=4046$) PSL(2,19)+++ (>=1 isom. types) |
derived from number 5612 |
5608:
5608 6-(23,12,4284) (complement has $\lambda=8092$) supplementary design of number 5607 |
residual design of number 5612 |
5609:
5609 5-(23,11,6426) (complement has $\lambda=12138$) design of number 5607 with respect to smaller t |
derived from number 5611 |
5610:
5610 5-(22,10,2142) (complement has $\lambda=4046$)
5611:
5611 6-(24,12,6426) (complement has $\lambda=12138$) Tran van Trung construction with supplementary design for design number 5607 |
design of number 5612 with respect to smaller t |
5612:
5612 7-(24,12,2142) (complement has $\lambda=4046$) Alltop construction for design number 5607 |
5613:
5613 5-(23,12,11016) (complement has $\lambda=20808$) design of number 5608 with respect to smaller t |
supplementary design of number 5609 |
residual design of number 5611 |
5614:
5614 5-(22,12,6732) (complement has $\lambda=12716$) residual design of number 5608 |
5615:
5615 4-(22,10,6426) (complement has $\lambda=12138$) derived from number 5609 |
design of number 5610 with respect to smaller t |
5616:
5616 4-(22,12,15147) (complement has $\lambda=28611$) residual design of number 5613 |
design of number 5614 with respect to smaller t |
5617:
5617 4-(21,12,8415) (complement has $\lambda=15895$) residual design of number 5614 |
5618:
5618 6-(23,11,2226) (complement has $\lambda=3962$) PSL(2,19)+++ (>=1 isom. types) |
derived from number 5624 |
5619:
5619 6-(23,12,4452) (complement has $\lambda=7924$) supplementary design of number 5618 |
residual design of number 5624 |
5620:
5620 5-(23,11,6678) (complement has $\lambda=11886$)
design of number 5618 with respect to smaller t |
derived from number 5623 |
5621:
5621 5-(22,10,2226) (complement has $\lambda=3962$)
5622:
5622 5-(22,11,4452) (complement has $\lambda=7924$) residual design of number 5618 |
derived from number 5619 |
Alltop construction for design number 5632 |
5623:
5623 6-(24,12,6678) (complement has $\lambda=11886$) Tran van Trung construction with supplementary design for design number 5618 |
design of number 5624 with respect to smaller t |
5624:
5624 7-(24,12,2226) (complement has $\lambda=3962$) Alltop construction for design number 5618 |
5625:
5625 5-(23,12,11448) (complement has $\lambda=20376$) design of number 5619 with respect to smaller t |
supplementary design of number 5620 |
residual design of number 5623 |
5626:
5626 5-(22,12,6996) (complement has $\lambda=12452$) residual design of number 5619 |
5627:
5627 4-(23,11,18126) (complement has $\lambda=32262$) design of number 5620 with respect to smaller t |
derived from number 5630 |
5628:
5628 4-(22,10,6678) (complement has $\lambda=11886$) derived from number 5620 |
design of number 5621 with respect to smaller t |
5629:
5629 4-(22,11,11448) (complement has $\lambda=20376$) residual design of number 5620 |
design of number 5622 with respect to smaller t |
derived from number 5625 |
Tran van Trung construction with supplementary design for design number 5632 |
5630:
5630 5-(24,12,18126) (complement has $\lambda=32262$)
Tran van Trung construction with supplementary design for design number 5620 |
design of number 5623 with respect to smaller t |
Alltop construction for design number 5627 |
5631:
5631 4-(21,9,2226) (complement has $\lambda=3962$)
5632:
5632 4-(21,10,4452) (complement has $\lambda=7924$) residual design of number 5621 |
derived from number 5622 |
5633:
5633 4-(21,11,6996) (complement has $\lambda=12452$) residual design of number 5622 |
derived from number 5626 |
supplementary design of number 5632 |
5634:
5634 4-(23,12,27189) (complement has $\lambda=48393$) design of number 5625 with respect to smaller t |
supplementary design of number 5627 |
residual design of number 5630 |
5635:
5635 4-(22,12,15741) (complement has $\lambda=28017$) residual design of number 5625 |
design of number 5626 with respect to smaller t |
5636:
5636 4-(21,12,8745) (complement has $\lambda=15565$) residual design of number 5626 |
5637:
5637 4-(24,12,45315) (complement has $\lambda=80655$) Tran van Trung construction with supplementary design for design number 5627 |
design of number 5630 with respect to smaller t |
5638:
5638 6-(23,11,2982) (complement has $\lambda=3206$) PSL(2,19)+++ (>=1 isom. types) |
derived from number 5644 |
5639:
5639 6-(23,12,5964) (complement has $\lambda=6412$) supplementary design of number 5638 |
residual design of number 5644 |
5640:
5640 5-(23,11,8946) (complement has $\lambda=9618$)
design of number 5638 with respect to smaller t |
derived from number 5643 |
5641:
5641 5-(22,10,2982) (complement has $\lambda=3206$)
5642:
5642 5-(22,11,5964) (complement has $\lambda=6412$) residual design of number 5638 |
derived from number 5639 |
Alltop construction for design number 5652 |
5643:
5643 6-(24,12,8946) (complement has $\lambda=9618$) Tran van Trung construction with supplementary design for design number 5638 |
design of number 5644 with respect to smaller t |
5644:
5644 7-(24,12,2982) (complement has $\lambda=3206$) Alltop construction for design number 5638 |
5645:
5645 5-(23,12,15336) (complement has $\lambda=16488$) design of number 5639 with respect to smaller t |
supplementary design of number 5640 |
residual design of number 5643 |
5646:
5646 5-(22,12,9372) (complement has $\lambda=10076$) residual design of number 5639 |
5647:
5647 4-(23,11,24282) (complement has $\lambda=26106$) design of number 5640 with respect to smaller t |
derived from number 5650 |
5648:
5648 4-(22,10,8946) (complement has $\lambda=9618$) derived from number 5640 |
design of number 5641 with respect to smaller t |
5649:
5649 4-(22,11,15336) (complement has $\lambda=16488$) residual design of number 5640 |
design of number 5642 with respect to smaller t |
derived from number 5645 |
Tran van Trung construction with supplementary design for design number 5652 |
5650:
5650 5-(24,12,24282) (complement has $\lambda=26106$)
Tran van Trung construction with supplementary design for design number 5640 |
design of number 5643 with respect to smaller t |
Alltop construction for design number 5647 |
5651:
5651 4-(21,9,2982) (complement has $\lambda=3206$)
5652:
5652 4-(21,10,5964) (complement has $\lambda=6412$) residual design of number 5641 |
derived from number 5642 |
5653:
5653 4-(21,11,9372) (complement has $\lambda=10076$) residual design of number 5642 |
derived from number 5646 |
supplementary design of number 5652 |
5654:
5654 4-(23,12,36423) (complement has $\lambda=39159$) design of number 5645 with respect to smaller t |
supplementary design of number 5647 |
residual design of number 5650 |
5655:
5655 4-(22,12,21087) (complement has $\lambda=22671$) residual design of number 5645 |
design of number 5646 with respect to smaller t |
5656:
5656 4-(21,12,11715) (complement has $\lambda=12595$) residual design of number 5646 |
5657:
5657 4-(24,12,60705) (complement has $\lambda=65265$) Tran van Trung construction with supplementary design for design number 5647 |
design of number 5650 with respect to smaller t |
5658:
5658 6-(23,8,68) (selfcomplementary) \cite{Kreher93} Halving of the complete design |
5659:
5659 5-(23,8,408) (selfcomplementary) design of number 5658 with respect to smaller t |
complementary design of number 5658 with respect to smaller t |
derived from number 5787 |
derived from complement of number 5787 |
5660:
5660 6-(23,9,340) (selfcomplementary)
derived 7-(24,10,340) Halving of the complete design |
derived from number 7846 |
derived from complement of number 7846 |
5661:
5661 5-(23,9,1530) (selfcomplementary) design of number 5660 with respect to smaller t |
complementary design of number 5660 with respect to smaller t |
derived from number 5662 |
derived from complement of number 5662 |
residual design of number 5787 |
residual design of complement of number 5787 |
5662:
5662 6-(24,10,1530) (selfcomplementary) PSL(2,23) (>=1 isom. types) Halving of the complete design |
design of number 7846 with respect to smaller t |
complementary design of number 7846 with respect to smaller t |
5663:
5663 6-(24,11,2772) (complement has $\lambda=5796$) PSL(2,23) (>=1 isom. types) |
5664:
5664 5-(24,11,8778) (complement has $\lambda=18354$) design of number 5663 with respect to smaller t |
derived from number 5889 |
5665:
5665 5-(23,10,2772) (complement has $\lambda=5796$)
5666:
5666 5-(23,11,6006) (complement has $\lambda=12558$) residual design of number 5663 |
5667:
5667 4-(24,11,25080) (complement has $\lambda=52440$) design of number 5664 with respect to smaller t |
derived from number 5891 |
5668:
5668 4-(23,10,8778) (complement has $\lambda=18354$) derived from number 5664 |
design of number 5665 with respect to smaller t |
5669:
5669 4-(23,11,16302) (complement has $\lambda=34086$) residual design of number 5664 |
design of number 5666 with respect to smaller t |
derived from number 5674 |
5670:
5670 4-(22,9,2772) (complement has $\lambda=5796$)
5671:
5671 4-(22,10,6006) (complement has $\lambda=12558$) residual design of number 5665 |
derived from number 5666 |
5672:
5672 5-(23,12,10296) (complement has $\lambda=21528$) supplementary design of number 5666 |
5673:
5673 4-(22,11,10296) (complement has $\lambda=21528$) residual design of number 5666 |
derived from number 5672 |
5674:
5674 5-(24,12,16302) (complement has $\lambda=34086$) Tran van Trung construction with supplementary design for design number 5666 |
Alltop construction for design number 5669 |
residual design of number 5889 |
derived from number 5890 |
5675:
5675 4-(23,12,24453) (complement has $\lambda=51129$) supplementary design of number 5669 |
design of number 5672 with respect to smaller t |
residual design of number 5674 |
derived from number 5895 |
5676:
5676 4-(24,12,40755) (complement has $\lambda=85215$) Tran van Trung construction with supplementary design for design number 5669 |
design of number 5674 with respect to smaller t |
residual design of number 5891 |
derived from number 5894 |
5677:
5677 4-(22,12,14157) (complement has $\lambda=29601$) residual design of number 5672 |
5678:
5678 6-(24,12,6510) (complement has $\lambda=12054$) PSL(2,23) (>=2 isom. types) |
5679:
5679 5-(24,12,17670) (complement has $\lambda=32718$) design of number 5678 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5680 |
Alltop construction for design number 5683 |
5680:
5680 5-(23,11,6510) (complement has $\lambda=12054$)
5681:
5681 5-(23,12,11160) (complement has $\lambda=20664$) residual design of number 5678 |
supplementary design of number 5680 |
5682:
5682 4-(24,12,44175) (complement has $\lambda=81795$) design of number 5679 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5683 |
5683:
5683 4-(23,11,17670) (complement has $\lambda=32718$) derived from number 5679 |
design of number 5680 with respect to smaller t |
5684:
5684 4-(23,12,26505) (complement has $\lambda=49077$) residual design of number 5679 |
design of number 5681 with respect to smaller t |
supplementary design of number 5683 |
5685:
5685 4-(22,10,6510) (complement has $\lambda=12054$)
5686:
5686 4-(22,11,11160) (complement has $\lambda=20664$) residual design of number 5680 |
derived from number 5681 |
5687:
5687 4-(22,12,15345) (complement has $\lambda=28413$) residual design of number 5681 |
5688:
5688 6-(24,12,7392) (complement has $\lambda=11172$) PSL(2,23) (>=2 isom. types) |
5689:
5689 5-(24,12,20064) (complement has $\lambda=30324$) design of number 5688 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5690 |
Alltop construction for design number 5693 |
5690:
5690 5-(23,11,7392) (complement has $\lambda=11172$)
5691:
5691 5-(23,12,12672) (complement has $\lambda=19152$) residual design of number 5688 |
supplementary design of number 5690 |
5692:
5692 4-(24,12,50160) (complement has $\lambda=75810$) design of number 5689 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5693 |
5693:
5693 4-(23,11,20064) (complement has $\lambda=30324$) derived from number 5689 |
design of number 5690 with respect to smaller t |
5694:
5694 4-(23,12,30096) (complement has $\lambda=45486$) residual design of number 5689 |
design of number 5691 with respect to smaller t |
supplementary design of number 5693 |
5695:
5695 4-(22,10,7392) (complement has $\lambda=11172$)
5696:
5696 4-(22,11,12672) (complement has $\lambda=19152$) residual design of number 5690 |
derived from number 5691 |
5697:
5697 4-(22,12,17424) (complement has $\lambda=26334$) residual design of number 5691 |
5698:
5698 6-(24,12,7896) (complement has $\lambda=10668$) PSL(2,23) (>=2 isom. types) |
5699:
5699 5-(24,12,21432) (complement has $\lambda=28956$) design of number 5698 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5700 |
Alltop construction for design number 5703 |
5700:
5700 5-(23,11,7896) (complement has $\lambda=10668$)
5701:
5701 5-(23,12,13536) (complement has $\lambda=18288$) residual design of number 5698 |
supplementary design of number 5700 |
5702:
5702 4-(24,12,53580) (complement has $\lambda=72390$) design of number 5699 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5703 |
5703:
5703 4-(23,11,21432) (complement has $\lambda=28956$) derived from number 5699 |
design of number 5700 with respect to smaller t |
5704:
5704 4-(23,12,32148) (complement has $\lambda=43434$) residual design of number 5699 |
design of number 5701 with respect to smaller t |
supplementary design of number 5703 |
5705:
5705 4-(22,10,7896) (complement has $\lambda=10668$)
5706:
5706 4-(22,11,13536) (complement has $\lambda=18288$) residual design of number 5700 |
derived from number 5701 |
5707:
5707 4-(22,12,18612) (complement has $\lambda=25146$) residual design of number 5701 |
5708:
5708 6-(24,12,8778) (complement has $\lambda=9786$) PGL(2,23) (>=2 isom. types) |
5709:
5709 5-(24,12,23826) (complement has $\lambda=26562$) design of number 5708 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5710 |
Alltop construction for design number 5713 |
5710:
5710 5-(23,11,8778) (complement has $\lambda=9786$)
5711:
5711 5-(23,12,15048) (complement has $\lambda=16776$) residual design of number 5708 |
supplementary design of number 5710 |
5712:
5712 4-(24,12,59565) (complement has $\lambda=66405$) design of number 5709 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5713 |
5713:
5713 4-(23,11,23826) (complement has $\lambda=26562$) derived from number 5709 |
design of number 5710 with respect to smaller t |
5714:
5714 4-(23,12,35739) (complement has $\lambda=39843$) residual design of number 5709 |
design of number 5711 with respect to smaller t |
supplementary design of number 5713 |
5715:
5715 4-(22,10,8778) (complement has $\lambda=9786$)
5716:
5716 4-(22,11,15048) (complement has $\lambda=16776$) residual design of number 5710 |
derived from number 5711 |
5717:
5717 4-(22,12,20691) (complement has $\lambda=23067$) residual design of number 5711 |
5718:
5718 6-(24,12,8820) (complement has $\lambda=9744$) PSL(2,23) (>=2 isom. types) |
5719:
5719 5-(24,12,23940) (complement has $\lambda=26448$) design of number 5718 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5720 |
Alltop construction for design number 5723 |
5720:
5720 5-(23,11,8820) (complement has $\lambda=9744$)
5721:
5721 5-(23,12,15120) (complement has $\lambda=16704$) residual design of number 5718 |
supplementary design of number 5720 |
5722:
5722 4-(24,12,59850) (complement has $\lambda=66120$) design of number 5719 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5723 |
5723:
5723 4-(23,11,23940) (complement has $\lambda=26448$) derived from number 5719 |
design of number 5720 with respect to smaller t |
5724:
5724 4-(23,12,35910) (complement has $\lambda=39672$) residual design of number 5719 |
design of number 5721 with respect to smaller t |
supplementary design of number 5723 |
5725:
5725 4-(22,10,8820) (complement has $\lambda=9744$)
5726:
5726 4-(22,12,20790) (complement has $\lambda=22968$) residual design of number 5721 |
5727:
5727 6-(24,12,8862) (complement has $\lambda=9702$) PGL(2,23) (>=2 isom. types) |
5728:
5728 5-(24,12,24054) (complement has $\lambda=26334$) design of number 5727 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5729 |
Alltop construction for design number 5732 |
5729:
5729 5-(23,11,8862) (complement has $\lambda=9702$)
5730:
5730 5-(23,12,15192) (complement has $\lambda=16632$)
residual design of number 5727 |
supplementary design of number 5729 |
5731:
5731 4-(24,12,60135) (complement has $\lambda=65835$) design of number 5728 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5732 |
5732:
5732 4-(23,11,24054) (complement has $\lambda=26334$) derived from number 5728 |
design of number 5729 with respect to smaller t |
5733:
5733 4-(23,12,36081) (complement has $\lambda=39501$) residual design of number 5728 |
design of number 5730 with respect to smaller t |
supplementary design of number 5732 |
5734:
5734 4-(22,10,8862) (complement has $\lambda=9702$)
5735:
5735 4-(22,11,15192) (complement has $\lambda=16632$) residual design of number 5729 |
derived from number 5730 |
5736:
5736 4-(22,12,20889) (complement has $\lambda=22869$) residual design of number 5730 |
5737:
5737 6-(24,12,9240) (complement has $\lambda=9324$) PGL(2,23) (>=2 isom. types) |
5738:
5738 5-(24,12,25080) (complement has $\lambda=25308$) design of number 5737 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5739 |
Alltop construction for design number 5742 |
5739:
5739 5-(23,11,9240) (complement has $\lambda=9324$)
5740:
5740 5-(23,12,15840) (complement has $\lambda=15984$)
residual design of number 5737 |
supplementary design of number 5739 |
5741:
5741 4-(24,12,62700) (complement has $\lambda=63270$) design of number 5738 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 5742 |
5742:
5742 4-(23,11,25080) (complement has $\lambda=25308$) derived from number 5738 |
design of number 5739 with respect to smaller t |
5743:
5743 4-(23,12,37620) (complement has $\lambda=37962$) residual design of number 5738 |
design of number 5740 with respect to smaller t |
supplementary design of number 5742 |
5744:
5744 4-(22,10,9240) (complement has $\lambda=9324$)
5745:
5745 4-(22,11,15840) (complement has $\lambda=15984$) residual design of number 5739 |
derived from number 5740 |
5746:
5746 4-(22,12,21780) (complement has $\lambda=21978$) residual design of number 5740 |
5747:
5747 6-(24,8,36) (complement has $\lambda=117$) PGL(2,23) (9 isom. types) \cite{Bettenetal98b} |
design of number 7847 with respect to smaller t |
5748:
5748 5-(24,8,228) (complement has $\lambda=741$) design of number 5747 with respect to smaller t |
5749:
5749 5-(23,7,36) (complement has $\lambda=117$) derived from number 5747 |
design of number 7848 with respect to smaller t |
5750:
5750 5-(23,8,192) (complement has $\lambda=624$)
residual design of number 5747 |
design of number 7849 with respect to smaller t |
5751:
5751 4-(24,8,1140) (complement has $\lambda=3705$) design of number 5748 with respect to smaller t |
5752:
5752 4-(23,7,228) (complement has $\lambda=741$) derived from number 5748 |
design of number 5749 with respect to smaller t |
5753:
5753 4-(23,8,912) (complement has $\lambda=2964$) residual design of number 5748 |
design of number 5750 with respect to smaller t |
5754:
5754 4-(22,6,36) (complement has $\lambda=117$) derived from number 5749 |
design of number 7850 with respect to smaller t |
5755:
5755 4-(22,7,192) (complement has $\lambda=624$) residual design of number 5749 |
derived from number 5750 |
design of number 7851 with respect to smaller t |
5756:
5756 6-(24,8,45) (complement has $\lambda=108$) PGL(2,23) (49 isom. types) \cite{Bettenetal98b} |
design of number 7854 with respect to smaller t |
derived from number 7894 |
5757:
5757 5-(24,8,285) (complement has $\lambda=684$) design of number 5756 with respect to smaller t |
derived from number 6275 |
5758:
5758 5-(23,7,45) (complement has $\lambda=108$) derived from number 5756 |
design of number 7855 with respect to smaller t |
5759:
5759 5-(23,8,240) (complement has $\lambda=576$) residual design of number 5756 |
design of number 7856 with respect to smaller t |
derived from number 7881 |
5760:
5760 4-(24,8,1425) (complement has $\lambda=3420$)
design of number 5757 with respect to smaller t |
derived from number 6276 |
5761:
5761 4-(23,7,285) (complement has $\lambda=684$) derived from number 5757 |
design of number 5758 with respect to smaller t |
5762:
5762 4-(22,6,45) (complement has $\lambda=108$) derived from number 5758 |
design of number 7857 with respect to smaller t |
5763:
5763 6-(24,8,54) (complement has $\lambda=99$) PGL(2,23) (476 isom. types) \cite{Bettenetal98b} |
design of number 7859 with respect to smaller t |
derived from number 7895 |
5764:
5764 5-(24,8,342) (complement has $\lambda=627$) design of number 5763 with respect to smaller t |
derived from number 7896 |
5765:
5765 5-(23,7,54) (complement has $\lambda=99$) derived from number 5763 |
design of number 7860 with respect to smaller t |
5766:
5766 5-(23,8,288) (complement has $\lambda=528$) residual design of number 5763 |
design of number 7861 with respect to smaller t |
derived from number 7885 |
5767:
5767 4-(24,8,1710) (complement has $\lambda=3135$) design of number 5764 with respect to smaller t |
derived from number 7897 |
5768:
5768 4-(23,7,342) (complement has $\lambda=627$) derived from number 5764 |
design of number 5765 with respect to smaller t |
5769:
5769 4-(22,6,54) (complement has $\lambda=99$) derived from number 5765 |
design of number 7862 with respect to smaller t |
5770:
5770 4-(22,7,288) (complement has $\lambda=528$)
residual design of number 5765 |
derived from number 5766 |
design of number 7863 with respect to smaller t |
5771:
5771 6-(24,8,63) (complement has $\lambda=90$) PGL(2,23) (1284 isom. types) \cite{Bettenetal98b} |
design of number 7866 with respect to smaller t |
5772:
5772 5-(24,8,399) (complement has $\lambda=570$) design of number 5771 with respect to smaller t |
5773:
5773 5-(23,7,63) (complement has $\lambda=90$) derived from number 5771 |
design of number 7867 with respect to smaller t |
5774:
5774 5-(23,8,336) (complement has $\lambda=480$) residual design of number 5771 |
design of number 7868 with respect to smaller t |
5775:
5775 4-(23,7,399) (complement has $\lambda=570$) derived from number 5772 |
design of number 5773 with respect to smaller t |
5776:
5776 4-(22,6,63) (complement has $\lambda=90$) derived from number 5773 |
design of number 7869 with respect to smaller t |
5777:
5777 4-(22,7,336) (complement has $\lambda=480$) residual design of number 5773 |
derived from number 5774 |
design of number 7870 with respect to smaller t |
5778:
5778 6-(24,8,72) (complement has $\lambda=81$) PGL(2,23) (3069 isom. types) \cite{Bettenetal98b} |
design of number 7873 with respect to smaller t |
derived from number 7898 |
5779:
5779 5-(24,8,456) (complement has $\lambda=513$) design of number 5778 with respect to smaller t |
derived from number 7899 |
5780:
5780 5-(23,7,72) (complement has $\lambda=81$)
derived from number 5778 |
design of number 7874 with respect to smaller t |
5781:
5781 5-(23,8,384) (complement has $\lambda=432$) residual design of number 5778 |
design of number 7875 with respect to smaller t |
derived from number 7887 |
5782:
5782 4-(24,8,2280) (complement has $\lambda=2565$) design of number 5779 with respect to smaller t |
derived from number 7900 |
5783:
5783 4-(23,7,456) (complement has $\lambda=513$) derived from number 5779 |
design of number 5780 with respect to smaller t |
5784:
5784 4-(22,6,72) (complement has $\lambda=81$) derived from number 5780 |
design of number 7876 with respect to smaller t |
5785:
5785 4-(22,7,384) (complement has $\lambda=432$) residual design of number 5780 |
derived from number 5781 |
design of number 7877 with respect to smaller t |
5786:
5786 4-(22,8,1440) (complement has $\lambda=1620$) residual design of number 5781 |
derived from number 7842 |
design of number 7844 with respect to smaller t |
5787:
5787 6-(24,9,408) (selfcomplementary) TvT: 6-(23,8,68) $\cup$ 6-(23,9,340) Halving of the complete design |
5788:
5788 6-(25,10,1938) (selfcomplementary) TvT: 6-(24,9,408) $\cup$ 6-(24,10,1530) Halving of the complete design |
5789:
5789 6-(25,12,7728) (complement has $\lambda=19404$) PSL(2,23)+ (many isom. types) |
derived from number 5795 |
5790:
5790 6-(25,13,14352) (complement has $\lambda=36036$)
supplementary design of number 5789 |
residual design of number 5795 |
5791:
5791 5-(25,12,22080) (complement has $\lambda=55440$) design of number 5789 with respect to smaller t |
derived from number 5794 |
5792:
5792 5-(24,11,7728) (complement has $\lambda=19404$)
5793:
5793 5-(24,12,14352) (complement has $\lambda=36036$) residual design of number 5789 |
derived from number 5790 |
Alltop construction for design number 5803 |
5794:
5794 6-(26,13,22080) (complement has $\lambda=55440$) Tran van Trung construction with supplementary design for design number 5789 |
design of number 5795 with respect to smaller t |
5795:
5795 7-(26,13,7728) (complement has $\lambda=19404$) Alltop construction for design number 5789 |
PSL(2,23)++ Alltop construction (many isom. types) |
5796:
5796 5-(25,13,35880) (complement has $\lambda=90090$) design of number 5790 with respect to smaller t |
supplementary design of number 5791 |
residual design of number 5794 |
5797:
5797 5-(24,13,21528) (complement has $\lambda=54054$) residual design of number 5790 |
5798:
5798 4-(25,12,57960) (complement has $\lambda=145530$) design of number 5791 with respect to smaller t |
derived from number 5801 |
residual design of number 11199 |
5799:
5799 4-(24,11,22080) (complement has $\lambda=55440$) derived from number 5791 |
design of number 5792 with respect to smaller t |
residual design of number 8293 |
5800:
5800 4-(24,12,35880) (complement has $\lambda=90090$)
residual design of number 5791 |
design of number 5793 with respect to smaller t |
derived from number 5796 |
Tran van Trung construction with supplementary design for design number 5803 |
5801:
5801 5-(26,13,57960) (complement has $\lambda=145530$) Tran van Trung construction with supplementary design for design number 5791 |
design of number 5794 with respect to smaller t |
Alltop construction for design number 5798 |
5802:
5802 4-(23,10,7728) (complement has $\lambda=19404$)
5803:
5803 4-(23,11,14352) (complement has $\lambda=36036$) residual design of number 5792 |
derived from number 5793 |
5804:
5804 4-(23,12,21528) (complement has $\lambda=54054$) residual design of number 5793 |
derived from number 5797 |
supplementary design of number 5803 |
5805:
5805 4-(25,13,83720) (complement has $\lambda=210210$) design of number 5796 with respect to smaller t |
supplementary design of number 5798 |
residual design of number 5801 |
5806:
5806 4-(24,13,47840) (complement has $\lambda=120120$) residual design of number 5796 |
design of number 5797 with respect to smaller t |
5807:
5807 4-(23,13,26312) (complement has $\lambda=66066$) residual design of number 5797 |
5808:
5808 4-(26,13,141680) (complement has $\lambda=355740$) Tran van Trung construction with supplementary design for design number 5798 |
design of number 5801 with respect to smaller t |
residual design of number 11209 |
derived from number 11210 |
5809:
5809 6-(25,12,7854) (complement has $\lambda=19278$) PSL(2,23)+ (many isom. types) |
derived from number 5815 |
5810:
5810 6-(25,13,14586) (complement has $\lambda=35802$)
supplementary design of number 5809 |
residual design of number 5815 |
5811:
5811 5-(25,12,22440) (complement has $\lambda=55080$) design of number 5809 with respect to smaller t |
derived from number 5814 |
5812:
5812 5-(24,11,7854) (complement has $\lambda=19278$)
5813:
5813 5-(24,12,14586) (complement has $\lambda=35802$) residual design of number 5809 |
derived from number 5810 |
Alltop construction for design number 5823 |
5814:
5814 6-(26,13,22440) (complement has $\lambda=55080$) Tran van Trung construction with supplementary design for design number 5809 |
design of number 5815 with respect to smaller t |
5815:
5815 7-(26,13,7854) (complement has $\lambda=19278$) Alltop construction for design number 5809 |
PSL(2,23)++ Alltop construction (many isom. types) |
5816:
5816 5-(25,13,36465) (complement has $\lambda=89505$) design of number 5810 with respect to smaller t |
supplementary design of number 5811 |
residual design of number 5814 |
5817:
5817 5-(24,13,21879) (complement has $\lambda=53703$) residual design of number 5810 |
5818:
5818 4-(25,12,58905) (complement has $\lambda=144585$) design of number 5811 with respect to smaller t |
derived from number 5821 |
5819:
5819 4-(24,11,22440) (complement has $\lambda=55080$) derived from number 5811 |
design of number 5812 with respect to smaller t |
5820:
5820 4-(24,12,36465) (complement has $\lambda=89505$)
residual design of number 5811 |
design of number 5813 with respect to smaller t |
derived from number 5816 |
Tran van Trung construction with supplementary design for design number 5823 |
5821:
5821 5-(26,13,58905) (complement has $\lambda=144585$) Tran van Trung construction with supplementary design for design number 5811 |
design of number 5814 with respect to smaller t |
Alltop construction for design number 5818 |
5822:
5822 4-(23,10,7854) (complement has $\lambda=19278$)
5823:
5823 4-(23,11,14586) (complement has $\lambda=35802$) residual design of number 5812 |
derived from number 5813 |
5824:
5824 4-(23,12,21879) (complement has $\lambda=53703$) residual design of number 5813 |
derived from number 5817 |
supplementary design of number 5823 |
5825:
5825 4-(25,13,85085) (complement has $\lambda=208845$) design of number 5816 with respect to smaller t |
supplementary design of number 5818 |
residual design of number 5821 |
5826:
5826 4-(24,13,48620) (complement has $\lambda=119340$) residual design of number 5816 |
design of number 5817 with respect to smaller t |
5827:
5827 4-(23,13,26741) (complement has $\lambda=65637$) residual design of number 5817 |
5828:
5828 4-(26,13,143990) (complement has $\lambda=353430$) Tran van Trung construction with supplementary design for design number 5818 |
design of number 5821 with respect to smaller t |
5829:
5829 6-(25,12,8190) (complement has $\lambda=18942$) PSL(2,23)+ (many isom. types) |
derived from number 5835 |
5830:
5830 6-(25,13,15210) (complement has $\lambda=35178$)
supplementary design of number 5829 |
residual design of number 5835 |
5831:
5831 5-(25,12,23400) (complement has $\lambda=54120$) design of number 5829 with respect to smaller t |
derived from number 5834 |
5832:
5832 5-(24,11,8190) (complement has $\lambda=18942$)
5833:
5833 5-(24,12,15210) (complement has $\lambda=35178$) residual design of number 5829 |
derived from number 5830 |
Alltop construction for design number 5843 |
5834:
5834 6-(26,13,23400) (complement has $\lambda=54120$) Tran van Trung construction with supplementary design for design number 5829 |
design of number 5835 with respect to smaller t |
5835:
5835 7-(26,13,8190) (complement has $\lambda=18942$) Alltop construction for design number 5829 |
PSL(2,23)++ Alltop construction (many isom. types) |
5836:
5836 5-(25,13,38025) (complement has $\lambda=87945$) design of number 5830 with respect to smaller t |
supplementary design of number 5831 |
residual design of number 5834 |
5837:
5837 5-(24,13,22815) (complement has $\lambda=52767$) residual design of number 5830 |
5838:
5838 4-(25,12,61425) (complement has $\lambda=142065$) design of number 5831 with respect to smaller t |
derived from number 5841 |
5839:
5839 4-(24,11,23400) (complement has $\lambda=54120$) derived from number 5831 |
design of number 5832 with respect to smaller t |
5840:
5840 4-(24,12,38025) (complement has $\lambda=87945$)
residual design of number 5831 |
design of number 5833 with respect to smaller t |
derived from number 5836 |
Tran van Trung construction with supplementary design for design number 5843 |
5841:
5841 5-(26,13,61425) (complement has $\lambda=142065$) Tran van Trung construction with supplementary design for design number 5831 |
design of number 5834 with respect to smaller t |
Alltop construction for design number 5838 |
5842:
5842 4-(23,10,8190) (complement has $\lambda=18942$)
5843:
5843 4-(23,11,15210) (complement has $\lambda=35178$) residual design of number 5832 |
derived from number 5833 |
5844:
5844 4-(23,12,22815) (complement has $\lambda=52767$) residual design of number 5833 |
derived from number 5837 |
supplementary design of number 5843 |
5845:
5845 4-(25,13,88725) (complement has $\lambda=205205$) design of number 5836 with respect to smaller t |
supplementary design of number 5838 |
residual design of number 5841 |
5846:
5846 4-(24,13,50700) (complement has $\lambda=117260$) residual design of number 5836 |
design of number 5837 with respect to smaller t |
5847:
5847 4-(23,13,27885) (complement has $\lambda=64493$) residual design of number 5837 |
5848:
5848 4-(26,13,150150) (complement has $\lambda=347270$) Tran van Trung construction with supplementary design for design number 5838 |
design of number 5841 with respect to smaller t |
5849:
5849 6-(25,12,8316) (complement has $\lambda=18816$) PSL(2,23)+ (many isom. types) |
derived from number 5855 |
5850:
5850 6-(25,13,15444) (complement has $\lambda=34944$)
supplementary design of number 5849 |
residual design of number 5855 |
5851:
5851 5-(25,12,23760) (complement has $\lambda=53760$) design of number 5849 with respect to smaller t |
derived from number 5854 |
5852:
5852 5-(24,11,8316) (complement has $\lambda=18816$)
5853:
5853 5-(24,12,15444) (complement has $\lambda=34944$) residual design of number 5849 |
derived from number 5850 |
Alltop construction for design number 5863 |
5854:
5854 6-(26,13,23760) (complement has $\lambda=53760$) Tran van Trung construction with supplementary design for design number 5849 |
design of number 5855 with respect to smaller t |
5855:
5855 7-(26,13,8316) (complement has $\lambda=18816$) Alltop construction for design number 5849 |
PSL(2,23)++ Alltop construction (many isom. types) |
5856:
5856 5-(25,13,38610) (complement has $\lambda=87360$) design of number 5850 with respect to smaller t |
supplementary design of number 5851 |
residual design of number 5854 |
5857:
5857 5-(24,13,23166) (complement has $\lambda=52416$) residual design of number 5850 |
5858:
5858 4-(25,12,62370) (complement has $\lambda=141120$) design of number 5851 with respect to smaller t |
derived from number 5861 |
residual design of number 9021 |
5859:
5859 4-(24,11,23760) (complement has $\lambda=53760$) derived from number 5851 |
design of number 5852 with respect to smaller t |
residual design of number 8314 |
5860:
5860 4-(24,12,38610) (complement has $\lambda=87360$)
residual design of number 5851 |
design of number 5853 with respect to smaller t |
derived from number 5856 |
Tran van Trung construction with supplementary design for design number 5863 |
5861:
5861 5-(26,13,62370) (complement has $\lambda=141120$) Tran van Trung construction with supplementary design for design number 5851 |
design of number 5854 with respect to smaller t |
Alltop construction for design number 5858 |
residual design of number 9017 |
derived from number 9018 |
5862:
5862 4-(23,10,8316) (complement has $\lambda=18816$)
5863:
5863 4-(23,11,15444) (complement has $\lambda=34944$) residual design of number 5852 |
derived from number 5853 |
5864:
5864 4-(23,12,23166) (complement has $\lambda=52416$) residual design of number 5853 |
derived from number 5857 |
supplementary design of number 5863 |
5865:
5865 4-(25,13,90090) (complement has $\lambda=203840$) design of number 5856 with respect to smaller t |
supplementary design of number 5858 |
residual design of number 5861 |
derived from number 9022 |
5866:
5866 4-(24,13,51480) (complement has $\lambda=116480$) residual design of number 5856 |
design of number 5857 with respect to smaller t |
5867:
5867 4-(23,13,28314) (complement has $\lambda=64064$) residual design of number 5857 |
5868:
5868 4-(26,13,152460) (complement has $\lambda=344960$) Tran van Trung construction with supplementary design for design number 5858 |
design of number 5861 with respect to smaller t |
residual design of number 9019 |
derived from number 9020 |
5869:
5869 6-(25,12,8652) (complement has $\lambda=18480$) PSL(2,23)+ (many isom. types) |
derived from number 5875 |
5870:
5870 6-(25,13,16068) (complement has $\lambda=34320$)
supplementary design of number 5869 |
residual design of number 5875 |
5871:
5871 5-(25,12,24720) (complement has $\lambda=52800$) design of number 5869 with respect to smaller t |
derived from number 5874 |
5872:
5872 5-(24,11,8652) (complement has $\lambda=18480$)
5873:
5873 5-(24,12,16068) (complement has $\lambda=34320$) residual design of number 5869 |
derived from number 5870 |
Alltop construction for design number 5883 |
5874:
5874 6-(26,13,24720) (complement has $\lambda=52800$) Tran van Trung construction with supplementary design for design number 5869 |
design of number 5875 with respect to smaller t |
5875:
5875 7-(26,13,8652) (complement has $\lambda=18480$) Alltop construction for design number 5869 |
PSL(2,23)++ Alltop construction (many isom. types) |
5876:
5876 5-(25,13,40170) (complement has $\lambda=85800$) design of number 5870 with respect to smaller t |
supplementary design of number 5871 |
residual design of number 5874 |
5877:
5877 5-(24,13,24102) (complement has $\lambda=51480$) residual design of number 5870 |
5878:
5878 4-(25,12,64890) (complement has $\lambda=138600$) design of number 5871 with respect to smaller t |
derived from number 5881 |
5879:
5879 4-(24,11,24720) (complement has $\lambda=52800$) derived from number 5871 |
design of number 5872 with respect to smaller t |
5880:
5880 4-(24,12,40170) (complement has $\lambda=85800$)
residual design of number 5871 |
design of number 5873 with respect to smaller t |
derived from number 5876 |
Tran van Trung construction with supplementary design for design number 5883 |
5881:
5881 5-(26,13,64890) (complement has $\lambda=138600$) Tran van Trung construction with supplementary design for design number 5871 |
design of number 5874 with respect to smaller t |
Alltop construction for design number 5878 |
5882:
5882 4-(23,10,8652) (complement has $\lambda=18480$)
5883:
5883 4-(23,11,16068) (complement has $\lambda=34320$) residual design of number 5872 |
derived from number 5873 |
5884:
5884 4-(23,12,24102) (complement has $\lambda=51480$) residual design of number 5873 |
derived from number 5877 |
supplementary design of number 5883 |
5885:
5885 4-(25,13,93730) (complement has $\lambda=200200$) design of number 5876 with respect to smaller t |
supplementary design of number 5878 |
residual design of number 5881 |
5886:
5886 4-(24,13,53560) (complement has $\lambda=114400$) residual design of number 5876 |
design of number 5877 with respect to smaller t |
5887:
5887 4-(23,13,29458) (complement has $\lambda=62920$) residual design of number 5877 |
5888:
5888 4-(26,13,158620) (complement has $\lambda=338800$) Tran van Trung construction with supplementary design for design number 5878 |
design of number 5881 with respect to smaller t |
5889:
5889 6-(25,12,8778) (complement has $\lambda=18354$) PSL(2,23)+ (many isom. types) |
derived from number 5893 |
5890:
5890 6-(25,13,16302) (complement has $\lambda=34086$)
supplementary design of number 5889 |
residual design of number 5893 |
5891:
5891 5-(25,12,25080) (complement has $\lambda=52440$) design of number 5889 with respect to smaller t |
derived from number 5892 |
5892:
5892 6-(26,13,25080) (complement has $\lambda=52440$) Tran van Trung construction with supplementary design for design number 5889 |
design of number 5893 with respect to smaller t |
5893:
5893 7-(26,13,8778) (complement has $\lambda=18354$) Alltop construction for design number 5889 |
PSL(2,23)++ Alltop construction (many isom. types) |
5894:
5894 5-(25,13,40755) (complement has $\lambda=85215$) design of number 5890 with respect to smaller t |
supplementary design of number 5891 |
residual design of number 5892 |
5895:
5895 5-(24,13,24453) (complement has $\lambda=51129$) residual design of number 5890 |
5896:
5896 4-(25,12,65835) (complement has $\lambda=137655$) design of number 5891 with respect to smaller t |
derived from number 5897 |
5897:
5897 5-(26,13,65835) (complement has $\lambda=137655$) Tran van Trung construction with supplementary design for design number 5891 |
design of number 5892 with respect to smaller t |
Alltop construction for design number 5896 |
5898:
5898 4-(25,13,95095) (complement has $\lambda=198835$) design of number 5894 with respect to smaller t |
supplementary design of number 5896 |
residual design of number 5897 |
5899:
5899 4-(24,13,54340) (complement has $\lambda=113620$) residual design of number 5894 |
design of number 5895 with respect to smaller t |
5900:
5900 4-(23,13,29887) (complement has $\lambda=62491$)
residual design of number 5895 |
5901:
5901 4-(26,13,160930) (complement has $\lambda=336490$) Tran van Trung construction with supplementary design for design number 5896 |
design of number 5897 with respect to smaller t |
5902:
5902 6-(25,12,9114) (complement has $\lambda=18018$) PSL(2,23)+ (many isom. types) |
derived from number 5908 |
5903:
5903 6-(25,13,16926) (complement has $\lambda=33462$) supplementary design of number 5902 |
residual design of number 5908 |
5904:
5904 5-(25,12,26040) (complement has $\lambda=51480$) design of number 5902 with respect to smaller t |
derived from number 5907 |
5905:
5905 5-(24,11,9114) (complement has $\lambda=18018$)
5906:
5906 5-(24,12,16926) (complement has $\lambda=33462$) residual design of number 5902 |
derived from number 5903 |
Alltop construction for design number 5916 |
5907:
5907 6-(26,13,26040) (complement has $\lambda=51480$) Tran van Trung construction with supplementary design for design number 5902 |
design of number 5908 with respect to smaller t |
5908:
5908 7-(26,13,9114) (complement has $\lambda=18018$) Alltop construction for design number 5902 |
PSL(2,23)++ Alltop construction (many isom. types) |
5909:
5909 5-(25,13,42315) (complement has $\lambda=83655$) design of number 5903 with respect to smaller t |
supplementary design of number 5904 |
residual design of number 5907 |
5910:
5910 5-(24,13,25389) (complement has $\lambda=50193$)
residual design of number 5903 |
5911:
5911 4-(25,12,68355) (complement has $\lambda=135135$) design of number 5904 with respect to smaller t |
derived from number 5914 |
5912:
5912 4-(24,11,26040) (complement has $\lambda=51480$) derived from number 5904 |
design of number 5905 with respect to smaller t |
5913:
5913 4-(24,12,42315) (complement has $\lambda=83655$) residual design of number 5904 |
design of number 5906 with respect to smaller t |
derived from number 5909 |
Tran van Trung construction with supplementary design for design number 5916 |
5914:
5914 5-(26,13,68355) (complement has $\lambda=135135$) Tran van Trung construction with supplementary design for design number 5904 |
design of number 5907 with respect to smaller t |
Alltop construction for design number 5911 |
5915:
5915 4-(23,10,9114) (complement has $\lambda=18018$)
5916:
5916 4-(23,11,16926) (complement has $\lambda=33462$) residual design of number 5905 |
derived from number 5906 |
5917:
5917 4-(23,12,25389) (complement has $\lambda=50193$) residual design of number 5906 |
derived from number 5910 |
supplementary design of number 5916 |
5918:
5918 4-(25,13,98735) (complement has $\lambda=195195$) design of number 5909 with respect to smaller t |
supplementary design of number 5911 |
residual design of number 5914 |
5919:
5919 4-(24,13,56420) (complement has $\lambda=111540$) residual design of number 5909 |
design of number 5910 with respect to smaller t |
5920:
5920 4-(23,13,31031) (complement has $\lambda=61347$)
residual design of number 5910 |
5921:
5921 4-(26,13,167090) (complement has $\lambda=330330$) Tran van Trung construction with supplementary design for design number 5911 |
design of number 5914 with respect to smaller t |
5922:
5922 6-(25,12,9240) (complement has $\lambda=17892$) PSL(2,23)+ (many isom. types) |
derived from number 5928 |
5923:
5923 6-(25,13,17160) (complement has $\lambda=33228$) supplementary design of number 5922 |
residual design of number 5928 |
5924:
5924 5-(25,12,26400) (complement has $\lambda=51120$) design of number 5922 with respect to smaller t |
derived from number 5927 |
5925:
5925 5-(24,11,9240) (complement has $\lambda=17892$)
5926:
5926 5-(24,12,17160) (complement has $\lambda=33228$) residual design of number 5922 |
derived from number 5923 |
Alltop construction for design number 5936 |
5927:
5927 6-(26,13,26400) (complement has $\lambda=51120$) Tran van Trung construction with supplementary design for design number 5922 |
design of number 5928 with respect to smaller t |
5928:
5928 7-(26,13,9240) (complement has $\lambda=17892$) Alltop construction for design number 5922 |
PSL(2,23)++ Alltop construction (many isom. types) |
5929:
5929 5-(25,13,42900) (complement has $\lambda=83070$) design of number 5923 with respect to smaller t |
supplementary design of number 5924 |
residual design of number 5927 |
5930:
5930 5-(24,13,25740) (complement has $\lambda=49842$)
residual design of number 5923 |
5931:
5931 4-(25,12,69300) (complement has $\lambda=134190$) design of number 5924 with respect to smaller t |
derived from number 5934 |
residual design of number 11200 |
5932:
5932 4-(24,11,26400) (complement has $\lambda=51120$) derived from number 5924 |
design of number 5925 with respect to smaller t |
residual design of number 8371 |
5933:
5933 4-(24,12,42900) (complement has $\lambda=83070$) residual design of number 5924 |
design of number 5926 with respect to smaller t |
derived from number 5929 |
Tran van Trung construction with supplementary design for design number 5936 |
5934:
5934 5-(26,13,69300) (complement has $\lambda=134190$) Tran van Trung construction with supplementary design for design number 5924 |
design of number 5927 with respect to smaller t |
Alltop construction for design number 5931 |
5935:
5935 4-(23,10,9240) (complement has $\lambda=17892$)
5936:
5936 4-(23,11,17160) (complement has $\lambda=33228$) residual design of number 5925 |
derived from number 5926 |
5937:
5937 4-(23,12,25740) (complement has $\lambda=49842$) residual design of number 5926 |
derived from number 5930 |
supplementary design of number 5936 |
5938:
5938 4-(25,13,100100) (complement has $\lambda=193830$) design of number 5929 with respect to smaller t |
supplementary design of number 5931 |
residual design of number 5934 |
5939:
5939 4-(24,13,57200) (complement has $\lambda=110760$) residual design of number 5929 |
design of number 5930 with respect to smaller t |
5940:
5940 4-(23,13,31460) (complement has $\lambda=60918$)
residual design of number 5930 |
5941:
5941 4-(26,13,169400) (complement has $\lambda=328020$) Tran van Trung construction with supplementary design for design number 5931 |
design of number 5934 with respect to smaller t |
residual design of number 11353 |
derived from number 11354 |
5942:
5942 6-(25,12,9702) (complement has $\lambda=17430$) PSL(2,23)+ (many isom. types) |
derived from number 5948 |
5943:
5943 6-(25,13,18018) (complement has $\lambda=32370$) supplementary design of number 5942 |
residual design of number 5948 |
5944:
5944 5-(25,12,27720) (complement has $\lambda=49800$) design of number 5942 with respect to smaller t |
derived from number 5947 |
5945:
5945 5-(24,11,9702) (complement has $\lambda=17430$)
5946:
5946 5-(24,12,18018) (complement has $\lambda=32370$) residual design of number 5942 |
derived from number 5943 |
Alltop construction for design number 5956 |
5947:
5947 6-(26,13,27720) (complement has $\lambda=49800$) Tran van Trung construction with supplementary design for design number 5942 |
design of number 5948 with respect to smaller t |
5948:
5948 7-(26,13,9702) (complement has $\lambda=17430$) Alltop construction for design number 5942 |
PSL(2,23)++ Alltop construction (many isom. types) |
5949:
5949 5-(25,13,45045) (complement has $\lambda=80925$) design of number 5943 with respect to smaller t |
supplementary design of number 5944 |
residual design of number 5947 |
5950:
5950 5-(24,13,27027) (complement has $\lambda=48555$)
residual design of number 5943 |
5951:
5951 4-(25,12,72765) (complement has $\lambda=130725$) design of number 5944 with respect to smaller t |
derived from number 5954 |
5952:
5952 4-(24,11,27720) (complement has $\lambda=49800$) derived from number 5944 |
design of number 5945 with respect to smaller t |
5953:
5953 4-(24,12,45045) (complement has $\lambda=80925$) residual design of number 5944 |
design of number 5946 with respect to smaller t |
derived from number 5949 |
Tran van Trung construction with supplementary design for design number 5956 |
5954:
5954 5-(26,13,72765) (complement has $\lambda=130725$) Tran van Trung construction with supplementary design for design number 5944 |
design of number 5947 with respect to smaller t |
Alltop construction for design number 5951 |
5955:
5955 4-(23,10,9702) (complement has $\lambda=17430$)
5956:
5956 4-(23,11,18018) (complement has $\lambda=32370$) residual design of number 5945 |
derived from number 5946 |
5957:
5957 4-(23,12,27027) (complement has $\lambda=48555$) residual design of number 5946 |
derived from number 5950 |
supplementary design of number 5956 |
5958:
5958 4-(25,13,105105) (complement has $\lambda=188825$) design of number 5949 with respect to smaller t |
supplementary design of number 5951 |
residual design of number 5954 |
5959:
5959 4-(24,13,60060) (complement has $\lambda=107900$) residual design of number 5949 |
design of number 5950 with respect to smaller t |
5960:
5960 4-(23,13,33033) (complement has $\lambda=59345$)
residual design of number 5950 |
5961:
5961 4-(26,13,177870) (complement has $\lambda=319550$) Tran van Trung construction with supplementary design for design number 5951 |
design of number 5954 with respect to smaller t |
5962:
5962 6-(25,12,10164) (complement has $\lambda=16968$) PSL(2,23)+ (many isom. types) |
derived from number 5968 |
5963:
5963 6-(25,13,18876) (complement has $\lambda=31512$) supplementary design of number 5962 |
residual design of number 5968 |
5964:
5964 5-(25,12,29040) (complement has $\lambda=48480$) design of number 5962 with respect to smaller t |
derived from number 5967 |
5965:
5965 5-(24,11,10164) (complement has $\lambda=16968$)
5966:
5966 5-(24,12,18876) (complement has $\lambda=31512$) residual design of number 5962 |
derived from number 5963 |
Alltop construction for design number 5976 |
5967:
5967 6-(26,13,29040) (complement has $\lambda=48480$) Tran van Trung construction with supplementary design for design number 5962 |
design of number 5968 with respect to smaller t |
5968:
5968 7-(26,13,10164) (complement has $\lambda=16968$) Alltop construction for design number 5962 |
PSL(2,23)++ Alltop construction (many isom. types) |
5969:
5969 5-(25,13,47190) (complement has $\lambda=78780$) design of number 5963 with respect to smaller t |
supplementary design of number 5964 |
residual design of number 5967 |
5970:
5970 5-(24,13,28314) (complement has $\lambda=47268$)
residual design of number 5963 |
5971:
5971 4-(25,12,76230) (complement has $\lambda=127260$) design of number 5964 with respect to smaller t |
derived from number 5974 |
5972:
5972 4-(24,11,29040) (complement has $\lambda=48480$) derived from number 5964 |
design of number 5965 with respect to smaller t |
5973:
5973 4-(24,12,47190) (complement has $\lambda=78780$) residual design of number 5964 |
design of number 5966 with respect to smaller t |
derived from number 5969 |
Tran van Trung construction with supplementary design for design number 5976 |
5974:
5974 5-(26,13,76230) (complement has $\lambda=127260$) Tran van Trung construction with supplementary design for design number 5964 |
design of number 5967 with respect to smaller t |
Alltop construction for design number 5971 |
5975:
5975 4-(23,10,10164) (complement has $\lambda=16968$)
5976:
5976 4-(23,11,18876) (complement has $\lambda=31512$) residual design of number 5965 |
derived from number 5966 |
5977:
5977 4-(23,12,28314) (complement has $\lambda=47268$) residual design of number 5966 |
derived from number 5970 |
supplementary design of number 5976 |
5978:
5978 4-(25,13,110110) (complement has $\lambda=183820$) design of number 5969 with respect to smaller t |
supplementary design of number 5971 |
residual design of number 5974 |
5979:
5979 4-(24,13,62920) (complement has $\lambda=105040$) residual design of number 5969 |
design of number 5970 with respect to smaller t |
5980:
5980 4-(23,13,34606) (complement has $\lambda=57772$)
residual design of number 5970 |
5981:
5981 4-(26,13,186340) (complement has $\lambda=311080$) Tran van Trung construction with supplementary design for design number 5971 |
design of number 5974 with respect to smaller t |
5982:
5982 6-(25,12,10500) (complement has $\lambda=16632$) PSL(2,23)+ (many isom. types) |
derived from number 5988 |
5983:
5983 6-(25,13,19500) (complement has $\lambda=30888$) supplementary design of number 5982 |
residual design of number 5988 |
5984:
5984 5-(25,12,30000) (complement has $\lambda=47520$) design of number 5982 with respect to smaller t |
derived from number 5987 |
5985:
5985 5-(24,11,10500) (complement has $\lambda=16632$)
5986:
5986 5-(24,12,19500) (complement has $\lambda=30888$) residual design of number 5982 |
derived from number 5983 |
Alltop construction for design number 5996 |
5987:
5987 6-(26,13,30000) (complement has $\lambda=47520$) Tran van Trung construction with supplementary design for design number 5982 |
design of number 5988 with respect to smaller t |
5988:
5988 7-(26,13,10500) (complement has $\lambda=16632$) Alltop construction for design number 5982 |
PSL(2,23)++ Alltop construction (many isom. types) |
5989:
5989 5-(25,13,48750) (complement has $\lambda=77220$) design of number 5983 with respect to smaller t |
supplementary design of number 5984 |
residual design of number 5987 |
5990:
5990 5-(24,13,29250) (complement has $\lambda=46332$)
residual design of number 5983 |
5991:
5991 4-(25,12,78750) (complement has $\lambda=124740$) design of number 5984 with respect to smaller t |
derived from number 5994 |
residual design of number 11351 |
5992:
5992 4-(24,11,30000) (complement has $\lambda=47520$) derived from number 5984 |
design of number 5985 with respect to smaller t |
residual design of number 8432 |
5993:
5993 4-(24,12,48750) (complement has $\lambda=77220$) residual design of number 5984 |
design of number 5986 with respect to smaller t |
derived from number 5989 |
Tran van Trung construction with supplementary design for design number 5996 |
5994:
5994 5-(26,13,78750) (complement has $\lambda=124740$) Tran van Trung construction with supplementary design for design number 5984 |
design of number 5987 with respect to smaller t |
Alltop construction for design number 5991 |
5995:
5995 4-(23,10,10500) (complement has $\lambda=16632$)
5996:
5996 4-(23,11,19500) (complement has $\lambda=30888$) residual design of number 5985 |
derived from number 5986 |
5997:
5997 4-(23,12,29250) (complement has $\lambda=46332$) residual design of number 5986 |
derived from number 5990 |
supplementary design of number 5996 |
5998:
5998 4-(25,13,113750) (complement has $\lambda=180180$) design of number 5989 with respect to smaller t |
supplementary design of number 5991 |
residual design of number 5994 |
5999:
5999 4-(24,13,65000) (complement has $\lambda=102960$) residual design of number 5989 |
design of number 5990 with respect to smaller t |
6000:
6000 4-(23,13,35750) (complement has $\lambda=56628$)
residual design of number 5990 |
6001:
6001 4-(26,13,192500) (complement has $\lambda=304920$) Tran van Trung construction with supplementary design for design number 5991 |
design of number 5994 with respect to smaller t |
residual design of number 11386 |
derived from number 11387 |
6002:
6002 6-(25,12,10626) (complement has $\lambda=16506$) PSL(2,23)+ (many isom. types) |
derived from number 6008 |
6003:
6003 6-(25,13,19734) (complement has $\lambda=30654$) supplementary design of number 6002 |
residual design of number 6008 |
6004:
6004 5-(25,12,30360) (complement has $\lambda=47160$) design of number 6002 with respect to smaller t |
derived from number 6007 |
6005:
6005 5-(24,11,10626) (complement has $\lambda=16506$)
6006:
6006 5-(24,12,19734) (complement has $\lambda=30654$) residual design of number 6002 |
derived from number 6003 |
Alltop construction for design number 6016 |
6007:
6007 6-(26,13,30360) (complement has $\lambda=47160$) Tran van Trung construction with supplementary design for design number 6002 |
design of number 6008 with respect to smaller t |
6008:
6008 7-(26,13,10626) (complement has $\lambda=16506$) Alltop construction for design number 6002 |
PSL(2,23)++ Alltop construction (many isom. types) |
6009:
6009 5-(25,13,49335) (complement has $\lambda=76635$) design of number 6003 with respect to smaller t |
supplementary design of number 6004 |
residual design of number 6007 |
6010:
6010 5-(24,13,29601) (complement has $\lambda=45981$)
residual design of number 6003 |
6011:
6011 4-(25,12,79695) (complement has $\lambda=123795$) design of number 6004 with respect to smaller t |
derived from number 6014 |
6012:
6012 4-(24,11,30360) (complement has $\lambda=47160$) derived from number 6004 |
design of number 6005 with respect to smaller t |
6013:
6013 4-(24,12,49335) (complement has $\lambda=76635$) residual design of number 6004 |
design of number 6006 with respect to smaller t |
derived from number 6009 |
Tran van Trung construction with supplementary design for design number 6016 |
6014:
6014 5-(26,13,79695) (complement has $\lambda=123795$) Tran van Trung construction with supplementary design for design number 6004 |
design of number 6007 with respect to smaller t |
Alltop construction for design number 6011 |
6015:
6015 4-(23,10,10626) (complement has $\lambda=16506$)
6016:
6016 4-(23,11,19734) (complement has $\lambda=30654$) residual design of number 6005 |
derived from number 6006 |
6017:
6017 4-(23,12,29601) (complement has $\lambda=45981$) residual design of number 6006 |
derived from number 6010 |
supplementary design of number 6016 |
6018:
6018 4-(25,13,115115) (complement has $\lambda=178815$) design of number 6009 with respect to smaller t |
supplementary design of number 6011 |
residual design of number 6014 |
6019:
6019 4-(24,13,65780) (complement has $\lambda=102180$) residual design of number 6009 |
design of number 6010 with respect to smaller t |
6020:
6020 4-(23,13,36179) (complement has $\lambda=56199$)
residual design of number 6010 |
6021:
6021 4-(26,13,194810) (complement has $\lambda=302610$) Tran van Trung construction with supplementary design for design number 6011 |
design of number 6014 with respect to smaller t |
6022:
6022 6-(25,12,10962) (complement has $\lambda=16170$) PSL(2,23)+ (many isom. types) |
derived from number 6028 |
6023:
6023 6-(25,13,20358) (complement has $\lambda=30030$) supplementary design of number 6022 |
residual design of number 6028 |
6024:
6024 5-(25,12,31320) (complement has $\lambda=46200$) design of number 6022 with respect to smaller t |
derived from number 6027 |
6025:
6025 5-(24,11,10962) (complement has $\lambda=16170$)
6026:
6026 5-(24,12,20358) (complement has $\lambda=30030$) residual design of number 6022 |
derived from number 6023 |
Alltop construction for design number 6036 |
6027:
6027 6-(26,13,31320) (complement has $\lambda=46200$) Tran van Trung construction with supplementary design for design number 6022 |
design of number 6028 with respect to smaller t |
6028:
6028 7-(26,13,10962) (complement has $\lambda=16170$) Alltop construction for design number 6022 |
PSL(2,23)++ Alltop construction (many isom. types) |
6029:
6029 5-(25,13,50895) (complement has $\lambda=75075$) design of number 6023 with respect to smaller t |
supplementary design of number 6024 |
residual design of number 6027 |
6030:
6030 5-(24,13,30537) (complement has $\lambda=45045$)
residual design of number 6023 |
6031:
6031 4-(25,12,82215) (complement has $\lambda=121275$) design of number 6024 with respect to smaller t |
derived from number 6034 |
6032:
6032 4-(24,11,31320) (complement has $\lambda=46200$) derived from number 6024 |
design of number 6025 with respect to smaller t |
6033:
6033 4-(24,12,50895) (complement has $\lambda=75075$) residual design of number 6024 |
design of number 6026 with respect to smaller t |
derived from number 6029 |
Tran van Trung construction with supplementary design for design number 6036 |
6034:
6034 5-(26,13,82215) (complement has $\lambda=121275$) Tran van Trung construction with supplementary design for design number 6024 |
design of number 6027 with respect to smaller t |
Alltop construction for design number 6031 |
6035:
6035 4-(23,10,10962) (complement has $\lambda=16170$)
6036:
6036 4-(23,11,20358) (complement has $\lambda=30030$) residual design of number 6025 |
derived from number 6026 |
6037:
6037 4-(23,12,30537) (complement has $\lambda=45045$) residual design of number 6026 |
derived from number 6030 |
supplementary design of number 6036 |
6038:
6038 4-(25,13,118755) (complement has $\lambda=175175$) design of number 6029 with respect to smaller t |
supplementary design of number 6031 |
residual design of number 6034 |
6039:
6039 4-(24,13,67860) (complement has $\lambda=100100$) residual design of number 6029 |
design of number 6030 with respect to smaller t |
6040:
6040 4-(23,13,37323) (complement has $\lambda=55055$)
residual design of number 6030 |
6041:
6041 4-(26,13,200970) (complement has $\lambda=296450$) Tran van Trung construction with supplementary design for design number 6031 |
design of number 6034 with respect to smaller t |
6042:
6042 6-(25,12,11088) (complement has $\lambda=16044$) PSL(2,23)+ (many isom. types) |
derived from number 6048 |
6043:
6043 6-(25,13,20592) (complement has $\lambda=29796$) supplementary design of number 6042 |
residual design of number 6048 |
6044:
6044 5-(25,12,31680) (complement has $\lambda=45840$) design of number 6042 with respect to smaller t |
derived from number 6047 |
6045:
6045 5-(24,11,11088) (complement has $\lambda=16044$)
6046:
6046 5-(24,12,20592) (complement has $\lambda=29796$) residual design of number 6042 |
derived from number 6043 |
Alltop construction for design number 6054 |
6047:
6047 6-(26,13,31680) (complement has $\lambda=45840$) Tran van Trung construction with supplementary design for design number 6042 |
design of number 6048 with respect to smaller t |
6048:
6048 7-(26,13,11088) (complement has $\lambda=16044$) Alltop construction for design number 6042 |
PSL(2,23)++ Alltop construction (many isom. types) |
6049:
6049 5-(25,13,51480) (complement has $\lambda=74490$) design of number 6043 with respect to smaller t |
supplementary design of number 6044 |
residual design of number 6047 |
6050:
6050 5-(24,13,30888) (complement has $\lambda=44694$)
residual design of number 6043 |
6051:
6051 4-(24,11,31680) (complement has $\lambda=45840$) derived from number 6044 |
design of number 6045 with respect to smaller t |
residual design of number 8466 |
6052:
6052 4-(24,12,51480) (complement has $\lambda=74490$) residual design of number 6044 |
design of number 6046 with respect to smaller t |
derived from number 6049 |
Tran van Trung construction with supplementary design for design number 6054 |
6053:
6053 4-(23,10,11088) (complement has $\lambda=16044$)
6054:
6054 4-(23,11,20592) (complement has $\lambda=29796$) residual design of number 6045 |
derived from number 6046 |
6055:
6055 4-(23,12,30888) (complement has $\lambda=44694$) residual design of number 6046 |
derived from number 6050 |
supplementary design of number 6054 |
6056:
6056 4-(24,13,68640) (complement has $\lambda=99320$) residual design of number 6049 |
design of number 6050 with respect to smaller t |
6057:
6057 4-(23,13,37752) (complement has $\lambda=54626$) residual design of number 6050 |
6058:
6058 6-(25,12,11424) (complement has $\lambda=15708$) PSL(2,23)+ (many isom. types) |
derived from number 6064 |
6059:
6059 6-(25,13,21216) (complement has $\lambda=29172$) supplementary design of number 6058 |
residual design of number 6064 |
6060:
6060 5-(25,12,32640) (complement has $\lambda=44880$)
design of number 6058 with respect to smaller t |
derived from number 6063 |
6061:
6061 5-(24,11,11424) (complement has $\lambda=15708$)
6062:
6062 5-(24,12,21216) (complement has $\lambda=29172$) residual design of number 6058 |
derived from number 6059 |
Alltop construction for design number 6072 |
6063:
6063 6-(26,13,32640) (complement has $\lambda=44880$) Tran van Trung construction with supplementary design for design number 6058 |
design of number 6064 with respect to smaller t |
6064:
6064 7-(26,13,11424) (complement has $\lambda=15708$) Alltop construction for design number 6058 |
PSL(2,23)++ Alltop construction (many isom. types) |
6065:
6065 5-(25,13,53040) (complement has $\lambda=72930$) design of number 6059 with respect to smaller t |
supplementary design of number 6060 |
residual design of number 6063 |
6066:
6066 5-(24,13,31824) (complement has $\lambda=43758$) residual design of number 6059 |
6067:
6067 4-(25,12,85680) (complement has $\lambda=117810$) design of number 6060 with respect to smaller t |
derived from number 6070 |
6068:
6068 4-(24,11,32640) (complement has $\lambda=44880$) derived from number 6060 |
design of number 6061 with respect to smaller t |
6069:
6069 4-(24,12,53040) (complement has $\lambda=72930$) residual design of number 6060 |
design of number 6062 with respect to smaller t |
derived from number 6065 |
Tran van Trung construction with supplementary design for design number 6072 |
6070:
6070 5-(26,13,85680) (complement has $\lambda=117810$)
Tran van Trung construction with supplementary design for design number 6060 |
design of number 6063 with respect to smaller t |
Alltop construction for design number 6067 |
6071:
6071 4-(23,10,11424) (complement has $\lambda=15708$)
6072:
6072 4-(23,11,21216) (complement has $\lambda=29172$) residual design of number 6061 |
derived from number 6062 |
6073:
6073 4-(23,12,31824) (complement has $\lambda=43758$) residual design of number 6062 |
derived from number 6066 |
supplementary design of number 6072 |
6074:
6074 4-(25,13,123760) (complement has $\lambda=170170$) design of number 6065 with respect to smaller t |
supplementary design of number 6067 |
residual design of number 6070 |
6075:
6075 4-(24,13,70720) (complement has $\lambda=97240$) residual design of number 6065 |
design of number 6066 with respect to smaller t |
6076:
6076 4-(23,13,38896) (complement has $\lambda=53482$) residual design of number 6066 |
6077:
6077 4-(26,13,209440) (complement has $\lambda=287980$) Tran van Trung construction with supplementary design for design number 6067 |
design of number 6070 with respect to smaller t |
6078:
6078 6-(25,12,11550) (complement has $\lambda=15582$) PSL(2,23)+ (many isom. types) |
derived from number 6084 |
6079:
6079 6-(25,13,21450) (complement has $\lambda=28938$) supplementary design of number 6078 |
residual design of number 6084 |
6080:
6080 5-(25,12,33000) (complement has $\lambda=44520$)
design of number 6078 with respect to smaller t |
derived from number 6083 |
6081:
6081 5-(24,11,11550) (complement has $\lambda=15582$)
6082:
6082 5-(24,12,21450) (complement has $\lambda=28938$) residual design of number 6078 |
derived from number 6079 |
Alltop construction for design number 6092 |
6083:
6083 6-(26,13,33000) (complement has $\lambda=44520$) Tran van Trung construction with supplementary design for design number 6078 |
design of number 6084 with respect to smaller t |
6084:
6084 7-(26,13,11550) (complement has $\lambda=15582$) Alltop construction for design number 6078 |
PSL(2,23)++ Alltop construction (many isom. types) |
6085:
6085 5-(25,13,53625) (complement has $\lambda=72345$) design of number 6079 with respect to smaller t |
supplementary design of number 6080 |
residual design of number 6083 |
6086:
6086 5-(24,13,32175) (complement has $\lambda=43407$) residual design of number 6079 |
6087:
6087 4-(25,12,86625) (complement has $\lambda=116865$) design of number 6080 with respect to smaller t |
derived from number 6090 |
6088:
6088 4-(24,11,33000) (complement has $\lambda=44520$) derived from number 6080 |
design of number 6081 with respect to smaller t |
6089:
6089 4-(24,12,53625) (complement has $\lambda=72345$) residual design of number 6080 |
design of number 6082 with respect to smaller t |
derived from number 6085 |
Tran van Trung construction with supplementary design for design number 6092 |
6090:
6090 5-(26,13,86625) (complement has $\lambda=116865$)
Tran van Trung construction with supplementary design for design number 6080 |
design of number 6083 with respect to smaller t |
Alltop construction for design number 6087 |
6091:
6091 4-(23,10,11550) (complement has $\lambda=15582$)
6092:
6092 4-(23,11,21450) (complement has $\lambda=28938$) residual design of number 6081 |
derived from number 6082 |
6093:
6093 4-(23,12,32175) (complement has $\lambda=43407$) residual design of number 6082 |
derived from number 6086 |
supplementary design of number 6092 |
6094:
6094 4-(25,13,125125) (complement has $\lambda=168805$) design of number 6085 with respect to smaller t |
supplementary design of number 6087 |
residual design of number 6090 |
6095:
6095 4-(24,13,71500) (complement has $\lambda=96460$) residual design of number 6085 |
design of number 6086 with respect to smaller t |
6096:
6096 4-(23,13,39325) (complement has $\lambda=53053$) residual design of number 6086 |
6097:
6097 4-(26,13,211750) (complement has $\lambda=285670$) Tran van Trung construction with supplementary design for design number 6087 |
design of number 6090 with respect to smaller t |
6098:
6098 6-(25,12,11886) (complement has $\lambda=15246$) PSL(2,23)+ (many isom. types) |
derived from number 6104 |
6099:
6099 6-(25,13,22074) (complement has $\lambda=28314$) supplementary design of number 6098 |
residual design of number 6104 |
6100:
6100 5-(25,12,33960) (complement has $\lambda=43560$)
design of number 6098 with respect to smaller t |
derived from number 6103 |
6101:
6101 5-(24,11,11886) (complement has $\lambda=15246$)
6102:
6102 5-(24,12,22074) (complement has $\lambda=28314$) residual design of number 6098 |
derived from number 6099 |
Alltop construction for design number 6112 |
6103:
6103 6-(26,13,33960) (complement has $\lambda=43560$) Tran van Trung construction with supplementary design for design number 6098 |
design of number 6104 with respect to smaller t |
6104:
6104 7-(26,13,11886) (complement has $\lambda=15246$) Alltop construction for design number 6098 |
PSL(2,23)++ Alltop construction (many isom. types) |
6105:
6105 5-(25,13,55185) (complement has $\lambda=70785$) design of number 6099 with respect to smaller t |
supplementary design of number 6100 |
residual design of number 6103 |
6106:
6106 5-(24,13,33111) (complement has $\lambda=42471$) residual design of number 6099 |
6107:
6107 4-(25,12,89145) (complement has $\lambda=114345$) design of number 6100 with respect to smaller t |
derived from number 6110 |
6108:
6108 4-(24,11,33960) (complement has $\lambda=43560$) derived from number 6100 |
design of number 6101 with respect to smaller t |
6109:
6109 4-(24,12,55185) (complement has $\lambda=70785$) residual design of number 6100 |
design of number 6102 with respect to smaller t |
derived from number 6105 |
Tran van Trung construction with supplementary design for design number 6112 |
6110:
6110 5-(26,13,89145) (complement has $\lambda=114345$)
Tran van Trung construction with supplementary design for design number 6100 |
design of number 6103 with respect to smaller t |
Alltop construction for design number 6107 |
6111:
6111 4-(23,10,11886) (complement has $\lambda=15246$)
6112:
6112 4-(23,11,22074) (complement has $\lambda=28314$) residual design of number 6101 |
derived from number 6102 |
6113:
6113 4-(23,12,33111) (complement has $\lambda=42471$) residual design of number 6102 |
derived from number 6106 |
supplementary design of number 6112 |
6114:
6114 4-(25,13,128765) (complement has $\lambda=165165$) design of number 6105 with respect to smaller t |
supplementary design of number 6107 |
residual design of number 6110 |
6115:
6115 4-(24,13,73580) (complement has $\lambda=94380$) residual design of number 6105 |
design of number 6106 with respect to smaller t |
6116:
6116 4-(23,13,40469) (complement has $\lambda=51909$) residual design of number 6106 |
6117:
6117 4-(26,13,217910) (complement has $\lambda=279510$) Tran van Trung construction with supplementary design for design number 6107 |
design of number 6110 with respect to smaller t |
6118:
6118 6-(25,12,12012) (complement has $\lambda=15120$) PSL(2,23)+ (many isom. types) |
derived from number 6124 |
residual design of number 10637 |
6119:
6119 6-(25,13,22308) (complement has $\lambda=28080$) supplementary design of number 6118 |
residual design of number 6124 |
derived from number 10640 |
6120:
6120 5-(25,12,34320) (complement has $\lambda=43200$)
design of number 6118 with respect to smaller t |
derived from number 6123 |
residual design of number 6284 |
6121:
6121 5-(24,11,12012) (complement has $\lambda=15120$) derived from number 6118 |
residual design of number 7954 |
6122:
6122 5-(24,12,22308) (complement has $\lambda=28080$) residual design of number 6118 |
derived from number 6119 |
Alltop construction for design number 6132 |
6123:
6123 6-(26,13,34320) (complement has $\lambda=43200$) Tran van Trung construction with supplementary design for design number 6118 |
design of number 6124 with respect to smaller t |
residual design of number 8803 |
derived from number 8804 |
6124:
6124 7-(26,13,12012) (complement has $\lambda=15120$) Alltop construction for design number 6118 |
PSL(2,23)++ Alltop construction (many isom. types) |
residual design of number 10635 |
derived from number 10636 |
6125:
6125 5-(25,13,55770) (complement has $\lambda=70200$) design of number 6119 with respect to smaller t |
supplementary design of number 6120 |
residual design of number 6123 |
derived from number 8805 |
6126:
6126 5-(24,13,33462) (complement has $\lambda=42120$) residual design of number 6119 |
derived from number 10641 |
6127:
6127 4-(25,12,90090) (complement has $\lambda=113400$) design of number 6120 with respect to smaller t |
derived from number 6130 |
residual design of number 6285 |
6128:
6128 4-(24,11,34320) (complement has $\lambda=43200$) derived from number 6120 |
design of number 6121 with respect to smaller t |
residual design of number 6286 |
6129:
6129 4-(24,12,55770) (complement has $\lambda=70200$) residual design of number 6120 |
design of number 6122 with respect to smaller t |
derived from number 6125 |
Tran van Trung construction with supplementary design for design number 6132 |
6130:
6130 5-(26,13,90090) (complement has $\lambda=113400$)
Tran van Trung construction with supplementary design for design number 6120 |
design of number 6123 with respect to smaller t |
Alltop construction for design number 6127 |
residual design of number 6816 |
derived from number 6817 |
6131:
6131 4-(23,10,12012) (complement has $\lambda=15120$) derived from number 6121 |
residual design of number 7956 |
6132:
6132 4-(23,11,22308) (complement has $\lambda=28080$) residual design of number 6121 |
derived from number 6122 |
6133:
6133 4-(23,12,33462) (complement has $\lambda=42120$) residual design of number 6122 |
derived from number 6126 |
supplementary design of number 6132 |
6134:
6134 4-(25,13,130130) (complement has $\lambda=163800$) design of number 6125 with respect to smaller t |
supplementary design of number 6127 |
residual design of number 6130 |
derived from number 6822 |
6135:
6135 4-(24,13,74360) (complement has $\lambda=93600$) residual design of number 6125 |
design of number 6126 with respect to smaller t |
derived from number 8806 |
6136:
6136 4-(23,13,40898) (complement has $\lambda=51480$) residual design of number 6126 |
derived from number 10642 |
6137:
6137 4-(26,13,220220) (complement has $\lambda=277200$) Tran van Trung construction with supplementary design for design number 6127 |
design of number 6130 with respect to smaller t |
residual design of number 6818 |
derived from number 6821 |
6138:
6138 6-(25,12,12348) (complement has $\lambda=14784$) PSL(2,23)+ (many isom. types) |
derived from number 6144 |
6139:
6139 6-(25,13,22932) (complement has $\lambda=27456$) supplementary design of number 6138 |
residual design of number 6144 |
6140:
6140 5-(25,12,35280) (complement has $\lambda=42240$)
design of number 6138 with respect to smaller t |
derived from number 6143 |
6141:
6141 5-(24,11,12348) (complement has $\lambda=14784$)
6142:
6142 5-(24,12,22932) (complement has $\lambda=27456$) residual design of number 6138 |
derived from number 6139 |
Alltop construction for design number 6152 |
6143:
6143 6-(26,13,35280) (complement has $\lambda=42240$) Tran van Trung construction with supplementary design for design number 6138 |
design of number 6144 with respect to smaller t |
6144:
6144 7-(26,13,12348) (complement has $\lambda=14784$) Alltop construction for design number 6138 |
PSL(2,23)++ Alltop construction (many isom. types) |
6145:
6145 5-(25,13,57330) (complement has $\lambda=68640$) design of number 6139 with respect to smaller t |
supplementary design of number 6140 |
residual design of number 6143 |
6146:
6146 5-(24,13,34398) (complement has $\lambda=41184$) residual design of number 6139 |
6147:
6147 4-(25,12,92610) (complement has $\lambda=110880$) design of number 6140 with respect to smaller t |
derived from number 6150 |
residual design of number 9131 |
6148:
6148 4-(24,11,35280) (complement has $\lambda=42240$) derived from number 6140 |
design of number 6141 with respect to smaller t |
6149:
6149 4-(24,12,57330) (complement has $\lambda=68640$) residual design of number 6140 |
design of number 6142 with respect to smaller t |
derived from number 6145 |
Tran van Trung construction with supplementary design for design number 6152 |
6150:
6150 5-(26,13,92610) (complement has $\lambda=110880$)
Tran van Trung construction with supplementary design for design number 6140 |
design of number 6143 with respect to smaller t |
Alltop construction for design number 6147 |
residual design of number 9126 |
derived from number 9127 |
6151:
6151 4-(23,10,12348) (complement has $\lambda=14784$)
6152:
6152 4-(23,11,22932) (complement has $\lambda=27456$) residual design of number 6141 |
derived from number 6142 |
6153:
6153 4-(23,12,34398) (complement has $\lambda=41184$) residual design of number 6142 |
derived from number 6146 |
supplementary design of number 6152 |
6154:
6154 4-(25,13,133770) (complement has $\lambda=160160$) design of number 6145 with respect to smaller t |
supplementary design of number 6147 |
residual design of number 6150 |
derived from number 9132 |
6155:
6155 4-(24,13,76440) (complement has $\lambda=91520$) residual design of number 6145 |
design of number 6146 with respect to smaller t |
6156:
6156 4-(23,13,42042) (complement has $\lambda=50336$) residual design of number 6146 |
6157:
6157 4-(26,13,226380) (complement has $\lambda=271040$) Tran van Trung construction with supplementary design for design number 6147 |
design of number 6150 with respect to smaller t |
residual design of number 9129 |
derived from number 9130 |
6158:
6158 6-(25,12,12474) (complement has $\lambda=14658$) PSL(2,23)+ (many isom. types) |
derived from number 6164 |
6159:
6159 6-(25,13,23166) (complement has $\lambda=27222$) supplementary design of number 6158 |
residual design of number 6164 |
6160:
6160 5-(25,12,35640) (complement has $\lambda=41880$)
design of number 6158 with respect to smaller t |
derived from number 6163 |
residual design of number 8762 |
6161:
6161 5-(24,11,12474) (complement has $\lambda=14658$)
6162:
6162 5-(24,12,23166) (complement has $\lambda=27222$) residual design of number 6158 |
derived from number 6159 |
Alltop construction for design number 6172 |
6163:
6163 6-(26,13,35640) (complement has $\lambda=41880$) Tran van Trung construction with supplementary design for design number 6158 |
design of number 6164 with respect to smaller t |
6164:
6164 7-(26,13,12474) (complement has $\lambda=14658$) Alltop construction for design number 6158 |
PSL(2,23)++ Alltop construction (many isom. types) |
6165:
6165 5-(25,13,57915) (complement has $\lambda=68055$) design of number 6159 with respect to smaller t |
supplementary design of number 6160 |
residual design of number 6163 |
6166:
6166 5-(24,13,34749) (complement has $\lambda=40833$) residual design of number 6159 |
6167:
6167 4-(25,12,93555) (complement has $\lambda=109935$) design of number 6160 with respect to smaller t |
derived from number 6170 |
residual design of number 8765 |
6168:
6168 4-(24,11,35640) (complement has $\lambda=41880$) derived from number 6160 |
design of number 6161 with respect to smaller t |
residual design of number 8767 |
6169:
6169 4-(24,12,57915) (complement has $\lambda=68055$) residual design of number 6160 |
design of number 6162 with respect to smaller t |
derived from number 6165 |
Tran van Trung construction with supplementary design for design number 6172 |
6170:
6170 5-(26,13,93555) (complement has $\lambda=109935$)
Tran van Trung construction with supplementary design for design number 6160 |
design of number 6163 with respect to smaller t |
Alltop construction for design number 6167 |
residual design of number 11282 |
derived from number 11283 |
6171:
6171 4-(23,10,12474) (complement has $\lambda=14658$)
6172:
6172 4-(23,11,23166) (complement has $\lambda=27222$) residual design of number 6161 |
derived from number 6162 |
6173:
6173 4-(23,12,34749) (complement has $\lambda=40833$) residual design of number 6162 |
derived from number 6166 |
supplementary design of number 6172 |
6174:
6174 4-(25,13,135135) (complement has $\lambda=158795$) design of number 6165 with respect to smaller t |
supplementary design of number 6167 |
residual design of number 6170 |
derived from number 11286 |
6175:
6175 4-(24,13,77220) (complement has $\lambda=90740$) residual design of number 6165 |
design of number 6166 with respect to smaller t |
6176:
6176 4-(23,13,42471) (complement has $\lambda=49907$) residual design of number 6166 |
6177:
6177 4-(26,13,228690) (complement has $\lambda=268730$) Tran van Trung construction with supplementary design for design number 6167 |
design of number 6170 with respect to smaller t |
residual design of number 11222 |
derived from number 11223 |
6178:
6178 6-(25,12,12810) (complement has $\lambda=14322$) PSL(2,23)+ (many isom. types) |
derived from number 6184 |
6179:
6179 6-(25,13,23790) (complement has $\lambda=26598$) supplementary design of number 6178 |
residual design of number 6184 |
6180:
6180 5-(25,12,36600) (complement has $\lambda=40920$)
design of number 6178 with respect to smaller t |
derived from number 6183 |
6181:
6181 5-(24,11,12810) (complement has $\lambda=14322$)
6182:
6182 5-(24,12,23790) (complement has $\lambda=26598$) residual design of number 6178 |
derived from number 6179 |
Alltop construction for design number 6192 |
6183:
6183 6-(26,13,36600) (complement has $\lambda=40920$) Tran van Trung construction with supplementary design for design number 6178 |
design of number 6184 with respect to smaller t |
6184:
6184 7-(26,13,12810) (complement has $\lambda=14322$) Alltop construction for design number 6178 |
PSL(2,23)++ Alltop construction (many isom. types) |
6185:
6185 5-(25,13,59475) (complement has $\lambda=66495$) design of number 6179 with respect to smaller t |
supplementary design of number 6180 |
residual design of number 6183 |
6186:
6186 5-(24,13,35685) (complement has $\lambda=39897$) residual design of number 6179 |
6187:
6187 4-(25,12,96075) (complement has $\lambda=107415$) design of number 6180 with respect to smaller t |
derived from number 6190 |
6188:
6188 4-(24,11,36600) (complement has $\lambda=40920$) derived from number 6180 |
design of number 6181 with respect to smaller t |
6189:
6189 4-(24,12,59475) (complement has $\lambda=66495$) residual design of number 6180 |
design of number 6182 with respect to smaller t |
derived from number 6185 |
Tran van Trung construction with supplementary design for design number 6192 |
6190:
6190 5-(26,13,96075) (complement has $\lambda=107415$)
Tran van Trung construction with supplementary design for design number 6180 |
design of number 6183 with respect to smaller t |
Alltop construction for design number 6187 |
6191:
6191 4-(23,10,12810) (complement has $\lambda=14322$)
6192:
6192 4-(23,11,23790) (complement has $\lambda=26598$) residual design of number 6181 |
derived from number 6182 |
6193:
6193 4-(23,12,35685) (complement has $\lambda=39897$) residual design of number 6182 |
derived from number 6186 |
supplementary design of number 6192 |
6194:
6194 4-(25,13,138775) (complement has $\lambda=155155$) design of number 6185 with respect to smaller t |
supplementary design of number 6187 |
residual design of number 6190 |
6195:
6195 4-(24,13,79300) (complement has $\lambda=88660$) residual design of number 6185 |
design of number 6186 with respect to smaller t |
6196:
6196 4-(23,13,43615) (complement has $\lambda=48763$) residual design of number 6186 |
6197:
6197 4-(26,13,234850) (complement has $\lambda=262570$) Tran van Trung construction with supplementary design for design number 6187 |
design of number 6190 with respect to smaller t |
6198:
6198 6-(25,12,12936) (complement has $\lambda=14196$) PSL(2,23)+ (many isom. types) |
derived from number 6204 |
6199:
6199 6-(25,13,24024) (complement has $\lambda=26364$) supplementary design of number 6198 |
residual design of number 6204 |
6200:
6200 5-(25,12,36960) (complement has $\lambda=40560$)
design of number 6198 with respect to smaller t |
derived from number 6203 |
6201:
6201 5-(24,11,12936) (complement has $\lambda=14196$)
6202:
6202 5-(24,12,24024) (complement has $\lambda=26364$) residual design of number 6198 |
derived from number 6199 |
Alltop construction for design number 6208 |
6203:
6203 6-(26,13,36960) (complement has $\lambda=40560$) Tran van Trung construction with supplementary design for design number 6198 |
design of number 6204 with respect to smaller t |
6204:
6204 7-(26,13,12936) (complement has $\lambda=14196$) Alltop construction for design number 6198 |
PSL(2,23)++ Alltop construction (many isom. types) |
6205:
6205 5-(25,13,60060) (complement has $\lambda=65910$) design of number 6199 with respect to smaller t |
supplementary design of number 6200 |
residual design of number 6203 |
6206:
6206 5-(24,13,36036) (complement has $\lambda=39546$) residual design of number 6199 |
6207:
6207 4-(24,12,60060) (complement has $\lambda=65910$) residual design of number 6200 |
design of number 6202 with respect to smaller t |
derived from number 6205 |
Tran van Trung construction with supplementary design for design number 6208 |
6208:
6208 4-(23,11,24024) (complement has $\lambda=26364$) residual design of number 6201 |
derived from number 6202 |
6209:
6209 4-(23,12,36036) (complement has $\lambda=39546$) residual design of number 6202 |
derived from number 6206 |
supplementary design of number 6208 |
6210:
6210 4-(24,13,80080) (complement has $\lambda=87880$)
residual design of number 6205 |
design of number 6206 with respect to smaller t |
6211:
6211 4-(23,13,44044) (complement has $\lambda=48334$) residual design of number 6206 |
6212:
6212 6-(25,12,13272) (complement has $\lambda=13860$) PSL(2,23)+ (many isom. types) |
derived from number 6218 |
6213:
6213 6-(25,13,24648) (complement has $\lambda=25740$) supplementary design of number 6212 |
residual design of number 6218 |
6214:
6214 5-(25,12,37920) (complement has $\lambda=39600$) design of number 6212 with respect to smaller t |
derived from number 6217 |
residual design of number 6290 |
6215:
6215 5-(24,11,13272) (complement has $\lambda=13860$) derived from number 6212 |
residual design of number 7960 |
6216:
6216 5-(24,12,24648) (complement has $\lambda=25740$) residual design of number 6212 |
derived from number 6213 |
Alltop construction for design number 6226 |
6217:
6217 6-(26,13,37920) (complement has $\lambda=39600$) Tran van Trung construction with supplementary design for design number 6212 |
design of number 6218 with respect to smaller t |
6218:
6218 7-(26,13,13272) (complement has $\lambda=13860$) Alltop construction for design number 6212 |
PSL(2,23)++ Alltop construction (many isom. types) |
6219:
6219 5-(25,13,61620) (complement has $\lambda=64350$) design of number 6213 with respect to smaller t |
supplementary design of number 6214 |
residual design of number 6217 |
6220:
6220 5-(24,13,36972) (complement has $\lambda=38610$)
residual design of number 6213 |
6221:
6221 4-(25,12,99540) (complement has $\lambda=103950$) design of number 6214 with respect to smaller t |
derived from number 6224 |
residual design of number 6291 |
6222:
6222 4-(24,11,37920) (complement has $\lambda=39600$) derived from number 6214 |
design of number 6215 with respect to smaller t |
residual design of number 6292 |
6223:
6223 4-(24,12,61620) (complement has $\lambda=64350$) residual design of number 6214 |
design of number 6216 with respect to smaller t |
derived from number 6219 |
Tran van Trung construction with supplementary design for design number 6226 |
6224:
6224 5-(26,13,99540) (complement has $\lambda=103950$) Tran van Trung construction with supplementary design for design number 6214 |
design of number 6217 with respect to smaller t |
Alltop construction for design number 6221 |
residual design of number 6825 |
derived from number 6826 |
6225:
6225 4-(23,10,13272) (complement has $\lambda=13860$) derived from number 6215 |
residual design of number 7962 |
6226:
6226 4-(23,11,24648) (complement has $\lambda=25740$) residual design of number 6215 |
derived from number 6216 |
6227:
6227 4-(23,12,36972) (complement has $\lambda=38610$) residual design of number 6216 |
derived from number 6220 |
supplementary design of number 6226 |
6228:
6228 4-(25,13,143780) (complement has $\lambda=150150$) design of number 6219 with respect to smaller t |
supplementary design of number 6221 |
residual design of number 6224 |
derived from number 6829 |
6229:
6229 4-(24,13,82160) (complement has $\lambda=85800$) residual design of number 6219 |
design of number 6220 with respect to smaller t |
6230:
6230 4-(23,13,45188) (complement has $\lambda=47190$)
residual design of number 6220 |
6231:
6231 6-(25,12,13398) (complement has $\lambda=13734$) PSL(2,23)+ (many isom. types) |
derived from number 6237 |
6232:
6232 6-(25,13,24882) (complement has $\lambda=25506$) supplementary design of number 6231 |
residual design of number 6237 |
6233:
6233 5-(25,12,38280) (complement has $\lambda=39240$) design of number 6231 with respect to smaller t |
derived from number 6236 |
6234:
6234 5-(24,11,13398) (complement has $\lambda=13734$)
6235:
6235 5-(24,12,24882) (complement has $\lambda=25506$) residual design of number 6231 |
derived from number 6232 |
Alltop construction for design number 6245 |
6236:
6236 6-(26,13,38280) (complement has $\lambda=39240$) Tran van Trung construction with supplementary design for design number 6231 |
design of number 6237 with respect to smaller t |
6237:
6237 7-(26,13,13398) (complement has $\lambda=13734$) Alltop construction for design number 6231 |
PSL(2,23)++ Alltop construction (many isom. types) |
6238:
6238 5-(25,13,62205) (complement has $\lambda=63765$) design of number 6232 with respect to smaller t |
supplementary design of number 6233 |
residual design of number 6236 |
6239:
6239 5-(24,13,37323) (complement has $\lambda=38259$) residual design of number 6232 |
6240:
6240 4-(25,12,100485) (complement has $\lambda=103005$)
design of number 6233 with respect to smaller t |
derived from number 6243 |
6241:
6241 4-(24,11,38280) (complement has $\lambda=39240$) derived from number 6233 |
design of number 6234 with respect to smaller t |
6242:
6242 4-(24,12,62205) (complement has $\lambda=63765$) residual design of number 6233 |
design of number 6235 with respect to smaller t |
derived from number 6238 |
Tran van Trung construction with supplementary design for design number 6245 |
6243:
6243 5-(26,13,100485) (complement has $\lambda=103005$) Tran van Trung construction with supplementary design for design number 6233 |
design of number 6236 with respect to smaller t |
Alltop construction for design number 6240 |
6244:
6244 4-(23,10,13398) (complement has $\lambda=13734$)
6245:
6245 4-(23,11,24882) (complement has $\lambda=25506$) residual design of number 6234 |
derived from number 6235 |
6246:
6246 4-(23,12,37323) (complement has $\lambda=38259$) residual design of number 6235 |
derived from number 6239 |
supplementary design of number 6245 |
6247:
6247 4-(25,13,145145) (complement has $\lambda=148785$) design of number 6238 with respect to smaller t |
supplementary design of number 6240 |
residual design of number 6243 |
6248:
6248 4-(24,13,82940) (complement has $\lambda=85020$) residual design of number 6238 |
design of number 6239 with respect to smaller t |
6249:
6249 4-(23,13,45617) (complement has $\lambda=46761$) residual design of number 6239 |
6250:
6250 4-(26,13,245630) (complement has $\lambda=251790$)
Tran van Trung construction with supplementary design for design number 6240 |
design of number 6243 with respect to smaller t |
6251:
6251 6-(25,8,36) (complement has $\lambda=135$) PGL(2,23)+ (242 isom. types) \cite{Bettenetal98b} |
6252:
6252 5-(25,8,240) (complement has $\lambda=900$) design of number 6251 with respect to smaller t |
derived from number 6306 |
6253:
6253 5-(24,8,204) (complement has $\lambda=765$) residual design of number 6251 |
6254:
6254 4-(24,8,1020) (complement has $\lambda=3825$) residual design of number 6252 |
design of number 6253 with respect to smaller t |
derived from number 6307 |
6255:
6255 4-(23,8,816) (complement has $\lambda=3060$) residual design of number 6253 |
6256:
6256 6-(25,8,45) (complement has $\lambda=126$) PGL(2,23)+ (10008 isom. types) \cite{Bettenetal98b} |
6257:
6257 5-(25,8,300) (complement has $\lambda=840$) design of number 6256 with respect to smaller t |
6258:
6258 5-(24,8,255) (complement has $\lambda=714$) residual design of number 6256 |
6259:
6259 4-(24,8,1275) (complement has $\lambda=3570$) residual design of number 6257 |
design of number 6258 with respect to smaller t |
6260:
6260 4-(23,8,1020) (complement has $\lambda=2856$)
residual design of number 6258 |
6261:
6261 6-(25,8,54) (complement has $\lambda=117$) PGL(2,23)+ \cite{Bettenetal98b} |
residual design of number 7999 |
derived from number 8001 |
6262:
6262 5-(25,8,360) (complement has $\lambda=780$) design of number 6261 with respect to smaller t |
residual design of number 6295 |
derived from number 6309 |
6263:
6263 5-(24,8,306) (complement has $\lambda=663$) residual design of number 6261 |
derived from number 8002 |
6264:
6264 4-(24,8,1530) (complement has $\lambda=3315$) residual design of number 6262 |
design of number 6263 with respect to smaller t |
derived from number 6311 |
6265:
6265 6-(25,8,63) (complement has $\lambda=108$) PGL(2,23)+ \cite{Bettenetal98b} |
$AGL(2,5)^2$ |
derived from number 8003 |
6266:
6266 5-(25,8,420) (complement has $\lambda=720$) design of number 6265 with respect to smaller t |
residual design of number 6297 |
derived from number 6314 |
6267:
6267 5-(24,8,357) (complement has $\lambda=612$) residual design of number 6265 |
derived from number 8004 |
6268:
6268 4-(24,8,1785) (complement has $\lambda=3060$) residual design of number 6266 |
design of number 6267 with respect to smaller t |
derived from number 6315 |
6269:
6269 4-(23,8,1428) (complement has $\lambda=2448$) residual design of number 6267 |
derived from number 8005 |
6270:
6270 6-(25,8,72) (complement has $\lambda=99$)
PGL(2,23)+ \cite{Bettenetal98b} |
6271:
6271 5-(25,8,480) (complement has $\lambda=660$) design of number 6270 with respect to smaller t |
6272:
6272 5-(24,8,408) (complement has $\lambda=561$) residual design of number 6270 |
6273:
6273 6-(25,8,81) (complement has $\lambda=90$) PGL(2,23)+ \cite{Bettenetal98b} |
derived from number 8007 |
6274:
6274 5-(24,8,459) (complement has $\lambda=510$) residual design of number 6273 |
derived from number 8008 |
6275:
6275 6-(25,9,285) (complement has $\lambda=684$) \cite{Sebille98} $ AGL(2,5)$ |
design of number 7894 with respect to smaller t |
6276:
6276 5-(25,9,1425) (complement has $\lambda=3420$) design of number 6275 with respect to smaller t |
6277:
6277 4-(25,9,5985) (complement has $\lambda=14364$) design of number 6276 with respect to smaller t |
6278:
6278 6-(25,9,324) (complement has $\lambda=645$) \cite{Sebille98} $ AGL(2,5)$ |
6279:
6279 5-(25,9,1620) (complement has $\lambda=3225$) design of number 6278 with respect to smaller t |
derived from number 8356 |
6280:
6280 5-(24,8,324) (complement has $\lambda=645$)
6281:
6281 4-(25,9,6804) (complement has $\lambda=13545$) design of number 6279 with respect to smaller t |
derived from number 6453 |
6282:
6282 4-(24,8,1620) (complement has $\lambda=3225$) derived from number 6279 |
design of number 6280 with respect to smaller t |
6283:
6283 4-(23,7,324) (complement has $\lambda=645$)
6284:
6284 6-(26,12,17160) (complement has $\lambda=21600$) TvT: 6-(25,11,5148) $\cup$ 6-(25,12,12012) |
derived from number 8803 |
design of number 10637 with respect to smaller t |
residual design of number 11549 |
6285:
6285 5-(26,12,51480) (complement has $\lambda=64800$) design of number 6284 with respect to smaller t |
residual design of number 6629 |
derived from number 6816 |
6286:
6286 5-(25,11,17160) (complement has $\lambda=21600$) derived from number 6284 |
residual design of number 7952 |
design of number 7954 with respect to smaller t |
6287:
6287 4-(26,12,141570) (complement has $\lambda=178200$) design of number 6285 with respect to smaller t |
residual design of number 6630 |
derived from number 6818 |
6288:
6288 4-(25,11,51480) (complement has $\lambda=64800$) derived from number 6285 |
design of number 6286 with respect to smaller t |
residual design of number 6522 |
6289:
6289 4-(24,10,17160) (complement has $\lambda=21600$) derived from number 6286 |
residual design of number 7955 |
design of number 7956 with respect to smaller t |
6290:
6290 6-(26,12,18960) (complement has $\lambda=19800$)
TvT: 6-(25,11,5688) $\cup$ 6-(25,12,13272) |
6291:
6291 5-(26,12,56880) (complement has $\lambda=59400$) design of number 6290 with respect to smaller t |
residual design of number 6631 |
derived from number 6825 |
6292:
6292 5-(25,11,18960) (complement has $\lambda=19800$) derived from number 6290 |
residual design of number 7958 |
design of number 7960 with respect to smaller t |
6293:
6293 4-(25,11,56880) (complement has $\lambda=59400$) derived from number 6291 |
design of number 6292 with respect to smaller t |
residual design of number 6632 |
6294:
6294 4-(24,10,18960) (complement has $\lambda=19800$) derived from number 6292 |
residual design of number 7961 |
design of number 7962 with respect to smaller t |
6295:
6295 6-(26,8,60) (complement has $\lambda=130$) $P\Gamma L(2,25)$ (23 isomorphism types) \cite{Bettenetal97b} |
\cite{Sebille98} $P\Gamma L(2,25)$ |
design of number 7999 with respect to smaller t |
derived from number 8813 |
6296:
6296 5-(25,7,60) (complement has $\lambda=130$) derived from number 6295 |
design of number 8000 with respect to smaller t |
6297:
6297 6-(26,8,70) (complement has $\lambda=120$) $P\Gamma L(2,25)$ (87 isomorphism types) \cite{Bettenetal97b} |
6298:
6298 5-(26,8,490) (complement has $\lambda=840$) design of number 6297 with respect to smaller t |
derived from number 6831 |
6299:
6299 5-(25,7,70) (complement has $\lambda=120$)
6300:
6300 4-(25,7,490) (complement has $\lambda=840$)
derived from number 6298 |
design of number 6299 with respect to smaller t |
6301:
6301 6-(26,9,180) (complement has $\lambda=960$)
6302:
6302 5-(25,8,180) (complement has $\lambda=960$)
6303:
6303 5-(25,9,765) (complement has $\lambda=4080$) residual design of number 6301 |
derived from number 8047 |
6304:
6304 4-(24,8,765) (complement has $\lambda=4080$) residual design of number 6302 |
derived from number 6303 |
6305:
6305 4-(24,9,2448) (complement has $\lambda=13056$) residual design of number 6303 |
derived from number 8051 |
6306:
6306 6-(26,9,240) (complement has $\lambda=900$) $PSL(2,25)$ |
derived from number 8009 |
6307:
6307 5-(25,9,1020) (complement has $\lambda=3825$) residual design of number 6306 |
derived from number 8011 |
6308:
6308 4-(24,9,3264) (complement has $\lambda=12240$) residual design of number 6307 |
derived from number 8013 |
6309:
6309 6-(26,9,360) (complement has $\lambda=780$) $PSL(2,25)$ |
design of number 8001 with respect to smaller t |
residual design of number 8813 |
6310:
6310 5-(26,9,1890) (complement has $\lambda=4095$)
design of number 6309 with respect to smaller t |
residual design of number 8814 |
6311:
6311 5-(25,9,1530) (complement has $\lambda=3315$) residual design of number 6309 |
design of number 8002 with respect to smaller t |
6312:
6312 4-(26,9,8316) (complement has $\lambda=18018$) design of number 6310 with respect to smaller t |
residual design of number 8815 |
6313:
6313 4-(25,9,6426) (complement has $\lambda=13923$) residual design of number 6310 |
design of number 6311 with respect to smaller t |
6314:
6314 6-(26,9,420) (complement has $\lambda=720$) $PSL(2,25)$ |
design of number 8003 with respect to smaller t |
6315:
6315 5-(25,9,1785) (complement has $\lambda=3060$) residual design of number 6314 |
design of number 8004 with respect to smaller t |
derived from number 8408 |
6316:
6316 4-(24,9,5712) (complement has $\lambda=9792$) residual design of number 6315 |
design of number 8005 with respect to smaller t |
derived from number 8410 |
6317:
6317 6-(27,11,10017) (complement has $\lambda=10332$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8578 with respect to smaller t |
6318:
6318 5-(27,11,36729) (complement has $\lambda=37884$) design of number 6317 with respect to smaller t |
6319:
6319 5-(26,10,10017) (complement has $\lambda=10332$) derived from number 6317 |
design of number 8579 with respect to smaller t |
6320:
6320 5-(26,11,26712) (complement has $\lambda=27552$)
residual design of number 6317 |
design of number 8580 with respect to smaller t |
6321:
6321 4-(27,11,120681) (complement has $\lambda=124476$) design of number 6318 with respect to smaller t |
6322:
6322 4-(26,10,36729) (complement has $\lambda=37884$) derived from number 6318 |
design of number 6319 with respect to smaller t |
6323:
6323 4-(26,11,83952) (complement has $\lambda=86592$) residual design of number 6318 |
design of number 6320 with respect to smaller t |
6324:
6324 4-(25,9,10017) (complement has $\lambda=10332$) derived from number 6319 |
design of number 8581 with respect to smaller t |
6325:
6325 4-(25,11,57240) (complement has $\lambda=59040$) residual design of number 6320 |
design of number 8582 with respect to smaller t |
6326:
6326 6-(27,11,10143) (complement has $\lambda=10206$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8585 with respect to smaller t |
derived from number 8828 |
6327:
6327 5-(27,11,37191) (complement has $\lambda=37422$) design of number 6326 with respect to smaller t |
derived from number 7014 |
6328:
6328 5-(26,10,10143) (complement has $\lambda=10206$) derived from number 6326 |
design of number 8586 with respect to smaller t |
6329:
6329 4-(26,10,37191) (complement has $\lambda=37422$) derived from number 6327 |
design of number 6328 with respect to smaller t |
6330:
6330 4-(25,9,10143) (complement has $\lambda=10206$)
derived from number 6328 |
design of number 8588 with respect to smaller t |
6331:
6331 6-(27,11,1701) (complement has $\lambda=18648$) \cite{Sebille98} $AGL(3,3)$ |
6332:
6332 5-(27,11,6237) (complement has $\lambda=68376$) design of number 6331 with respect to smaller t |
6333:
6333 5-(26,10,1701) (complement has $\lambda=18648$)
6334:
6334 5-(26,11,4536) (complement has $\lambda=49728$) residual design of number 6331 |
6335:
6335 4-(27,11,20493) (complement has $\lambda=224664$) design of number 6332 with respect to smaller t |
6336:
6336 4-(26,10,6237) (complement has $\lambda=68376$) derived from number 6332 |
design of number 6333 with respect to smaller t |
6337:
6337 4-(26,11,14256) (complement has $\lambda=156288$) residual design of number 6332 |
design of number 6334 with respect to smaller t |
6338:
6338 4-(25,9,1701) (complement has $\lambda=18648$)
6339:
6339 4-(25,10,4536) (complement has $\lambda=49728$) residual design of number 6333 |
derived from number 6334 |
6340:
6340 4-(25,11,9720) (complement has $\lambda=106560$)
residual design of number 6334 |
6341:
6341 6-(27,11,2079) (complement has $\lambda=18270$) \cite{Sebille98} $AGL(3,3)$ |
6342:
6342 5-(27,11,7623) (complement has $\lambda=66990$) design of number 6341 with respect to smaller t |
6343:
6343 5-(26,10,2079) (complement has $\lambda=18270$)
6344:
6344 5-(26,11,5544) (complement has $\lambda=48720$) residual design of number 6341 |
6345:
6345 4-(27,11,25047) (complement has $\lambda=220110$) design of number 6342 with respect to smaller t |
6346:
6346 4-(26,10,7623) (complement has $\lambda=66990$) derived from number 6342 |
design of number 6343 with respect to smaller t |
6347:
6347 4-(26,11,17424) (complement has $\lambda=153120$) residual design of number 6342 |
design of number 6344 with respect to smaller t |
6348:
6348 4-(25,9,2079) (complement has $\lambda=18270$)
6349:
6349 4-(25,10,5544) (complement has $\lambda=48720$) residual design of number 6343 |
derived from number 6344 |
6350:
6350 4-(25,11,11880) (complement has $\lambda=104400$)
residual design of number 6344 |
6351:
6351 6-(27,11,2268) (complement has $\lambda=18081$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8016 with respect to smaller t |
6352:
6352 5-(27,11,8316) (complement has $\lambda=66297$) design of number 6351 with respect to smaller t |
6353:
6353 5-(26,10,2268) (complement has $\lambda=18081$) derived from number 6351 |
design of number 8017 with respect to smaller t |
6354:
6354 5-(26,11,6048) (complement has $\lambda=48216$) residual design of number 6351 |
design of number 8018 with respect to smaller t |
6355:
6355 4-(27,11,27324) (complement has $\lambda=217833$) design of number 6352 with respect to smaller t |
6356:
6356 4-(26,10,8316) (complement has $\lambda=66297$) derived from number 6352 |
design of number 6353 with respect to smaller t |
6357:
6357 4-(26,11,19008) (complement has $\lambda=151536$) residual design of number 6352 |
design of number 6354 with respect to smaller t |
6358:
6358 4-(25,9,2268) (complement has $\lambda=18081$) derived from number 6353 |
design of number 8019 with respect to smaller t |
6359:
6359 4-(25,10,6048) (complement has $\lambda=48216$) residual design of number 6353 |
derived from number 6354 |
design of number 8020 with respect to smaller t |
6360:
6360 4-(25,11,12960) (complement has $\lambda=103320$)
residual design of number 6354 |
design of number 8021 with respect to smaller t |
6361:
6361 6-(27,11,2646) (complement has $\lambda=17703$) \cite{Sebille98} $AGL(3,3)$ |
6362:
6362 5-(27,11,9702) (complement has $\lambda=64911$) design of number 6361 with respect to smaller t |
6363:
6363 5-(26,10,2646) (complement has $\lambda=17703$)
6364:
6364 5-(26,11,7056) (complement has $\lambda=47208$) residual design of number 6361 |
6365:
6365 4-(27,11,31878) (complement has $\lambda=213279$) design of number 6362 with respect to smaller t |
6366:
6366 4-(26,10,9702) (complement has $\lambda=64911$) derived from number 6362 |
design of number 6363 with respect to smaller t |
6367:
6367 4-(26,11,22176) (complement has $\lambda=148368$) residual design of number 6362 |
design of number 6364 with respect to smaller t |
6368:
6368 4-(25,9,2646) (complement has $\lambda=17703$)
6369:
6369 4-(25,10,7056) (complement has $\lambda=47208$) residual design of number 6363 |
derived from number 6364 |
6370:
6370 4-(25,11,15120) (complement has $\lambda=101160$)
residual design of number 6364 |
6371:
6371 6-(27,11,4536) (complement has $\lambda=15813$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8171 with respect to smaller t |
6372:
6372 5-(27,11,16632) (complement has $\lambda=57981$) design of number 6371 with respect to smaller t |
6373:
6373 5-(26,10,4536) (complement has $\lambda=15813$) derived from number 6371 |
design of number 8172 with respect to smaller t |
6374:
6374 5-(26,11,12096) (complement has $\lambda=42168$) residual design of number 6371 |
design of number 8173 with respect to smaller t |
6375:
6375 4-(27,11,54648) (complement has $\lambda=190509$) design of number 6372 with respect to smaller t |
6376:
6376 4-(26,10,16632) (complement has $\lambda=57981$) derived from number 6372 |
design of number 6373 with respect to smaller t |
6377:
6377 4-(26,11,38016) (complement has $\lambda=132528$) residual design of number 6372 |
design of number 6374 with respect to smaller t |
6378:
6378 4-(25,9,4536) (complement has $\lambda=15813$) derived from number 6373 |
design of number 8174 with respect to smaller t |
6379:
6379 4-(25,10,12096) (complement has $\lambda=42168$) residual design of number 6373 |
derived from number 6374 |
design of number 8175 with respect to smaller t |
6380:
6380 4-(25,11,25920) (complement has $\lambda=90360$)
residual design of number 6374 |
design of number 8176 with respect to smaller t |
6381:
6381 6-(27,11,5103) (complement has $\lambda=15246$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8236 with respect to smaller t |
derived from number 8829 |
6382:
6382 5-(27,11,18711) (complement has $\lambda=55902$) design of number 6381 with respect to smaller t |
derived from number 7004 |
6383:
6383 5-(26,10,5103) (complement has $\lambda=15246$) derived from number 6381 |
design of number 8237 with respect to smaller t |
6384:
6384 5-(26,11,13608) (complement has $\lambda=40656$) residual design of number 6381 |
derived from number 6596 |
design of number 8238 with respect to smaller t |
6385:
6385 4-(26,10,18711) (complement has $\lambda=55902$) derived from number 6382 |
design of number 6383 with respect to smaller t |
6386:
6386 4-(26,11,42768) (complement has $\lambda=127776$) residual design of number 6382 |
design of number 6384 with respect to smaller t |
derived from number 6597 |
6387:
6387 4-(25,9,5103) (complement has $\lambda=15246$) derived from number 6383 |
design of number 8239 with respect to smaller t |
6388:
6388 4-(25,10,13608) (complement has $\lambda=40656$) residual design of number 6383 |
derived from number 6384 |
design of number 8240 with respect to smaller t |
6389:
6389 4-(25,11,29160) (complement has $\lambda=87120$) residual design of number 6384 |
derived from number 6598 |
design of number 8241 with respect to smaller t |
6390:
6390 6-(27,11,5481) (complement has $\lambda=14868$)
\cite{Sebille98} $AGL(3,3)$ |
design of number 8246 with respect to smaller t |
6391:
6391 5-(27,11,20097) (complement has $\lambda=54516$) design of number 6390 with respect to smaller t |
6392:
6392 5-(26,10,5481) (complement has $\lambda=14868$) derived from number 6390 |
design of number 8247 with respect to smaller t |
6393:
6393 5-(26,11,14616) (complement has $\lambda=39648$) residual design of number 6390 |
design of number 8248 with respect to smaller t |
6394:
6394 4-(27,11,66033) (complement has $\lambda=179124$) design of number 6391 with respect to smaller t |
6395:
6395 4-(26,10,20097) (complement has $\lambda=54516$) derived from number 6391 |
design of number 6392 with respect to smaller t |
6396:
6396 4-(26,11,45936) (complement has $\lambda=124608$) residual design of number 6391 |
design of number 6393 with respect to smaller t |
6397:
6397 4-(25,9,5481) (complement has $\lambda=14868$) derived from number 6392 |
design of number 8249 with respect to smaller t |
6398:
6398 4-(25,10,14616) (complement has $\lambda=39648$) residual design of number 6392 |
derived from number 6393 |
design of number 8250 with respect to smaller t |
6399:
6399 4-(25,11,31320) (complement has $\lambda=84960$) residual design of number 6393 |
design of number 8251 with respect to smaller t |
6400:
6400 6-(27,11,5670) (complement has $\lambda=14679$)
\cite{Sebille98} $AGL(3,3)$ |
design of number 8275 with respect to smaller t |
6401:
6401 5-(27,11,20790) (complement has $\lambda=53823$) design of number 6400 with respect to smaller t |
derived from number 7005 |
6402:
6402 5-(26,10,5670) (complement has $\lambda=14679$) derived from number 6400 |
design of number 8276 with respect to smaller t |
6403:
6403 5-(26,11,15120) (complement has $\lambda=39144$) residual design of number 6400 |
design of number 8277 with respect to smaller t |
derived from number 8853 |
6404:
6404 4-(26,10,20790) (complement has $\lambda=53823$) derived from number 6401 |
design of number 6402 with respect to smaller t |
6405:
6405 4-(25,9,5670) (complement has $\lambda=14679$) derived from number 6402 |
design of number 8278 with respect to smaller t |
6406:
6406 4-(25,10,15120) (complement has $\lambda=39144$) residual design of number 6402 |
derived from number 6403 |
design of number 8279 with respect to smaller t |
6407:
6407 4-(25,11,32400) (complement has $\lambda=83880$) residual design of number 6403 |
derived from number 6772 |
design of number 8280 with respect to smaller t |
6408:
6408 6-(27,11,6048) (complement has $\lambda=14301$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8298 with respect to smaller t |
6409:
6409 5-(27,11,22176) (complement has $\lambda=52437$) design of number 6408 with respect to smaller t |
6410:
6410 5-(26,10,6048) (complement has $\lambda=14301$)
derived from number 6408 |
design of number 8299 with respect to smaller t |
6411:
6411 5-(26,11,16128) (complement has $\lambda=38136$) residual design of number 6408 |
design of number 8300 with respect to smaller t |
6412:
6412 4-(27,11,72864) (complement has $\lambda=172293$) design of number 6409 with respect to smaller t |
6413:
6413 4-(26,10,22176) (complement has $\lambda=52437$) derived from number 6409 |
design of number 6410 with respect to smaller t |
6414:
6414 4-(26,11,50688) (complement has $\lambda=119856$) residual design of number 6409 |
design of number 6411 with respect to smaller t |
6415:
6415 4-(25,10,16128) (complement has $\lambda=38136$) residual design of number 6410 |
derived from number 6411 |
design of number 8301 with respect to smaller t |
6416:
6416 4-(25,11,34560) (complement has $\lambda=81720$) residual design of number 6411 |
design of number 8302 with respect to smaller t |
6417:
6417 6-(27,11,6174) (complement has $\lambda=14175$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8305 with respect to smaller t |
6418:
6418 5-(27,11,22638) (complement has $\lambda=51975$) design of number 6417 with respect to smaller t |
6419:
6419 5-(26,10,6174) (complement has $\lambda=14175$) derived from number 6417 |
design of number 8306 with respect to smaller t |
6420:
6420 5-(26,11,16464) (complement has $\lambda=37800$)
residual design of number 6417 |
design of number 7906 with respect to smaller t |
6421:
6421 4-(26,10,22638) (complement has $\lambda=51975$) derived from number 6418 |
design of number 6419 with respect to smaller t |
6422:
6422 4-(25,9,6174) (complement has $\lambda=14175$) derived from number 6419 |
design of number 8307 with respect to smaller t |
6423:
6423 4-(25,10,16464) (complement has $\lambda=37800$) residual design of number 6419 |
derived from number 6420 |
design of number 7909 with respect to smaller t |
6424:
6424 4-(25,11,35280) (complement has $\lambda=81000$) residual design of number 6420 |
design of number 7910 with respect to smaller t |
derived from number 9011 |
6425:
6425 6-(27,11,6237) (complement has $\lambda=14112$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8309 with respect to smaller t |
6426:
6426 5-(27,11,22869) (complement has $\lambda=51744$) design of number 6425 with respect to smaller t |
6427:
6427 5-(26,10,6237) (complement has $\lambda=14112$) derived from number 6425 |
design of number 8310 with respect to smaller t |
6428:
6428 5-(26,11,16632) (complement has $\lambda=37632$) residual design of number 6425 |
design of number 8311 with respect to smaller t |
6429:
6429 4-(26,10,22869) (complement has $\lambda=51744$) derived from number 6426 |
design of number 6427 with respect to smaller t |
6430:
6430 4-(25,9,6237) (complement has $\lambda=14112$)
derived from number 6427 |
design of number 8312 with respect to smaller t |
6431:
6431 4-(25,10,16632) (complement has $\lambda=37632$) residual design of number 6427 |
derived from number 6428 |
design of number 8313 with respect to smaller t |
6432:
6432 4-(25,11,35640) (complement has $\lambda=80640$) residual design of number 6428 |
design of number 8314 with respect to smaller t |
derived from number 9021 |
6433:
6433 6-(27,11,6615) (complement has $\lambda=13734$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8337 with respect to smaller t |
6434:
6434 5-(27,11,24255) (complement has $\lambda=50358$) design of number 6433 with respect to smaller t |
derived from number 7006 |
6435:
6435 5-(26,10,6615) (complement has $\lambda=13734$) derived from number 6433 |
design of number 8338 with respect to smaller t |
6436:
6436 5-(26,11,17640) (complement has $\lambda=36624$) residual design of number 6433 |
design of number 8339 with respect to smaller t |
derived from number 8856 |
6437:
6437 4-(26,10,24255) (complement has $\lambda=50358$) derived from number 6434 |
design of number 6435 with respect to smaller t |
6438:
6438 4-(26,11,55440) (complement has $\lambda=115104$) residual design of number 6434 |
design of number 6436 with respect to smaller t |
derived from number 7007 |
6439:
6439 4-(25,9,6615) (complement has $\lambda=13734$) derived from number 6435 |
design of number 8340 with respect to smaller t |
6440:
6440 4-(25,10,17640) (complement has $\lambda=36624$)
residual design of number 6435 |
derived from number 6436 |
design of number 8341 with respect to smaller t |
6441:
6441 4-(25,11,37800) (complement has $\lambda=78480$) residual design of number 6436 |
design of number 8342 with respect to smaller t |
derived from number 8859 |
6442:
6442 6-(27,11,6741) (complement has $\lambda=13608$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8346 with respect to smaller t |
derived from number 8830 |
6443:
6443 5-(27,11,24717) (complement has $\lambda=49896$) design of number 6442 with respect to smaller t |
derived from number 7009 |
6444:
6444 5-(26,10,6741) (complement has $\lambda=13608$) derived from number 6442 |
design of number 8347 with respect to smaller t |
6445:
6445 5-(26,11,17976) (complement has $\lambda=36288$) residual design of number 6442 |
derived from number 6612 |
design of number 8348 with respect to smaller t |
6446:
6446 4-(26,10,24717) (complement has $\lambda=49896$) derived from number 6443 |
design of number 6444 with respect to smaller t |
6447:
6447 4-(26,11,56496) (complement has $\lambda=114048$) residual design of number 6443 |
design of number 6445 with respect to smaller t |
derived from number 6613 |
6448:
6448 4-(25,9,6741) (complement has $\lambda=13608$) derived from number 6444 |
design of number 8349 with respect to smaller t |
6449:
6449 4-(25,10,17976) (complement has $\lambda=36288$) residual design of number 6444 |
derived from number 6445 |
design of number 8350 with respect to smaller t |
6450:
6450 4-(25,11,38520) (complement has $\lambda=77760$)
residual design of number 6445 |
derived from number 6614 |
design of number 8351 with respect to smaller t |
6451:
6451 6-(27,11,6804) (complement has $\lambda=13545$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8355 with respect to smaller t |
derived from number 8831 |
6452:
6452 5-(27,11,24948) (complement has $\lambda=49665$) design of number 6451 with respect to smaller t |
derived from number 7010 |
6453:
6453 5-(26,10,6804) (complement has $\lambda=13545$) derived from number 6451 |
design of number 8356 with respect to smaller t |
6454:
6454 5-(26,11,18144) (complement has $\lambda=36120$) residual design of number 6451 |
derived from number 6618 |
design of number 8357 with respect to smaller t |
6455:
6455 4-(26,10,24948) (complement has $\lambda=49665$) derived from number 6452 |
design of number 6453 with respect to smaller t |
6456:
6456 4-(26,11,57024) (complement has $\lambda=113520$) residual design of number 6452 |
design of number 6454 with respect to smaller t |
derived from number 6619 |
6457:
6457 4-(25,10,18144) (complement has $\lambda=36120$) residual design of number 6453 |
derived from number 6454 |
design of number 8358 with respect to smaller t |
6458:
6458 4-(25,11,38880) (complement has $\lambda=77400$) residual design of number 6454 |
derived from number 6620 |
design of number 8359 with respect to smaller t |
6459:
6459 6-(27,11,7182) (complement has $\lambda=13167$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8376 with respect to smaller t |
6460:
6460 5-(26,10,7182) (complement has $\lambda=13167$)
derived from number 6459 |
design of number 7902 with respect to smaller t |
6461:
6461 4-(25,9,7182) (complement has $\lambda=13167$) derived from number 6460 |
design of number 7897 with respect to smaller t |
6462:
6462 6-(27,11,7308) (complement has $\lambda=13041$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8378 with respect to smaller t |
6463:
6463 5-(27,11,26796) (complement has $\lambda=47817$) design of number 6462 with respect to smaller t |
6464:
6464 5-(26,10,7308) (complement has $\lambda=13041$) derived from number 6462 |
design of number 8379 with respect to smaller t |
6465:
6465 5-(26,11,19488) (complement has $\lambda=34776$) residual design of number 6462 |
design of number 8380 with respect to smaller t |
6466:
6466 4-(27,11,88044) (complement has $\lambda=157113$) design of number 6463 with respect to smaller t |
6467:
6467 4-(26,10,26796) (complement has $\lambda=47817$) derived from number 6463 |
design of number 6464 with respect to smaller t |
6468:
6468 4-(26,11,61248) (complement has $\lambda=109296$) residual design of number 6463 |
design of number 6465 with respect to smaller t |
6469:
6469 4-(25,9,7308) (complement has $\lambda=13041$) derived from number 6464 |
design of number 8381 with respect to smaller t |
6470:
6470 4-(25,10,19488) (complement has $\lambda=34776$)
residual design of number 6464 |
derived from number 6465 |
design of number 8382 with respect to smaller t |
6471:
6471 4-(25,11,41760) (complement has $\lambda=74520$) residual design of number 6465 |
design of number 8383 with respect to smaller t |
6472:
6472 6-(27,11,7497) (complement has $\lambda=12852$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8407 with respect to smaller t |
6473:
6473 5-(27,11,27489) (complement has $\lambda=47124$) design of number 6472 with respect to smaller t |
residual design of number 7003 |
6474:
6474 5-(26,11,19992) (complement has $\lambda=34272$) residual design of number 6472 |
design of number 8409 with respect to smaller t |
6475:
6475 4-(25,11,42840) (complement has $\lambda=73440$) residual design of number 6474 |
design of number 8411 with respect to smaller t |
derived from number 9071 |
6476:
6476 6-(27,11,7749) (complement has $\lambda=12600$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8414 with respect to smaller t |
6477:
6477 5-(27,11,28413) (complement has $\lambda=46200$) design of number 6476 with respect to smaller t |
6478:
6478 5-(26,10,7749) (complement has $\lambda=12600$) derived from number 6476 |
design of number 8415 with respect to smaller t |
6479:
6479 5-(26,11,20664) (complement has $\lambda=33600$) residual design of number 6476 |
design of number 8416 with respect to smaller t |
6480:
6480 4-(27,11,93357) (complement has $\lambda=151800$)
design of number 6477 with respect to smaller t |
6481:
6481 4-(26,10,28413) (complement has $\lambda=46200$) derived from number 6477 |
design of number 6478 with respect to smaller t |
6482:
6482 4-(26,11,64944) (complement has $\lambda=105600$) residual design of number 6477 |
design of number 6479 with respect to smaller t |
6483:
6483 4-(25,9,7749) (complement has $\lambda=12600$) derived from number 6478 |
design of number 8417 with respect to smaller t |
6484:
6484 4-(25,10,20664) (complement has $\lambda=33600$) residual design of number 6478 |
derived from number 6479 |
design of number 8418 with respect to smaller t |
6485:
6485 4-(25,11,44280) (complement has $\lambda=72000$) residual design of number 6479 |
design of number 8419 with respect to smaller t |
6486:
6486 6-(27,11,8064) (complement has $\lambda=12285$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8457 with respect to smaller t |
derived from number 11561 |
6487:
6487 5-(27,11,29568) (complement has $\lambda=45045$) design of number 6486 with respect to smaller t |
derived from number 7011 |
6488:
6488 5-(26,10,8064) (complement has $\lambda=12285$) derived from number 6486 |
design of number 8458 with respect to smaller t |
6489:
6489 5-(26,11,21504) (complement has $\lambda=32760$) residual design of number 6486 |
design of number 7935 with respect to smaller t |
derived from number 8896 |
6490:
6490 4-(26,10,29568) (complement has $\lambda=45045$)
derived from number 6487 |
design of number 6488 with respect to smaller t |
6491:
6491 4-(25,9,8064) (complement has $\lambda=12285$) derived from number 6488 |
design of number 8459 with respect to smaller t |
6492:
6492 4-(25,10,21504) (complement has $\lambda=32760$) residual design of number 6488 |
derived from number 6489 |
design of number 7938 with respect to smaller t |
6493:
6493 4-(25,11,46080) (complement has $\lambda=70200$) residual design of number 6489 |
design of number 7939 with respect to smaller t |
derived from number 8898 |
6494:
6494 6-(27,11,8316) (complement has $\lambda=12033$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8461 with respect to smaller t |
6495:
6495 5-(27,11,30492) (complement has $\lambda=44121$) design of number 6494 with respect to smaller t |
6496:
6496 5-(26,10,8316) (complement has $\lambda=12033$) derived from number 6494 |
design of number 8462 with respect to smaller t |
6497:
6497 5-(26,11,22176) (complement has $\lambda=32088$) residual design of number 6494 |
design of number 8463 with respect to smaller t |
6498:
6498 4-(26,10,30492) (complement has $\lambda=44121$) derived from number 6495 |
design of number 6496 with respect to smaller t |
6499:
6499 4-(25,9,8316) (complement has $\lambda=12033$) derived from number 6496 |
design of number 8464 with respect to smaller t |
6500:
6500 4-(25,10,22176) (complement has $\lambda=32088$)
residual design of number 6496 |
derived from number 6497 |
design of number 8465 with respect to smaller t |
6501:
6501 6-(27,11,8505) (complement has $\lambda=11844$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8487 with respect to smaller t |
derived from number 8832 |
6502:
6502 5-(27,11,31185) (complement has $\lambda=43428$) design of number 6501 with respect to smaller t |
derived from number 7012 |
6503:
6503 5-(26,10,8505) (complement has $\lambda=11844$) derived from number 6501 |
design of number 8488 with respect to smaller t |
6504:
6504 5-(26,11,22680) (complement has $\lambda=31584$) residual design of number 6501 |
derived from number 6624 |
design of number 8489 with respect to smaller t |
6505:
6505 4-(26,10,31185) (complement has $\lambda=43428$) derived from number 6502 |
design of number 6503 with respect to smaller t |
6506:
6506 4-(25,9,8505) (complement has $\lambda=11844$) derived from number 6503 |
design of number 8490 with respect to smaller t |
6507:
6507 4-(25,10,22680) (complement has $\lambda=31584$) residual design of number 6503 |
derived from number 6504 |
design of number 8491 with respect to smaller t |
6508:
6508 4-(25,11,48600) (complement has $\lambda=67680$) residual design of number 6504 |
derived from number 6625 |
design of number 8492 with respect to smaller t |
6509:
6509 6-(27,11,8631) (complement has $\lambda=11718$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8496 with respect to smaller t |
6510:
6510 5-(27,11,31647) (complement has $\lambda=42966$)
design of number 6509 with respect to smaller t |
6511:
6511 5-(26,10,8631) (complement has $\lambda=11718$) derived from number 6509 |
design of number 8497 with respect to smaller t |
6512:
6512 5-(26,11,23016) (complement has $\lambda=31248$) residual design of number 6509 |
design of number 8498 with respect to smaller t |
6513:
6513 4-(27,11,103983) (complement has $\lambda=141174$) design of number 6510 with respect to smaller t |
6514:
6514 4-(26,10,31647) (complement has $\lambda=42966$) derived from number 6510 |
design of number 6511 with respect to smaller t |
6515:
6515 4-(26,11,72336) (complement has $\lambda=98208$) residual design of number 6510 |
design of number 6512 with respect to smaller t |
6516:
6516 4-(25,9,8631) (complement has $\lambda=11718$) derived from number 6511 |
design of number 8499 with respect to smaller t |
6517:
6517 4-(25,10,23016) (complement has $\lambda=31248$) residual design of number 6511 |
derived from number 6512 |
design of number 8500 with respect to smaller t |
6518:
6518 4-(25,11,49320) (complement has $\lambda=66960$) residual design of number 6512 |
design of number 8501 with respect to smaller t |
6519:
6519 6-(27,11,9009) (complement has $\lambda=11340$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8525 with respect to smaller t |
derived from number 11550 |
6520:
6520 5-(27,11,33033) (complement has $\lambda=41580$)
design of number 6519 with respect to smaller t |
derived from number 7013 |
6521:
6521 5-(26,10,9009) (complement has $\lambda=11340$) derived from number 6519 |
design of number 8526 with respect to smaller t |
6522:
6522 5-(26,11,24024) (complement has $\lambda=30240$) residual design of number 6519 |
derived from number 6629 |
design of number 7952 with respect to smaller t |
6523:
6523 4-(26,10,33033) (complement has $\lambda=41580$) derived from number 6520 |
design of number 6521 with respect to smaller t |
6524:
6524 4-(26,11,75504) (complement has $\lambda=95040$) residual design of number 6520 |
design of number 6522 with respect to smaller t |
derived from number 6630 |
6525:
6525 4-(25,9,9009) (complement has $\lambda=11340$) derived from number 6521 |
design of number 8527 with respect to smaller t |
6526:
6526 4-(25,10,24024) (complement has $\lambda=30240$) residual design of number 6521 |
derived from number 6522 |
design of number 7955 with respect to smaller t |
6527:
6527 6-(27,11,9072) (complement has $\lambda=11277$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8529 with respect to smaller t |
6528:
6528 5-(27,11,33264) (complement has $\lambda=41349$) design of number 6527 with respect to smaller t |
6529:
6529 5-(26,10,9072) (complement has $\lambda=11277$) derived from number 6527 |
design of number 8530 with respect to smaller t |
6530:
6530 5-(26,11,24192) (complement has $\lambda=30072$)
residual design of number 6527 |
design of number 8531 with respect to smaller t |
6531:
6531 4-(27,11,109296) (complement has $\lambda=135861$) design of number 6528 with respect to smaller t |
derived from number 11523 |
6532:
6532 4-(26,10,33264) (complement has $\lambda=41349$) derived from number 6528 |
design of number 6529 with respect to smaller t |
6533:
6533 4-(26,11,76032) (complement has $\lambda=94512$) residual design of number 6528 |
design of number 6530 with respect to smaller t |
derived from number 11522 |
6534:
6534 4-(25,10,24192) (complement has $\lambda=30072$) residual design of number 6529 |
derived from number 6530 |
design of number 8532 with respect to smaller t |
6535:
6535 4-(25,11,51840) (complement has $\lambda=64440$) residual design of number 6530 |
design of number 8533 with respect to smaller t |
derived from number 11518 |
6536:
6536 6-(27,11,9198) (complement has $\lambda=11151$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8536 with respect to smaller t |
6537:
6537 5-(27,11,33726) (complement has $\lambda=40887$) design of number 6536 with respect to smaller t |
6538:
6538 5-(26,10,9198) (complement has $\lambda=11151$) derived from number 6536 |
design of number 8537 with respect to smaller t |
6539:
6539 5-(26,11,24528) (complement has $\lambda=29736$) residual design of number 6536 |
design of number 8538 with respect to smaller t |
6540:
6540 4-(27,11,110814) (complement has $\lambda=134343$)
design of number 6537 with respect to smaller t |
6541:
6541 4-(26,10,33726) (complement has $\lambda=40887$) derived from number 6537 |
design of number 6538 with respect to smaller t |
6542:
6542 4-(26,11,77088) (complement has $\lambda=93456$) residual design of number 6537 |
design of number 6539 with respect to smaller t |
6543:
6543 4-(25,9,9198) (complement has $\lambda=11151$) derived from number 6538 |
design of number 8539 with respect to smaller t |
6544:
6544 4-(25,10,24528) (complement has $\lambda=29736$) residual design of number 6538 |
derived from number 6539 |
design of number 8540 with respect to smaller t |
6545:
6545 4-(25,11,52560) (complement has $\lambda=63720$) residual design of number 6539 |
design of number 8541 with respect to smaller t |
6546:
6546 6-(27,11,9576) (complement has $\lambda=10773$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8563 with respect to smaller t |
6547:
6547 5-(26,10,9576) (complement has $\lambda=10773$) derived from number 6546 |
design of number 7904 with respect to smaller t |
6548:
6548 4-(25,9,9576) (complement has $\lambda=10773$) derived from number 6547 |
design of number 7900 with respect to smaller t |
6549:
6549 6-(27,11,9639) (complement has $\lambda=10710$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8565 with respect to smaller t |
residual design of number 8824 |
6550:
6550 5-(27,11,35343) (complement has $\lambda=39270$)
design of number 6549 with respect to smaller t |
residual design of number 8825 |
6551:
6551 5-(26,11,25704) (complement has $\lambda=28560$) residual design of number 6549 |
design of number 8566 with respect to smaller t |
6552:
6552 4-(27,11,116127) (complement has $\lambda=129030$) design of number 6550 with respect to smaller t |
residual design of number 8826 |
6553:
6553 4-(26,11,80784) (complement has $\lambda=89760$) residual design of number 6550 |
design of number 6551 with respect to smaller t |
6554:
6554 4-(25,11,55080) (complement has $\lambda=61200$) residual design of number 6551 |
design of number 8567 with respect to smaller t |
6555:
6555 6-(27,11,9765) (complement has $\lambda=10584$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8569 with respect to smaller t |
6556:
6556 5-(27,11,35805) (complement has $\lambda=38808$) design of number 6555 with respect to smaller t |
6557:
6557 5-(26,10,9765) (complement has $\lambda=10584$) derived from number 6555 |
design of number 8570 with respect to smaller t |
6558:
6558 5-(26,11,26040) (complement has $\lambda=28224$) residual design of number 6555 |
design of number 8571 with respect to smaller t |
6559:
6559 4-(26,10,35805) (complement has $\lambda=38808$) derived from number 6556 |
design of number 6557 with respect to smaller t |
6560:
6560 4-(25,9,9765) (complement has $\lambda=10584$)
derived from number 6557 |
design of number 8572 with respect to smaller t |
6561:
6561 4-(25,10,26040) (complement has $\lambda=28224$) residual design of number 6557 |
derived from number 6558 |
design of number 8573 with respect to smaller t |
6562:
6562 4-(25,11,55800) (complement has $\lambda=60480$) residual design of number 6558 |
design of number 8574 with respect to smaller t |
derived from number 9172 |
6563:
6563 6-(27,12,11172) (complement has $\lambda=43092$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8645 with respect to smaller t |
6564:
6564 5-(27,12,35112) (complement has $\lambda=135432$) design of number 6563 with respect to smaller t |
6565:
6565 5-(26,11,11172) (complement has $\lambda=43092$) derived from number 6563 |
design of number 8646 with respect to smaller t |
6566:
6566 5-(26,12,23940) (complement has $\lambda=92340$) residual design of number 6563 |
design of number 8647 with respect to smaller t |
6567:
6567 4-(26,11,35112) (complement has $\lambda=135432$) derived from number 6564 |
design of number 6565 with respect to smaller t |
6568:
6568 4-(25,10,11172) (complement has $\lambda=43092$) derived from number 6565 |
design of number 8648 with respect to smaller t |
6569:
6569 4-(25,11,23940) (complement has $\lambda=92340$) residual design of number 6565 |
derived from number 6566 |
design of number 8649 with respect to smaller t |
6570:
6570 4-(25,12,41895) (complement has $\lambda=161595$)
residual design of number 6566 |
derived from number 6572 |
design of number 8650 with respect to smaller t |
6571:
6571 4-(25,13,60515) (complement has $\lambda=233415$) supplementary design of number 6570 |
residual design of number 6572 |
design of number 8654 with respect to smaller t |
6572:
6572 5-(26,13,41895) (complement has $\lambda=161595$) Alltop construction for design number 6570 |
Tran van Trung construction with supplementary design for design number 8650 |
6573:
6573 6-(27,12,11340) (complement has $\lambda=42924$)
6574:
6574 5-(27,12,35640) (complement has $\lambda=134904$) design of number 6573 with respect to smaller t |
6575:
6575 5-(26,11,11340) (complement has $\lambda=42924$)
6576:
6576 5-(26,12,24300) (complement has $\lambda=91980$) residual design of number 6573 |
6577:
6577 4-(27,12,102465) (complement has $\lambda=387849$) design of number 6574 with respect to smaller t |
derived from number 11040 |
6578:
6578 4-(26,11,35640) (complement has $\lambda=134904$) derived from number 6574 |
design of number 6575 with respect to smaller t |
6579:
6579 4-(26,12,66825) (complement has $\lambda=252945$) residual design of number 6574 |
design of number 6576 with respect to smaller t |
derived from number 11037 |
6580:
6580 4-(25,10,11340) (complement has $\lambda=42924$)
6581:
6581 4-(25,11,24300) (complement has $\lambda=91980$) residual design of number 6575 |
derived from number 6576 |
6582:
6582 4-(25,12,42525) (complement has $\lambda=160965$) residual design of number 6576 |
derived from number 6585 |
6583:
6583 4-(25,13,61425) (complement has $\lambda=232505$) supplementary design of number 6582 |
residual design of number 6585 |
6584:
6584 4-(26,13,103950) (complement has $\lambda=393470$) Tran van Trung construction with supplementary design for design number 6582 |
design of number 6585 with respect to smaller t |
residual design of number 11037 |
derived from number 11038 |
6585:
6585 5-(26,13,42525) (complement has $\lambda=160965$) Alltop construction for design number 6582 |
6586:
6586 6-(27,12,13440) (complement has $\lambda=40824$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8657 with respect to smaller t |
residual design of number 11332 |
6587:
6587 5-(27,12,42240) (complement has $\lambda=128304$) design of number 6586 with respect to smaller t |
residual design of number 11291 |
6588:
6588 5-(26,11,13440) (complement has $\lambda=40824$) derived from number 6586 |
residual design of number 8221 |
design of number 8223 with respect to smaller t |
6589:
6589 5-(26,12,28800) (complement has $\lambda=87480$) residual design of number 6586 |
design of number 8658 with respect to smaller t |
6590:
6590 4-(26,11,42240) (complement has $\lambda=128304$)
derived from number 6587 |
design of number 6588 with respect to smaller t |
residual design of number 8224 |
6591:
6591 4-(25,10,13440) (complement has $\lambda=40824$) derived from number 6588 |
residual design of number 8225 |
design of number 8227 with respect to smaller t |
6592:
6592 4-(25,11,28800) (complement has $\lambda=87480$) residual design of number 6588 |
derived from number 6589 |
design of number 8228 with respect to smaller t |
6593:
6593 4-(25,12,50400) (complement has $\lambda=153090$) residual design of number 6589 |
derived from number 6595 |
design of number 8659 with respect to smaller t |
6594:
6594 4-(25,13,72800) (complement has $\lambda=221130$) supplementary design of number 6593 |
residual design of number 6595 |
design of number 8660 with respect to smaller t |
6595:
6595 5-(26,13,50400) (complement has $\lambda=153090$) Alltop construction for design number 6593 |
Tran van Trung construction with supplementary design for design number 8659 |
6596:
6596 6-(27,12,13608) (complement has $\lambda=40656$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8663 with respect to smaller t |
residual design of number 8829 |
6597:
6597 5-(27,12,42768) (complement has $\lambda=127776$) design of number 6596 with respect to smaller t |
residual design of number 7004 |
6598:
6598 5-(26,12,29160) (complement has $\lambda=87120$) residual design of number 6596 |
design of number 8664 with respect to smaller t |
6599:
6599 4-(25,12,51030) (complement has $\lambda=152460$) residual design of number 6598 |
derived from number 6601 |
design of number 8665 with respect to smaller t |
6600:
6600 4-(25,13,73710) (complement has $\lambda=220220$)
supplementary design of number 6599 |
residual design of number 6601 |
design of number 8666 with respect to smaller t |
6601:
6601 5-(26,13,51030) (complement has $\lambda=152460$) Alltop construction for design number 6599 |
Tran van Trung construction with supplementary design for design number 8665 |
6602:
6602 6-(27,12,15876) (complement has $\lambda=38388$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8669 with respect to smaller t |
6603:
6603 5-(27,12,49896) (complement has $\lambda=120648$) design of number 6602 with respect to smaller t |
6604:
6604 5-(26,11,15876) (complement has $\lambda=38388$) derived from number 6602 |
design of number 8670 with respect to smaller t |
6605:
6605 5-(26,12,34020) (complement has $\lambda=82260$) residual design of number 6602 |
design of number 8671 with respect to smaller t |
6606:
6606 4-(26,11,49896) (complement has $\lambda=120648$) derived from number 6603 |
design of number 6604 with respect to smaller t |
6607:
6607 4-(25,10,15876) (complement has $\lambda=38388$) derived from number 6604 |
design of number 8672 with respect to smaller t |
6608:
6608 4-(25,11,34020) (complement has $\lambda=82260$) residual design of number 6604 |
derived from number 6605 |
design of number 8673 with respect to smaller t |
6609:
6609 4-(25,12,59535) (complement has $\lambda=143955$) residual design of number 6605 |
derived from number 6611 |
design of number 8674 with respect to smaller t |
6610:
6610 4-(25,13,85995) (complement has $\lambda=207935$)
supplementary design of number 6609 |
residual design of number 6611 |
design of number 8678 with respect to smaller t |
6611:
6611 5-(26,13,59535) (complement has $\lambda=143955$) Alltop construction for design number 6609 |
Tran van Trung construction with supplementary design for design number 8674 |
6612:
6612 6-(27,12,17976) (complement has $\lambda=36288$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8681 with respect to smaller t |
residual design of number 8830 |
6613:
6613 5-(27,12,56496) (complement has $\lambda=114048$) design of number 6612 with respect to smaller t |
residual design of number 7009 |
6614:
6614 5-(26,12,38520) (complement has $\lambda=77760$) residual design of number 6612 |
design of number 8682 with respect to smaller t |
6615:
6615 4-(25,12,67410) (complement has $\lambda=136080$) residual design of number 6614 |
derived from number 6617 |
design of number 8683 with respect to smaller t |
6616:
6616 4-(25,13,97370) (complement has $\lambda=196560$) supplementary design of number 6615 |
residual design of number 6617 |
design of number 8684 with respect to smaller t |
6617:
6617 5-(26,13,67410) (complement has $\lambda=136080$) Alltop construction for design number 6615 |
Tran van Trung construction with supplementary design for design number 8683 |
6618:
6618 6-(27,12,18144) (complement has $\lambda=36120$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8687 with respect to smaller t |
residual design of number 8831 |
derived from number 11599 |
6619:
6619 5-(27,12,57024) (complement has $\lambda=113520$) design of number 6618 with respect to smaller t |
residual design of number 7010 |
derived from number 11592 |
6620:
6620 5-(26,12,38880) (complement has $\lambda=77400$)
residual design of number 6618 |
design of number 8688 with respect to smaller t |
derived from number 11586 |
6621:
6621 4-(25,12,68040) (complement has $\lambda=135450$) residual design of number 6620 |
derived from number 6623 |
design of number 8689 with respect to smaller t |
6622:
6622 4-(25,13,98280) (complement has $\lambda=195650$) supplementary design of number 6621 |
residual design of number 6623 |
design of number 8690 with respect to smaller t |
derived from number 11590 |
6623:
6623 5-(26,13,68040) (complement has $\lambda=135450$) Alltop construction for design number 6621 |
Tran van Trung construction with supplementary design for design number 8689 |
design of number 10508 with respect to smaller t |
residual design of number 11586 |
derived from number 11587 |
6624:
6624 6-(27,12,22680) (complement has $\lambda=31584$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8729 with respect to smaller t |
residual design of number 8832 |
derived from number 8904 |
6625:
6625 5-(26,12,48600) (complement has $\lambda=67680$) residual design of number 6624 |
design of number 8730 with respect to smaller t |
derived from number 8905 |
6626:
6626 4-(25,12,85050) (complement has $\lambda=118440$) residual design of number 6625 |
derived from number 6628 |
design of number 8731 with respect to smaller t |
6627:
6627 4-(25,13,122850) (complement has $\lambda=171080$) supplementary design of number 6626 |
residual design of number 6628 |
design of number 8732 with respect to smaller t |
derived from number 8909 |
6628:
6628 5-(26,13,85050) (complement has $\lambda=118440$) Alltop construction for design number 6626 |
Tran van Trung construction with supplementary design for design number 8731 |
residual design of number 8905 |
derived from number 8906 |
6629:
6629 6-(27,12,24024) (complement has $\lambda=30240$) TvT: 6-(26,11,6864) $\cup$ 6-(26,12,17160) |
derived from number 8911 |
design of number 11549 with respect to smaller t |
residual design of number 11550 |
6630:
6630 5-(27,12,75504) (complement has $\lambda=95040$)
design of number 6629 with respect to smaller t |
residual design of number 7013 |
derived from number 7023 |
6631:
6631 6-(27,12,26544) (complement has $\lambda=27720$) TvT: 6-(26,11,7584) $\cup$ 6-(26,12,18960) |
derived from number 8924 |
6632:
6632 5-(26,11,26544) (complement has $\lambda=27720$) derived from number 6631 |
design of number 7958 with respect to smaller t |
6633:
6633 4-(25,10,26544) (complement has $\lambda=27720$) derived from number 6632 |
design of number 7961 with respect to smaller t |
6634:
6634 6-(27,12,27048) (complement has $\lambda=27216$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8775 with respect to smaller t |
residual design of number 8828 |
derived from number 8925 |
6635:
6635 6-(27,12,4368) (complement has $\lambda=49896$) \cite{Sebille98} $AGL(3,3)$ |
6636:
6636 5-(27,12,13728) (complement has $\lambda=156816$) design of number 6635 with respect to smaller t |
6637:
6637 5-(26,11,4368) (complement has $\lambda=49896$)
6638:
6638 5-(26,12,9360) (complement has $\lambda=106920$) residual design of number 6635 |
6639:
6639 4-(26,11,13728) (complement has $\lambda=156816$) derived from number 6636 |
design of number 6637 with respect to smaller t |
6640:
6640 4-(25,11,9360) (complement has $\lambda=106920$)
residual design of number 6637 |
derived from number 6638 |
6641:
6641 4-(25,12,16380) (complement has $\lambda=187110$) residual design of number 6638 |
derived from number 6643 |
6642:
6642 4-(25,13,23660) (complement has $\lambda=270270$) supplementary design of number 6641 |
residual design of number 6643 |
6643:
6643 5-(26,13,16380) (complement has $\lambda=187110$) Alltop construction for design number 6641 |
6644:
6644 6-(27,12,6804) (complement has $\lambda=47460$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8615 with respect to smaller t |
6645:
6645 5-(27,12,21384) (complement has $\lambda=149160$) design of number 6644 with respect to smaller t |
6646:
6646 5-(26,11,6804) (complement has $\lambda=47460$) derived from number 6644 |
design of number 8616 with respect to smaller t |
6647:
6647 5-(26,12,14580) (complement has $\lambda=101700$) residual design of number 6644 |
design of number 8617 with respect to smaller t |
6648:
6648 4-(26,11,21384) (complement has $\lambda=149160$) derived from number 6645 |
design of number 6646 with respect to smaller t |
6649:
6649 4-(25,10,6804) (complement has $\lambda=47460$) derived from number 6646 |
design of number 8618 with respect to smaller t |
6650:
6650 4-(25,11,14580) (complement has $\lambda=101700$)
residual design of number 6646 |
derived from number 6647 |
design of number 8619 with respect to smaller t |
6651:
6651 4-(25,12,25515) (complement has $\lambda=177975$) residual design of number 6647 |
derived from number 6653 |
design of number 8620 with respect to smaller t |
6652:
6652 4-(25,13,36855) (complement has $\lambda=257075$) supplementary design of number 6651 |
residual design of number 6653 |
design of number 8624 with respect to smaller t |
6653:
6653 5-(26,13,25515) (complement has $\lambda=177975$) Alltop construction for design number 6651 |
Tran van Trung construction with supplementary design for design number 8620 |
6654:
6654 6-(27,12,8904) (complement has $\lambda=45360$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8627 with respect to smaller t |
6655:
6655 5-(27,12,27984) (complement has $\lambda=142560$) design of number 6654 with respect to smaller t |
6656:
6656 5-(26,11,8904) (complement has $\lambda=45360$) derived from number 6654 |
design of number 8628 with respect to smaller t |
6657:
6657 5-(26,12,19080) (complement has $\lambda=97200$) residual design of number 6654 |
design of number 8629 with respect to smaller t |
6658:
6658 4-(26,11,27984) (complement has $\lambda=142560$) derived from number 6655 |
design of number 6656 with respect to smaller t |
6659:
6659 4-(25,10,8904) (complement has $\lambda=45360$) derived from number 6656 |
design of number 8630 with respect to smaller t |
6660:
6660 4-(25,11,19080) (complement has $\lambda=97200$)
residual design of number 6656 |
derived from number 6657 |
design of number 8631 with respect to smaller t |
6661:
6661 4-(25,12,33390) (complement has $\lambda=170100$) residual design of number 6657 |
derived from number 6663 |
design of number 8632 with respect to smaller t |
6662:
6662 4-(25,13,48230) (complement has $\lambda=245700$) supplementary design of number 6661 |
residual design of number 6663 |
design of number 8636 with respect to smaller t |
6663:
6663 5-(26,13,33390) (complement has $\lambda=170100$) Alltop construction for design number 6661 |
Tran van Trung construction with supplementary design for design number 8632 |
6664:
6664 6-(27,12,9072) (complement has $\lambda=45192$) \cite{Sebille98} $AGL(3,3)$ |
design of number 8639 with respect to smaller t |
residual design of number 11331 |
6665:
6665 5-(27,12,28512) (complement has $\lambda=142032$) design of number 6664 with respect to smaller t |
residual design of number 11289 |
6666:
6666 5-(26,11,9072) (complement has $\lambda=45192$) derived from number 6664 |
residual design of number 8058 |
design of number 8060 with respect to smaller t |
6667:
6667 5-(26,12,19440) (complement has $\lambda=96840$) residual design of number 6664 |
design of number 8640 with respect to smaller t |
6668:
6668 4-(26,11,28512) (complement has $\lambda=142032$) derived from number 6665 |
design of number 6666 with respect to smaller t |
residual design of number 8061 |
6669:
6669 4-(25,10,9072) (complement has $\lambda=45192$) derived from number 6666 |
residual design of number 8062 |
design of number 8064 with respect to smaller t |
6670:
6670 4-(25,11,19440) (complement has $\lambda=96840$)
residual design of number 6666 |
derived from number 6667 |
design of number 8065 with respect to smaller t |
6671:
6671 4-(25,12,34020) (complement has $\lambda=169470$) residual design of number 6667 |
derived from number 6673 |
design of number 8641 with respect to smaller t |
6672:
6672 4-(25,13,49140) (complement has $\lambda=244790$) supplementary design of number 6671 |
residual design of number 6673 |
design of number 8642 with respect to smaller t |
6673:
6673 5-(26,13,34020) (complement has $\lambda=169470$) Alltop construction for design number 6671 |
Tran van Trung construction with supplementary design for design number 8641 |
6674:
6674 6-(27,13,8640) (complement has $\lambda=107640$) $ASL(3,3)$ |
derived from number 6680 |
6675:
6675 6-(27,14,15120) (complement has $\lambda=188370$) supplementary design of number 6674 |
residual design of number 6680 |
6676:
6676 5-(27,13,23760) (complement has $\lambda=296010$) design of number 6674 with respect to smaller t |
derived from number 6679 |
6677:
6677 5-(26,12,8640) (complement has $\lambda=107640$)
6678:
6678 5-(26,13,15120) (complement has $\lambda=188370$) residual design of number 6674 |
derived from number 6675 |
Alltop construction for design number 6688 |
6679:
6679 6-(28,14,23760) (complement has $\lambda=296010$) Tran van Trung construction with supplementary design for design number 6674 |
design of number 6680 with respect to smaller t |
6680:
6680 7-(28,14,8640) (complement has $\lambda=107640$)
Alltop construction for design number 6674 |
6681:
6681 5-(27,14,36960) (complement has $\lambda=460460$) design of number 6675 with respect to smaller t |
supplementary design of number 6676 |
residual design of number 6679 |
6682:
6682 5-(26,14,21840) (complement has $\lambda=272090$) residual design of number 6675 |
6683:
6683 4-(27,13,60720) (complement has $\lambda=756470$) design of number 6676 with respect to smaller t |
derived from number 6686 |
6684:
6684 4-(26,12,23760) (complement has $\lambda=296010$) derived from number 6676 |
design of number 6677 with respect to smaller t |
6685:
6685 4-(26,13,36960) (complement has $\lambda=460460$) residual design of number 6676 |
design of number 6678 with respect to smaller t |
derived from number 6681 |
Tran van Trung construction with supplementary design for design number 6688 |
6686:
6686 5-(28,14,60720) (complement has $\lambda=756470$) Tran van Trung construction with supplementary design for design number 6676 |
design of number 6679 with respect to smaller t |
Alltop construction for design number 6683 |
6687:
6687 4-(25,11,8640) (complement has $\lambda=107640$)
6688:
6688 4-(25,12,15120) (complement has $\lambda=188370$) residual design of number 6677 |
derived from number 6678 |
6689:
6689 4-(25,13,21840) (complement has $\lambda=272090$) residual design of number 6678 |
derived from number 6682 |
supplementary design of number 6688 |
6690:
6690 4-(27,14,85008) (complement has $\lambda=1059058$)
design of number 6681 with respect to smaller t |
supplementary design of number 6683 |
residual design of number 6686 |
6691:
6691 4-(26,14,48048) (complement has $\lambda=598598$) residual design of number 6681 |
design of number 6682 with respect to smaller t |
6692:
6692 4-(25,14,26208) (complement has $\lambda=326508$) residual design of number 6682 |
6693:
6693 4-(28,14,145728) (complement has $\lambda=1815528$) Tran van Trung construction with supplementary design for design number 6683 |
design of number 6686 with respect to smaller t |
6694:
6694 6-(27,13,18360) (complement has $\lambda=97920$) $ASL(3,3)$ |
derived from number 6700 |
6695:
6695 6-(27,14,32130) (complement has $\lambda=171360$) supplementary design of number 6694 |
residual design of number 6700 |
6696:
6696 5-(27,13,50490) (complement has $\lambda=269280$) design of number 6694 with respect to smaller t |
derived from number 6699 |
6697:
6697 5-(26,12,18360) (complement has $\lambda=97920$)
6698:
6698 5-(26,13,32130) (complement has $\lambda=171360$) residual design of number 6694 |
derived from number 6695 |
Alltop construction for design number 6708 |
6699:
6699 6-(28,14,50490) (complement has $\lambda=269280$) Tran van Trung construction with supplementary design for design number 6694 |
design of number 6700 with respect to smaller t |
6700:
6700 7-(28,14,18360) (complement has $\lambda=97920$)
Alltop construction for design number 6694 |
6701:
6701 5-(27,14,78540) (complement has $\lambda=418880$) design of number 6695 with respect to smaller t |
supplementary design of number 6696 |
residual design of number 6699 |
6702:
6702 5-(26,14,46410) (complement has $\lambda=247520$) residual design of number 6695 |
6703:
6703 4-(27,13,129030) (complement has $\lambda=688160$) design of number 6696 with respect to smaller t |
derived from number 6706 |
residual design of number 11359 |
6704:
6704 4-(26,12,50490) (complement has $\lambda=269280$) derived from number 6696 |
design of number 6697 with respect to smaller t |
residual design of number 11201 |
6705:
6705 4-(26,13,78540) (complement has $\lambda=418880$) residual design of number 6696 |
design of number 6698 with respect to smaller t |
derived from number 6701 |
Tran van Trung construction with supplementary design for design number 6708 |
6706:
6706 5-(28,14,129030) (complement has $\lambda=688160$) Tran van Trung construction with supplementary design for design number 6696 |
design of number 6699 with respect to smaller t |
Alltop construction for design number 6703 |
6707:
6707 4-(25,11,18360) (complement has $\lambda=97920$) derived from number 6697 |
residual design of number 8050 |
design of number 8052 with respect to smaller t |
6708:
6708 4-(25,12,32130) (complement has $\lambda=171360$) residual design of number 6697 |
derived from number 6698 |
6709:
6709 4-(25,13,46410) (complement has $\lambda=247520$) residual design of number 6698 |
derived from number 6702 |
supplementary design of number 6708 |
6710:
6710 4-(27,14,180642) (complement has $\lambda=963424$)
design of number 6701 with respect to smaller t |
supplementary design of number 6703 |
residual design of number 6706 |
6711:
6711 4-(26,14,102102) (complement has $\lambda=544544$) residual design of number 6701 |
design of number 6702 with respect to smaller t |
6712:
6712 4-(25,14,55692) (complement has $\lambda=297024$) residual design of number 6702 |
6713:
6713 4-(28,14,309672) (complement has $\lambda=1651584$) Tran van Trung construction with supplementary design for design number 6703 |
design of number 6706 with respect to smaller t |
residual design of number 11363 |
derived from number 11364 |
6714:
6714 6-(27,13,28080) (complement has $\lambda=88200$) $ASL(3,3)$ |
derived from number 6720 |
6715:
6715 6-(27,14,49140) (complement has $\lambda=154350$) supplementary design of number 6714 |
residual design of number 6720 |
6716:
6716 5-(27,13,77220) (complement has $\lambda=242550$) design of number 6714 with respect to smaller t |
derived from number 6719 |
6717:
6717 5-(26,12,28080) (complement has $\lambda=88200$)
6718:
6718 5-(26,13,49140) (complement has $\lambda=154350$) residual design of number 6714 |
derived from number 6715 |
Alltop construction for design number 6728 |
6719:
6719 6-(28,14,77220) (complement has $\lambda=242550$) Tran van Trung construction with supplementary design for design number 6714 |
design of number 6720 with respect to smaller t |
6720:
6720 7-(28,14,28080) (complement has $\lambda=88200$)
Alltop construction for design number 6714 |
6721:
6721 5-(27,14,120120) (complement has $\lambda=377300$) design of number 6715 with respect to smaller t |
supplementary design of number 6716 |
residual design of number 6719 |
6722:
6722 5-(26,14,70980) (complement has $\lambda=222950$) residual design of number 6715 |
6723:
6723 4-(27,13,197340) (complement has $\lambda=619850$) design of number 6716 with respect to smaller t |
derived from number 6726 |
residual design of number 11238 |
6724:
6724 4-(26,12,77220) (complement has $\lambda=242550$) derived from number 6716 |
design of number 6717 with respect to smaller t |
residual design of number 11202 |
6725:
6725 4-(26,13,120120) (complement has $\lambda=377300$) residual design of number 6716 |
design of number 6718 with respect to smaller t |
derived from number 6721 |
Tran van Trung construction with supplementary design for design number 6728 |
6726:
6726 5-(28,14,197340) (complement has $\lambda=619850$) Tran van Trung construction with supplementary design for design number 6716 |
design of number 6719 with respect to smaller t |
Alltop construction for design number 6723 |
6727:
6727 4-(25,11,28080) (complement has $\lambda=88200$) derived from number 6717 |
residual design of number 8207 |
design of number 8210 with respect to smaller t |
6728:
6728 4-(25,12,49140) (complement has $\lambda=154350$) residual design of number 6717 |
derived from number 6718 |
6729:
6729 4-(25,13,70980) (complement has $\lambda=222950$) residual design of number 6718 |
derived from number 6722 |
supplementary design of number 6728 |
6730:
6730 4-(27,14,276276) (complement has $\lambda=867790$)
design of number 6721 with respect to smaller t |
supplementary design of number 6723 |
residual design of number 6726 |
6731:
6731 4-(26,14,156156) (complement has $\lambda=490490$) residual design of number 6721 |
design of number 6722 with respect to smaller t |
6732:
6732 4-(25,14,85176) (complement has $\lambda=267540$) residual design of number 6722 |
6733:
6733 4-(28,14,473616) (complement has $\lambda=1487640$) Tran van Trung construction with supplementary design for design number 6723 |
design of number 6726 with respect to smaller t |
residual design of number 11256 |
derived from number 11257 |
6734:
6734 6-(27,13,29700) (complement has $\lambda=86580$) $ASL(3,3)$ |
derived from number 6740 |
6735:
6735 6-(27,14,51975) (complement has $\lambda=151515$) supplementary design of number 6734 |
residual design of number 6740 |
6736:
6736 5-(27,13,81675) (complement has $\lambda=238095$) design of number 6734 with respect to smaller t |
derived from number 6739 |
6737:
6737 5-(26,12,29700) (complement has $\lambda=86580$)
6738:
6738 5-(26,13,51975) (complement has $\lambda=151515$) residual design of number 6734 |
derived from number 6735 |
Alltop construction for design number 6748 |
6739:
6739 6-(28,14,81675) (complement has $\lambda=238095$) Tran van Trung construction with supplementary design for design number 6734 |
design of number 6740 with respect to smaller t |
6740:
6740 7-(28,14,29700) (complement has $\lambda=86580$)
Alltop construction for design number 6734 |
6741:
6741 5-(27,14,127050) (complement has $\lambda=370370$) design of number 6735 with respect to smaller t |
supplementary design of number 6736 |
residual design of number 6739 |
6742:
6742 5-(26,14,75075) (complement has $\lambda=218855$) residual design of number 6735 |
6743:
6743 4-(27,13,208725) (complement has $\lambda=608465$) design of number 6736 with respect to smaller t |
derived from number 6746 |
6744:
6744 4-(26,12,81675) (complement has $\lambda=238095$) derived from number 6736 |
design of number 6737 with respect to smaller t |
6745:
6745 4-(26,13,127050) (complement has $\lambda=370370$) residual design of number 6736 |
design of number 6738 with respect to smaller t |
derived from number 6741 |
Tran van Trung construction with supplementary design for design number 6748 |
6746:
6746 5-(28,14,208725) (complement has $\lambda=608465$) Tran van Trung construction with supplementary design for design number 6736 |
design of number 6739 with respect to smaller t |
Alltop construction for design number 6743 |
6747:
6747 4-(25,11,29700) (complement has $\lambda=86580$)
6748:
6748 4-(25,12,51975) (complement has $\lambda=151515$) residual design of number 6737 |
derived from number 6738 |
6749:
6749 4-(25,13,75075) (complement has $\lambda=218855$) residual design of number 6738 |
derived from number 6742 |
supplementary design of number 6748 |
6750:
6750 4-(27,14,292215) (complement has $\lambda=851851$)
design of number 6741 with respect to smaller t |
supplementary design of number 6743 |
residual design of number 6746 |
6751:
6751 4-(26,14,165165) (complement has $\lambda=481481$) residual design of number 6741 |
design of number 6742 with respect to smaller t |
6752:
6752 4-(25,14,90090) (complement has $\lambda=262626$) residual design of number 6742 |
6753:
6753 4-(28,14,500940) (complement has $\lambda=1460316$) Tran van Trung construction with supplementary design for design number 6743 |
design of number 6746 with respect to smaller t |
6754:
6754 6-(27,13,30420) (complement has $\lambda=85860$) \cite{Sebille98} $AGL(3,3)$ |
derived from number 6760 |
design of number 8776 with respect to smaller t |
6755:
6755 6-(27,14,53235) (complement has $\lambda=150255$) supplementary design of number 6754 |
residual design of number 6760 |
design of number 8777 with respect to smaller t |
6756:
6756 5-(27,13,83655) (complement has $\lambda=236115$) design of number 6754 with respect to smaller t |
derived from number 6759 |
6757:
6757 5-(26,12,30420) (complement has $\lambda=85860$) derived from number 6754 |
design of number 8778 with respect to smaller t |
6758:
6758 5-(26,13,53235) (complement has $\lambda=150255$) residual design of number 6754 |
derived from number 6755 |
Alltop construction for design number 6766 |
design of number 8779 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8782 |
6759:
6759 6-(28,14,83655) (complement has $\lambda=236115$) Tran van Trung construction with supplementary design for design number 6754 |
design of number 6760 with respect to smaller t |
\cite{Sebille98} $AGL(3,3)+$ |
\cite{Sebille98} $AGL(3,3)+$ |
6760:
6760 7-(28,14,30420) (complement has $\lambda=85860$)
Alltop construction for design number 6754 |
Tran van Trung construction with supplementary design for design number 8776 |
\cite{Sebille98} $AGL(3,3)+$ |
6761:
6761 5-(27,14,130130) (complement has $\lambda=367290$) design of number 6755 with respect to smaller t |
supplementary design of number 6756 |
residual design of number 6759 |
6762:
6762 5-(26,14,76895) (complement has $\lambda=217035$) residual design of number 6755 |
design of number 8780 with respect to smaller t |
6763:
6763 4-(26,12,83655) (complement has $\lambda=236115$) derived from number 6756 |
design of number 6757 with respect to smaller t |
6764:
6764 4-(26,13,130130) (complement has $\lambda=367290$) residual design of number 6756 |
design of number 6758 with respect to smaller t |
derived from number 6761 |
Tran van Trung construction with supplementary design for design number 6766 |
6765:
6765 4-(25,11,30420) (complement has $\lambda=85860$) derived from number 6757 |
design of number 8781 with respect to smaller t |
6766:
6766 4-(25,12,53235) (complement has $\lambda=150255$) residual design of number 6757 |
derived from number 6758 |
design of number 8782 with respect to smaller t |
6767:
6767 4-(25,13,76895) (complement has $\lambda=217035$) residual design of number 6758 |
derived from number 6762 |
supplementary design of number 6766 |
design of number 8783 with respect to smaller t |
6768:
6768 4-(26,14,169169) (complement has $\lambda=477477$) residual design of number 6761 |
design of number 6762 with respect to smaller t |
6769:
6769 4-(25,14,92274) (complement has $\lambda=260442$) residual design of number 6762 |
design of number 8784 with respect to smaller t |
6770:
6770 6-(27,13,32400) (complement has $\lambda=83880$)
$ASL(3,3)$ |
derived from number 6775 |
residual design of number 8852 |
design of number 10552 with respect to smaller t |
6771:
6771 6-(27,14,56700) (complement has $\lambda=146790$) supplementary design of number 6770 |
residual design of number 6775 |
design of number 10557 with respect to smaller t |
6772:
6772 5-(26,12,32400) (complement has $\lambda=83880$) derived from number 6770 |
residual design of number 8853 |
design of number 10559 with respect to smaller t |
6773:
6773 5-(26,13,56700) (complement has $\lambda=146790$) residual design of number 6770 |
derived from number 6771 |
Alltop construction for design number 6777 |
design of number 10560 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 10566 |
6774:
6774 6-(28,14,89100) (complement has $\lambda=230670$) Tran van Trung construction with supplementary design for design number 6770 |
design of number 6775 with respect to smaller t |
residual design of number 9221 |
derived from number 9222 |
6775:
6775 7-(28,14,32400) (complement has $\lambda=83880$) Alltop construction for design number 6770 |
Alltop |
Tran van Trung construction with supplementary design for design number 10552 |
design of number 10555 with respect to smaller t |
6776:
6776 5-(26,14,81900) (complement has $\lambda=212030$) residual design of number 6771 |
design of number 10564 with respect to smaller t |
6777:
6777 4-(25,12,56700) (complement has $\lambda=146790$) residual design of number 6772 |
derived from number 6773 |
design of number 10566 with respect to smaller t |
6778:
6778 4-(25,13,81900) (complement has $\lambda=212030$) residual design of number 6773 |
derived from number 6776 |
supplementary design of number 6777 |
design of number 10567 with respect to smaller t |
6779:
6779 4-(25,14,98280) (complement has $\lambda=254436$) residual design of number 6776 |
design of number 10572 with respect to smaller t |
6780:
6780 6-(27,13,39420) (complement has $\lambda=76860$)
$ASL(3,3)$ |
derived from number 6786 |
6781:
6781 6-(27,14,68985) (complement has $\lambda=134505$) supplementary design of number 6780 |
residual design of number 6786 |
6782:
6782 5-(27,13,108405) (complement has $\lambda=211365$) design of number 6780 with respect to smaller t |
derived from number 6785 |
6783:
6783 5-(26,12,39420) (complement has $\lambda=76860$)
6784:
6784 5-(26,13,68985) (complement has $\lambda=134505$) residual design of number 6780 |
derived from number 6781 |
Alltop construction for design number 6794 |
6785:
6785 6-(28,14,108405) (complement has $\lambda=211365$) Tran van Trung construction with supplementary design for design number 6780 |
design of number 6786 with respect to smaller t |
6786:
6786 7-(28,14,39420) (complement has $\lambda=76860$) Alltop construction for design number 6780 |
6787:
6787 5-(27,14,168630) (complement has $\lambda=328790$) design of number 6781 with respect to smaller t |
supplementary design of number 6782 |
residual design of number 6785 |
6788:
6788 5-(26,14,99645) (complement has $\lambda=194285$) residual design of number 6781 |
6789:
6789 4-(27,13,277035) (complement has $\lambda=540155$) design of number 6782 with respect to smaller t |
derived from number 6792 |
6790:
6790 4-(26,12,108405) (complement has $\lambda=211365$)
derived from number 6782 |
design of number 6783 with respect to smaller t |
6791:
6791 4-(26,13,168630) (complement has $\lambda=328790$) residual design of number 6782 |
design of number 6784 with respect to smaller t |
derived from number 6787 |
Tran van Trung construction with supplementary design for design number 6794 |
6792:
6792 5-(28,14,277035) (complement has $\lambda=540155$) Tran van Trung construction with supplementary design for design number 6782 |
design of number 6785 with respect to smaller t |
Alltop construction for design number 6789 |
6793:
6793 4-(25,11,39420) (complement has $\lambda=76860$)
6794:
6794 4-(25,12,68985) (complement has $\lambda=134505$) residual design of number 6783 |
derived from number 6784 |
6795:
6795 4-(25,13,99645) (complement has $\lambda=194285$) residual design of number 6784 |
derived from number 6788 |
supplementary design of number 6794 |
6796:
6796 4-(27,14,387849) (complement has $\lambda=756217$) design of number 6787 with respect to smaller t |
supplementary design of number 6789 |
residual design of number 6792 |
6797:
6797 4-(26,14,219219) (complement has $\lambda=427427$) residual design of number 6787 |
design of number 6788 with respect to smaller t |
6798:
6798 4-(25,14,119574) (complement has $\lambda=233142$) residual design of number 6788 |
6799:
6799 4-(28,14,664884) (complement has $\lambda=1296372$) Tran van Trung construction with supplementary design for design number 6789 |
design of number 6792 with respect to smaller t |
6800:
6800 6-(27,13,44460) (complement has $\lambda=71820$)
\cite{Sebille98} $AGL(3,3)$ |
derived from number 6806 |
design of number 8789 with respect to smaller t |
6801:
6801 6-(27,14,77805) (complement has $\lambda=125685$) supplementary design of number 6800 |
residual design of number 6806 |
design of number 8790 with respect to smaller t |
6802:
6802 5-(27,13,122265) (complement has $\lambda=197505$) design of number 6800 with respect to smaller t |
derived from number 6805 |
6803:
6803 5-(26,12,44460) (complement has $\lambda=71820$) derived from number 6800 |
design of number 8791 with respect to smaller t |
6804:
6804 5-(26,13,77805) (complement has $\lambda=125685$) residual design of number 6800 |
derived from number 6801 |
Alltop construction for design number 6812 |
design of number 8792 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8795 |
6805:
6805 6-(28,14,122265) (complement has $\lambda=197505$) Tran van Trung construction with supplementary design for design number 6800 |
design of number 6806 with respect to smaller t |
\cite{Sebille98} $AGL(3,3)+$ |
6806:
6806 7-(28,14,44460) (complement has $\lambda=71820$) Alltop construction for design number 6800 |
Tran van Trung construction with supplementary design for design number 8789 |
\cite{Sebille98} $AGL(3,3)+$ |
6807:
6807 5-(27,14,190190) (complement has $\lambda=307230$) design of number 6801 with respect to smaller t |
supplementary design of number 6802 |
residual design of number 6805 |
6808:
6808 5-(26,14,112385) (complement has $\lambda=181545$) residual design of number 6801 |
design of number 8793 with respect to smaller t |
6809:
6809 4-(26,12,122265) (complement has $\lambda=197505$) derived from number 6802 |
design of number 6803 with respect to smaller t |
6810:
6810 4-(26,13,190190) (complement has $\lambda=307230$)
residual design of number 6802 |
design of number 6804 with respect to smaller t |
derived from number 6807 |
Tran van Trung construction with supplementary design for design number 6812 |
6811:
6811 4-(25,11,44460) (complement has $\lambda=71820$) derived from number 6803 |
design of number 8794 with respect to smaller t |
6812:
6812 4-(25,12,77805) (complement has $\lambda=125685$) residual design of number 6803 |
derived from number 6804 |
design of number 8795 with respect to smaller t |
6813:
6813 4-(25,13,112385) (complement has $\lambda=181545$) residual design of number 6804 |
derived from number 6808 |
supplementary design of number 6812 |
design of number 8796 with respect to smaller t |
6814:
6814 4-(26,14,247247) (complement has $\lambda=399399$) residual design of number 6807 |
design of number 6808 with respect to smaller t |
6815:
6815 4-(25,14,134862) (complement has $\lambda=217854$) residual design of number 6808 |
design of number 8797 with respect to smaller t |
6816:
6816 6-(27,13,51480) (complement has $\lambda=64800$) TvT: 6-(26,12,17160) $\cup$ 6-(26,13,34320) |
derived from number 6820 |
\cite{Sebille98} $AGL(3,3)$ |
design of number 8803 with respect to smaller t |
residual design of number 8911 |
6817:
6817 6-(27,14,90090) (complement has $\lambda=113400$) supplementary design of number 6816 |
residual design of number 6820 |
design of number 8804 with respect to smaller t |
6818:
6818 5-(27,13,141570) (complement has $\lambda=178200$) design of number 6816 with respect to smaller t |
derived from number 6819 |
residual design of number 7023 |
6819:
6819 6-(28,14,141570) (complement has $\lambda=178200$) Tran van Trung construction with supplementary design for design number 6816 |
design of number 6820 with respect to smaller t |
\cite{Sebille98} $AGL(3,3)+$ |
residual design of number 9251 |
derived from number 9252 |
6820:
6820 7-(28,14,51480) (complement has $\lambda=64800$)
Alltop construction for design number 6816 |
Tran van Trung construction with supplementary design for design number 8803 |
\cite{Sebille98} $AGL(3,3)+$ |
design of number 10638 with respect to smaller t |
6821:
6821 5-(27,14,220220) (complement has $\lambda=277200$) design of number 6817 with respect to smaller t |
supplementary design of number 6818 |
residual design of number 6819 |
derived from number 9253 |
6822:
6822 5-(26,14,130130) (complement has $\lambda=163800$) residual design of number 6817 |
design of number 8805 with respect to smaller t |
6823:
6823 4-(26,14,286286) (complement has $\lambda=360360$) residual design of number 6821 |
design of number 6822 with respect to smaller t |
derived from number 9254 |
6824:
6824 4-(25,14,156156) (complement has $\lambda=196560$) residual design of number 6822 |
design of number 8806 with respect to smaller t |
6825:
6825 6-(27,13,56880) (complement has $\lambda=59400$) TvT: 6-(26,12,18960) $\cup$ 6-(26,13,37920) |
derived from number 6828 |
residual design of number 8924 |
6826:
6826 6-(27,14,99540) (complement has $\lambda=103950$) supplementary design of number 6825 |
residual design of number 6828 |
6827:
6827 6-(28,14,156420) (complement has $\lambda=163350$) Tran van Trung construction with supplementary design for design number 6825 |
design of number 6828 with respect to smaller t |
residual design of number 9261 |
derived from number 9262 |
6828:
6828 7-(28,14,56880) (complement has $\lambda=59400$) Alltop construction for design number 6825 |
Alltop |
6829:
6829 5-(26,14,143780) (complement has $\lambda=150150$) residual design of number 6826 |
6830:
6830 4-(25,14,172536) (complement has $\lambda=180180$)
residual design of number 6829 |
6831:
6831 6-(27,9,490) (complement has $\lambda=840$) TvT: 6-(26,8,70) $\cup$ 6-(26,9,420) |
\cite{Sebille98} $P\Gamma L(2,25)$ |
6832:
6832 6-(28,10,1225) (complement has $\lambda=6090$)
6833:
6833 5-(28,10,5635) (complement has $\lambda=28014$) design of number 6832 with respect to smaller t |
6834:
6834 5-(27,9,1225) (complement has $\lambda=6090$)
6835:
6835 5-(27,10,4410) (complement has $\lambda=21924$) residual design of number 6832 |
6836:
6836 4-(28,10,22540) (complement has $\lambda=112056$) design of number 6833 with respect to smaller t |
6837:
6837 4-(27,9,5635) (complement has $\lambda=28014$) derived from number 6833 |
design of number 6834 with respect to smaller t |
6838:
6838 4-(27,10,16905) (complement has $\lambda=84042$) residual design of number 6833 |
design of number 6835 with respect to smaller t |
6839:
6839 4-(26,8,1225) (complement has $\lambda=6090$)
6840:
6840 4-(26,9,4410) (complement has $\lambda=21924$)
residual design of number 6834 |
derived from number 6835 |
6841:
6841 4-(26,10,12495) (complement has $\lambda=62118$) residual design of number 6835 |
6842:
6842 6-(28,10,1890) (complement has $\lambda=5425$)
6843:
6843 5-(28,10,8694) (complement has $\lambda=24955$) design of number 6842 with respect to smaller t |
6844:
6844 5-(27,9,1890) (complement has $\lambda=5425$)
6845:
6845 5-(27,10,6804) (complement has $\lambda=19530$) residual design of number 6842 |
6846:
6846 4-(28,10,34776) (complement has $\lambda=99820$) design of number 6843 with respect to smaller t |
6847:
6847 4-(27,9,8694) (complement has $\lambda=24955$) derived from number 6843 |
design of number 6844 with respect to smaller t |
6848:
6848 4-(27,10,26082) (complement has $\lambda=74865$) residual design of number 6843 |
design of number 6845 with respect to smaller t |
6849:
6849 4-(26,8,1890) (complement has $\lambda=5425$)
6850:
6850 4-(26,9,6804) (complement has $\lambda=19530$)
residual design of number 6844 |
derived from number 6845 |
6851:
6851 4-(26,10,19278) (complement has $\lambda=55335$) residual design of number 6845 |
6852:
6852 6-(28,10,2170) (complement has $\lambda=5145$)
6853:
6853 5-(28,10,9982) (complement has $\lambda=23667$) design of number 6852 with respect to smaller t |
6854:
6854 5-(27,9,2170) (complement has $\lambda=5145$)
6855:
6855 5-(27,10,7812) (complement has $\lambda=18522$) residual design of number 6852 |
6856:
6856 4-(28,10,39928) (complement has $\lambda=94668$) design of number 6853 with respect to smaller t |
6857:
6857 4-(27,9,9982) (complement has $\lambda=23667$) derived from number 6853 |
design of number 6854 with respect to smaller t |
6858:
6858 4-(27,10,29946) (complement has $\lambda=71001$) residual design of number 6853 |
design of number 6855 with respect to smaller t |
6859:
6859 4-(26,8,2170) (complement has $\lambda=5145$)
6860:
6860 4-(26,9,7812) (complement has $\lambda=18522$)
residual design of number 6854 |
derived from number 6855 |
6861:
6861 4-(26,10,22134) (complement has $\lambda=52479$) residual design of number 6855 |
6862:
6862 6-(28,10,2205) (complement has $\lambda=5110$)
6863:
6863 5-(28,10,10143) (complement has $\lambda=23506$) design of number 6862 with respect to smaller t |
6864:
6864 5-(27,9,2205) (complement has $\lambda=5110$)
6865:
6865 5-(27,10,7938) (complement has $\lambda=18396$) residual design of number 6862 |
6866:
6866 4-(28,10,40572) (complement has $\lambda=94024$) design of number 6863 with respect to smaller t |
6867:
6867 4-(27,9,10143) (complement has $\lambda=23506$) derived from number 6863 |
design of number 6864 with respect to smaller t |
6868:
6868 4-(27,10,30429) (complement has $\lambda=70518$) residual design of number 6863 |
design of number 6865 with respect to smaller t |
6869:
6869 4-(26,8,2205) (complement has $\lambda=5110$)
6870:
6870 4-(26,9,7938) (complement has $\lambda=18396$)
residual design of number 6864 |
derived from number 6865 |
6871:
6871 4-(26,10,22491) (complement has $\lambda=52122$) residual design of number 6865 |
6872:
6872 6-(28,10,2520) (complement has $\lambda=4795$)
6873:
6873 5-(28,10,11592) (complement has $\lambda=22057$) design of number 6872 with respect to smaller t |
6874:
6874 5-(27,9,2520) (complement has $\lambda=4795$)
6875:
6875 5-(27,10,9072) (complement has $\lambda=17262$) residual design of number 6872 |
6876:
6876 4-(28,10,46368) (complement has $\lambda=88228$) design of number 6873 with respect to smaller t |
6877:
6877 4-(27,9,11592) (complement has $\lambda=22057$) derived from number 6873 |
design of number 6874 with respect to smaller t |
6878:
6878 4-(27,10,34776) (complement has $\lambda=66171$) residual design of number 6873 |
design of number 6875 with respect to smaller t |
6879:
6879 4-(26,8,2520) (complement has $\lambda=4795$)
6880:
6880 4-(26,9,9072) (complement has $\lambda=17262$)
residual design of number 6874 |
derived from number 6875 |
6881:
6881 4-(26,10,25704) (complement has $\lambda=48909$) residual design of number 6875 |
6882:
6882 6-(28,10,2590) (complement has $\lambda=4725$)
6883:
6883 5-(28,10,11914) (complement has $\lambda=21735$) design of number 6882 with respect to smaller t |
6884:
6884 5-(27,9,2590) (complement has $\lambda=4725$)
6885:
6885 5-(27,10,9324) (complement has $\lambda=17010$) residual design of number 6882 |
6886:
6886 4-(28,10,47656) (complement has $\lambda=86940$) design of number 6883 with respect to smaller t |
6887:
6887 4-(27,9,11914) (complement has $\lambda=21735$) derived from number 6883 |
design of number 6884 with respect to smaller t |
6888:
6888 4-(27,10,35742) (complement has $\lambda=65205$) residual design of number 6883 |
design of number 6885 with respect to smaller t |
6889:
6889 4-(26,8,2590) (complement has $\lambda=4725$)
6890:
6890 4-(26,9,9324) (complement has $\lambda=17010$)
residual design of number 6884 |
derived from number 6885 |
6891:
6891 4-(26,10,26418) (complement has $\lambda=48195$) residual design of number 6885 |
6892:
6892 6-(28,10,2695) (complement has $\lambda=4620$) TvT: 6-(27,9,490) $\cup$ 6-(27,10,2205) |
6893:
6893 6-(28,10,2800) (complement has $\lambda=4515$)
6894:
6894 5-(28,10,12880) (complement has $\lambda=20769$) design of number 6893 with respect to smaller t |
6895:
6895 5-(27,9,2800) (complement has $\lambda=4515$)
6896:
6896 5-(27,10,10080) (complement has $\lambda=16254$) residual design of number 6893 |
6897:
6897 4-(28,10,51520) (complement has $\lambda=83076$) design of number 6894 with respect to smaller t |
6898:
6898 4-(27,9,12880) (complement has $\lambda=20769$) derived from number 6894 |
design of number 6895 with respect to smaller t |
6899:
6899 4-(27,10,38640) (complement has $\lambda=62307$) residual design of number 6894 |
design of number 6896 with respect to smaller t |
6900:
6900 4-(26,8,2800) (complement has $\lambda=4515$)
6901:
6901 4-(26,9,10080) (complement has $\lambda=16254$) residual design of number 6895 |
derived from number 6896 |
6902:
6902 4-(26,10,28560) (complement has $\lambda=46053$) residual design of number 6896 |
6903:
6903 6-(28,10,2905) (complement has $\lambda=4410$)
6904:
6904 5-(28,10,13363) (complement has $\lambda=20286$) design of number 6903 with respect to smaller t |
6905:
6905 5-(27,9,2905) (complement has $\lambda=4410$)
6906:
6906 5-(27,10,10458) (complement has $\lambda=15876$) residual design of number 6903 |
6907:
6907 4-(28,10,53452) (complement has $\lambda=81144$) design of number 6904 with respect to smaller t |
6908:
6908 4-(27,9,13363) (complement has $\lambda=20286$) derived from number 6904 |
design of number 6905 with respect to smaller t |
6909:
6909 4-(27,10,40089) (complement has $\lambda=60858$) residual design of number 6904 |
design of number 6906 with respect to smaller t |
6910:
6910 4-(26,8,2905) (complement has $\lambda=4410$)
6911:
6911 4-(26,9,10458) (complement has $\lambda=15876$) residual design of number 6905 |
derived from number 6906 |
6912:
6912 4-(26,10,29631) (complement has $\lambda=44982$) residual design of number 6906 |
6913:
6913 6-(28,10,2940) (complement has $\lambda=4375$)
6914:
6914 5-(28,10,13524) (complement has $\lambda=20125$) design of number 6913 with respect to smaller t |
6915:
6915 5-(27,9,2940) (complement has $\lambda=4375$)
6916:
6916 5-(27,10,10584) (complement has $\lambda=15750$) residual design of number 6913 |
6917:
6917 4-(28,10,54096) (complement has $\lambda=80500$) design of number 6914 with respect to smaller t |
6918:
6918 4-(27,9,13524) (complement has $\lambda=20125$) derived from number 6914 |
design of number 6915 with respect to smaller t |
6919:
6919 4-(27,10,40572) (complement has $\lambda=60375$) residual design of number 6914 |
design of number 6916 with respect to smaller t |
6920:
6920 4-(26,8,2940) (complement has $\lambda=4375$)
6921:
6921 4-(26,9,10584) (complement has $\lambda=15750$) residual design of number 6915 |
derived from number 6916 |
6922:
6922 4-(26,10,29988) (complement has $\lambda=44625$) residual design of number 6916 |
6923:
6923 6-(28,10,3115) (complement has $\lambda=4200$)
6924:
6924 5-(28,10,14329) (complement has $\lambda=19320$) design of number 6923 with respect to smaller t |
6925:
6925 5-(27,9,3115) (complement has $\lambda=4200$)
6926:
6926 5-(27,10,11214) (complement has $\lambda=15120$) residual design of number 6923 |
6927:
6927 4-(28,10,57316) (complement has $\lambda=77280$) design of number 6924 with respect to smaller t |
6928:
6928 4-(27,9,14329) (complement has $\lambda=19320$) derived from number 6924 |
design of number 6925 with respect to smaller t |
6929:
6929 4-(27,10,42987) (complement has $\lambda=57960$) residual design of number 6924 |
design of number 6926 with respect to smaller t |
6930:
6930 4-(26,8,3115) (complement has $\lambda=4200$)
6931:
6931 4-(26,9,11214) (complement has $\lambda=15120$) residual design of number 6925 |
derived from number 6926 |
6932:
6932 4-(26,10,31773) (complement has $\lambda=42840$) residual design of number 6926 |
6933:
6933 6-(28,10,3150) (complement has $\lambda=4165$)
6934:
6934 5-(28,10,14490) (complement has $\lambda=19159$) design of number 6933 with respect to smaller t |
6935:
6935 5-(27,9,3150) (complement has $\lambda=4165$)
6936:
6936 5-(27,10,11340) (complement has $\lambda=14994$) residual design of number 6933 |
6937:
6937 4-(28,10,57960) (complement has $\lambda=76636$) design of number 6934 with respect to smaller t |
6938:
6938 4-(27,9,14490) (complement has $\lambda=19159$) derived from number 6934 |
design of number 6935 with respect to smaller t |
6939:
6939 4-(27,10,43470) (complement has $\lambda=57477$) residual design of number 6934 |
design of number 6936 with respect to smaller t |
6940:
6940 4-(26,8,3150) (complement has $\lambda=4165$)
6941:
6941 4-(26,9,11340) (complement has $\lambda=14994$) residual design of number 6935 |
derived from number 6936 |
6942:
6942 4-(26,10,32130) (complement has $\lambda=42483$) residual design of number 6936 |
6943:
6943 6-(28,10,3220) (complement has $\lambda=4095$)
6944:
6944 5-(28,10,14812) (complement has $\lambda=18837$) design of number 6943 with respect to smaller t |
6945:
6945 5-(27,9,3220) (complement has $\lambda=4095$)
6946:
6946 5-(27,10,11592) (complement has $\lambda=14742$) residual design of number 6943 |
6947:
6947 4-(28,10,59248) (complement has $\lambda=75348$) design of number 6944 with respect to smaller t |
6948:
6948 4-(27,9,14812) (complement has $\lambda=18837$) derived from number 6944 |
design of number 6945 with respect to smaller t |
6949:
6949 4-(27,10,44436) (complement has $\lambda=56511$) residual design of number 6944 |
design of number 6946 with respect to smaller t |
6950:
6950 4-(26,8,3220) (complement has $\lambda=4095$)
6951:
6951 4-(26,9,11592) (complement has $\lambda=14742$) residual design of number 6945 |
derived from number 6946 |
6952:
6952 4-(26,10,32844) (complement has $\lambda=41769$) residual design of number 6946 |
6953:
6953 6-(28,10,3255) (complement has $\lambda=4060$)
6954:
6954 5-(28,10,14973) (complement has $\lambda=18676$) design of number 6953 with respect to smaller t |
6955:
6955 5-(27,9,3255) (complement has $\lambda=4060$)
6956:
6956 5-(27,10,11718) (complement has $\lambda=14616$) residual design of number 6953 |
6957:
6957 4-(28,10,59892) (complement has $\lambda=74704$) design of number 6954 with respect to smaller t |
6958:
6958 4-(27,9,14973) (complement has $\lambda=18676$) derived from number 6954 |
design of number 6955 with respect to smaller t |
6959:
6959 4-(27,10,44919) (complement has $\lambda=56028$) residual design of number 6954 |
design of number 6956 with respect to smaller t |
6960:
6960 4-(26,8,3255) (complement has $\lambda=4060$)
6961:
6961 4-(26,9,11718) (complement has $\lambda=14616$) residual design of number 6955 |
derived from number 6956 |
6962:
6962 4-(26,10,33201) (complement has $\lambda=41412$) residual design of number 6956 |
6963:
6963 6-(28,10,3430) (complement has $\lambda=3885$)
6964:
6964 5-(28,10,15778) (complement has $\lambda=17871$) design of number 6963 with respect to smaller t |
6965:
6965 5-(27,9,3430) (complement has $\lambda=3885$)
6966:
6966 5-(27,10,12348) (complement has $\lambda=13986$) residual design of number 6963 |
6967:
6967 4-(28,10,63112) (complement has $\lambda=71484$) design of number 6964 with respect to smaller t |
6968:
6968 4-(27,9,15778) (complement has $\lambda=17871$) derived from number 6964 |
design of number 6965 with respect to smaller t |
6969:
6969 4-(27,10,47334) (complement has $\lambda=53613$) residual design of number 6964 |
design of number 6966 with respect to smaller t |
6970:
6970 4-(26,8,3430) (complement has $\lambda=3885$)
6971:
6971 4-(26,9,12348) (complement has $\lambda=13986$) residual design of number 6965 |
derived from number 6966 |
6972:
6972 4-(26,10,34986) (complement has $\lambda=39627$) residual design of number 6966 |
6973:
6973 6-(28,10,3535) (complement has $\lambda=3780$)
6974:
6974 5-(28,10,16261) (complement has $\lambda=17388$) design of number 6973 with respect to smaller t |
6975:
6975 5-(27,9,3535) (complement has $\lambda=3780$)
6976:
6976 5-(27,10,12726) (complement has $\lambda=13608$) residual design of number 6973 |
6977:
6977 4-(28,10,65044) (complement has $\lambda=69552$) design of number 6974 with respect to smaller t |
6978:
6978 4-(27,9,16261) (complement has $\lambda=17388$) derived from number 6974 |
design of number 6975 with respect to smaller t |
6979:
6979 4-(27,10,48783) (complement has $\lambda=52164$) residual design of number 6974 |
design of number 6976 with respect to smaller t |
6980:
6980 4-(26,8,3535) (complement has $\lambda=3780$)
6981:
6981 4-(26,9,12726) (complement has $\lambda=13608$) residual design of number 6975 |
derived from number 6976 |
6982:
6982 4-(26,10,36057) (complement has $\lambda=38556$) residual design of number 6976 |
6983:
6983 6-(28,10,3570) (complement has $\lambda=3745$)
6984:
6984 5-(28,10,16422) (complement has $\lambda=17227$) design of number 6983 with respect to smaller t |
6985:
6985 5-(27,9,3570) (complement has $\lambda=3745$)
6986:
6986 5-(27,10,12852) (complement has $\lambda=13482$) residual design of number 6983 |
6987:
6987 4-(28,10,65688) (complement has $\lambda=68908$) design of number 6984 with respect to smaller t |
6988:
6988 4-(27,9,16422) (complement has $\lambda=17227$) derived from number 6984 |
design of number 6985 with respect to smaller t |
6989:
6989 4-(27,10,49266) (complement has $\lambda=51681$) residual design of number 6984 |
design of number 6986 with respect to smaller t |
6990:
6990 4-(26,8,3570) (complement has $\lambda=3745$)
6991:
6991 4-(26,9,12852) (complement has $\lambda=13482$) residual design of number 6985 |
derived from number 6986 |
6992:
6992 4-(26,10,36414) (complement has $\lambda=38199$) residual design of number 6986 |
6993:
6993 6-(28,10,910) (complement has $\lambda=6405$)
6994:
6994 5-(28,10,4186) (complement has $\lambda=29463$) design of number 6993 with respect to smaller t |
6995:
6995 5-(27,9,910) (complement has $\lambda=6405$)
6996:
6996 5-(27,10,3276) (complement has $\lambda=23058$) residual design of number 6993 |
6997:
6997 4-(28,10,16744) (complement has $\lambda=117852$) design of number 6994 with respect to smaller t |
6998:
6998 4-(27,9,4186) (complement has $\lambda=29463$) derived from number 6994 |
design of number 6995 with respect to smaller t |
6999:
6999 4-(27,10,12558) (complement has $\lambda=88389$) residual design of number 6994 |
design of number 6996 with respect to smaller t |
7000:
7000 4-(26,8,910) (complement has $\lambda=6405$)
7001:
7001 4-(26,9,3276) (complement has $\lambda=23058$) residual design of number 6995 |
derived from number 6996 |
7002:
7002 4-(26,10,9282) (complement has $\lambda=65331$) residual design of number 6996 |
7003:
7003 6-(28,11,9702) (complement has $\lambda=16632$) TvT: 6-(27,10,2205) $\cup$ 6-(27,11,7497) |
7004:
7004 6-(28,12,18711) (complement has $\lambda=55902$) TvT: 6-(27,11,5103) $\cup$ 6-(27,12,13608) |
design of number 8829 with respect to smaller t |
7005:
7005 6-(28,12,20790) (complement has $\lambda=53823$) TvT: 6-(27,11,5670) $\cup$ 6-(27,12,15120) |
7006:
7006 6-(28,12,24255) (complement has $\lambda=50358$) TvT: 6-(27,11,6615) $\cup$ 6-(27,12,17640) |
7007:
7007 5-(27,12,55440) (complement has $\lambda=115104$) residual design of number 7006 |
derived from number 8855 |
design of number 8856 with respect to smaller t |
7008:
7008 4-(26,12,103950) (complement has $\lambda=215820$) residual design of number 7007 |
derived from number 8858 |
design of number 8859 with respect to smaller t |
7009:
7009 6-(28,12,24717) (complement has $\lambda=49896$) TvT: 6-(27,11,6741) $\cup$ 6-(27,12,17976) |
design of number 8830 with respect to smaller t |
7010:
7010 6-(28,12,24948) (complement has $\lambda=49665$)
TvT: 6-(27,11,6804) $\cup$ 6-(27,12,18144) |
design of number 8831 with respect to smaller t |
derived from number 11600 |
7011:
7011 6-(28,12,29568) (complement has $\lambda=45045$) TvT: 6-(27,11,8064) $\cup$ 6-(27,12,21504) |
design of number 11561 with respect to smaller t |
derived from number 11562 |
7012:
7012 6-(28,12,31185) (complement has $\lambda=43428$) TvT: 6-(27,11,8505) $\cup$ 6-(27,12,22680) |
design of number 8832 with respect to smaller t |
derived from number 9214 |
7013:
7013 6-(28,12,33033) (complement has $\lambda=41580$) TvT: 6-(27,11,9009) $\cup$ 6-(27,12,24024) |
design of number 11550 with respect to smaller t |
derived from number 11551 |
7014:
7014 6-(28,12,37191) (complement has $\lambda=37422$) TvT: 6-(27,11,10143) $\cup$ 6-(27,12,27048) |
design of number 8828 with respect to smaller t |
derived from number 9215 |
7015:
7015 6-(28,13,70752) (complement has $\lambda=99792$) TvT: 6-(27,12,22512) $\cup$ 6-(27,13,48240) |
7016:
7016 5-(27,12,70752) (complement has $\lambda=99792$) derived from number 7015 |
design of number 8719 with respect to smaller t |
residual design of number 11294 |
7017:
7017 5-(27,13,132660) (complement has $\lambda=187110$) residual design of number 7015 |
derived from number 9100 |
design of number 9101 with respect to smaller t |
7018:
7018 4-(26,11,70752) (complement has $\lambda=99792$) derived from number 7016 |
residual design of number 8473 |
design of number 8475 with respect to smaller t |
7019:
7019 4-(26,12,132660) (complement has $\lambda=187110$) residual design of number 7016 |
derived from number 7017 |
design of number 8721 with respect to smaller t |
7020:
7020 5-(27,14,206360) (complement has $\lambda=291060$)
supplementary design of number 7017 |
residual design of number 9100 |
design of number 9102 with respect to smaller t |
7021:
7021 4-(26,13,206360) (complement has $\lambda=291060$) residual design of number 7017 |
derived from number 7020 |
Tran van Trung construction with supplementary design for design number 8723 |
design of number 8726 with respect to smaller t |
7022:
7022 4-(26,14,268268) (complement has $\lambda=378378$) residual design of number 7020 |
design of number 9103 with respect to smaller t |
7023:
7023 6-(28,13,75504) (complement has $\lambda=95040$) TvT: 6-(27,12,24024) $\cup$ 6-(27,13,51480) |
design of number 8911 with respect to smaller t |
derived from number 9251 |
residual design of number 11551 |
7024:
7024 5-(28,13,217074) (complement has $\lambda=273240$) design of number 7023 with respect to smaller t |
residual design of number 7077 |
derived from number 7128 |
7025:
7025 6-(28,13,85008) (complement has $\lambda=85536$) TvT: 6-(27,12,27048) $\cup$ 6-(27,13,57960) |
design of number 8925 with respect to smaller t |
residual design of number 9215 |
derived from number 9266 |
7026:
7026 6-(28,13,85272) (selfcomplementary) Ajoodani-Namini Large Set recursion from 6-(14,7,4) |
7027:
7027 5-(28,13,245157) (selfcomplementary) design of number 7026 with respect to smaller t |
complementary design of number 7026 with respect to smaller t |
derived from number 9274 |
derived from complement of number 9274 |
7028:
7028 5-(27,12,85272) (selfcomplementary) derived from number 7026 |
derived from complement of number 7026 |
7029:
7029 5-(27,13,159885) (selfcomplementary) residual design of number 7026 |
residual design of complement of number 7026 |
derived from number 7035 |
derived from complement of number 7035 |
7030:
7030 4-(28,13,653752) (selfcomplementary)
design of number 7027 with respect to smaller t |
complementary design of number 7027 with respect to smaller t |
derived from number 7535 |
derived from complement of number 7535 |
7031:
7031 4-(27,12,245157) (selfcomplementary) derived from number 7027 |
derived from complement of number 7027 |
design of number 7028 with respect to smaller t |
complementary design of number 7028 with respect to smaller t |
7032:
7032 4-(27,13,408595) (selfcomplementary) residual design of number 7027 |
residual design of complement of number 7027 |
design of number 7029 with respect to smaller t |
complementary design of number 7029 with respect to smaller t |
derived from number 7034 |
derived from complement of number 7034 |
7033:
7033 5-(27,14,248710) (selfcomplementary) supplementary design of number 7029 |
residual design of number 7035 |
residual design of complement of number 7035 |
7034:
7034 5-(28,14,408595) (selfcomplementary) Tran van Trung construction with supplementary design for design number 7029 |
Alltop construction for design number 7032 |
design of number 7035 with respect to smaller t |
complementary design of number 7035 with respect to smaller t |
residual design of number 9274 |
residual design of complement of number 9274 |
derived from number 9275 |
derived from complement of number 9275 |
7035:
7035 6-(28,14,159885) (selfcomplementary) Alltop construction for design number 7029 |
Ajoodani-Namini Large Set recursion from 6-(14,7,4) |
7036:
7036 4-(27,14,572033) (selfcomplementary) supplementary design of number 7032 |
design of number 7033 with respect to smaller t |
complementary design of number 7033 with respect to smaller t |
residual design of number 7034 |
residual design of complement of number 7034 |
derived from number 9276 |
derived from complement of number 9276 |
7037:
7037 4-(28,14,980628) (selfcomplementary) Tran van Trung construction with supplementary design for design number 7032 |
design of number 7034 with respect to smaller t |
complementary design of number 7034 with respect to smaller t |
residual design of number 7535 |
residual design of complement of number 7535 |
derived from number 7536 |
derived from complement of number 7536 |
7038:
7038 4-(26,14,323323) (selfcomplementary) residual design of number 7033 |
residual design of complement of number 7033 |
7039:
7039 6-(28,8,105) (complement has $\lambda=126$) $P\Gamma L(2,27)$ (38277 isom. types) \cite{Schmalz93} |
7040:
7040 5-(27,7,105) (complement has $\lambda=126$)
7041:
7041 5-(27,8,700) (complement has $\lambda=840$) residual design of number 7039 |
7042:
7042 4-(26,6,105) (complement has $\lambda=126$)
7043:
7043 4-(26,7,700) (complement has $\lambda=840$) residual design of number 7040 |
derived from number 7041 |
7044:
7044 4-(26,8,3325) (complement has $\lambda=3990$) residual design of number 7041 |
7045:
7045 6-(28,8,42) (complement has $\lambda=189$) $P\Gamma L(2,27)$ (2 isom. types) \cite{Schmalz93} |
7046:
7046 5-(27,7,42) (complement has $\lambda=189$)
7047:
7047 5-(27,8,280) (complement has $\lambda=1260$) residual design of number 7045 |
7048:
7048 4-(26,7,280) (complement has $\lambda=1260$) residual design of number 7046 |
derived from number 7047 |
7049:
7049 4-(26,8,1330) (complement has $\lambda=5985$) residual design of number 7047 |
7050:
7050 6-(28,8,63) (complement has $\lambda=168$)
$P\Gamma L(2,27)$ (367 isom. types) \cite{Schmalz93} |
7051:
7051 5-(27,8,420) (complement has $\lambda=1120$) residual design of number 7050 |
derived from number 9182 |
7052:
7052 4-(26,8,1995) (complement has $\lambda=5320$) residual design of number 7051 |
derived from number 9185 |
7053:
7053 6-(28,8,84) (complement has $\lambda=147$) $P\Gamma L(2,27)$ (21743 isom types) \cite{Schmalz93} |
7054:
7054 5-(27,7,84) (complement has $\lambda=147$)
7055:
7055 5-(27,8,560) (complement has $\lambda=980$) residual design of number 7053 |
7056:
7056 4-(26,6,84) (complement has $\lambda=147$)
7057:
7057 4-(26,7,560) (complement has $\lambda=980$) residual design of number 7054 |
derived from number 7055 |
7058:
7058 4-(26,8,2660) (complement has $\lambda=4655$) residual design of number 7055 |
7059:
7059 6-(29,10,4095) (complement has $\lambda=4760$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7060:
7060 5-(29,10,19656) (complement has $\lambda=22848$)
design of number 7059 with respect to smaller t |
residual design of number 7500 |
7061:
7061 5-(28,10,15561) (complement has $\lambda=18088$) residual design of number 7059 |
7062:
7062 4-(29,10,81900) (complement has $\lambda=95200$) design of number 7060 with respect to smaller t |
residual design of number 7501 |
7063:
7063 4-(28,10,62244) (complement has $\lambda=72352$) residual design of number 7060 |
design of number 7061 with respect to smaller t |
7064:
7064 4-(27,10,46683) (complement has $\lambda=54264$) residual design of number 7061 |
7065:
7065 6-(29,10,4305) (complement has $\lambda=4550$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7066:
7066 5-(29,10,20664) (complement has $\lambda=21840$) design of number 7065 with respect to smaller t |
residual design of number 7518 |
7067:
7067 5-(28,9,4305) (complement has $\lambda=4550$) derived from number 7065 |
residual design of number 7446 |
7068:
7068 5-(28,10,16359) (complement has $\lambda=17290$) residual design of number 7065 |
7069:
7069 4-(29,10,86100) (complement has $\lambda=91000$) design of number 7066 with respect to smaller t |
residual design of number 7519 |
7070:
7070 4-(28,9,20664) (complement has $\lambda=21840$)
derived from number 7066 |
design of number 7067 with respect to smaller t |
residual design of number 7447 |
7071:
7071 4-(28,10,65436) (complement has $\lambda=69160$) residual design of number 7066 |
design of number 7068 with respect to smaller t |
7072:
7072 4-(27,8,4305) (complement has $\lambda=4550$) derived from number 7067 |
residual design of number 7448 |
7073:
7073 4-(27,9,16359) (complement has $\lambda=17290$) residual design of number 7067 |
derived from number 7068 |
7074:
7074 4-(27,10,49077) (complement has $\lambda=51870$) residual design of number 7068 |
7075:
7075 6-(29,11,12397) (complement has $\lambda=21252$) TvT: 6-(28,10,2695) $\cup$ 6-(28,11,9702) |
7076:
7076 6-(29,13,102465) (complement has $\lambda=142692$) TvT: 6-(28,12,31185) $\cup$ 6-(28,13,71280) |
design of number 9214 with respect to smaller t |
derived from number 9271 |
7077:
7077 6-(29,13,108537) (complement has $\lambda=136620$) TvT: 6-(28,12,33033) $\cup$ 6-(28,13,75504) |
design of number 11551 with respect to smaller t |
derived from number 11552 |
7078:
7078 6-(29,13,122199) (complement has $\lambda=122958$) TvT: 6-(28,12,37191) $\cup$ 6-(28,13,85008) |
design of number 9215 with respect to smaller t |
derived from number 9272 |
7079:
7079 6-(29,13,68310) (complement has $\lambda=176847$) TvT: 6-(28,12,20790) $\cup$ 6-(28,13,47520) |
7080:
7080 6-(29,13,79695) (complement has $\lambda=165462$)
TvT: 6-(28,12,24255) $\cup$ 6-(28,13,55440) |
7081:
7081 5-(28,13,159390) (complement has $\lambda=330924$) residual design of number 7080 |
derived from number 7092 |
design of number 8855 with respect to smaller t |
7082:
7082 4-(27,13,265650) (complement has $\lambda=551540$) residual design of number 7081 |
derived from number 7084 |
design of number 8858 with respect to smaller t |
7083:
7083 4-(27,14,371910) (complement has $\lambda=772156$) supplementary design of number 7082 |
residual design of number 7084 |
derived from number 7096 |
design of number 8864 with respect to smaller t |
7084:
7084 5-(28,14,265650) (complement has $\lambda=551540$) Alltop construction for design number 7082 |
residual design of number 7092 |
derived from number 7093 |
Tran van Trung construction with supplementary design for design number 8858 |
design of number 8862 with respect to smaller t |
7085:
7085 6-(29,13,97152) (complement has $\lambda=148005$) TvT: 6-(28,12,29568) $\cup$ 6-(28,13,67584) |
design of number 11562 with respect to smaller t |
derived from number 11563 |
7086:
7086 6-(29,14,136620) (complement has $\lambda=353694$) TvT: 6-(28,13,47520) $\cup$ 6-(28,14,89100) |
derived from number 7089 |
design of number 9221 with respect to smaller t |
7087:
7087 6-(29,15,227700) (complement has $\lambda=589490$) supplementary design of number 7086 |
residual design of number 7089 |
design of number 9222 with respect to smaller t |
7088:
7088 6-(30,15,364320) (complement has $\lambda=943184$) Tran van Trung construction with supplementary design for design number 7086 |
design of number 7089 with respect to smaller t |
7089:
7089 7-(30,15,136620) (complement has $\lambda=353694$) Alltop construction for design number 7086 |
Tran van Trung construction with supplementary design for design number 9221 |
Alltop |
7090:
7090 5-(28,15,318780) (complement has $\lambda=825286$)
residual design of number 7087 |
design of number 9223 with respect to smaller t |
7091:
7091 4-(27,15,376740) (complement has $\lambda=975338$) residual design of number 7090 |
design of number 9224 with respect to smaller t |
7092:
7092 6-(29,14,159390) (complement has $\lambda=330924$) TvT: 6-(28,13,55440) $\cup$ 6-(28,14,103950) |
derived from number 7095 |
design of number 9226 with respect to smaller t |
7093:
7093 6-(29,15,265650) (complement has $\lambda=551540$) supplementary design of number 7092 |
residual design of number 7095 |
design of number 9227 with respect to smaller t |
7094:
7094 6-(30,15,425040) (complement has $\lambda=882464$) Tran van Trung construction with supplementary design for design number 7092 |
design of number 7095 with respect to smaller t |
7095:
7095 7-(30,15,159390) (complement has $\lambda=330924$) Alltop construction for design number 7092 |
Tran van Trung construction with supplementary design for design number 9226 |
Alltop from 6-(29,14,159390) |
7096:
7096 5-(28,15,371910) (complement has $\lambda=772156$) residual design of number 7093 |
design of number 9228 with respect to smaller t |
7097:
7097 4-(27,15,439530) (complement has $\lambda=912548$) residual design of number 7096 |
design of number 9229 with respect to smaller t |
7098:
7098 6-(29,14,171534) (complement has $\lambda=318780$) TvT: 6-(28,13,59664) $\cup$ 6-(28,14,111870) |
derived from number 7101 |
design of number 9231 with respect to smaller t |
7099:
7099 6-(29,15,285890) (complement has $\lambda=531300$) supplementary design of number 7098 |
residual design of number 7101 |
design of number 9232 with respect to smaller t |
7100:
7100 6-(30,15,457424) (complement has $\lambda=850080$)
Tran van Trung construction with supplementary design for design number 7098 |
design of number 7101 with respect to smaller t |
7101:
7101 7-(30,15,171534) (complement has $\lambda=318780$) Alltop construction for design number 7098 |
Tran van Trung construction with supplementary design for design number 9231 |
Alltop from 6-(29,14,171534) |
7102:
7102 5-(28,15,400246) (complement has $\lambda=743820$) residual design of number 7099 |
design of number 9233 with respect to smaller t |
7103:
7103 4-(27,15,473018) (complement has $\lambda=879060$) residual design of number 7102 |
design of number 9234 with respect to smaller t |
7104:
7104 6-(29,14,182160) (complement has $\lambda=308154$) TvT: 6-(28,13,63360) $\cup$ 6-(28,14,118800) |
derived from number 7107 |
design of number 9236 with respect to smaller t |
7105:
7105 6-(29,15,303600) (complement has $\lambda=513590$) supplementary design of number 7104 |
residual design of number 7107 |
design of number 9237 with respect to smaller t |
7106:
7106 6-(30,15,485760) (complement has $\lambda=821744$) Tran van Trung construction with supplementary design for design number 7104 |
design of number 7107 with respect to smaller t |
7107:
7107 7-(30,15,182160) (complement has $\lambda=308154$) Alltop construction for design number 7104 |
Tran van Trung construction with supplementary design for design number 9236 |
Alltop from 6-(29,14,182160) |
7108:
7108 5-(28,15,425040) (complement has $\lambda=719026$) residual design of number 7105 |
design of number 9238 with respect to smaller t |
7109:
7109 4-(27,15,502320) (complement has $\lambda=849758$) residual design of number 7108 |
design of number 9239 with respect to smaller t |
7110:
7110 6-(29,14,194304) (complement has $\lambda=296010$)
TvT: 6-(28,13,67584) $\cup$ 6-(28,14,126720) |
derived from number 7113 |
design of number 9241 with respect to smaller t |
residual design of number 11563 |
7111:
7111 6-(29,15,323840) (complement has $\lambda=493350$) supplementary design of number 7110 |
residual design of number 7113 |
design of number 9242 with respect to smaller t |
7112:
7112 6-(30,15,518144) (complement has $\lambda=789360$) Tran van Trung construction with supplementary design for design number 7110 |
design of number 7113 with respect to smaller t |
residual design of number 11564 |
derived from number 11565 |
7113:
7113 7-(30,15,194304) (complement has $\lambda=296010$) Alltop construction for design number 7110 |
Tran van Trung construction with supplementary design for design number 9241 |
Alltop |
7114:
7114 5-(28,15,453376) (complement has $\lambda=690690$) residual design of number 7111 |
design of number 9243 with respect to smaller t |
7115:
7115 4-(27,15,535808) (complement has $\lambda=816270$) residual design of number 7114 |
design of number 9244 with respect to smaller t |
7116:
7116 6-(29,14,203412) (complement has $\lambda=286902$) TvT: 6-(28,13,70752) $\cup$ 6-(28,14,132660) |
derived from number 7119 |
7117:
7117 6-(29,15,339020) (complement has $\lambda=478170$) supplementary design of number 7116 |
residual design of number 7119 |
7118:
7118 6-(30,15,542432) (complement has $\lambda=765072$) Tran van Trung construction with supplementary design for design number 7116 |
design of number 7119 with respect to smaller t |
7119:
7119 7-(30,15,203412) (complement has $\lambda=286902$) Alltop construction for design number 7116 |
Alltop |
7120:
7120 5-(28,15,474628) (complement has $\lambda=669438$)
residual design of number 7117 |
7121:
7121 4-(27,15,560924) (complement has $\lambda=791154$) residual design of number 7120 |
7122:
7122 6-(29,14,204930) (complement has $\lambda=285384$) TvT: 6-(28,13,71280) $\cup$ 6-(28,14,133650) |
derived from number 7125 |
design of number 9246 with respect to smaller t |
residual design of number 9271 |
7123:
7123 6-(29,15,341550) (complement has $\lambda=475640$) supplementary design of number 7122 |
residual design of number 7125 |
design of number 9247 with respect to smaller t |
7124:
7124 6-(30,15,546480) (complement has $\lambda=761024$) Tran van Trung construction with supplementary design for design number 7122 |
design of number 7125 with respect to smaller t |
residual design of number 9334 |
derived from number 9335 |
7125:
7125 7-(30,15,204930) (complement has $\lambda=285384$) Alltop construction for design number 7122 |
Tran van Trung construction with supplementary design for design number 9246 |
Alltop |
7126:
7126 5-(28,15,478170) (complement has $\lambda=665896$) residual design of number 7123 |
design of number 9248 with respect to smaller t |
7127:
7127 4-(27,15,565110) (complement has $\lambda=786968$) residual design of number 7126 |
design of number 9249 with respect to smaller t |
7128:
7128 6-(29,14,217074) (complement has $\lambda=273240$) TvT: 6-(28,13,75504) $\cup$ 6-(28,14,141570) |
derived from number 7131 |
design of number 9251 with respect to smaller t |
residual design of number 11552 |
7129:
7129 6-(29,15,361790) (complement has $\lambda=455400$) supplementary design of number 7128 |
residual design of number 7131 |
design of number 9252 with respect to smaller t |
7130:
7130 6-(30,15,578864) (complement has $\lambda=728640$)
Tran van Trung construction with supplementary design for design number 7128 |
design of number 7131 with respect to smaller t |
residual design of number 11553 |
derived from number 11554 |
7131:
7131 7-(30,15,217074) (complement has $\lambda=273240$) Alltop construction for design number 7128 |
Tran van Trung construction with supplementary design for design number 9251 |
Alltop |
7132:
7132 5-(28,15,506506) (complement has $\lambda=637560$) residual design of number 7129 |
design of number 9253 with respect to smaller t |
7133:
7133 4-(27,15,598598) (complement has $\lambda=753480$) residual design of number 7132 |
design of number 9254 with respect to smaller t |
7134:
7134 6-(29,14,227700) (complement has $\lambda=262614$) TvT: 6-(28,13,79200) $\cup$ 6-(28,14,148500) |
derived from number 7137 |
design of number 9256 with respect to smaller t |
7135:
7135 6-(29,15,379500) (complement has $\lambda=437690$) supplementary design of number 7134 |
residual design of number 7137 |
design of number 9257 with respect to smaller t |
7136:
7136 6-(30,15,607200) (complement has $\lambda=700304$) Tran van Trung construction with supplementary design for design number 7134 |
design of number 7137 with respect to smaller t |
7137:
7137 7-(30,15,227700) (complement has $\lambda=262614$) Alltop construction for design number 7134 |
Tran van Trung construction with supplementary design for design number 9256 |
Alltop |
7138:
7138 5-(28,15,531300) (complement has $\lambda=612766$) residual design of number 7135 |
design of number 9258 with respect to smaller t |
7139:
7139 4-(27,15,627900) (complement has $\lambda=724178$) residual design of number 7138 |
design of number 9259 with respect to smaller t |
7140:
7140 6-(29,14,239844) (complement has $\lambda=250470$)
TvT: 6-(28,13,83424) $\cup$ 6-(28,14,156420) |
derived from number 7143 |
design of number 9261 with respect to smaller t |
7141:
7141 6-(29,15,399740) (complement has $\lambda=417450$) supplementary design of number 7140 |
residual design of number 7143 |
design of number 9262 with respect to smaller t |
7142:
7142 6-(30,15,639584) (complement has $\lambda=667920$) Tran van Trung construction with supplementary design for design number 7140 |
design of number 7143 with respect to smaller t |
7143:
7143 7-(30,15,239844) (complement has $\lambda=250470$) Alltop construction for design number 7140 |
Tran van Trung construction with supplementary design for design number 9261 |
Alltop |
7144:
7144 5-(28,15,559636) (complement has $\lambda=584430$) residual design of number 7141 |
design of number 9263 with respect to smaller t |
7145:
7145 4-(27,15,661388) (complement has $\lambda=690690$) residual design of number 7144 |
design of number 9264 with respect to smaller t |
7146:
7146 6-(29,14,244398) (complement has $\lambda=245916$) TvT: 6-(28,13,85008) $\cup$ 6-(28,14,159390) |
derived from number 7149 |
design of number 9266 with respect to smaller t |
residual design of number 9272 |
7147:
7147 6-(29,15,407330) (complement has $\lambda=409860$) supplementary design of number 7146 |
residual design of number 7149 |
design of number 9267 with respect to smaller t |
7148:
7148 6-(30,15,651728) (complement has $\lambda=655776$) Tran van Trung construction with supplementary design for design number 7146 |
design of number 7149 with respect to smaller t |
residual design of number 9339 |
derived from number 9340 |
7149:
7149 7-(30,15,244398) (complement has $\lambda=245916$) Alltop construction for design number 7146 |
Tran van Trung construction with supplementary design for design number 9266 |
Alltop |
7150:
7150 5-(28,15,570262) (complement has $\lambda=573804$)
residual design of number 7147 |
design of number 9268 with respect to smaller t |
7151:
7151 4-(27,15,673946) (complement has $\lambda=678132$) residual design of number 7150 |
design of number 9269 with respect to smaller t |
7152:
7152 6-(29,14,91080) (complement has $\lambda=399234$) TvT: 6-(28,13,31680) $\cup$ 6-(28,14,59400) |
derived from number 7157 |
design of number 9216 with respect to smaller t |
7153:
7153 6-(29,15,151800) (complement has $\lambda=665390$) supplementary design of number 7152 |
residual design of number 7157 |
design of number 9217 with respect to smaller t |
7154:
7154 5-(28,13,91080) (complement has $\lambda=399234$) derived from number 7152 |
design of number 8834 with respect to smaller t |
residual design of number 11297 |
7155:
7155 5-(28,14,151800) (complement has $\lambda=665390$) residual design of number 7152 |
derived from number 7153 |
Alltop construction for design number 7160 |
Tran van Trung construction with supplementary design for design number 8838 |
design of number 8842 with respect to smaller t |
7156:
7156 6-(30,15,242880) (complement has $\lambda=1064624$) Tran van Trung construction with supplementary design for design number 7152 |
design of number 7157 with respect to smaller t |
7157:
7157 7-(30,15,91080) (complement has $\lambda=399234$) Alltop construction for design number 7152 |
Tran van Trung construction with supplementary design for design number 9216 |
7158:
7158 5-(28,15,212520) (complement has $\lambda=931546$) residual design of number 7153 |
design of number 9218 with respect to smaller t |
7159:
7159 4-(27,12,91080) (complement has $\lambda=399234$) derived from number 7154 |
design of number 8837 with respect to smaller t |
residual design of number 11233 |
7160:
7160 4-(27,13,151800) (complement has $\lambda=665390$)
residual design of number 7154 |
derived from number 7155 |
design of number 8838 with respect to smaller t |
7161:
7161 4-(27,14,212520) (complement has $\lambda=931546$) residual design of number 7155 |
derived from number 7158 |
supplementary design of number 7160 |
design of number 8845 with respect to smaller t |
7162:
7162 4-(27,15,251160) (complement has $\lambda=1100918$) residual design of number 7158 |
design of number 9219 with respect to smaller t |
7163:
7163 6-(29,8,105) (complement has $\lambda=148$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
derived from number 9278 |
7164:
7164 5-(29,8,840) (complement has $\lambda=1184$) design of number 7163 with respect to smaller t |
derived from number 7569 |
7165:
7165 5-(28,7,105) (complement has $\lambda=148$)
7166:
7166 5-(28,8,735) (complement has $\lambda=1036$) residual design of number 7163 |
derived from number 7407 |
7167:
7167 4-(29,8,5250) (complement has $\lambda=7400$) design of number 7164 with respect to smaller t |
derived from number 7570 |
7168:
7168 4-(28,7,840) (complement has $\lambda=1184$) derived from number 7164 |
design of number 7165 with respect to smaller t |
7169:
7169 4-(28,8,4410) (complement has $\lambda=6216$) residual design of number 7164 |
design of number 7166 with respect to smaller t |
derived from number 7408 |
7170:
7170 4-(27,6,105) (complement has $\lambda=148$)
7171:
7171 4-(27,7,735) (complement has $\lambda=1036$) residual design of number 7165 |
derived from number 7166 |
7172:
7172 6-(29,8,106) (complement has $\lambda=147$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7173:
7173 5-(29,8,848) (complement has $\lambda=1176$) design of number 7172 with respect to smaller t |
7174:
7174 5-(28,7,106) (complement has $\lambda=147$)
7175:
7175 5-(28,8,742) (complement has $\lambda=1029$) residual design of number 7172 |
7176:
7176 4-(29,8,5300) (complement has $\lambda=7350$) design of number 7173 with respect to smaller t |
7177:
7177 4-(28,7,848) (complement has $\lambda=1176$) derived from number 7173 |
design of number 7174 with respect to smaller t |
7178:
7178 4-(28,8,4452) (complement has $\lambda=6174$) residual design of number 7173 |
design of number 7175 with respect to smaller t |
7179:
7179 4-(27,6,106) (complement has $\lambda=147$)
7180:
7180 4-(27,7,742) (complement has $\lambda=1029$)
residual design of number 7174 |
derived from number 7175 |
7181:
7181 4-(27,8,3710) (complement has $\lambda=5145$) residual design of number 7175 |
7182:
7182 6-(29,8,112) (complement has $\lambda=141$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
derived from number 9279 |
7183:
7183 5-(29,8,896) (complement has $\lambda=1128$) design of number 7182 with respect to smaller t |
derived from number 7572 |
7184:
7184 5-(28,7,112) (complement has $\lambda=141$)
7185:
7185 5-(28,8,784) (complement has $\lambda=987$) residual design of number 7182 |
derived from number 7411 |
7186:
7186 4-(29,8,5600) (complement has $\lambda=7050$) design of number 7183 with respect to smaller t |
derived from number 7573 |
7187:
7187 4-(28,7,896) (complement has $\lambda=1128$) derived from number 7183 |
design of number 7184 with respect to smaller t |
7188:
7188 4-(28,8,4704) (complement has $\lambda=5922$) residual design of number 7183 |
design of number 7185 with respect to smaller t |
derived from number 7412 |
7189:
7189 4-(27,6,112) (complement has $\lambda=141$)
7190:
7190 4-(27,7,784) (complement has $\lambda=987$)
residual design of number 7184 |
derived from number 7185 |
7191:
7191 6-(29,8,120) (complement has $\lambda=133$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7192:
7192 5-(29,8,960) (complement has $\lambda=1064$) design of number 7191 with respect to smaller t |
derived from number 7575 |
7193:
7193 5-(28,7,120) (complement has $\lambda=133$)
7194:
7194 4-(29,8,6000) (complement has $\lambda=6650$) design of number 7192 with respect to smaller t |
derived from number 7576 |
7195:
7195 4-(28,7,960) (complement has $\lambda=1064$) derived from number 7192 |
design of number 7193 with respect to smaller t |
7196:
7196 4-(27,6,120) (complement has $\lambda=133$)
7197:
7197 6-(29,8,126) (complement has $\lambda=127$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7198:
7198 5-(29,8,1008) (complement has $\lambda=1016$) design of number 7197 with respect to smaller t |
derived from number 7552 |
7199:
7199 5-(28,8,882) (complement has $\lambda=889$) residual design of number 7197 |
derived from number 7452 |
7200:
7200 4-(29,8,6300) (complement has $\lambda=6350$)
design of number 7198 with respect to smaller t |
derived from number 7553 |
7201:
7201 4-(28,8,5292) (complement has $\lambda=5334$) residual design of number 7198 |
design of number 7199 with respect to smaller t |
derived from number 7453 |
7202:
7202 4-(27,8,4410) (complement has $\lambda=4445$) residual design of number 7199 |
derived from number 7454 |
7203:
7203 6-(29,8,36) (complement has $\lambda=217$) $P\Gamma L(2,27)+$ (8 isom. types) \cite{Bettenetal97b} |
7204:
7204 5-(28,8,252) (complement has $\lambda=1519$) residual design of number 7203 |
derived from number 7331 |
7205:
7205 4-(27,8,1260) (complement has $\lambda=7595$) residual design of number 7204 |
derived from number 7333 |
7206:
7206 6-(29,8,42) (complement has $\lambda=211$) $P\Gamma L(2,27)+$ (31 isom. types) \cite{Bettenetal97b} |
7207:
7207 5-(29,8,336) (complement has $\lambda=1688$) design of number 7206 with respect to smaller t |
derived from number 7558 |
7208:
7208 5-(28,7,42) (complement has $\lambda=211$)
7209:
7209 5-(28,8,294) (complement has $\lambda=1477$) residual design of number 7206 |
derived from number 7337 |
7210:
7210 4-(29,8,2100) (complement has $\lambda=10550$)
design of number 7207 with respect to smaller t |
derived from number 7559 |
7211:
7211 4-(28,7,336) (complement has $\lambda=1688$) derived from number 7207 |
design of number 7208 with respect to smaller t |
7212:
7212 4-(28,8,1764) (complement has $\lambda=8862$) residual design of number 7207 |
design of number 7209 with respect to smaller t |
derived from number 7338 |
7213:
7213 4-(27,6,42) (complement has $\lambda=211$)
7214:
7214 4-(27,7,294) (complement has $\lambda=1477$) residual design of number 7208 |
derived from number 7209 |
7215:
7215 4-(27,8,1470) (complement has $\lambda=7385$) residual design of number 7209 |
derived from number 7339 |
7216:
7216 6-(29,8,43) (complement has $\lambda=210$) $P\Gamma L(2,27)+$ (43 isom. types) \cite{Bettenetal97b} |
7217:
7217 5-(28,8,301) (complement has $\lambda=1470$) residual design of number 7216 |
7218:
7218 4-(27,8,1505) (complement has $\lambda=7350$) residual design of number 7217 |
7219:
7219 6-(29,8,49) (complement has $\lambda=204$) $P\Gamma L(2,27)+$ (479 isom. types) \cite{Bettenetal97b} |
7220:
7220 5-(29,8,392) (complement has $\lambda=1632$)
design of number 7219 with respect to smaller t |
7221:
7221 5-(28,7,49) (complement has $\lambda=204$)
7222:
7222 5-(28,8,343) (complement has $\lambda=1428$) residual design of number 7219 |
7223:
7223 4-(29,8,2450) (complement has $\lambda=10200$) design of number 7220 with respect to smaller t |
7224:
7224 4-(28,7,392) (complement has $\lambda=1632$) derived from number 7220 |
design of number 7221 with respect to smaller t |
7225:
7225 4-(28,8,2058) (complement has $\lambda=8568$) residual design of number 7220 |
design of number 7222 with respect to smaller t |
7226:
7226 4-(27,6,49) (complement has $\lambda=204$)
7227:
7227 4-(27,7,343) (complement has $\lambda=1428$) residual design of number 7221 |
derived from number 7222 |
7228:
7228 4-(27,8,1715) (complement has $\lambda=7140$) residual design of number 7222 |
7229:
7229 6-(29,8,57) (complement has $\lambda=196$) $P\Gamma L(2,27)+$ (5177 isom. types) \cite{Bettenetal97b} |
7230:
7230 5-(29,8,456) (complement has $\lambda=1568$)
design of number 7229 with respect to smaller t |
7231:
7231 5-(28,7,57) (complement has $\lambda=196$)
7232:
7232 5-(28,8,399) (complement has $\lambda=1372$) residual design of number 7229 |
7233:
7233 4-(29,8,2850) (complement has $\lambda=9800$) design of number 7230 with respect to smaller t |
7234:
7234 4-(28,7,456) (complement has $\lambda=1568$) derived from number 7230 |
design of number 7231 with respect to smaller t |
7235:
7235 4-(28,8,2394) (complement has $\lambda=8232$) residual design of number 7230 |
design of number 7232 with respect to smaller t |
7236:
7236 4-(27,6,57) (complement has $\lambda=196$)
7237:
7237 4-(27,7,399) (complement has $\lambda=1372$) residual design of number 7231 |
derived from number 7232 |
7238:
7238 4-(27,8,1995) (complement has $\lambda=6860$) residual design of number 7232 |
7239:
7239 6-(29,8,63) (complement has $\lambda=190$) $P\Gamma L(2,27)+$ (17195 isom. types) \cite{Bettenetal97b} |
7240:
7240 5-(29,8,504) (complement has $\lambda=1520$)
design of number 7239 with respect to smaller t |
7241:
7241 5-(28,7,63) (complement has $\lambda=190$)
7242:
7242 5-(28,8,441) (complement has $\lambda=1330$) residual design of number 7239 |
7243:
7243 4-(29,8,3150) (complement has $\lambda=9500$) design of number 7240 with respect to smaller t |
7244:
7244 4-(28,7,504) (complement has $\lambda=1520$) derived from number 7240 |
design of number 7241 with respect to smaller t |
7245:
7245 4-(28,8,2646) (complement has $\lambda=7980$) residual design of number 7240 |
design of number 7242 with respect to smaller t |
7246:
7246 4-(27,6,63) (complement has $\lambda=190$)
7247:
7247 4-(27,7,441) (complement has $\lambda=1330$) residual design of number 7241 |
derived from number 7242 |
7248:
7248 4-(27,8,2205) (complement has $\lambda=6650$) residual design of number 7242 |
7249:
7249 6-(29,8,64) (complement has $\lambda=189$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7250:
7250 5-(28,7,64) (complement has $\lambda=189$)
7251:
7251 5-(28,8,448) (complement has $\lambda=1323$) residual design of number 7249 |
derived from number 7358 |
7252:
7252 4-(27,6,64) (complement has $\lambda=189$)
7253:
7253 4-(27,7,448) (complement has $\lambda=1323$) residual design of number 7250 |
derived from number 7251 |
7254:
7254 6-(29,8,70) (complement has $\lambda=183$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7255:
7255 5-(29,8,560) (complement has $\lambda=1464$) design of number 7254 with respect to smaller t |
7256:
7256 5-(28,7,70) (complement has $\lambda=183$)
7257:
7257 5-(28,8,490) (complement has $\lambda=1281$) residual design of number 7254 |
7258:
7258 4-(29,8,3500) (complement has $\lambda=9150$) design of number 7255 with respect to smaller t |
7259:
7259 4-(28,7,560) (complement has $\lambda=1464$) derived from number 7255 |
design of number 7256 with respect to smaller t |
7260:
7260 4-(28,8,2940) (complement has $\lambda=7686$)
residual design of number 7255 |
design of number 7257 with respect to smaller t |
7261:
7261 4-(27,6,70) (complement has $\lambda=183$)
7262:
7262 4-(27,7,490) (complement has $\lambda=1281$) residual design of number 7256 |
derived from number 7257 |
7263:
7263 4-(27,8,2450) (complement has $\lambda=6405$) residual design of number 7257 |
7264:
7264 6-(29,8,78) (complement has $\lambda=175$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7265:
7265 5-(29,8,624) (complement has $\lambda=1400$) design of number 7264 with respect to smaller t |
7266:
7266 5-(28,7,78) (complement has $\lambda=175$)
7267:
7267 5-(28,8,546) (complement has $\lambda=1225$) residual design of number 7264 |
7268:
7268 4-(29,8,3900) (complement has $\lambda=8750$) design of number 7265 with respect to smaller t |
7269:
7269 4-(28,7,624) (complement has $\lambda=1400$) derived from number 7265 |
design of number 7266 with respect to smaller t |
7270:
7270 4-(28,8,3276) (complement has $\lambda=7350$)
residual design of number 7265 |
design of number 7267 with respect to smaller t |
7271:
7271 4-(27,6,78) (complement has $\lambda=175$)
7272:
7272 4-(27,7,546) (complement has $\lambda=1225$) residual design of number 7266 |
derived from number 7267 |
7273:
7273 4-(27,8,2730) (complement has $\lambda=6125$) residual design of number 7267 |
7274:
7274 6-(29,8,84) (complement has $\lambda=169$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7275:
7275 5-(29,8,672) (complement has $\lambda=1352$) design of number 7274 with respect to smaller t |
7276:
7276 5-(28,7,84) (complement has $\lambda=169$)
7277:
7277 5-(28,8,588) (complement has $\lambda=1183$) residual design of number 7274 |
7278:
7278 4-(29,8,4200) (complement has $\lambda=8450$) design of number 7275 with respect to smaller t |
7279:
7279 4-(28,7,672) (complement has $\lambda=1352$) derived from number 7275 |
design of number 7276 with respect to smaller t |
7280:
7280 4-(28,8,3528) (complement has $\lambda=7098$)
residual design of number 7275 |
design of number 7277 with respect to smaller t |
7281:
7281 4-(27,6,84) (complement has $\lambda=169$)
7282:
7282 4-(27,7,588) (complement has $\lambda=1183$) residual design of number 7276 |
derived from number 7277 |
7283:
7283 4-(27,8,2940) (complement has $\lambda=5915$) residual design of number 7277 |
7284:
7284 6-(29,8,85) (complement has $\lambda=168$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7285:
7285 5-(29,8,680) (complement has $\lambda=1344$) design of number 7284 with respect to smaller t |
derived from number 7564 |
7286:
7286 5-(28,7,85) (complement has $\lambda=168$)
7287:
7287 4-(29,8,4250) (complement has $\lambda=8400$) design of number 7285 with respect to smaller t |
derived from number 7565 |
7288:
7288 4-(28,7,680) (complement has $\lambda=1344$) derived from number 7285 |
design of number 7286 with respect to smaller t |
7289:
7289 4-(27,6,85) (complement has $\lambda=168$)
7290:
7290 6-(29,8,91) (complement has $\lambda=162$)
$P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7291:
7291 5-(29,8,728) (complement has $\lambda=1296$) design of number 7290 with respect to smaller t |
7292:
7292 5-(28,7,91) (complement has $\lambda=162$)
7293:
7293 5-(28,8,637) (complement has $\lambda=1134$) residual design of number 7290 |
7294:
7294 4-(29,8,4550) (complement has $\lambda=8100$) design of number 7291 with respect to smaller t |
7295:
7295 4-(28,7,728) (complement has $\lambda=1296$) derived from number 7291 |
design of number 7292 with respect to smaller t |
7296:
7296 4-(28,8,3822) (complement has $\lambda=6804$) residual design of number 7291 |
design of number 7293 with respect to smaller t |
7297:
7297 4-(27,6,91) (complement has $\lambda=162$)
7298:
7298 4-(27,7,637) (complement has $\lambda=1134$) residual design of number 7292 |
derived from number 7293 |
7299:
7299 4-(27,8,3185) (complement has $\lambda=5670$) residual design of number 7293 |
7300:
7300 6-(29,8,99) (complement has $\lambda=154$)
$P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7301:
7301 5-(29,8,792) (complement has $\lambda=1232$) design of number 7300 with respect to smaller t |
residual design of number 7551 |
derived from number 7567 |
7302:
7302 5-(28,7,99) (complement has $\lambda=154$)
7303:
7303 5-(28,8,693) (complement has $\lambda=1078$) residual design of number 7300 |
derived from number 7401 |
7304:
7304 4-(28,8,4158) (complement has $\lambda=6468$) residual design of number 7301 |
design of number 7303 with respect to smaller t |
derived from number 7402 |
7305:
7305 4-(27,7,693) (complement has $\lambda=1078$) residual design of number 7302 |
derived from number 7303 |
7306:
7306 4-(27,8,3465) (complement has $\lambda=5390$) residual design of number 7303 |
derived from number 7403 |
7307:
7307 6-(29,9,105) (complement has $\lambda=1666$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7308:
7308 5-(29,9,630) (complement has $\lambda=9996$) design of number 7307 with respect to smaller t |
7309:
7309 5-(28,8,105) (complement has $\lambda=1666$)
7310:
7310 5-(28,9,525) (complement has $\lambda=8330$)
residual design of number 7307 |
7311:
7311 4-(28,9,2520) (complement has $\lambda=39984$) residual design of number 7308 |
design of number 7310 with respect to smaller t |
7312:
7312 4-(27,8,525) (complement has $\lambda=8330$) residual design of number 7309 |
derived from number 7310 |
7313:
7313 4-(27,9,1995) (complement has $\lambda=31654$) residual design of number 7310 |
7314:
7314 6-(29,9,126) (complement has $\lambda=1645$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7315:
7315 5-(29,9,756) (complement has $\lambda=9870$) design of number 7314 with respect to smaller t |
7316:
7316 5-(28,8,126) (complement has $\lambda=1645$)
7317:
7317 5-(28,9,630) (complement has $\lambda=8225$) residual design of number 7314 |
7318:
7318 4-(29,9,3780) (complement has $\lambda=49350$) design of number 7315 with respect to smaller t |
7319:
7319 4-(28,8,756) (complement has $\lambda=9870$) derived from number 7315 |
design of number 7316 with respect to smaller t |
7320:
7320 4-(28,9,3024) (complement has $\lambda=39480$)
residual design of number 7315 |
design of number 7317 with respect to smaller t |
7321:
7321 4-(27,7,126) (complement has $\lambda=1645$)
7322:
7322 4-(27,8,630) (complement has $\lambda=8225$) residual design of number 7316 |
derived from number 7317 |
7323:
7323 4-(27,9,2394) (complement has $\lambda=31255$) residual design of number 7317 |
7324:
7324 6-(29,9,154) (complement has $\lambda=1617$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7325:
7325 5-(29,9,924) (complement has $\lambda=9702$) design of number 7324 with respect to smaller t |
7326:
7326 5-(28,8,154) (complement has $\lambda=1617$)
7327:
7327 5-(28,9,770) (complement has $\lambda=8085$) residual design of number 7324 |
7328:
7328 4-(28,9,3696) (complement has $\lambda=38808$) residual design of number 7325 |
design of number 7327 with respect to smaller t |
7329:
7329 4-(27,8,770) (complement has $\lambda=8085$) residual design of number 7326 |
derived from number 7327 |
7330:
7330 4-(27,9,2926) (complement has $\lambda=30723$)
residual design of number 7327 |
7331:
7331 6-(29,9,252) (complement has $\lambda=1519$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7332:
7332 5-(29,9,1512) (complement has $\lambda=9114$) design of number 7331 with respect to smaller t |
derived from number 7458 |
residual design of number 7555 |
7333:
7333 5-(28,9,1260) (complement has $\lambda=7595$) residual design of number 7331 |
7334:
7334 4-(29,9,7560) (complement has $\lambda=45570$) design of number 7332 with respect to smaller t |
derived from number 7459 |
residual design of number 7556 |
7335:
7335 4-(28,9,6048) (complement has $\lambda=36456$) residual design of number 7332 |
design of number 7333 with respect to smaller t |
derived from number 7460 |
7336:
7336 4-(27,9,4788) (complement has $\lambda=28861$) residual design of number 7333 |
7337:
7337 6-(29,9,294) (complement has $\lambda=1477$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7338:
7338 5-(29,9,1764) (complement has $\lambda=8862$) design of number 7337 with respect to smaller t |
derived from number 7464 |
residual design of number 7558 |
7339:
7339 5-(28,9,1470) (complement has $\lambda=7385$) residual design of number 7337 |
7340:
7340 4-(29,9,8820) (complement has $\lambda=44310$)
design of number 7338 with respect to smaller t |
derived from number 7465 |
residual design of number 7559 |
7341:
7341 4-(28,9,7056) (complement has $\lambda=35448$) residual design of number 7338 |
design of number 7339 with respect to smaller t |
derived from number 7466 |
7342:
7342 4-(27,9,5586) (complement has $\lambda=28063$) residual design of number 7339 |
7343:
7343 6-(29,9,322) (complement has $\lambda=1449$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7344:
7344 5-(29,9,1932) (complement has $\lambda=8694$) design of number 7343 with respect to smaller t |
7345:
7345 5-(28,9,1610) (complement has $\lambda=7245$) residual design of number 7343 |
7346:
7346 4-(28,9,7728) (complement has $\lambda=34776$) residual design of number 7344 |
design of number 7345 with respect to smaller t |
7347:
7347 4-(27,9,6118) (complement has $\lambda=27531$) residual design of number 7345 |
7348:
7348 6-(29,9,406) (complement has $\lambda=1365$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7349:
7349 5-(29,9,2436) (complement has $\lambda=8190$) design of number 7348 with respect to smaller t |
7350:
7350 5-(28,8,406) (complement has $\lambda=1365$)
7351:
7351 5-(28,9,2030) (complement has $\lambda=6825$) residual design of number 7348 |
7352:
7352 4-(29,9,12180) (complement has $\lambda=40950$) design of number 7349 with respect to smaller t |
7353:
7353 4-(28,8,2436) (complement has $\lambda=8190$) derived from number 7349 |
design of number 7350 with respect to smaller t |
7354:
7354 4-(28,9,9744) (complement has $\lambda=32760$) residual design of number 7349 |
design of number 7351 with respect to smaller t |
7355:
7355 4-(27,7,406) (complement has $\lambda=1365$)
7356:
7356 4-(27,8,2030) (complement has $\lambda=6825$) residual design of number 7350 |
derived from number 7351 |
7357:
7357 4-(27,9,7714) (complement has $\lambda=25935$) residual design of number 7351 |
7358:
7358 6-(29,9,448) (complement has $\lambda=1323$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7359:
7359 5-(29,9,2688) (complement has $\lambda=7938$) design of number 7358 with respect to smaller t |
derived from number 7470 |
residual design of number 7561 |
7360:
7360 4-(29,9,13440) (complement has $\lambda=39690$)
design of number 7359 with respect to smaller t |
derived from number 7471 |
residual design of number 7562 |
7361:
7361 6-(29,9,469) (complement has $\lambda=1302$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7362:
7362 5-(29,9,2814) (complement has $\lambda=7812$) design of number 7361 with respect to smaller t |
7363:
7363 5-(28,8,469) (complement has $\lambda=1302$)
7364:
7364 5-(28,9,2345) (complement has $\lambda=6510$) residual design of number 7361 |
7365:
7365 4-(29,9,14070) (complement has $\lambda=39060$) design of number 7362 with respect to smaller t |
7366:
7366 4-(28,8,2814) (complement has $\lambda=7812$) derived from number 7362 |
design of number 7363 with respect to smaller t |
7367:
7367 4-(28,9,11256) (complement has $\lambda=31248$) residual design of number 7362 |
design of number 7364 with respect to smaller t |
7368:
7368 4-(27,7,469) (complement has $\lambda=1302$)
7369:
7369 4-(27,8,2345) (complement has $\lambda=6510$) residual design of number 7363 |
derived from number 7364 |
7370:
7370 4-(27,9,8911) (complement has $\lambda=24738$)
residual design of number 7364 |
7371:
7371 6-(29,9,483) (complement has $\lambda=1288$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7372:
7372 6-(29,9,504) (complement has $\lambda=1267$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7373:
7373 5-(29,9,3024) (complement has $\lambda=7602$) design of number 7372 with respect to smaller t |
7374:
7374 5-(28,8,504) (complement has $\lambda=1267$)
7375:
7375 4-(29,9,15120) (complement has $\lambda=38010$) design of number 7373 with respect to smaller t |
7376:
7376 4-(28,8,3024) (complement has $\lambda=7602$) derived from number 7373 |
design of number 7374 with respect to smaller t |
7377:
7377 4-(27,7,504) (complement has $\lambda=1267$)
7378:
7378 6-(29,9,532) (complement has $\lambda=1239$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7379:
7379 5-(29,9,3192) (complement has $\lambda=7434$) design of number 7378 with respect to smaller t |
7380:
7380 5-(28,8,532) (complement has $\lambda=1239$)
7381:
7381 4-(29,9,15960) (complement has $\lambda=37170$) design of number 7379 with respect to smaller t |
7382:
7382 4-(28,8,3192) (complement has $\lambda=7434$) derived from number 7379 |
design of number 7380 with respect to smaller t |
7383:
7383 4-(27,7,532) (complement has $\lambda=1239$)
7384:
7384 6-(29,9,595) (complement has $\lambda=1176$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7385:
7385 6-(29,9,630) (complement has $\lambda=1141$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7386:
7386 5-(29,9,3780) (complement has $\lambda=6846$) design of number 7385 with respect to smaller t |
7387:
7387 5-(28,8,630) (complement has $\lambda=1141$)
7388:
7388 5-(28,9,3150) (complement has $\lambda=5705$) residual design of number 7385 |
7389:
7389 4-(29,9,18900) (complement has $\lambda=34230$) design of number 7386 with respect to smaller t |
7390:
7390 4-(28,8,3780) (complement has $\lambda=6846$)
derived from number 7386 |
design of number 7387 with respect to smaller t |
7391:
7391 4-(28,9,15120) (complement has $\lambda=27384$) residual design of number 7386 |
design of number 7388 with respect to smaller t |
7392:
7392 4-(27,7,630) (complement has $\lambda=1141$)
7393:
7393 4-(27,8,3150) (complement has $\lambda=5705$) residual design of number 7387 |
derived from number 7388 |
7394:
7394 4-(27,9,11970) (complement has $\lambda=21679$) residual design of number 7388 |
7395:
7395 6-(29,9,672) (complement has $\lambda=1099$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7396:
7396 5-(29,9,4032) (complement has $\lambda=6594$) design of number 7395 with respect to smaller t |
7397:
7397 5-(28,8,672) (complement has $\lambda=1099$)
7398:
7398 4-(29,9,20160) (complement has $\lambda=32970$) design of number 7396 with respect to smaller t |
7399:
7399 4-(28,8,4032) (complement has $\lambda=6594$) derived from number 7396 |
design of number 7397 with respect to smaller t |
7400:
7400 4-(27,7,672) (complement has $\lambda=1099$)
7401:
7401 6-(29,9,693) (complement has $\lambda=1078$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7402:
7402 5-(29,9,4158) (complement has $\lambda=6468$) design of number 7401 with respect to smaller t |
derived from number 7482 |
residual design of number 7567 |
7403:
7403 5-(28,9,3465) (complement has $\lambda=5390$) residual design of number 7401 |
7404:
7404 4-(29,9,20790) (complement has $\lambda=32340$) design of number 7402 with respect to smaller t |
derived from number 7483 |
residual design of number 7568 |
7405:
7405 4-(28,9,16632) (complement has $\lambda=25872$) residual design of number 7402 |
design of number 7403 with respect to smaller t |
derived from number 7484 |
7406:
7406 4-(27,9,13167) (complement has $\lambda=20482$) residual design of number 7403 |
7407:
7407 6-(29,9,735) (complement has $\lambda=1036$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
residual design of number 9278 |
7408:
7408 5-(29,9,4410) (complement has $\lambda=6216$) design of number 7407 with respect to smaller t |
derived from number 7488 |
residual design of number 7569 |
7409:
7409 4-(29,9,22050) (complement has $\lambda=31080$) design of number 7408 with respect to smaller t |
derived from number 7489 |
residual design of number 7570 |
7410:
7410 6-(29,9,756) (complement has $\lambda=1015$)
$P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7411:
7411 6-(29,9,784) (complement has $\lambda=987$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
residual design of number 9279 |
7412:
7412 5-(29,9,4704) (complement has $\lambda=5922$) design of number 7411 with respect to smaller t |
derived from number 7494 |
residual design of number 7572 |
7413:
7413 4-(29,9,23520) (complement has $\lambda=29610$) design of number 7412 with respect to smaller t |
derived from number 7495 |
residual design of number 7573 |
7414:
7414 6-(29,9,798) (complement has $\lambda=973$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7415:
7415 5-(29,9,4788) (complement has $\lambda=5838$) design of number 7414 with respect to smaller t |
7416:
7416 5-(28,8,798) (complement has $\lambda=973$)
7417:
7417 5-(28,9,3990) (complement has $\lambda=4865$) residual design of number 7414 |
7418:
7418 4-(29,9,23940) (complement has $\lambda=29190$) design of number 7415 with respect to smaller t |
7419:
7419 4-(28,8,4788) (complement has $\lambda=5838$) derived from number 7415 |
design of number 7416 with respect to smaller t |
7420:
7420 4-(28,9,19152) (complement has $\lambda=23352$)
residual design of number 7415 |
design of number 7417 with respect to smaller t |
7421:
7421 4-(27,7,798) (complement has $\lambda=973$)
7422:
7422 4-(27,8,3990) (complement has $\lambda=4865$) residual design of number 7416 |
derived from number 7417 |
7423:
7423 4-(27,9,15162) (complement has $\lambda=18487$) residual design of number 7417 |
7424:
7424 6-(29,9,819) (complement has $\lambda=952$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7425:
7425 5-(29,9,4914) (complement has $\lambda=5712$) design of number 7424 with respect to smaller t |
derived from number 7500 |
7426:
7426 5-(28,8,819) (complement has $\lambda=952$)
7427:
7427 4-(29,9,24570) (complement has $\lambda=28560$) design of number 7425 with respect to smaller t |
derived from number 7501 |
7428:
7428 4-(28,8,4914) (complement has $\lambda=5712$) derived from number 7425 |
design of number 7426 with respect to smaller t |
7429:
7429 4-(27,7,819) (complement has $\lambda=952$)
7430:
7430 6-(29,9,826) (complement has $\lambda=945$)
$P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7431:
7431 5-(29,9,4956) (complement has $\lambda=5670$) design of number 7430 with respect to smaller t |
derived from number 7503 |
7432:
7432 5-(28,8,826) (complement has $\lambda=945$)
7433:
7433 5-(28,9,4130) (complement has $\lambda=4725$) residual design of number 7430 |
7434:
7434 4-(29,9,24780) (complement has $\lambda=28350$) design of number 7431 with respect to smaller t |
derived from number 7504 |
7435:
7435 4-(28,8,4956) (complement has $\lambda=5670$) derived from number 7431 |
design of number 7432 with respect to smaller t |
7436:
7436 4-(28,9,19824) (complement has $\lambda=22680$) residual design of number 7431 |
design of number 7433 with respect to smaller t |
derived from number 7505 |
7437:
7437 4-(27,7,826) (complement has $\lambda=945$)
7438:
7438 4-(27,8,4130) (complement has $\lambda=4725$) residual design of number 7432 |
derived from number 7433 |
7439:
7439 4-(27,9,15694) (complement has $\lambda=17955$) residual design of number 7433 |
7440:
7440 6-(29,9,840) (complement has $\lambda=931$)
$P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7441:
7441 5-(29,9,5040) (complement has $\lambda=5586$) design of number 7440 with respect to smaller t |
residual design of number 7575 |
7442:
7442 5-(28,9,4200) (complement has $\lambda=4655$) residual design of number 7440 |
7443:
7443 4-(29,9,25200) (complement has $\lambda=27930$) design of number 7441 with respect to smaller t |
residual design of number 7576 |
7444:
7444 4-(28,9,20160) (complement has $\lambda=22344$) residual design of number 7441 |
design of number 7442 with respect to smaller t |
7445:
7445 4-(27,9,15960) (complement has $\lambda=17689$) residual design of number 7442 |
7446:
7446 6-(29,9,861) (complement has $\lambda=910$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7447:
7447 5-(29,9,5166) (complement has $\lambda=5460$) design of number 7446 with respect to smaller t |
derived from number 7518 |
7448:
7448 5-(28,8,861) (complement has $\lambda=910$)
7449:
7449 4-(29,9,25830) (complement has $\lambda=27300$) design of number 7447 with respect to smaller t |
derived from number 7519 |
7450:
7450 4-(28,8,5166) (complement has $\lambda=5460$)
derived from number 7447 |
design of number 7448 with respect to smaller t |
7451:
7451 4-(27,7,861) (complement has $\lambda=910$)
7452:
7452 6-(29,9,882) (complement has $\lambda=889$) $P\Gamma L(2,27)+$ \cite{Bettenetal97b} |
7453:
7453 5-(29,9,5292) (complement has $\lambda=5334$) design of number 7452 with respect to smaller t |
derived from number 7521 |
residual design of number 7552 |
7454:
7454 5-(28,9,4410) (complement has $\lambda=4445$) residual design of number 7452 |
7455:
7455 4-(29,9,26460) (complement has $\lambda=26670$) design of number 7453 with respect to smaller t |
derived from number 7522 |
residual design of number 7553 |
7456:
7456 4-(28,9,21168) (complement has $\lambda=21336$) residual design of number 7453 |
design of number 7454 with respect to smaller t |
derived from number 7523 |
7457:
7457 4-(27,9,16758) (complement has $\lambda=16891$) residual design of number 7454 |
7458:
7458 6-(30,10,1512) (complement has $\lambda=9114$) $P\Gamma L(2,27)++$ (>= 168 isom. types) \cite{Bettenetal97b} |
7459:
7459 5-(30,10,7560) (complement has $\lambda=45570$) design of number 7458 with respect to smaller t |
residual design of number 7578 |
7460:
7460 5-(29,10,6048) (complement has $\lambda=36456$)
residual design of number 7458 |
7461:
7461 4-(30,10,32760) (complement has $\lambda=197470$) design of number 7459 with respect to smaller t |
residual design of number 7579 |
7462:
7462 4-(29,10,25200) (complement has $\lambda=151900$) residual design of number 7459 |
design of number 7460 with respect to smaller t |
7463:
7463 4-(28,10,19152) (complement has $\lambda=115444$) residual design of number 7460 |
7464:
7464 6-(30,10,1764) (complement has $\lambda=8862$) $P\Gamma L(2,27)++$ (many isom. types) \cite{Bettenetal97b} |
7465:
7465 5-(30,10,8820) (complement has $\lambda=44310$) design of number 7464 with respect to smaller t |
residual design of number 7581 |
7466:
7466 5-(29,10,7056) (complement has $\lambda=35448$) residual design of number 7464 |
7467:
7467 4-(30,10,38220) (complement has $\lambda=192010$) design of number 7465 with respect to smaller t |
residual design of number 7582 |
7468:
7468 4-(29,10,29400) (complement has $\lambda=147700$) residual design of number 7465 |
design of number 7466 with respect to smaller t |
7469:
7469 4-(28,10,22344) (complement has $\lambda=112252$) residual design of number 7466 |
7470:
7470 6-(30,10,2688) (complement has $\lambda=7938$)
$P\Gamma L(2,27)++$ (many isom. types) \cite{Bettenetal97b} |
7471:
7471 5-(30,10,13440) (complement has $\lambda=39690$) design of number 7470 with respect to smaller t |
residual design of number 7584 |
7472:
7472 5-(29,10,10752) (complement has $\lambda=31752$) residual design of number 7470 |
7473:
7473 4-(30,10,58240) (complement has $\lambda=171990$) design of number 7471 with respect to smaller t |
residual design of number 7585 |
7474:
7474 4-(29,10,44800) (complement has $\lambda=132300$) residual design of number 7471 |
design of number 7472 with respect to smaller t |
7475:
7475 4-(28,10,34048) (complement has $\lambda=100548$) residual design of number 7472 |
7476:
7476 6-(30,10,3570) (complement has $\lambda=7056$) $P\Gamma L(2,27)++$ (many isom. types) \cite{Bettenetal97b} |
7477:
7477 5-(30,10,17850) (complement has $\lambda=35280$) design of number 7476 with respect to smaller t |
residual design of number 7587 |
7478:
7478 5-(29,10,14280) (complement has $\lambda=28224$) residual design of number 7476 |
7479:
7479 4-(30,10,77350) (complement has $\lambda=152880$) design of number 7477 with respect to smaller t |
residual design of number 7588 |
7480:
7480 4-(29,10,59500) (complement has $\lambda=117600$)
residual design of number 7477 |
design of number 7478 with respect to smaller t |
7481:
7481 4-(28,10,45220) (complement has $\lambda=89376$) residual design of number 7478 |
7482:
7482 6-(30,10,4158) (complement has $\lambda=6468$) $P\Gamma L(2,27)++$ (many >= 404 isom. types) \cite{Bettenetal97b} |
7483:
7483 5-(30,10,20790) (complement has $\lambda=32340$) design of number 7482 with respect to smaller t |
residual design of number 7590 |
7484:
7484 5-(29,10,16632) (complement has $\lambda=25872$) residual design of number 7482 |
7485:
7485 4-(30,10,90090) (complement has $\lambda=140140$) design of number 7483 with respect to smaller t |
residual design of number 7591 |
7486:
7486 4-(29,10,69300) (complement has $\lambda=107800$) residual design of number 7483 |
design of number 7484 with respect to smaller t |
7487:
7487 4-(28,10,52668) (complement has $\lambda=81928$) residual design of number 7484 |
7488:
7488 6-(30,10,4410) (complement has $\lambda=6216$) $P\Gamma L(2,27)++$ (many >= 8300 isom. types) \cite{Bettenetal97b} |
7489:
7489 5-(30,10,22050) (complement has $\lambda=31080$) design of number 7488 with respect to smaller t |
residual design of number 7592 |
7490:
7490 5-(29,10,17640) (complement has $\lambda=24864$)
residual design of number 7488 |
7491:
7491 4-(30,10,95550) (complement has $\lambda=134680$) design of number 7489 with respect to smaller t |
residual design of number 7593 |
7492:
7492 4-(29,10,73500) (complement has $\lambda=103600$) residual design of number 7489 |
design of number 7490 with respect to smaller t |
7493:
7493 4-(28,10,55860) (complement has $\lambda=78736$) residual design of number 7490 |
7494:
7494 6-(30,10,4704) (complement has $\lambda=5922$) $P\Gamma L(2,27)++$ (many isom. types) \cite{Bettenetal97b} |
7495:
7495 5-(30,10,23520) (complement has $\lambda=29610$) design of number 7494 with respect to smaller t |
residual design of number 7595 |
7496:
7496 5-(29,10,18816) (complement has $\lambda=23688$) residual design of number 7494 |
7497:
7497 4-(30,10,101920) (complement has $\lambda=128310$) design of number 7495 with respect to smaller t |
residual design of number 7596 |
7498:
7498 4-(29,10,78400) (complement has $\lambda=98700$) residual design of number 7495 |
design of number 7496 with respect to smaller t |
7499:
7499 4-(28,10,59584) (complement has $\lambda=75012$) residual design of number 7496 |
7500:
7500 6-(30,10,4914) (complement has $\lambda=5712$)
$P\Gamma L(2,27)++$ \cite{Bettenetal97b} |
7501:
7501 5-(30,10,24570) (complement has $\lambda=28560$) design of number 7500 with respect to smaller t |
7502:
7502 4-(30,10,106470) (complement has $\lambda=123760$) design of number 7501 with respect to smaller t |
7503:
7503 6-(30,10,4956) (complement has $\lambda=5670$) $P\Gamma L(2,27)++$ \cite{Bettenetal97b} |
7504:
7504 5-(30,10,24780) (complement has $\lambda=28350$) design of number 7503 with respect to smaller t |
7505:
7505 5-(29,10,19824) (complement has $\lambda=22680$) residual design of number 7503 |
7506:
7506 4-(30,10,107380) (complement has $\lambda=122850$) design of number 7504 with respect to smaller t |
7507:
7507 4-(29,10,82600) (complement has $\lambda=94500$) residual design of number 7504 |
design of number 7505 with respect to smaller t |
7508:
7508 4-(28,10,62776) (complement has $\lambda=71820$) residual design of number 7505 |
7509:
7509 6-(30,10,5082) (complement has $\lambda=5544$) $P\Gamma L(2,27)++$ \cite{Bettenetal97b} |
7510:
7510 5-(30,10,25410) (complement has $\lambda=27720$)
design of number 7509 with respect to smaller t |
7511:
7511 5-(29,9,5082) (complement has $\lambda=5544$)
7512:
7512 5-(29,10,20328) (complement has $\lambda=22176$) residual design of number 7509 |
7513:
7513 4-(30,10,110110) (complement has $\lambda=120120$) design of number 7510 with respect to smaller t |
7514:
7514 4-(29,9,25410) (complement has $\lambda=27720$) derived from number 7510 |
design of number 7511 with respect to smaller t |
7515:
7515 4-(29,10,84700) (complement has $\lambda=92400$) residual design of number 7510 |
design of number 7512 with respect to smaller t |
7516:
7516 4-(28,8,5082) (complement has $\lambda=5544$)
7517:
7517 4-(28,10,64372) (complement has $\lambda=70224$) residual design of number 7512 |
7518:
7518 6-(30,10,5166) (complement has $\lambda=5460$) $P\Gamma L(2,27)++$ \cite{Bettenetal97b} |
7519:
7519 5-(30,10,25830) (complement has $\lambda=27300$) design of number 7518 with respect to smaller t |
7520:
7520 4-(30,10,111930) (complement has $\lambda=118300$)
design of number 7519 with respect to smaller t |
7521:
7521 6-(30,10,5292) (complement has $\lambda=5334$) $P\Gamma L(2,27)++$ (>= 4970 isom. types) \cite{Bettenetal97b} |
7522:
7522 5-(30,10,26460) (complement has $\lambda=26670$) design of number 7521 with respect to smaller t |
residual design of number 7598 |
7523:
7523 5-(29,10,21168) (complement has $\lambda=21336$) residual design of number 7521 |
7524:
7524 4-(30,10,114660) (complement has $\lambda=115570$) design of number 7522 with respect to smaller t |
residual design of number 7599 |
7525:
7525 4-(29,10,88200) (complement has $\lambda=88900$) residual design of number 7522 |
design of number 7523 with respect to smaller t |
7526:
7526 4-(28,10,67032) (complement has $\lambda=67564$) residual design of number 7523 |
7527:
7527 6-(30,14,204930) (complement has $\lambda=530541$) TvT: 6-(29,13,68310) $\cup$ 6-(29,14,136620) |
7528:
7528 6-(30,14,239085) (complement has $\lambda=496386$) TvT: 6-(29,13,79695) $\cup$ 6-(29,14,159390) |
7529:
7529 6-(30,14,291456) (complement has $\lambda=444015$) TvT: 6-(29,13,97152) $\cup$ 6-(29,14,194304) |
design of number 11563 with respect to smaller t |
derived from number 11564 |
7530:
7530 6-(30,14,307395) (complement has $\lambda=428076$)
TvT: 6-(29,13,102465) $\cup$ 6-(29,14,204930) |
design of number 9271 with respect to smaller t |
derived from number 9334 |
7531:
7531 6-(30,14,325611) (complement has $\lambda=409860$) TvT: 6-(29,13,108537) $\cup$ 6-(29,14,217074) |
design of number 11552 with respect to smaller t |
derived from number 11553 |
7532:
7532 6-(30,14,366597) (complement has $\lambda=368874$) TvT: 6-(29,13,122199) $\cup$ 6-(29,14,244398) |
design of number 9272 with respect to smaller t |
derived from number 9339 |
7533:
7533 6-(30,15,653752) (selfcomplementary) Ajoodani-Namini recursion, Halving of the complete design |
Alltop construction for design number 7535 |
design of number 9273 with respect to smaller t |
complementary design of number 9273 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9274 |
7534:
7534 5-(30,15,1634380) (selfcomplementary) design of number 7533 with respect to smaller t |
complementary design of number 7533 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 7535 |
Alltop construction for design number 7538 |
7535:
7535 5-(29,14,653752) (selfcomplementary) derived from number 7533 |
derived from complement of number 7533 |
design of number 9274 with respect to smaller t |
complementary design of number 9274 with respect to smaller t |
7536:
7536 5-(29,15,980628) (selfcomplementary) residual design of number 7533 |
residual design of complement of number 7533 |
supplementary design of number 7535 |
design of number 9275 with respect to smaller t |
complementary design of number 9275 with respect to smaller t |
7537:
7537 4-(30,15,3863080) (selfcomplementary) design of number 7534 with respect to smaller t |
complementary design of number 7534 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 7538 |
7538:
7538 4-(29,14,1634380) (selfcomplementary) derived from number 7534 |
derived from complement of number 7534 |
design of number 7535 with respect to smaller t |
complementary design of number 7535 with respect to smaller t |
7539:
7539 4-(29,15,2228700) (selfcomplementary) residual design of number 7534 |
residual design of complement of number 7534 |
design of number 7536 with respect to smaller t |
complementary design of number 7536 with respect to smaller t |
supplementary design of number 7538 |
7540:
7540 4-(28,15,1248072) (selfcomplementary)
residual design of number 7536 |
residual design of complement of number 7536 |
design of number 9276 with respect to smaller t |
complementary design of number 9276 with respect to smaller t |
7541:
7541 6-(30,7,12) (selfcomplementary) $PSL(2,29)$ (many) (6-(8m+6,7,4m) for m=3 (\cite{Teirlinck89})), Halving of the complete design |
7542:
7542 5-(30,7,150) (selfcomplementary) design of number 7541 with respect to smaller t |
complementary design of number 7541 with respect to smaller t |
7543:
7543 5-(29,6,12) (selfcomplementary) derived from number 7541 |
derived from complement of number 7541 |
7544:
7544 5-(29,7,138) (selfcomplementary) residual design of number 7541 |
residual design of complement of number 7541 |
7545:
7545 4-(30,7,1300) (selfcomplementary) design of number 7542 with respect to smaller t |
complementary design of number 7542 with respect to smaller t |
7546:
7546 4-(29,6,150) (selfcomplementary) derived from number 7542 |
derived from complement of number 7542 |
design of number 7543 with respect to smaller t |
complementary design of number 7543 with respect to smaller t |
7547:
7547 4-(29,7,1150) (selfcomplementary) residual design of number 7542 |
residual design of complement of number 7542 |
design of number 7544 with respect to smaller t |
complementary design of number 7544 with respect to smaller t |
7548:
7548 4-(28,5,12) (selfcomplementary) derived from number 7543 |
derived from complement of number 7543 |
7549:
7549 4-(28,6,138) (selfcomplementary) residual design of number 7543 |
residual design of complement of number 7543 |
derived from number 7544 |
derived from complement of number 7544 |
7550:
7550 4-(28,7,1012) (selfcomplementary)
residual design of number 7544 |
residual design of complement of number 7544 |
7551:
7551 6-(30,8,108) (complement has $\lambda=168$) $PGGL(2,27)++$ (many isom. types) |
7552:
7552 6-(30,9,1008) (complement has $\lambda=1016$) (Tran van Trung construction): 6-(29,8,126) together with 6-(29,9,882) \cite{Bettenetal97b} |
7553:
7553 5-(30,9,6300) (complement has $\lambda=6350$) design of number 7552 with respect to smaller t |
derived from number 7598 |
7554:
7554 4-(30,9,32760) (complement has $\lambda=33020$) design of number 7553 with respect to smaller t |
derived from number 7599 |
7555:
7555 6-(30,9,288) (complement has $\lambda=1736$) (Tran van Trung construction): 6-(29,8,36) together with 6-(29,9,252) \cite{Bettenetal97b} |
7556:
7556 5-(30,9,1800) (complement has $\lambda=10850$) design of number 7555 with respect to smaller t |
derived from number 7578 |
7557:
7557 4-(30,9,9360) (complement has $\lambda=56420$) design of number 7556 with respect to smaller t |
derived from number 7579 |
7558:
7558 6-(30,9,336) (complement has $\lambda=1688$) (Tran van Trung construction): 6-(29,8,42) together with 6-(29,9,294) \cite{Bettenetal97b} |
7559:
7559 5-(30,9,2100) (complement has $\lambda=10550$) design of number 7558 with respect to smaller t |
derived from number 7581 |
7560:
7560 4-(30,9,10920) (complement has $\lambda=54860$)
design of number 7559 with respect to smaller t |
derived from number 7582 |
7561:
7561 6-(30,9,512) (complement has $\lambda=1512$) (Tran van Trung construction): 6-(29,8,64) together with 6-(29,9,448) \cite{Bettenetal97b} |
7562:
7562 5-(30,9,3200) (complement has $\lambda=9450$) design of number 7561 with respect to smaller t |
derived from number 7584 |
7563:
7563 4-(30,9,16640) (complement has $\lambda=49140$) design of number 7562 with respect to smaller t |
derived from number 7585 |
7564:
7564 6-(30,9,680) (complement has $\lambda=1344$) (Tran van Trung construction): 6-(29,8,85) together with 6-(29,9,595) \cite{Bettenetal97b} |
7565:
7565 5-(30,9,4250) (complement has $\lambda=8400$) design of number 7564 with respect to smaller t |
derived from number 7587 |
7566:
7566 4-(30,9,22100) (complement has $\lambda=43680$) design of number 7565 with respect to smaller t |
derived from number 7588 |
7567:
7567 6-(30,9,792) (complement has $\lambda=1232$) (Tran van Trung construction): 6-(29,8,99) together with 6-(29,9,693) \cite{Bettenetal97b} |
7568:
7568 5-(30,9,4950) (complement has $\lambda=7700$) design of number 7567 with respect to smaller t |
derived from number 7590 |
residual design of number 7651 |
7569:
7569 6-(30,9,840) (complement has $\lambda=1184$) (Tran van Trung construction): 6-(29,8,105) together with 6-(29,9,735) \cite{Bettenetal97b} |
design of number 9278 with respect to smaller t |
7570:
7570 5-(30,9,5250) (complement has $\lambda=7400$)
design of number 7569 with respect to smaller t |
derived from number 7592 |
7571:
7571 4-(30,9,27300) (complement has $\lambda=38480$) design of number 7570 with respect to smaller t |
derived from number 7593 |
7572:
7572 6-(30,9,896) (complement has $\lambda=1128$) (Tran van Trung construction): 6-(29,8,112) together with 6-(29,9,784) \cite{Bettenetal97b} |
design of number 9279 with respect to smaller t |
7573:
7573 5-(30,9,5600) (complement has $\lambda=7050$) design of number 7572 with respect to smaller t |
derived from number 7595 |
7574:
7574 4-(30,9,29120) (complement has $\lambda=36660$) design of number 7573 with respect to smaller t |
derived from number 7596 |
7575:
7575 6-(30,9,960) (complement has $\lambda=1064$) (Tran van Trung construction): 6-(29,8,120) together with 6-(29,9,840) \cite{Bettenetal97b} |
7576:
7576 5-(30,9,6000) (complement has $\lambda=6650$) design of number 7575 with respect to smaller t |
7577:
7577 4-(30,9,31200) (complement has $\lambda=34580$) design of number 7576 with respect to smaller t |
7578:
7578 6-(31,10,1800) (complement has $\lambda=10850$) (Tran van Trung construction): 6-(30,9,288) together with 6-(30,10,1512) \cite{Bettenetal97b} |
7579:
7579 5-(31,10,9360) (complement has $\lambda=56420$) design of number 7578 with respect to smaller t |
7580:
7580 4-(31,10,42120) (complement has $\lambda=253890$)
design of number 7579 with respect to smaller t |
7581:
7581 6-(31,10,2100) (complement has $\lambda=10550$) (Tran van Trung construction): 6-(30,9,336) together with 6-(30,10,1764) \cite{Bettenetal97b} |
7582:
7582 5-(31,10,10920) (complement has $\lambda=54860$) design of number 7581 with respect to smaller t |
7583:
7583 4-(31,10,49140) (complement has $\lambda=246870$) design of number 7582 with respect to smaller t |
7584:
7584 6-(31,10,3200) (complement has $\lambda=9450$) (Tran van Trung construction): 6-(30,9,512) together with 6-(30,10,2688) \cite{Bettenetal97b} |
7585:
7585 5-(31,10,16640) (complement has $\lambda=49140$) design of number 7584 with respect to smaller t |
7586:
7586 4-(31,10,74880) (complement has $\lambda=221130$) design of number 7585 with respect to smaller t |
7587:
7587 6-(31,10,4250) (complement has $\lambda=8400$) (Tran van Trung construction): 6-(30,9,680) together with 6-(30,10,3570) \cite{Bettenetal97b} |
7588:
7588 5-(31,10,22100) (complement has $\lambda=43680$) design of number 7587 with respect to smaller t |
7589:
7589 4-(31,10,99450) (complement has $\lambda=196560$) design of number 7588 with respect to smaller t |
7590:
7590 6-(31,10,4950) (complement has $\lambda=7700$)
(Tran van Trung construction): 6-(30,9,792) together with 6-(30,10,4158) \cite{Bettenetal97b} |
7591:
7591 5-(31,10,25740) (complement has $\lambda=40040$) design of number 7590 with respect to smaller t |
residual design of number 7652 |
7592:
7592 6-(31,10,5250) (complement has $\lambda=7400$) (Tran van Trung construction): 6-(30,9,840) together with 6-(30,10,4410) \cite{Bettenetal97b} |
7593:
7593 5-(31,10,27300) (complement has $\lambda=38480$) design of number 7592 with respect to smaller t |
7594:
7594 4-(31,10,122850) (complement has $\lambda=173160$) design of number 7593 with respect to smaller t |
7595:
7595 6-(31,10,5600) (complement has $\lambda=7050$) (Tran van Trung construction): 6-(30,9,896) together with 6-(30,10,4704) \cite{Bettenetal97b} |
7596:
7596 5-(31,10,29120) (complement has $\lambda=36660$) design of number 7595 with respect to smaller t |
7597:
7597 4-(31,10,131040) (complement has $\lambda=164970$) design of number 7596 with respect to smaller t |
7598:
7598 6-(31,10,6300) (complement has $\lambda=6350$) (Tran van Trung construction): 6-(30,9,1008) together with 6-(30,10,5292) \cite{Bettenetal97b} |
7599:
7599 5-(31,10,32760) (complement has $\lambda=33020$) design of number 7598 with respect to smaller t |
7600:
7600 4-(31,10,147420) (complement has $\lambda=148590$)
design of number 7599 with respect to smaller t |
7601:
7601 6-(31,15,1018325) (complement has $\lambda=1024650$) TvT: 6-(30,14,366597) $\cup$ 6-(30,15,651728) |
derived from number 7604 |
design of number 9339 with respect to smaller t |
7602:
7602 6-(31,16,1629320) (complement has $\lambda=1639440$) supplementary design of number 7601 |
residual design of number 7604 |
design of number 9340 with respect to smaller t |
7603:
7603 6-(32,16,2647645) (complement has $\lambda=2664090$) Tran van Trung construction with supplementary design for design number 7601 |
design of number 7604 with respect to smaller t |
7604:
7604 7-(32,16,1018325) (complement has $\lambda=1024650$) Alltop construction for design number 7601 |
Tran van Trung construction with supplementary design for design number 9339 |
Alltop |
7605:
7605 5-(31,16,3851120) (complement has $\lambda=3875040$) design of number 7602 with respect to smaller t |
residual design of number 7603 |
7606:
7606 5-(30,16,2221800) (complement has $\lambda=2235600$) residual design of number 7602 |
design of number 9341 with respect to smaller t |
7607:
7607 4-(30,16,4813900) (complement has $\lambda=4843800$) residual design of number 7605 |
design of number 7606 with respect to smaller t |
7608:
7608 4-(29,16,2592100) (complement has $\lambda=2608200$) residual design of number 7606 |
design of number 9342 with respect to smaller t |
7609:
7609 6-(31,15,569250) (complement has $\lambda=1473725$) TvT: 6-(30,14,204930) $\cup$ 6-(30,15,364320) |
derived from number 7612 |
7610:
7610 6-(31,16,910800) (complement has $\lambda=2357960$)
supplementary design of number 7609 |
residual design of number 7612 |
7611:
7611 6-(32,16,1480050) (complement has $\lambda=3831685$) Tran van Trung construction with supplementary design for design number 7609 |
design of number 7612 with respect to smaller t |
7612:
7612 7-(32,16,569250) (complement has $\lambda=1473725$) Alltop construction for design number 7609 |
Alltop |
7613:
7613 5-(30,16,1242000) (complement has $\lambda=3215400$) residual design of number 7610 |
7614:
7614 4-(29,16,1449000) (complement has $\lambda=3751300$) residual design of number 7613 |
7615:
7615 6-(31,15,664125) (complement has $\lambda=1378850$) TvT: 6-(30,14,239085) $\cup$ 6-(30,15,425040) |
derived from number 7618 |
7616:
7616 6-(31,16,1062600) (complement has $\lambda=2206160$) supplementary design of number 7615 |
residual design of number 7618 |
7617:
7617 6-(32,16,1726725) (complement has $\lambda=3585010$) Tran van Trung construction with supplementary design for design number 7615 |
design of number 7618 with respect to smaller t |
7618:
7618 7-(32,16,664125) (complement has $\lambda=1378850$) Alltop construction for design number 7615 |
Alltop |
7619:
7619 5-(30,16,1449000) (complement has $\lambda=3008400$) residual design of number 7616 |
7620:
7620 4-(29,16,1690500) (complement has $\lambda=3509800$)
residual design of number 7619 |
7621:
7621 6-(31,15,809600) (complement has $\lambda=1233375$) TvT: 6-(30,14,291456) $\cup$ 6-(30,15,518144) |
derived from number 7624 |
design of number 11564 with respect to smaller t |
7622:
7622 6-(31,16,1295360) (complement has $\lambda=1973400$) supplementary design of number 7621 |
residual design of number 7624 |
design of number 11565 with respect to smaller t |
7623:
7623 6-(32,16,2104960) (complement has $\lambda=3206775$) Tran van Trung construction with supplementary design for design number 7621 |
design of number 7624 with respect to smaller t |
7624:
7624 7-(32,16,809600) (complement has $\lambda=1233375$) Alltop construction for design number 7621 |
Alltop |
Tran van Trung construction with supplementary design for design number 11564 |
7625:
7625 5-(30,16,1766400) (complement has $\lambda=2691000$) residual design of number 7622 |
design of number 11566 with respect to smaller t |
7626:
7626 4-(29,16,2060800) (complement has $\lambda=3139500$) residual design of number 7625 |
design of number 11567 with respect to smaller t |
7627:
7627 6-(31,15,853875) (complement has $\lambda=1189100$) TvT: 6-(30,14,307395) $\cup$ 6-(30,15,546480) |
derived from number 7630 |
design of number 9334 with respect to smaller t |
7628:
7628 6-(31,16,1366200) (complement has $\lambda=1902560$) supplementary design of number 7627 |
residual design of number 7630 |
design of number 9335 with respect to smaller t |
7629:
7629 6-(32,16,2220075) (complement has $\lambda=3091660$) Tran van Trung construction with supplementary design for design number 7627 |
design of number 7630 with respect to smaller t |
7630:
7630 7-(32,16,853875) (complement has $\lambda=1189100$)
Alltop construction for design number 7627 |
Tran van Trung construction with supplementary design for design number 9334 |
Alltop |
7631:
7631 5-(30,16,1863000) (complement has $\lambda=2594400$) residual design of number 7628 |
design of number 9336 with respect to smaller t |
7632:
7632 4-(29,16,2173500) (complement has $\lambda=3026800$) residual design of number 7631 |
design of number 9337 with respect to smaller t |
7633:
7633 6-(31,15,904475) (complement has $\lambda=1138500$) TvT: 6-(30,14,325611) $\cup$ 6-(30,15,578864) |
derived from number 7636 |
design of number 11553 with respect to smaller t |
7634:
7634 6-(31,16,1447160) (complement has $\lambda=1821600$) supplementary design of number 7633 |
residual design of number 7636 |
design of number 11554 with respect to smaller t |
7635:
7635 6-(32,16,2351635) (complement has $\lambda=2960100$) Tran van Trung construction with supplementary design for design number 7633 |
design of number 7636 with respect to smaller t |
7636:
7636 7-(32,16,904475) (complement has $\lambda=1138500$) Alltop construction for design number 7633 |
Alltop |
Tran van Trung construction with supplementary design for design number 11553 |
7637:
7637 5-(31,16,3420560) (complement has $\lambda=4305600$) design of number 7634 with respect to smaller t |
residual design of number 7635 |
7638:
7638 5-(30,16,1973400) (complement has $\lambda=2484000$) residual design of number 7634 |
design of number 11555 with respect to smaller t |
7639:
7639 4-(30,16,4275700) (complement has $\lambda=5382000$) residual design of number 7637 |
design of number 7638 with respect to smaller t |
7640:
7640 4-(29,16,2302300) (complement has $\lambda=2898000$)
residual design of number 7638 |
design of number 11556 with respect to smaller t |
7641:
7641 6-(31,9,300) (complement has $\lambda=2000$) $PGL(3,5)$ (56 isom. types) |
7642:
7642 5-(31,9,1950) (complement has $\lambda=13000$) design of number 7641 with respect to smaller t |
7643:
7643 5-(30,8,300) (complement has $\lambda=2000$)
7644:
7644 5-(30,9,1650) (complement has $\lambda=11000$) residual design of number 7641 |
7645:
7645 4-(31,9,10530) (complement has $\lambda=70200$) design of number 7642 with respect to smaller t |
7646:
7646 4-(30,8,1950) (complement has $\lambda=13000$) derived from number 7642 |
design of number 7643 with respect to smaller t |
7647:
7647 4-(30,9,8580) (complement has $\lambda=57200$) residual design of number 7642 |
design of number 7644 with respect to smaller t |
7648:
7648 4-(29,7,300) (complement has $\lambda=2000$)
7649:
7649 4-(29,8,1650) (complement has $\lambda=11000$) residual design of number 7643 |
derived from number 7644 |
7650:
7650 4-(29,9,6930) (complement has $\lambda=46200$)
residual design of number 7644 |
7651:
7651 6-(31,9,900) (complement has $\lambda=1400$) TvT: 6-(30,8,108) $\cup$ 6-(30,9,792) |
7652:
7652 6-(32,10,5850) (complement has $\lambda=9100$) TvT: 6-(31,9,900) $\cup$ 6-(31,10,4950) |
7653:
7653 6-(32,7,6) (complement has $\lambda=20$) $PSL(2,31)$ (>=18) \cite{Bettenetal97b} |
7654:
7654 5-(32,7,81) (complement has $\lambda=270$) design of number 7653 with respect to smaller t |
7655:
7655 5-(31,6,6) (complement has $\lambda=20$)
7656:
7656 5-(31,7,75) (complement has $\lambda=250$) residual design of number 7653 |
7657:
7657 4-(31,6,81) (complement has $\lambda=270$) derived from number 7654 |
design of number 7655 with respect to smaller t |
7658:
7658 4-(30,5,6) (complement has $\lambda=20$)
7659:
7659 4-(30,6,75) (complement has $\lambda=250$) residual design of number 7655 |
derived from number 7656 |
7660:
7660 4-(30,7,600) (complement has $\lambda=2000$)
residual design of number 7656 |
derived from number 9351 |
7661:
7661 6-(33,8,36) (complement has $\lambda=315$) $P\Gamma L(2,32)$ (1179 isom. types) \cite{MagliverasLeavitt84}, \cite{Schmalz93} |
7662:
7662 5-(33,8,336) (complement has $\lambda=2940$) design of number 7661 with respect to smaller t |
7663:
7663 5-(32,7,36) (complement has $\lambda=315$)
7664:
7664 5-(32,8,300) (complement has $\lambda=2625$) residual design of number 7661 |
7665:
7665 4-(33,8,2436) (complement has $\lambda=21315$) design of number 7662 with respect to smaller t |
7666:
7666 4-(32,7,336) (complement has $\lambda=2940$) derived from number 7662 |
design of number 7663 with respect to smaller t |
7667:
7667 4-(32,8,2100) (complement has $\lambda=18375$) residual design of number 7662 |
design of number 7664 with respect to smaller t |
7668:
7668 4-(31,6,36) (complement has $\lambda=315$)
7669:
7669 4-(31,7,300) (complement has $\lambda=2625$) residual design of number 7663 |
derived from number 7664 |
7670:
7670 4-(31,8,1800) (complement has $\lambda=15750$)
residual design of number 7664 |
7671:
7671 6-(36,10,11655) (complement has $\lambda=15750$) $Sp(6,2)_36$ (many isom. types) |
7672:
7672 5-(36,10,72261) (complement has $\lambda=97650$) design of number 7671 with respect to smaller t |
7673:
7673 5-(35,9,11655) (complement has $\lambda=15750$)
7674:
7674 5-(35,10,60606) (complement has $\lambda=81900$) residual design of number 7671 |
7675:
7675 4-(36,10,385392) (complement has $\lambda=520800$) design of number 7672 with respect to smaller t |
7676:
7676 4-(35,9,72261) (complement has $\lambda=97650$) derived from number 7672 |
design of number 7673 with respect to smaller t |
7677:
7677 4-(35,10,313131) (complement has $\lambda=423150$) residual design of number 7672 |
design of number 7674 with respect to smaller t |
7678:
7678 4-(34,8,11655) (complement has $\lambda=15750$)
7679:
7679 4-(34,9,60606) (complement has $\lambda=81900$) residual design of number 7673 |
derived from number 7674 |
7680:
7680 4-(34,10,252525) (complement has $\lambda=341250$)
residual design of number 7674 |
7681:
7681 6-(36,9,1540) (complement has $\lambda=2520$) $Sp(6,2)_36$ (many isom. types) |
7682:
7682 5-(36,9,11935) (complement has $\lambda=19530$) design of number 7681 with respect to smaller t |
7683:
7683 5-(35,8,1540) (complement has $\lambda=2520$)
7684:
7684 5-(35,9,10395) (complement has $\lambda=17010$) residual design of number 7681 |
7685:
7685 4-(36,9,76384) (complement has $\lambda=124992$) design of number 7682 with respect to smaller t |
7686:
7686 4-(35,8,11935) (complement has $\lambda=19530$) derived from number 7682 |
design of number 7683 with respect to smaller t |
7687:
7687 4-(35,9,64449) (complement has $\lambda=105462$) residual design of number 7682 |
design of number 7684 with respect to smaller t |
7688:
7688 4-(34,7,1540) (complement has $\lambda=2520$)
7689:
7689 4-(34,8,10395) (complement has $\lambda=17010$) residual design of number 7683 |
derived from number 7684 |
7690:
7690 4-(34,9,54054) (complement has $\lambda=88452$)
residual design of number 7684 |
7691:
7691 6-(37,9,1080) (complement has $\lambda=3415$) $Sp(6,2)_36+$ (many isom. types) |
7692:
7692 5-(37,9,8640) (complement has $\lambda=27320$) design of number 7691 with respect to smaller t |
7693:
7693 5-(36,8,1080) (complement has $\lambda=3415$)
7694:
7694 5-(36,9,7560) (complement has $\lambda=23905$) residual design of number 7691 |
7695:
7695 4-(37,9,57024) (complement has $\lambda=180312$) design of number 7692 with respect to smaller t |
7696:
7696 4-(36,8,8640) (complement has $\lambda=27320$) derived from number 7692 |
design of number 7693 with respect to smaller t |
7697:
7697 4-(36,9,48384) (complement has $\lambda=152992$) residual design of number 7692 |
design of number 7694 with respect to smaller t |
7698:
7698 4-(35,7,1080) (complement has $\lambda=3415$)
7699:
7699 4-(35,8,7560) (complement has $\lambda=23905$) residual design of number 7693 |
derived from number 7694 |
7700:
7700 4-(35,9,40824) (complement has $\lambda=129087$)
residual design of number 7694 |
7701:
7701 6-(37,9,1975) (complement has $\lambda=2520$) $Sp(6,2)_36+$ (many isom. types) |
7702:
7702 5-(37,9,15800) (complement has $\lambda=20160$) design of number 7701 with respect to smaller t |
7703:
7703 5-(36,8,1975) (complement has $\lambda=2520$)
7704:
7704 5-(36,9,13825) (complement has $\lambda=17640$) residual design of number 7701 |
7705:
7705 4-(37,9,104280) (complement has $\lambda=133056$) design of number 7702 with respect to smaller t |
7706:
7706 4-(36,8,15800) (complement has $\lambda=20160$) derived from number 7702 |
design of number 7703 with respect to smaller t |
7707:
7707 4-(36,9,88480) (complement has $\lambda=112896$) residual design of number 7702 |
design of number 7704 with respect to smaller t |
7708:
7708 4-(35,7,1975) (complement has $\lambda=2520$)
7709:
7709 4-(35,8,13825) (complement has $\lambda=17640$) residual design of number 7703 |
derived from number 7704 |
7710:
7710 4-(35,9,74655) (complement has $\lambda=95256$)
residual design of number 7704 |
7711:
7711 6-(37,9,2200) (complement has $\lambda=2295$) $Sp(6,2)_36+$ (many isom. types) |
7712:
7712 5-(37,9,17600) (complement has $\lambda=18360$) design of number 7711 with respect to smaller t |
7713:
7713 5-(36,8,2200) (complement has $\lambda=2295$)
7714:
7714 5-(36,9,15400) (complement has $\lambda=16065$) residual design of number 7711 |
7715:
7715 4-(37,9,116160) (complement has $\lambda=121176$) design of number 7712 with respect to smaller t |
7716:
7716 4-(36,8,17600) (complement has $\lambda=18360$) derived from number 7712 |
design of number 7713 with respect to smaller t |
7717:
7717 4-(36,9,98560) (complement has $\lambda=102816$) residual design of number 7712 |
design of number 7714 with respect to smaller t |
7718:
7718 4-(35,7,2200) (complement has $\lambda=2295$)
7719:
7719 4-(35,8,15400) (complement has $\lambda=16065$) residual design of number 7713 |
derived from number 7714 |
7720:
7720 4-(35,9,83160) (complement has $\lambda=86751$)
residual design of number 7714 |
7721:
7721 6-(38,7,16) (selfcomplementary) \cite{Ajoodani94} using 6_(22,7,7) |
7722:
7722 5-(38,7,264) (selfcomplementary) design of number 7721 with respect to smaller t |
complementary design of number 7721 with respect to smaller t |
derived from number 7737 |
derived from complement of number 7737 |
7723:
7723 5-(37,6,16) (selfcomplementary) derived from number 7721 |
derived from complement of number 7721 |
7724:
7724 5-(37,7,248) (selfcomplementary) residual design of number 7721 |
residual design of complement of number 7721 |
derived from number 7731 |
derived from complement of number 7731 |
7725:
7725 4-(38,7,2992) (selfcomplementary) design of number 7722 with respect to smaller t |
complementary design of number 7722 with respect to smaller t |
derived from number 7738 |
derived from complement of number 7738 |
7726:
7726 4-(37,6,264) (selfcomplementary) derived from number 7722 |
derived from complement of number 7722 |
design of number 7723 with respect to smaller t |
complementary design of number 7723 with respect to smaller t |
7727:
7727 4-(37,7,2728) (selfcomplementary) residual design of number 7722 |
residual design of complement of number 7722 |
design of number 7724 with respect to smaller t |
complementary design of number 7724 with respect to smaller t |
derived from number 7732 |
derived from complement of number 7732 |
7728:
7728 4-(36,5,16) (selfcomplementary) derived from number 7723 |
derived from complement of number 7723 |
7729:
7729 4-(36,6,248) (selfcomplementary) residual design of number 7723 |
residual design of complement of number 7723 |
derived from number 7724 |
derived from complement of number 7724 |
7730:
7730 4-(36,7,2480) (selfcomplementary)
residual design of number 7724 |
residual design of complement of number 7724 |
derived from number 7733 |
derived from complement of number 7733 |
7731:
7731 6-(38,8,248) (selfcomplementary) \cite{Ajoodani94} using 6_(22,7,7) and 6_(22,8,60) |
7732:
7732 5-(38,8,2728) (selfcomplementary) design of number 7731 with respect to smaller t |
complementary design of number 7731 with respect to smaller t |
residual design of number 7737 |
residual design of complement of number 7737 |
7733:
7733 5-(37,8,2480) (selfcomplementary) residual design of number 7731 |
residual design of complement of number 7731 |
7734:
7734 4-(38,8,23188) (selfcomplementary) design of number 7732 with respect to smaller t |
complementary design of number 7732 with respect to smaller t |
residual design of number 7738 |
residual design of complement of number 7738 |
7735:
7735 4-(37,8,20460) (selfcomplementary) residual design of number 7732 |
residual design of complement of number 7732 |
design of number 7733 with respect to smaller t |
complementary design of number 7733 with respect to smaller t |
7736:
7736 4-(36,8,17980) (selfcomplementary) residual design of number 7733 |
residual design of complement of number 7733 |
7737:
7737 6-(39,8,264) (selfcomplementary) (6-(23+16m,8,4(m+1)(16m+17) m=1) \cite{Kreher93} |
7738:
7738 5-(39,8,2992) (selfcomplementary) design of number 7737 with respect to smaller t |
complementary design of number 7737 with respect to smaller t |
7739:
7739 4-(39,8,26180) (selfcomplementary) design of number 7738 with respect to smaller t |
complementary design of number 7738 with respect to smaller t |
7740:
7740 6-(40,9,2592) (complement has $\lambda=3392$)
7741:
7741 5-(40,9,22680) (complement has $\lambda=29680$) design of number 7740 with respect to smaller t |
7742:
7742 5-(39,8,2592) (complement has $\lambda=3392$)
7743:
7743 5-(39,9,20088) (complement has $\lambda=26288$) residual design of number 7740 |
7744:
7744 4-(40,9,163296) (complement has $\lambda=213696$) design of number 7741 with respect to smaller t |
7745:
7745 4-(39,8,22680) (complement has $\lambda=29680$) derived from number 7741 |
design of number 7742 with respect to smaller t |
7746:
7746 4-(39,9,140616) (complement has $\lambda=184016$) residual design of number 7741 |
design of number 7743 with respect to smaller t |
7747:
7747 4-(38,7,2592) (complement has $\lambda=3392$)
7748:
7748 4-(38,8,20088) (complement has $\lambda=26288$) residual design of number 7742 |
derived from number 7743 |
7749:
7749 4-(38,9,120528) (complement has $\lambda=157728$) residual design of number 7743 |
7750:
7750 6-(40,9,2600) (complement has $\lambda=3384$)
7751:
7751 5-(40,9,22750) (complement has $\lambda=29610$) design of number 7750 with respect to smaller t |
7752:
7752 5-(39,8,2600) (complement has $\lambda=3384$)
7753:
7753 5-(39,9,20150) (complement has $\lambda=26226$) residual design of number 7750 |
7754:
7754 4-(40,9,163800) (complement has $\lambda=213192$) design of number 7751 with respect to smaller t |
7755:
7755 4-(39,8,22750) (complement has $\lambda=29610$) derived from number 7751 |
design of number 7752 with respect to smaller t |
7756:
7756 4-(39,9,141050) (complement has $\lambda=183582$) residual design of number 7751 |
design of number 7753 with respect to smaller t |
7757:
7757 4-(38,7,2600) (complement has $\lambda=3384$)
7758:
7758 4-(38,8,20150) (complement has $\lambda=26226$) residual design of number 7752 |
derived from number 7753 |
7759:
7759 4-(38,9,120900) (complement has $\lambda=157356$) residual design of number 7753 |
7760:
7760 6-(40,9,2736) (complement has $\lambda=3248$)
7761:
7761 5-(40,9,23940) (complement has $\lambda=28420$) design of number 7760 with respect to smaller t |
7762:
7762 5-(39,8,2736) (complement has $\lambda=3248$)
7763:
7763 5-(39,9,21204) (complement has $\lambda=25172$) residual design of number 7760 |
7764:
7764 4-(40,9,172368) (complement has $\lambda=204624$) design of number 7761 with respect to smaller t |
7765:
7765 4-(39,8,23940) (complement has $\lambda=28420$) derived from number 7761 |
design of number 7762 with respect to smaller t |
7766:
7766 4-(39,9,148428) (complement has $\lambda=176204$) residual design of number 7761 |
design of number 7763 with respect to smaller t |
7767:
7767 4-(38,7,2736) (complement has $\lambda=3248$)
7768:
7768 4-(38,8,21204) (complement has $\lambda=25172$) residual design of number 7762 |
derived from number 7763 |
7769:
7769 4-(38,9,127224) (complement has $\lambda=151032$) residual design of number 7763 |
7770:
7770 6-(40,9,2744) (complement has $\lambda=3240$)
7771:
7771 5-(40,9,24010) (complement has $\lambda=28350$) design of number 7770 with respect to smaller t |
7772:
7772 5-(39,8,2744) (complement has $\lambda=3240$)
7773:
7773 5-(39,9,21266) (complement has $\lambda=25110$) residual design of number 7770 |
7774:
7774 4-(40,9,172872) (complement has $\lambda=204120$) design of number 7771 with respect to smaller t |
7775:
7775 4-(39,8,24010) (complement has $\lambda=28350$) derived from number 7771 |
design of number 7772 with respect to smaller t |
7776:
7776 4-(39,9,148862) (complement has $\lambda=175770$) residual design of number 7771 |
design of number 7773 with respect to smaller t |
7777:
7777 4-(38,7,2744) (complement has $\lambda=3240$)
7778:
7778 4-(38,8,21266) (complement has $\lambda=25110$) residual design of number 7772 |
derived from number 7773 |
7779:
7779 4-(38,9,127596) (complement has $\lambda=150660$) residual design of number 7773 |
7780:
7780 6-(81,9,25920) (complement has $\lambda=41605$)
7781:
7781 5-(81,9,492480) (complement has $\lambda=790495$) design of number 7780 with respect to smaller t |
7782:
7782 5-(80,8,25920) (complement has $\lambda=41605$)
7783:
7783 5-(80,9,466560) (complement has $\lambda=748890$) residual design of number 7780 |
7784:
7784 4-(81,9,7584192) (complement has $\lambda=12173623$) design of number 7781 with respect to smaller t |
7785:
7785 4-(80,8,492480) (complement has $\lambda=790495$) derived from number 7781 |
design of number 7782 with respect to smaller t |
7786:
7786 4-(80,9,7091712) (complement has $\lambda=11383128$) residual design of number 7781 |
design of number 7783 with respect to smaller t |
7787:
7787 4-(79,7,25920) (complement has $\lambda=41605$)
7788:
7788 4-(79,8,466560) (complement has $\lambda=748890$) residual design of number 7782 |
derived from number 7783 |
7789:
7789 4-(79,9,6625152) (complement has $\lambda=10634238$) residual design of number 7783 |
7790:
7790 6-(81,9,29160) (complement has $\lambda=38365$)
7791:
7791 5-(81,9,554040) (complement has $\lambda=728935$) design of number 7790 with respect to smaller t |
7792:
7792 5-(80,8,29160) (complement has $\lambda=38365$)
7793:
7793 5-(80,9,524880) (complement has $\lambda=690570$) residual design of number 7790 |
7794:
7794 4-(81,9,8532216) (complement has $\lambda=11225599$) design of number 7791 with respect to smaller t |
7795:
7795 4-(80,8,554040) (complement has $\lambda=728935$) derived from number 7791 |
design of number 7792 with respect to smaller t |
7796:
7796 4-(80,9,7978176) (complement has $\lambda=10496664$) residual design of number 7791 |
design of number 7793 with respect to smaller t |
7797:
7797 4-(79,7,29160) (complement has $\lambda=38365$)
7798:
7798 4-(79,8,524880) (complement has $\lambda=690570$) residual design of number 7792 |
derived from number 7793 |
7799:
7799 4-(79,9,7453296) (complement has $\lambda=9806094$) residual design of number 7793 |
7800:
7800 6-(81,9,31885) (complement has $\lambda=35640$)
7801:
7801 5-(81,9,605815) (complement has $\lambda=677160$) design of number 7800 with respect to smaller t |
7802:
7802 5-(80,8,31885) (complement has $\lambda=35640$)
7803:
7803 5-(80,9,573930) (complement has $\lambda=641520$) residual design of number 7800 |
7804:
7804 4-(81,9,9329551) (complement has $\lambda=10428264$) design of number 7801 with respect to smaller t |
7805:
7805 4-(80,8,605815) (complement has $\lambda=677160$) derived from number 7801 |
design of number 7802 with respect to smaller t |
7806:
7806 4-(80,9,8723736) (complement has $\lambda=9751104$) residual design of number 7801 |
design of number 7803 with respect to smaller t |
7807:
7807 4-(79,7,31885) (complement has $\lambda=35640$)
7808:
7808 4-(79,8,573930) (complement has $\lambda=641520$) residual design of number 7802 |
derived from number 7803 |
7809:
7809 4-(79,9,8149806) (complement has $\lambda=9109584$) residual design of number 7803 |
7810:
7810 7-(20,10,116) (complement has $\lambda=170$)
PSL(2,19) (3 isom. types) \cite{Bettenetal97b} |
Alltop construction for design number 7811 |
7811:
7811 6-(19,9,116) (complement has $\lambda=170$)
7812:
7812 6-(19,10,290) (complement has $\lambda=425$) residual design of number 7810 |
supplementary design of number 7811 |
7813:
7813 5-(18,8,116) (complement has $\lambda=170$)
7814:
7814 5-(18,10,522) (complement has $\lambda=765$) residual design of number 7812 |
7815:
7815 4-(17,7,116) (complement has $\lambda=170$)
7816:
7816 4-(17,10,696) (complement has $\lambda=1020$) residual design of number 7814 |
7817:
7817 7-(20,10,124) (complement has $\lambda=162$) PSL(2,19) (1 isom. type) \cite{Bettenetal97b} |
Alltop construction for design number 7818 |
7818:
7818 6-(19,9,124) (complement has $\lambda=162$)
7819:
7819 6-(19,10,310) (complement has $\lambda=405$) residual design of number 7817 |
supplementary design of number 7818 |
7820:
7820 5-(18,10,558) (complement has $\lambda=729$)
residual design of number 7819 |
7821:
7821 4-(17,10,744) (complement has $\lambda=972$) residual design of number 7820 |
7822:
7822 7-(20,10,134) (complement has $\lambda=152$) PSL(2,19) (10 isom. types) \cite{Bettenetal97b} |
Alltop construction for design number 7823 |
7823:
7823 6-(19,9,134) (complement has $\lambda=152$)
7824:
7824 6-(19,10,335) (complement has $\lambda=380$) residual design of number 7822 |
supplementary design of number 7823 |
7825:
7825 5-(18,8,134) (complement has $\lambda=152$)
7826:
7826 5-(18,10,603) (complement has $\lambda=684$) residual design of number 7824 |
7827:
7827 4-(17,7,134) (complement has $\lambda=152$)
7828:
7828 4-(17,10,804) (complement has $\lambda=912$) residual design of number 7826 |
7829:
7829 7-(24,10,240) (complement has $\lambda=440$) PGL(2,23) (>= 76 isom. types) \cite{Bettenetal97b} |
7830:
7830 6-(24,10,1080) (complement has $\lambda=1980$)
design of number 7829 with respect to smaller t |
residual design of number 7888 |
7831:
7831 6-(23,9,240) (complement has $\lambda=440$) derived from number 7829 |
residual design of number 7884 |
7832:
7832 6-(23,10,840) (complement has $\lambda=1540$) residual design of number 7829 |
7833:
7833 5-(24,10,4104) (complement has $\lambda=7524$) design of number 7830 with respect to smaller t |
residual design of number 7889 |
7834:
7834 5-(23,9,1080) (complement has $\lambda=1980$) derived from number 7830 |
design of number 7831 with respect to smaller t |
residual design of number 7885 |
7835:
7835 5-(23,10,3024) (complement has $\lambda=5544$) residual design of number 7830 |
design of number 7832 with respect to smaller t |
7836:
7836 5-(22,10,2184) (complement has $\lambda=4004$) residual design of number 7832 |
7837:
7837 7-(24,10,320) (complement has $\lambda=360$) PGL(2,23) (>= 2 isom. types) \cite{Bettenetal97b} |
7838:
7838 6-(24,10,1440) (complement has $\lambda=1620$) design of number 7837 with respect to smaller t |
residual design of number 7891 |
7839:
7839 6-(23,9,320) (complement has $\lambda=360$) derived from number 7837 |
residual design of number 7886 |
7840:
7840 6-(23,10,1120) (complement has $\lambda=1260$)
residual design of number 7837 |
7841:
7841 5-(24,10,5472) (complement has $\lambda=6156$) design of number 7838 with respect to smaller t |
residual design of number 7892 |
7842:
7842 5-(23,9,1440) (complement has $\lambda=1620$) derived from number 7838 |
design of number 7839 with respect to smaller t |
residual design of number 7887 |
7843:
7843 5-(23,10,4032) (complement has $\lambda=4536$) residual design of number 7838 |
design of number 7840 with respect to smaller t |
7844:
7844 5-(22,8,320) (complement has $\lambda=360$) derived from number 7839 |
residual design of number 7875 |
7845:
7845 4-(21,7,320) (complement has $\lambda=360$) derived from number 7844 |
residual design of number 7877 |
7846:
7846 7-(24,10,340) (selfcomplementary) PSL(2,23) (>= 1 isom. types) halving \cite{Laue98} |
7847:
7847 7-(24,8,4) (complement has $\lambda=13$) PSL(2,23) (1 isom. type) \cite{Bettenetal98b} |
7848:
7848 6-(23,7,4) (complement has $\lambda=13$)
7849:
7849 6-(23,8,32) (complement has $\lambda=104$) residual design of number 7847 |
7850:
7850 5-(22,6,4) (complement has $\lambda=13$)
7851:
7851 5-(22,7,32) (complement has $\lambda=104$) residual design of number 7848 |
derived from number 7849 |
7852:
7852 4-(21,5,4) (complement has $\lambda=13$)
7853:
7853 4-(21,6,32) (complement has $\lambda=104$) residual design of number 7850 |
derived from number 7851 |
7854:
7854 7-(24,8,5) (complement has $\lambda=12$) PSL(2,23) (138 isom. types) \cite{Bettenetal98b} |
7855:
7855 6-(23,7,5) (complement has $\lambda=12$)
7856:
7856 6-(23,8,40) (complement has $\lambda=96$) residual design of number 7854 |
derived from number 7880 |
7857:
7857 5-(22,6,5) (complement has $\lambda=12$)
7858:
7858 4-(21,5,5) (complement has $\lambda=12$)
7859:
7859 7-(24,8,6) (complement has $\lambda=11$) PSL(2,23) (>= 132 isom. types) \cite{Bettenetal98b} |
7860:
7860 6-(23,7,6) (complement has $\lambda=11$)
7861:
7861 6-(23,8,48) (complement has $\lambda=88$) residual design of number 7859 |
derived from number 7884 |
7862:
7862 5-(22,6,6) (complement has $\lambda=11$) derived from number 7860 |
$Hol(C_{19})+++$ |
7863:
7863 5-(22,7,48) (complement has $\lambda=88$) residual design of number 7860 |
derived from number 7861 |
7864:
7864 4-(21,5,6) (complement has $\lambda=11$) derived from number 7862 |
$Hol(C_{19})++$ 35522 solutions |
7865:
7865 4-(21,6,48) (complement has $\lambda=88$) residual design of number 7862 |
derived from number 7863 |
7866:
7866 7-(24,8,7) (complement has $\lambda=10$) PSL(2,23) (>= 126 isom. types) \cite{Bettenetal98b} |
7867:
7867 6-(23,7,7) (complement has $\lambda=10$)
7868:
7868 6-(23,8,56) (complement has $\lambda=80$) residual design of number 7866 |
7869:
7869 5-(22,6,7) (complement has $\lambda=10$)
7870:
7870 5-(22,7,56) (complement has $\lambda=80$)
residual design of number 7867 |
derived from number 7868 |
7871:
7871 4-(21,5,7) (complement has $\lambda=10$)
7872:
7872 4-(21,6,56) (complement has $\lambda=80$) residual design of number 7869 |
derived from number 7870 |
7873:
7873 7-(24,8,8) (complement has $\lambda=9$) PSL(2,23) (>= 63 isom. types) PGL(2,23) (4 isom. types) #blocks = #7-subsets \cite{Bettenetal98b}, \cite{Bettenetal97b} |
7874:
7874 6-(23,7,8) (complement has $\lambda=9$)
7875:
7875 6-(23,8,64) (complement has $\lambda=72$) residual design of number 7873 |
derived from number 7886 |
7876:
7876 5-(22,6,8) (complement has $\lambda=9$)
7877:
7877 5-(22,7,64) (complement has $\lambda=72$) residual design of number 7874 |
derived from number 7875 |
7878:
7878 4-(21,5,8) (complement has $\lambda=9$) derived from number 7876 |
$Hol(C_{19})++$ |
7879:
7879 4-(21,6,64) (complement has $\lambda=72$) residual design of number 7876 |
derived from number 7877 |
7880:
7880 7-(24,9,40) (complement has $\lambda=96$)
PGL(2,23) (113 isom. types) \cite{Bettenetal98b} |
7881:
7881 6-(24,9,240) (complement has $\lambda=576$) design of number 7880 with respect to smaller t |
residual design of number 7894 |
7882:
7882 6-(23,9,200) (complement has $\lambda=480$) residual design of number 7880 |
7883:
7883 5-(23,9,900) (complement has $\lambda=2160$) residual design of number 7881 |
design of number 7882 with respect to smaller t |
7884:
7884 7-(24,9,48) (complement has $\lambda=88$) PGL(2,23) (>= 2827 isom. types) \cite{Bettenetal98b} |
7885:
7885 6-(24,9,288) (complement has $\lambda=528$) design of number 7884 with respect to smaller t |
derived from number 7888 |
residual design of number 7895 |
7886:
7886 7-(24,9,64) (complement has $\lambda=72$) PGL(2,23) (>= 15335 isom. types) \cite{Bettenetal98b} |
7887:
7887 6-(24,9,384) (complement has $\lambda=432$) design of number 7886 with respect to smaller t |
derived from number 7891 |
residual design of number 7898 |
7888:
7888 7-(25,10,288) (complement has $\lambda=528$) (Tran van Trung construction): 7-(24,9,48) together with 7-(24,10,240) \cite{Bettenetal97b} |
7889:
7889 6-(25,10,1368) (complement has $\lambda=2508$) design of number 7888 with respect to smaller t |
residual design of number 7901 |
7890:
7890 5-(25,10,5472) (complement has $\lambda=10032$)
design of number 7889 with respect to smaller t |
residual design of number 7902 |
derived from number 8377 |
7891:
7891 7-(25,10,384) (complement has $\lambda=432$) (Tran van Trung construction): 7-(24,9,64) together with 7-(24,10,320) \cite{Bettenetal97b} |
7892:
7892 6-(25,10,1824) (complement has $\lambda=2052$) design of number 7891 with respect to smaller t |
residual design of number 7903 |
7893:
7893 5-(25,10,7296) (complement has $\lambda=8208$) design of number 7892 with respect to smaller t |
residual design of number 7904 |
derived from number 8564 |
7894:
7894 7-(25,9,45) (complement has $\lambda=108$) (Tran van Trung construction): 7-(24,8,5) together with 7-(24,9,40) \cite{Bettenetal98b} |
7895:
7895 7-(25,9,54) (complement has $\lambda=99$) (Tran van Trung construction): 7-(24,8,6) together with 7-(24,9,48) \cite{Bettenetal98b} |
7896:
7896 6-(25,9,342) (complement has $\lambda=627$) design of number 7895 with respect to smaller t |
derived from number 7901 |
7897:
7897 5-(25,9,1710) (complement has $\lambda=3135$) design of number 7896 with respect to smaller t |
derived from number 7902 |
7898:
7898 7-(25,9,72) (complement has $\lambda=81$) (Tran van Trung construction): 7-(24,8,8) together with 7-(24,9,64) \cite{Bettenetal98b} |
7899:
7899 6-(25,9,456) (complement has $\lambda=513$) design of number 7898 with respect to smaller t |
derived from number 7903 |
7900:
7900 5-(25,9,2280) (complement has $\lambda=2565$)
design of number 7899 with respect to smaller t |
derived from number 7904 |
7901:
7901 7-(26,10,342) (complement has $\lambda=627$) (Tran van Trung construction): 7-(25,9,54) together with 7-(25,10,288) \cite{Bettenetal97b} |
7902:
7902 6-(26,10,1710) (complement has $\lambda=3135$) design of number 7901 with respect to smaller t |
derived from number 8376 |
7903:
7903 7-(26,10,456) (complement has $\lambda=513$) (Tran van Trung construction): 7-(25,9,72) together with 7-(25,10,384) \cite{Bettenetal97b} |
7904:
7904 6-(26,10,2280) (complement has $\lambda=2565$) design of number 7903 with respect to smaller t |
derived from number 8563 |
7905:
7905 7-(26,11,1176) (complement has $\lambda=2700$) $P\Gamma L(2,25)$(>=1 isom. type) |
7906:
7906 6-(26,11,4704) (complement has $\lambda=10800$) design of number 7905 with respect to smaller t |
residual design of number 8305 |
7907:
7907 6-(25,10,1176) (complement has $\lambda=2700$)
7908:
7908 6-(25,11,3528) (complement has $\lambda=8100$) residual design of number 7905 |
7909:
7909 5-(25,10,4704) (complement has $\lambda=10800$) derived from number 7906 |
design of number 7907 with respect to smaller t |
residual design of number 8306 |
7910:
7910 5-(25,11,11760) (complement has $\lambda=27000$)
residual design of number 7906 |
design of number 7908 with respect to smaller t |
7911:
7911 5-(24,10,3528) (complement has $\lambda=8100$) residual design of number 7907 |
derived from number 7908 |
7912:
7912 5-(24,11,8232) (complement has $\lambda=18900$) residual design of number 7908 |
7913:
7913 4-(24,10,11760) (complement has $\lambda=27000$) residual design of number 7909 |
derived from number 7910 |
design of number 7911 with respect to smaller t |
7914:
7914 4-(23,10,8232) (complement has $\lambda=18900$) residual design of number 7911 |
derived from number 7912 |
7915:
7915 4-(23,11,15288) (complement has $\lambda=35100$) residual design of number 7912 |
derived from number 7917 |
7916:
7916 4-(23,12,22932) (complement has $\lambda=52650$) supplementary design of number 7915 |
residual design of number 7917 |
7917:
7917 5-(24,12,15288) (complement has $\lambda=35100$) Alltop construction for design number 7915 |
7918:
7918 7-(26,11,1356) (complement has $\lambda=2520$) $P\Gamma L(2,25)$(>=1 isom. type) |
7919:
7919 6-(26,11,5424) (complement has $\lambda=10080$) design of number 7918 with respect to smaller t |
7920:
7920 6-(25,10,1356) (complement has $\lambda=2520$)
7921:
7921 6-(25,11,4068) (complement has $\lambda=7560$) residual design of number 7918 |
7922:
7922 5-(26,11,18984) (complement has $\lambda=35280$) design of number 7919 with respect to smaller t |
derived from number 8872 |
7923:
7923 5-(25,10,5424) (complement has $\lambda=10080$) derived from number 7919 |
design of number 7920 with respect to smaller t |
7924:
7924 5-(25,11,13560) (complement has $\lambda=25200$) residual design of number 7919 |
design of number 7921 with respect to smaller t |
7925:
7925 5-(24,10,4068) (complement has $\lambda=7560$) residual design of number 7920 |
derived from number 7921 |
7926:
7926 5-(24,11,9492) (complement has $\lambda=17640$) residual design of number 7921 |
7927:
7927 4-(25,10,18984) (complement has $\lambda=35280$) derived from number 7922 |
design of number 7923 with respect to smaller t |
7928:
7928 4-(25,11,40680) (complement has $\lambda=75600$) residual design of number 7922 |
design of number 7924 with respect to smaller t |
derived from number 8874 |
7929:
7929 4-(24,10,13560) (complement has $\lambda=25200$) residual design of number 7923 |
derived from number 7924 |
design of number 7925 with respect to smaller t |
7930:
7930 4-(23,10,9492) (complement has $\lambda=17640$)
residual design of number 7925 |
derived from number 7926 |
7931:
7931 4-(23,11,17628) (complement has $\lambda=32760$) residual design of number 7926 |
derived from number 7933 |
7932:
7932 4-(23,12,26442) (complement has $\lambda=49140$) supplementary design of number 7931 |
residual design of number 7933 |
7933:
7933 5-(24,12,17628) (complement has $\lambda=32760$) Alltop construction for design number 7931 |
7934:
7934 7-(26,11,1536) (complement has $\lambda=2340$) $P\Gamma L(2,25)$(>=1 isom. type) |
7935:
7935 6-(26,11,6144) (complement has $\lambda=9360$) design of number 7934 with respect to smaller t |
residual design of number 8457 |
derived from number 11560 |
7936:
7936 6-(25,10,1536) (complement has $\lambda=2340$)
7937:
7937 6-(25,11,4608) (complement has $\lambda=7020$) residual design of number 7934 |
derived from number 10585 |
7938:
7938 5-(25,10,6144) (complement has $\lambda=9360$) derived from number 7935 |
design of number 7936 with respect to smaller t |
residual design of number 8458 |
7939:
7939 5-(25,11,15360) (complement has $\lambda=23400$) residual design of number 7935 |
design of number 7937 with respect to smaller t |
derived from number 10591 |
7940:
7940 5-(24,9,1536) (complement has $\lambda=2340$)
7941:
7941 5-(24,10,4608) (complement has $\lambda=7020$) residual design of number 7936 |
derived from number 7937 |
7942:
7942 5-(24,11,10752) (complement has $\lambda=16380$) residual design of number 7937 |
derived from number 10593 |
7943:
7943 4-(24,9,6144) (complement has $\lambda=9360$) derived from number 7938 |
design of number 7940 with respect to smaller t |
residual design of number 8459 |
7944:
7944 4-(24,10,15360) (complement has $\lambda=23400$) residual design of number 7938 |
derived from number 7939 |
design of number 7941 with respect to smaller t |
7945:
7945 4-(23,8,1536) (complement has $\lambda=2340$)
7946:
7946 4-(23,9,4608) (complement has $\lambda=7020$) residual design of number 7940 |
derived from number 7941 |
7947:
7947 4-(23,10,10752) (complement has $\lambda=16380$) residual design of number 7941 |
derived from number 7942 |
7948:
7948 4-(23,11,19968) (complement has $\lambda=30420$) residual design of number 7942 |
derived from number 7950 |
7949:
7949 4-(23,12,29952) (complement has $\lambda=45630$) supplementary design of number 7948 |
residual design of number 7950 |
derived from number 10597 |
7950:
7950 5-(24,12,19968) (complement has $\lambda=30420$)
Alltop construction for design number 7948 |
residual design of number 10593 |
derived from number 10594 |
7951:
7951 7-(26,11,1716) (complement has $\lambda=2160$) $P\Gamma L(2,25)$(>=1 isom. type) |
7952:
7952 6-(26,11,6864) (complement has $\lambda=8640$) design of number 7951 with respect to smaller t |
residual design of number 8525 |
derived from number 11549 |
7953:
7953 6-(25,10,1716) (complement has $\lambda=2160$)
7954:
7954 6-(25,11,5148) (complement has $\lambda=6480$) residual design of number 7951 |
derived from number 10637 |
7955:
7955 5-(25,10,6864) (complement has $\lambda=8640$) derived from number 7952 |
design of number 7953 with respect to smaller t |
residual design of number 8526 |
7956:
7956 5-(24,10,5148) (complement has $\lambda=6480$) residual design of number 7953 |
derived from number 7954 |
7957:
7957 7-(26,11,1896) (complement has $\lambda=1980$) $P\Gamma L(2,25)$(>=1 isom. type) |
7958:
7958 6-(26,11,7584) (complement has $\lambda=7920$) design of number 7957 with respect to smaller t |
7959:
7959 6-(25,10,1896) (complement has $\lambda=1980$)
7960:
7960 6-(25,11,5688) (complement has $\lambda=5940$)
residual design of number 7957 |
7961:
7961 5-(25,10,7584) (complement has $\lambda=7920$) derived from number 7958 |
design of number 7959 with respect to smaller t |
7962:
7962 5-(24,10,5688) (complement has $\lambda=5940$) residual design of number 7959 |
derived from number 7960 |
7963:
7963 7-(26,11,1926) (complement has $\lambda=1950$) $P\Gamma L(2,25)$(>=1 isom. type) |
7964:
7964 6-(26,11,7704) (complement has $\lambda=7800$) design of number 7963 with respect to smaller t |
7965:
7965 6-(25,10,1926) (complement has $\lambda=1950$)
7966:
7966 6-(25,11,5778) (complement has $\lambda=5850$) residual design of number 7963 |
7967:
7967 5-(26,11,26964) (complement has $\lambda=27300$) design of number 7964 with respect to smaller t |
7968:
7968 5-(25,10,7704) (complement has $\lambda=7800$) derived from number 7964 |
design of number 7965 with respect to smaller t |
7969:
7969 5-(25,11,19260) (complement has $\lambda=19500$) residual design of number 7964 |
design of number 7966 with respect to smaller t |
7970:
7970 5-(24,10,5778) (complement has $\lambda=5850$)
residual design of number 7965 |
derived from number 7966 |
7971:
7971 5-(24,11,13482) (complement has $\lambda=13650$) residual design of number 7966 |
7972:
7972 4-(25,10,26964) (complement has $\lambda=27300$) derived from number 7967 |
design of number 7968 with respect to smaller t |
7973:
7973 4-(24,10,19260) (complement has $\lambda=19500$) residual design of number 7968 |
derived from number 7969 |
design of number 7970 with respect to smaller t |
7974:
7974 4-(23,10,13482) (complement has $\lambda=13650$) residual design of number 7970 |
derived from number 7971 |
7975:
7975 4-(23,11,25038) (complement has $\lambda=25350$) residual design of number 7971 |
derived from number 7977 |
7976:
7976 4-(23,12,37557) (complement has $\lambda=38025$) supplementary design of number 7975 |
residual design of number 7977 |
7977:
7977 5-(24,12,25038) (complement has $\lambda=25350$) Alltop construction for design number 7975 |
7978:
7978 7-(26,12,5796) (complement has $\lambda=5832$) $P\Gamma L(2,25)$(>=1 isom. type) |
residual design of number 10515 |
7979:
7979 6-(26,12,19320) (complement has $\lambda=19440$) design of number 7978 with respect to smaller t |
residual design of number 8775 |
derived from number 8808 |
7980:
7980 6-(25,11,5796) (complement has $\lambda=5832$)
derived from number 7978 |
residual design of number 10516 |
7981:
7981 6-(25,12,13524) (complement has $\lambda=13608$) residual design of number 7978 |
derived from number 7989 |
7982:
7982 5-(25,11,19320) (complement has $\lambda=19440$) derived from number 7979 |
design of number 7980 with respect to smaller t |
residual design of number 8587 |
7983:
7983 5-(25,12,38640) (complement has $\lambda=38880$) residual design of number 7979 |
design of number 7981 with respect to smaller t |
derived from number 7988 |
7984:
7984 5-(24,10,5796) (complement has $\lambda=5832$) derived from number 7980 |
residual design of number 10517 |
7985:
7985 5-(24,11,13524) (complement has $\lambda=13608$) residual design of number 7980 |
derived from number 7981 |
7986:
7986 6-(25,13,25116) (complement has $\lambda=25272$) supplementary design of number 7981 |
residual design of number 7989 |
7987:
7987 5-(24,12,25116) (complement has $\lambda=25272$) residual design of number 7981 |
derived from number 7986 |
Alltop construction for design number 7994 |
7988:
7988 6-(26,13,38640) (complement has $\lambda=38880$) Tran van Trung construction with supplementary design for design number 7981 |
design of number 7989 with respect to smaller t |
residual design of number 8808 |
derived from number 8809 |
7989:
7989 7-(26,13,13524) (complement has $\lambda=13608$) Alltop construction for design number 7981 |
Alltop |
7990:
7990 4-(24,11,38640) (complement has $\lambda=38880$)
residual design of number 7982 |
derived from number 7983 |
design of number 7985 with respect to smaller t |
7991:
7991 5-(25,13,62790) (complement has $\lambda=63180$) supplementary design of number 7983 |
design of number 7986 with respect to smaller t |
residual design of number 7988 |
derived from number 8810 |
7992:
7992 4-(24,12,62790) (complement has $\lambda=63180$) residual design of number 7983 |
design of number 7987 with respect to smaller t |
derived from number 7991 |
Tran van Trung construction with supplementary design for design number 7994 |
7993:
7993 4-(23,10,13524) (complement has $\lambda=13608$) residual design of number 7984 |
derived from number 7985 |
7994:
7994 4-(23,11,25116) (complement has $\lambda=25272$) residual design of number 7985 |
derived from number 7987 |
7995:
7995 5-(24,13,37674) (complement has $\lambda=37908$) residual design of number 7986 |
7996:
7996 4-(23,12,37674) (complement has $\lambda=37908$) residual design of number 7987 |
supplementary design of number 7994 |
derived from number 7995 |
7997:
7997 4-(24,13,83720) (complement has $\lambda=84240$) residual design of number 7991 |
design of number 7995 with respect to smaller t |
derived from number 8811 |
7998:
7998 4-(23,13,46046) (complement has $\lambda=46332$) residual design of number 7995 |
7999:
7999 7-(26,8,6) (complement has $\lambda=13$) PGL(2,25) (14 solutions, 7 isom. types) \cite{Bettenetal98b} |
8000:
8000 6-(25,7,6) (complement has $\lambda=13$)
8001:
8001 7-(26,9,54) (complement has $\lambda=117$) $P\Gamma L(2,25)$ (3989 isom. types) \cite{Bettenetal98b} |
8002:
8002 6-(25,9,306) (complement has $\lambda=663$) residual design of number 8001 |
8003:
8003 7-(26,9,63) (complement has $\lambda=108$) $P\Gamma L(2,25)$ (37932 isom. types) \cite{Bettenetal98b} |
8004:
8004 6-(25,9,357) (complement has $\lambda=612$) residual design of number 8003 |
8005:
8005 5-(24,9,1428) (complement has $\lambda=2448$) residual design of number 8004 |
8006:
8006 4-(23,9,4284) (complement has $\lambda=7344$) residual design of number 8005 |
8007:
8007 7-(26,9,81) (complement has $\lambda=90$) $P\Gamma L(2,25)$ (many isom. types) \cite{Bettenetal98b} |
8008:
8008 6-(25,9,459) (complement has $\lambda=510$) residual design of number 8007 |
8009:
8009 7-(27,10,240) (complement has $\lambda=900$) $P\Gamma L(2,25)+$ \cite{Bettenetal97b} |
8010:
8010 6-(27,10,1260) (complement has $\lambda=4725$)
design of number 8009 with respect to smaller t |
8011:
8011 6-(26,10,1020) (complement has $\lambda=3825$) residual design of number 8009 |
8012:
8012 5-(26,10,4284) (complement has $\lambda=16065$) residual design of number 8010 |
design of number 8011 with respect to smaller t |
8013:
8013 5-(25,10,3264) (complement has $\lambda=12240$) residual design of number 8011 |
8014:
8014 4-(25,10,11424) (complement has $\lambda=42840$) residual design of number 8012 |
design of number 8013 with respect to smaller t |
8015:
8015 4-(24,10,8160) (complement has $\lambda=30600$) residual design of number 8013 |
8016:
8016 7-(27,11,540) (complement has $\lambda=4305$) $ASL(3,3)$ 1 isomorphism type |
8017:
8017 6-(26,10,540) (complement has $\lambda=4305$)
8018:
8018 6-(26,11,1728) (complement has $\lambda=13776$) residual design of number 8016 |
8019:
8019 5-(25,9,540) (complement has $\lambda=4305$)
8020:
8020 5-(25,10,1728) (complement has $\lambda=13776$)
residual design of number 8017 |
derived from number 8018 |
8021:
8021 5-(25,11,4320) (complement has $\lambda=34440$) residual design of number 8018 |
8022:
8022 4-(24,8,540) (complement has $\lambda=4305$)
8023:
8023 4-(24,10,4320) (complement has $\lambda=34440$) residual design of number 8020 |
derived from number 8021 |
8024:
8024 4-(24,11,8640) (complement has $\lambda=68880$) residual design of number 8021 |
8025:
8025 7-(27,11,675) (complement has $\lambda=4170$) $ASL(3,3)$ 24 isomorphism types |
8026:
8026 6-(27,11,2835) (complement has $\lambda=17514$) design of number 8025 with respect to smaller t |
8027:
8027 6-(26,10,675) (complement has $\lambda=4170$)
8028:
8028 6-(26,11,2160) (complement has $\lambda=13344$) residual design of number 8025 |
8029:
8029 5-(27,11,10395) (complement has $\lambda=64218$) design of number 8026 with respect to smaller t |
8030:
8030 5-(26,10,2835) (complement has $\lambda=17514$)
derived from number 8026 |
design of number 8027 with respect to smaller t |
8031:
8031 5-(26,11,7560) (complement has $\lambda=46704$) residual design of number 8026 |
design of number 8028 with respect to smaller t |
8032:
8032 5-(25,9,675) (complement has $\lambda=4170$)
8033:
8033 5-(25,10,2160) (complement has $\lambda=13344$) residual design of number 8027 |
derived from number 8028 |
8034:
8034 5-(25,11,5400) (complement has $\lambda=33360$) residual design of number 8028 |
8035:
8035 4-(27,11,34155) (complement has $\lambda=211002$) design of number 8029 with respect to smaller t |
8036:
8036 4-(26,10,10395) (complement has $\lambda=64218$) derived from number 8029 |
design of number 8030 with respect to smaller t |
8037:
8037 4-(26,11,23760) (complement has $\lambda=146784$) residual design of number 8029 |
design of number 8031 with respect to smaller t |
8038:
8038 4-(25,9,2835) (complement has $\lambda=17514$) derived from number 8030 |
design of number 8032 with respect to smaller t |
8039:
8039 4-(25,10,7560) (complement has $\lambda=46704$) residual design of number 8030 |
derived from number 8031 |
design of number 8033 with respect to smaller t |
8040:
8040 4-(25,11,16200) (complement has $\lambda=100080$)
residual design of number 8031 |
design of number 8034 with respect to smaller t |
8041:
8041 4-(24,8,675) (complement has $\lambda=4170$)
8042:
8042 4-(24,9,2160) (complement has $\lambda=13344$) residual design of number 8032 |
derived from number 8033 |
8043:
8043 4-(24,10,5400) (complement has $\lambda=33360$) residual design of number 8033 |
derived from number 8034 |
8044:
8044 4-(24,11,10800) (complement has $\lambda=66720$) residual design of number 8034 |
8045:
8045 7-(27,11,765) (complement has $\lambda=4080$) $ASL(3,3)$ 189 isomorphism types |
8046:
8046 6-(27,11,3213) (complement has $\lambda=17136$) design of number 8045 with respect to smaller t |
8047:
8047 6-(26,10,765) (complement has $\lambda=4080$)
8048:
8048 6-(26,11,2448) (complement has $\lambda=13056$) residual design of number 8045 |
8049:
8049 5-(27,11,11781) (complement has $\lambda=62832$) design of number 8046 with respect to smaller t |
residual design of number 11288 |
8050:
8050 5-(26,11,8568) (complement has $\lambda=45696$)
residual design of number 8046 |
design of number 8048 with respect to smaller t |
8051:
8051 5-(25,10,2448) (complement has $\lambda=13056$) residual design of number 8047 |
derived from number 8048 |
8052:
8052 5-(25,11,6120) (complement has $\lambda=32640$) residual design of number 8048 |
8053:
8053 4-(27,11,38709) (complement has $\lambda=206448$) design of number 8049 with respect to smaller t |
residual design of number 11229 |
derived from number 11231 |
8054:
8054 4-(26,11,26928) (complement has $\lambda=143616$) residual design of number 8049 |
design of number 8050 with respect to smaller t |
derived from number 11201 |
8055:
8055 4-(24,10,6120) (complement has $\lambda=32640$) residual design of number 8051 |
derived from number 8052 |
8056:
8056 4-(24,11,12240) (complement has $\lambda=65280$) residual design of number 8052 |
8057:
8057 7-(27,11,810) (complement has $\lambda=4035$) $ASL(3,3)$ 1188 isomorphism types |
8058:
8058 6-(27,11,3402) (complement has $\lambda=16947$) design of number 8057 with respect to smaller t |
derived from number 11331 |
8059:
8059 6-(26,10,810) (complement has $\lambda=4035$)
8060:
8060 6-(26,11,2592) (complement has $\lambda=12912$)
residual design of number 8057 |
derived from number 8639 |
8061:
8061 5-(27,11,12474) (complement has $\lambda=62139$) design of number 8058 with respect to smaller t |
derived from number 11289 |
8062:
8062 5-(26,10,3402) (complement has $\lambda=16947$) derived from number 8058 |
design of number 8059 with respect to smaller t |
8063:
8063 5-(25,9,810) (complement has $\lambda=4035$)
8064:
8064 5-(25,10,2592) (complement has $\lambda=12912$) residual design of number 8059 |
derived from number 8060 |
8065:
8065 5-(25,11,6480) (complement has $\lambda=32280$) residual design of number 8060 |
derived from number 8640 |
8066:
8066 4-(27,11,40986) (complement has $\lambda=204171$) design of number 8061 with respect to smaller t |
derived from number 11232 |
8067:
8067 4-(26,10,12474) (complement has $\lambda=62139$) derived from number 8061 |
design of number 8062 with respect to smaller t |
8068:
8068 4-(25,9,3402) (complement has $\lambda=16947$) derived from number 8062 |
design of number 8063 with respect to smaller t |
8069:
8069 4-(24,8,810) (complement has $\lambda=4035$)
8070:
8070 4-(24,9,2592) (complement has $\lambda=12912$)
residual design of number 8063 |
derived from number 8064 |
8071:
8071 4-(24,10,6480) (complement has $\lambda=32280$) residual design of number 8064 |
derived from number 8065 |
8072:
8072 4-(24,11,12960) (complement has $\lambda=64560$) residual design of number 8065 |
derived from number 8641 |
8073:
8073 7-(27,11,840) (complement has $\lambda=4005$)
8074:
8074 6-(27,11,3528) (complement has $\lambda=16821$) design of number 8073 with respect to smaller t |
8075:
8075 6-(26,10,840) (complement has $\lambda=4005$)
8076:
8076 6-(26,11,2688) (complement has $\lambda=12816$) residual design of number 8073 |
8077:
8077 5-(27,11,12936) (complement has $\lambda=61677$) design of number 8074 with respect to smaller t |
8078:
8078 5-(26,10,3528) (complement has $\lambda=16821$) derived from number 8074 |
design of number 8075 with respect to smaller t |
8079:
8079 5-(26,11,9408) (complement has $\lambda=44856$) residual design of number 8074 |
design of number 8076 with respect to smaller t |
8080:
8080 5-(25,9,840) (complement has $\lambda=4005$)
8081:
8081 5-(25,10,2688) (complement has $\lambda=12816$) residual design of number 8075 |
derived from number 8076 |
8082:
8082 5-(25,11,6720) (complement has $\lambda=32040$) residual design of number 8076 |
8083:
8083 4-(27,11,42504) (complement has $\lambda=202653$) design of number 8077 with respect to smaller t |
8084:
8084 4-(26,10,12936) (complement has $\lambda=61677$) derived from number 8077 |
design of number 8078 with respect to smaller t |
8085:
8085 4-(26,11,29568) (complement has $\lambda=140976$) residual design of number 8077 |
design of number 8079 with respect to smaller t |
8086:
8086 4-(25,9,3528) (complement has $\lambda=16821$) derived from number 8078 |
design of number 8080 with respect to smaller t |
8087:
8087 4-(25,10,9408) (complement has $\lambda=44856$) residual design of number 8078 |
derived from number 8079 |
design of number 8081 with respect to smaller t |
8088:
8088 4-(25,11,20160) (complement has $\lambda=96120$) residual design of number 8079 |
design of number 8082 with respect to smaller t |
8089:
8089 4-(24,9,2688) (complement has $\lambda=12816$) residual design of number 8080 |
derived from number 8081 |
8090:
8090 4-(24,10,6720) (complement has $\lambda=32040$)
residual design of number 8081 |
derived from number 8082 |
8091:
8091 4-(24,11,13440) (complement has $\lambda=64080$) residual design of number 8082 |
8092:
8092 7-(27,11,900) (complement has $\lambda=3945$)
8093:
8093 6-(27,11,3780) (complement has $\lambda=16569$) design of number 8092 with respect to smaller t |
8094:
8094 6-(26,10,900) (complement has $\lambda=3945$)
8095:
8095 6-(26,11,2880) (complement has $\lambda=12624$) residual design of number 8092 |
8096:
8096 5-(27,11,13860) (complement has $\lambda=60753$) design of number 8093 with respect to smaller t |
derived from number 11290 |
8097:
8097 5-(26,10,3780) (complement has $\lambda=16569$) derived from number 8093 |
design of number 8094 with respect to smaller t |
8098:
8098 5-(26,11,10080) (complement has $\lambda=44184$) residual design of number 8093 |
design of number 8095 with respect to smaller t |
derived from number 8835 |
8099:
8099 5-(25,9,900) (complement has $\lambda=3945$)
8100:
8100 5-(25,10,2880) (complement has $\lambda=12624$)
residual design of number 8094 |
derived from number 8095 |
8101:
8101 5-(25,11,7200) (complement has $\lambda=31560$) residual design of number 8095 |
8102:
8102 4-(27,11,45540) (complement has $\lambda=199617$) design of number 8096 with respect to smaller t |
derived from number 11233 |
8103:
8103 4-(26,10,13860) (complement has $\lambda=60753$) derived from number 8096 |
design of number 8097 with respect to smaller t |
8104:
8104 4-(26,11,31680) (complement has $\lambda=138864$) residual design of number 8096 |
design of number 8098 with respect to smaller t |
derived from number 8837 |
8105:
8105 4-(25,9,3780) (complement has $\lambda=16569$) derived from number 8097 |
design of number 8099 with respect to smaller t |
8106:
8106 4-(25,10,10080) (complement has $\lambda=44184$) residual design of number 8097 |
derived from number 8098 |
design of number 8100 with respect to smaller t |
8107:
8107 4-(25,11,21600) (complement has $\lambda=94680$) residual design of number 8098 |
design of number 8101 with respect to smaller t |
derived from number 8839 |
8108:
8108 4-(24,8,900) (complement has $\lambda=3945$)
8109:
8109 4-(24,9,2880) (complement has $\lambda=12624$) residual design of number 8099 |
derived from number 8100 |
8110:
8110 4-(24,10,7200) (complement has $\lambda=31560$)
residual design of number 8100 |
derived from number 8101 |
8111:
8111 4-(24,11,14400) (complement has $\lambda=63120$) residual design of number 8101 |
8112:
8112 7-(27,11,930) (complement has $\lambda=3915$)
8113:
8113 6-(27,11,3906) (complement has $\lambda=16443$) design of number 8112 with respect to smaller t |
8114:
8114 6-(26,10,930) (complement has $\lambda=3915$)
8115:
8115 6-(26,11,2976) (complement has $\lambda=12528$) residual design of number 8112 |
8116:
8116 5-(27,11,14322) (complement has $\lambda=60291$) design of number 8113 with respect to smaller t |
8117:
8117 5-(26,10,3906) (complement has $\lambda=16443$) derived from number 8113 |
design of number 8114 with respect to smaller t |
8118:
8118 5-(26,11,10416) (complement has $\lambda=43848$) residual design of number 8113 |
design of number 8115 with respect to smaller t |
8119:
8119 5-(25,9,930) (complement has $\lambda=3915$)
8120:
8120 5-(25,10,2976) (complement has $\lambda=12528$)
residual design of number 8114 |
derived from number 8115 |
8121:
8121 5-(25,11,7440) (complement has $\lambda=31320$) residual design of number 8115 |
8122:
8122 4-(27,11,47058) (complement has $\lambda=198099$) design of number 8116 with respect to smaller t |
8123:
8123 4-(26,10,14322) (complement has $\lambda=60291$) derived from number 8116 |
design of number 8117 with respect to smaller t |
8124:
8124 4-(26,11,32736) (complement has $\lambda=137808$) residual design of number 8116 |
design of number 8118 with respect to smaller t |
8125:
8125 4-(25,9,3906) (complement has $\lambda=16443$) derived from number 8117 |
design of number 8119 with respect to smaller t |
8126:
8126 4-(25,10,10416) (complement has $\lambda=43848$) residual design of number 8117 |
derived from number 8118 |
design of number 8120 with respect to smaller t |
8127:
8127 4-(25,11,22320) (complement has $\lambda=93960$) residual design of number 8118 |
design of number 8121 with respect to smaller t |
8128:
8128 4-(24,8,930) (complement has $\lambda=3915$)
8129:
8129 4-(24,10,7440) (complement has $\lambda=31320$) residual design of number 8120 |
derived from number 8121 |
8130:
8130 4-(24,11,14880) (complement has $\lambda=62640$)
residual design of number 8121 |
8131:
8131 7-(27,11,945) (complement has $\lambda=3900$)
8132:
8132 6-(27,11,3969) (complement has $\lambda=16380$) design of number 8131 with respect to smaller t |
8133:
8133 6-(26,10,945) (complement has $\lambda=3900$)
8134:
8134 6-(26,11,3024) (complement has $\lambda=12480$) residual design of number 8131 |
8135:
8135 5-(27,11,14553) (complement has $\lambda=60060$) design of number 8132 with respect to smaller t |
8136:
8136 5-(26,10,3969) (complement has $\lambda=16380$) derived from number 8132 |
design of number 8133 with respect to smaller t |
8137:
8137 5-(26,11,10584) (complement has $\lambda=43680$) residual design of number 8132 |
design of number 8134 with respect to smaller t |
8138:
8138 5-(25,9,945) (complement has $\lambda=3900$)
8139:
8139 5-(25,10,3024) (complement has $\lambda=12480$) residual design of number 8133 |
derived from number 8134 |
8140:
8140 5-(25,11,7560) (complement has $\lambda=31200$)
residual design of number 8134 |
8141:
8141 4-(27,11,47817) (complement has $\lambda=197340$) design of number 8135 with respect to smaller t |
8142:
8142 4-(26,10,14553) (complement has $\lambda=60060$) derived from number 8135 |
design of number 8136 with respect to smaller t |
8143:
8143 4-(26,11,33264) (complement has $\lambda=137280$) residual design of number 8135 |
design of number 8137 with respect to smaller t |
8144:
8144 4-(25,9,3969) (complement has $\lambda=16380$) derived from number 8136 |
design of number 8138 with respect to smaller t |
8145:
8145 4-(25,10,10584) (complement has $\lambda=43680$) residual design of number 8136 |
derived from number 8137 |
design of number 8139 with respect to smaller t |
8146:
8146 4-(25,11,22680) (complement has $\lambda=93600$) residual design of number 8137 |
design of number 8140 with respect to smaller t |
8147:
8147 4-(24,8,945) (complement has $\lambda=3900$)
8148:
8148 4-(24,9,3024) (complement has $\lambda=12480$) residual design of number 8138 |
derived from number 8139 |
8149:
8149 4-(24,10,7560) (complement has $\lambda=31200$) residual design of number 8139 |
derived from number 8140 |
8150:
8150 4-(24,11,15120) (complement has $\lambda=62400$)
residual design of number 8140 |
8151:
8151 7-(27,11,1035) (complement has $\lambda=3810$)
8152:
8152 6-(27,11,4347) (complement has $\lambda=16002$) design of number 8151 with respect to smaller t |
8153:
8153 6-(26,10,1035) (complement has $\lambda=3810$)
8154:
8154 6-(26,11,3312) (complement has $\lambda=12192$) residual design of number 8151 |
8155:
8155 5-(27,11,15939) (complement has $\lambda=58674$) design of number 8152 with respect to smaller t |
8156:
8156 5-(26,10,4347) (complement has $\lambda=16002$) derived from number 8152 |
design of number 8153 with respect to smaller t |
8157:
8157 5-(26,11,11592) (complement has $\lambda=42672$) residual design of number 8152 |
design of number 8154 with respect to smaller t |
8158:
8158 5-(25,9,1035) (complement has $\lambda=3810$)
8159:
8159 5-(25,10,3312) (complement has $\lambda=12192$) residual design of number 8153 |
derived from number 8154 |
8160:
8160 5-(25,11,8280) (complement has $\lambda=30480$)
residual design of number 8154 |
8161:
8161 4-(27,11,52371) (complement has $\lambda=192786$) design of number 8155 with respect to smaller t |
8162:
8162 4-(26,10,15939) (complement has $\lambda=58674$) derived from number 8155 |
design of number 8156 with respect to smaller t |
8163:
8163 4-(26,11,36432) (complement has $\lambda=134112$) residual design of number 8155 |
design of number 8157 with respect to smaller t |
8164:
8164 4-(25,9,4347) (complement has $\lambda=16002$) derived from number 8156 |
design of number 8158 with respect to smaller t |
8165:
8165 4-(25,10,11592) (complement has $\lambda=42672$) residual design of number 8156 |
derived from number 8157 |
design of number 8159 with respect to smaller t |
8166:
8166 4-(25,11,24840) (complement has $\lambda=91440$) residual design of number 8157 |
design of number 8160 with respect to smaller t |
8167:
8167 4-(24,8,1035) (complement has $\lambda=3810$)
8168:
8168 4-(24,9,3312) (complement has $\lambda=12192$) residual design of number 8158 |
derived from number 8159 |
8169:
8169 4-(24,10,8280) (complement has $\lambda=30480$) residual design of number 8159 |
derived from number 8160 |
8170:
8170 4-(24,11,16560) (complement has $\lambda=60960$)
residual design of number 8160 |
8171:
8171 7-(27,11,1080) (complement has $\lambda=3765$)
8172:
8172 6-(26,10,1080) (complement has $\lambda=3765$)
8173:
8173 6-(26,11,3456) (complement has $\lambda=12048$) residual design of number 8171 |
8174:
8174 5-(25,9,1080) (complement has $\lambda=3765$)
8175:
8175 5-(25,10,3456) (complement has $\lambda=12048$) residual design of number 8172 |
derived from number 8173 |
8176:
8176 5-(25,11,8640) (complement has $\lambda=30120$) residual design of number 8173 |
8177:
8177 4-(24,8,1080) (complement has $\lambda=3765$)
8178:
8178 4-(24,9,3456) (complement has $\lambda=12048$) residual design of number 8174 |
derived from number 8175 |
8179:
8179 4-(24,10,8640) (complement has $\lambda=30120$) residual design of number 8175 |
derived from number 8176 |
8180:
8180 4-(24,11,17280) (complement has $\lambda=60240$)
residual design of number 8176 |
8181:
8181 7-(27,11,1110) (complement has $\lambda=3735$)
8182:
8182 6-(27,11,4662) (complement has $\lambda=15687$) design of number 8181 with respect to smaller t |
8183:
8183 6-(26,10,1110) (complement has $\lambda=3735$)
8184:
8184 6-(26,11,3552) (complement has $\lambda=11952$) residual design of number 8181 |
8185:
8185 5-(27,11,17094) (complement has $\lambda=57519$) design of number 8182 with respect to smaller t |
8186:
8186 5-(26,10,4662) (complement has $\lambda=15687$) derived from number 8182 |
design of number 8183 with respect to smaller t |
8187:
8187 5-(26,11,12432) (complement has $\lambda=41832$) residual design of number 8182 |
design of number 8184 with respect to smaller t |
8188:
8188 5-(25,9,1110) (complement has $\lambda=3735$)
8189:
8189 5-(25,10,3552) (complement has $\lambda=11952$) residual design of number 8183 |
derived from number 8184 |
8190:
8190 5-(25,11,8880) (complement has $\lambda=29880$)
residual design of number 8184 |
8191:
8191 4-(27,11,56166) (complement has $\lambda=188991$) design of number 8185 with respect to smaller t |
8192:
8192 4-(26,10,17094) (complement has $\lambda=57519$) derived from number 8185 |
design of number 8186 with respect to smaller t |
8193:
8193 4-(26,11,39072) (complement has $\lambda=131472$) residual design of number 8185 |
design of number 8187 with respect to smaller t |
8194:
8194 4-(25,9,4662) (complement has $\lambda=15687$) derived from number 8186 |
design of number 8188 with respect to smaller t |
8195:
8195 4-(25,10,12432) (complement has $\lambda=41832$) residual design of number 8186 |
derived from number 8187 |
design of number 8189 with respect to smaller t |
8196:
8196 4-(25,11,26640) (complement has $\lambda=89640$) residual design of number 8187 |
design of number 8190 with respect to smaller t |
8197:
8197 4-(24,8,1110) (complement has $\lambda=3735$)
8198:
8198 4-(24,9,3552) (complement has $\lambda=11952$) residual design of number 8188 |
derived from number 8189 |
8199:
8199 4-(24,10,8880) (complement has $\lambda=29880$) residual design of number 8189 |
derived from number 8190 |
8200:
8200 4-(24,11,17760) (complement has $\lambda=59760$)
residual design of number 8190 |
8201:
8201 7-(27,11,1170) (complement has $\lambda=3675$)
8202:
8202 6-(27,11,4914) (complement has $\lambda=15435$) design of number 8201 with respect to smaller t |
8203:
8203 6-(26,10,1170) (complement has $\lambda=3675$)
8204:
8204 6-(26,11,3744) (complement has $\lambda=11760$) residual design of number 8201 |
8205:
8205 5-(27,11,18018) (complement has $\lambda=56595$) design of number 8202 with respect to smaller t |
8206:
8206 5-(26,10,4914) (complement has $\lambda=15435$) derived from number 8202 |
design of number 8203 with respect to smaller t |
8207:
8207 5-(26,11,13104) (complement has $\lambda=41160$) residual design of number 8202 |
design of number 8204 with respect to smaller t |
8208:
8208 5-(25,9,1170) (complement has $\lambda=3675$)
8209:
8209 5-(25,10,3744) (complement has $\lambda=11760$) residual design of number 8203 |
derived from number 8204 |
8210:
8210 5-(25,11,9360) (complement has $\lambda=29400$)
residual design of number 8204 |
8211:
8211 4-(27,11,59202) (complement has $\lambda=185955$) design of number 8205 with respect to smaller t |
derived from number 11234 |
8212:
8212 4-(26,10,18018) (complement has $\lambda=56595$) derived from number 8205 |
design of number 8206 with respect to smaller t |
8213:
8213 4-(26,11,41184) (complement has $\lambda=129360$) residual design of number 8205 |
design of number 8207 with respect to smaller t |
derived from number 11202 |
8214:
8214 4-(25,9,4914) (complement has $\lambda=15435$) derived from number 8206 |
design of number 8208 with respect to smaller t |
8215:
8215 4-(25,10,13104) (complement has $\lambda=41160$) residual design of number 8206 |
derived from number 8207 |
design of number 8209 with respect to smaller t |
8216:
8216 4-(24,8,1170) (complement has $\lambda=3675$)
8217:
8217 4-(24,9,3744) (complement has $\lambda=11760$) residual design of number 8208 |
derived from number 8209 |
8218:
8218 4-(24,10,9360) (complement has $\lambda=29400$) residual design of number 8209 |
derived from number 8210 |
8219:
8219 4-(24,11,18720) (complement has $\lambda=58800$) residual design of number 8210 |
8220:
8220 7-(27,11,1200) (complement has $\lambda=3645$)
8221:
8221 6-(27,11,5040) (complement has $\lambda=15309$) design of number 8220 with respect to smaller t |
derived from number 11332 |
8222:
8222 6-(26,10,1200) (complement has $\lambda=3645$)
8223:
8223 6-(26,11,3840) (complement has $\lambda=11664$) residual design of number 8220 |
derived from number 8657 |
8224:
8224 5-(27,11,18480) (complement has $\lambda=56133$) design of number 8221 with respect to smaller t |
derived from number 11291 |
8225:
8225 5-(26,10,5040) (complement has $\lambda=15309$) derived from number 8221 |
design of number 8222 with respect to smaller t |
8226:
8226 5-(25,9,1200) (complement has $\lambda=3645$)
8227:
8227 5-(25,10,3840) (complement has $\lambda=11664$) residual design of number 8222 |
derived from number 8223 |
8228:
8228 5-(25,11,9600) (complement has $\lambda=29160$) residual design of number 8223 |
derived from number 8658 |
8229:
8229 4-(27,11,60720) (complement has $\lambda=184437$) design of number 8224 with respect to smaller t |
derived from number 11292 |
8230:
8230 4-(26,10,18480) (complement has $\lambda=56133$)
derived from number 8224 |
design of number 8225 with respect to smaller t |
8231:
8231 4-(25,9,5040) (complement has $\lambda=15309$) derived from number 8225 |
design of number 8226 with respect to smaller t |
8232:
8232 4-(24,8,1200) (complement has $\lambda=3645$)
8233:
8233 4-(24,9,3840) (complement has $\lambda=11664$) residual design of number 8226 |
derived from number 8227 |
8234:
8234 4-(24,10,9600) (complement has $\lambda=29160$) residual design of number 8227 |
derived from number 8228 |
8235:
8235 4-(24,11,19200) (complement has $\lambda=58320$) residual design of number 8228 |
derived from number 8659 |
8236:
8236 7-(27,11,1215) (complement has $\lambda=3630$) \cite{Sebille98} $AGL(3,3)$ |
8237:
8237 6-(26,10,1215) (complement has $\lambda=3630$)
8238:
8238 6-(26,11,3888) (complement has $\lambda=11616$) residual design of number 8236 |
derived from number 8663 |
8239:
8239 5-(25,9,1215) (complement has $\lambda=3630$)
8240:
8240 5-(25,10,3888) (complement has $\lambda=11616$)
residual design of number 8237 |
derived from number 8238 |
8241:
8241 5-(25,11,9720) (complement has $\lambda=29040$) residual design of number 8238 |
derived from number 8664 |
8242:
8242 4-(24,8,1215) (complement has $\lambda=3630$)
8243:
8243 4-(24,9,3888) (complement has $\lambda=11616$) residual design of number 8239 |
derived from number 8240 |
8244:
8244 4-(24,10,9720) (complement has $\lambda=29040$) residual design of number 8240 |
derived from number 8241 |
8245:
8245 4-(24,11,19440) (complement has $\lambda=58080$) residual design of number 8241 |
derived from number 8665 |
8246:
8246 7-(27,11,1305) (complement has $\lambda=3540$) \cite{Sebille98} $AGL(3,3)$ |
8247:
8247 6-(26,10,1305) (complement has $\lambda=3540$)
8248:
8248 6-(26,11,4176) (complement has $\lambda=11328$) residual design of number 8246 |
8249:
8249 5-(25,9,1305) (complement has $\lambda=3540$)
8250:
8250 5-(25,10,4176) (complement has $\lambda=11328$)
residual design of number 8247 |
derived from number 8248 |
8251:
8251 5-(25,11,10440) (complement has $\lambda=28320$) residual design of number 8248 |
8252:
8252 4-(24,8,1305) (complement has $\lambda=3540$)
8253:
8253 4-(24,9,4176) (complement has $\lambda=11328$) residual design of number 8249 |
derived from number 8250 |
8254:
8254 4-(24,10,10440) (complement has $\lambda=28320$) residual design of number 8250 |
derived from number 8251 |
8255:
8255 4-(24,11,20880) (complement has $\lambda=56640$) residual design of number 8251 |
8256:
8256 7-(27,11,1335) (complement has $\lambda=3510$)
8257:
8257 6-(27,11,5607) (complement has $\lambda=14742$) design of number 8256 with respect to smaller t |
8258:
8258 6-(26,10,1335) (complement has $\lambda=3510$)
8259:
8259 6-(26,11,4272) (complement has $\lambda=11232$) residual design of number 8256 |
8260:
8260 5-(27,11,20559) (complement has $\lambda=54054$)
design of number 8257 with respect to smaller t |
derived from number 11641 |
8261:
8261 5-(26,10,5607) (complement has $\lambda=14742$) derived from number 8257 |
design of number 8258 with respect to smaller t |
8262:
8262 5-(26,11,14952) (complement has $\lambda=39312$) residual design of number 8257 |
design of number 8259 with respect to smaller t |
derived from number 11640 |
8263:
8263 5-(25,9,1335) (complement has $\lambda=3510$)
8264:
8264 5-(25,10,4272) (complement has $\lambda=11232$) residual design of number 8258 |
derived from number 8259 |
8265:
8265 5-(25,11,10680) (complement has $\lambda=28080$) residual design of number 8259 |
derived from number 10527 |
design of number 10529 with respect to smaller t |
8266:
8266 4-(27,11,67551) (complement has $\lambda=177606$) design of number 8260 with respect to smaller t |
derived from number 11635 |
8267:
8267 4-(26,10,20559) (complement has $\lambda=54054$) derived from number 8260 |
design of number 8261 with respect to smaller t |
8268:
8268 4-(26,11,46992) (complement has $\lambda=123552$) residual design of number 8260 |
design of number 8262 with respect to smaller t |
derived from number 11634 |
8269:
8269 4-(25,9,5607) (complement has $\lambda=14742$) derived from number 8261 |
design of number 8263 with respect to smaller t |
8270:
8270 4-(25,10,14952) (complement has $\lambda=39312$)
residual design of number 8261 |
derived from number 8262 |
design of number 8264 with respect to smaller t |
8271:
8271 4-(25,11,32040) (complement has $\lambda=84240$) residual design of number 8262 |
design of number 8265 with respect to smaller t |
derived from number 8973 |
8272:
8272 4-(24,8,1335) (complement has $\lambda=3510$)
8273:
8273 4-(24,10,10680) (complement has $\lambda=28080$) residual design of number 8264 |
derived from number 8265 |
design of number 10536 with respect to smaller t |
8274:
8274 4-(24,11,21360) (complement has $\lambda=56160$) residual design of number 8265 |
derived from number 10534 |
design of number 10537 with respect to smaller t |
8275:
8275 7-(27,11,1350) (complement has $\lambda=3495$) \cite{Sebille98} $AGL(3,3)$ |
8276:
8276 6-(26,10,1350) (complement has $\lambda=3495$)
8277:
8277 6-(26,11,4320) (complement has $\lambda=11184$) residual design of number 8275 |
8278:
8278 5-(25,9,1350) (complement has $\lambda=3495$)
8279:
8279 5-(25,10,4320) (complement has $\lambda=11184$) residual design of number 8276 |
derived from number 8277 |
8280:
8280 5-(25,11,10800) (complement has $\lambda=27960$)
residual design of number 8277 |
derived from number 10559 |
design of number 10561 with respect to smaller t |
8281:
8281 4-(24,8,1350) (complement has $\lambda=3495$)
8282:
8282 4-(24,10,10800) (complement has $\lambda=27960$) residual design of number 8279 |
derived from number 8280 |
design of number 10568 with respect to smaller t |
8283:
8283 4-(24,11,21600) (complement has $\lambda=55920$) residual design of number 8280 |
derived from number 10566 |
design of number 10569 with respect to smaller t |
8284:
8284 7-(27,11,1380) (complement has $\lambda=3465$)
8285:
8285 6-(27,11,5796) (complement has $\lambda=14553$) design of number 8284 with respect to smaller t |
8286:
8286 6-(26,10,1380) (complement has $\lambda=3465$)
8287:
8287 6-(26,11,4416) (complement has $\lambda=11088$) residual design of number 8284 |
8288:
8288 5-(27,11,21252) (complement has $\lambda=53361$) design of number 8285 with respect to smaller t |
8289:
8289 5-(26,10,5796) (complement has $\lambda=14553$) derived from number 8285 |
design of number 8286 with respect to smaller t |
8290:
8290 5-(26,11,15456) (complement has $\lambda=38808$)
residual design of number 8285 |
design of number 8287 with respect to smaller t |
8291:
8291 5-(25,9,1380) (complement has $\lambda=3465$)
8292:
8292 5-(25,10,4416) (complement has $\lambda=11088$) residual design of number 8286 |
derived from number 8287 |
8293:
8293 5-(25,11,11040) (complement has $\lambda=27720$) residual design of number 8287 |
8294:
8294 4-(27,11,69828) (complement has $\lambda=175329$) design of number 8288 with respect to smaller t |
derived from number 11357 |
8295:
8295 4-(26,10,21252) (complement has $\lambda=53361$) derived from number 8288 |
design of number 8289 with respect to smaller t |
8296:
8296 4-(25,9,5796) (complement has $\lambda=14553$) derived from number 8289 |
design of number 8291 with respect to smaller t |
8297:
8297 4-(24,8,1380) (complement has $\lambda=3465$)
8298:
8298 7-(27,11,1440) (complement has $\lambda=3405$) \cite{Sebille98} $AGL(3,3)$ |
8299:
8299 6-(26,10,1440) (complement has $\lambda=3405$)
8300:
8300 6-(26,11,4608) (complement has $\lambda=10896$)
residual design of number 8298 |
8301:
8301 5-(25,10,4608) (complement has $\lambda=10896$) residual design of number 8299 |
derived from number 8300 |
8302:
8302 5-(25,11,11520) (complement has $\lambda=27240$) residual design of number 8300 |
8303:
8303 4-(24,10,11520) (complement has $\lambda=27240$) residual design of number 8301 |
derived from number 8302 |
8304:
8304 4-(24,11,23040) (complement has $\lambda=54480$) residual design of number 8302 |
8305:
8305 7-(27,11,1470) (complement has $\lambda=3375$) \cite{Sebille98} $AGL(3,3)$ |
8306:
8306 6-(26,10,1470) (complement has $\lambda=3375$)
8307:
8307 5-(25,9,1470) (complement has $\lambda=3375$)
8308:
8308 4-(24,8,1470) (complement has $\lambda=3375$)
8309:
8309 7-(27,11,1485) (complement has $\lambda=3360$) \cite{Sebille98} $AGL(3,3)$ |
8310:
8310 6-(26,10,1485) (complement has $\lambda=3360$)
8311:
8311 6-(26,11,4752) (complement has $\lambda=10752$) residual design of number 8309 |
8312:
8312 5-(25,9,1485) (complement has $\lambda=3360$)
8313:
8313 5-(25,10,4752) (complement has $\lambda=10752$) residual design of number 8310 |
derived from number 8311 |
8314:
8314 5-(25,11,11880) (complement has $\lambda=26880$) residual design of number 8311 |
8315:
8315 4-(24,8,1485) (complement has $\lambda=3360$)
8316:
8316 4-(24,10,11880) (complement has $\lambda=26880$) residual design of number 8313 |
derived from number 8314 |
8317:
8317 7-(27,11,1515) (complement has $\lambda=3330$)
8318:
8318 6-(27,11,6363) (complement has $\lambda=13986$) design of number 8317 with respect to smaller t |
8319:
8319 6-(26,10,1515) (complement has $\lambda=3330$)
8320:
8320 6-(26,11,4848) (complement has $\lambda=10656$)
residual design of number 8317 |
8321:
8321 5-(27,11,23331) (complement has $\lambda=51282$) design of number 8318 with respect to smaller t |
8322:
8322 5-(26,10,6363) (complement has $\lambda=13986$) derived from number 8318 |
design of number 8319 with respect to smaller t |
8323:
8323 5-(26,11,16968) (complement has $\lambda=37296$) residual design of number 8318 |
design of number 8320 with respect to smaller t |
8324:
8324 5-(25,9,1515) (complement has $\lambda=3330$)
8325:
8325 5-(25,10,4848) (complement has $\lambda=10656$) residual design of number 8319 |
derived from number 8320 |
8326:
8326 5-(25,11,12120) (complement has $\lambda=26640$) residual design of number 8320 |
8327:
8327 4-(27,11,76659) (complement has $\lambda=168498$) design of number 8321 with respect to smaller t |
8328:
8328 4-(26,10,23331) (complement has $\lambda=51282$) derived from number 8321 |
design of number 8322 with respect to smaller t |
8329:
8329 4-(26,11,53328) (complement has $\lambda=117216$) residual design of number 8321 |
design of number 8323 with respect to smaller t |
8330:
8330 4-(25,9,6363) (complement has $\lambda=13986$)
derived from number 8322 |
design of number 8324 with respect to smaller t |
8331:
8331 4-(25,10,16968) (complement has $\lambda=37296$) residual design of number 8322 |
derived from number 8323 |
design of number 8325 with respect to smaller t |
8332:
8332 4-(25,11,36360) (complement has $\lambda=79920$) residual design of number 8323 |
design of number 8326 with respect to smaller t |
8333:
8333 4-(24,8,1515) (complement has $\lambda=3330$)
8334:
8334 4-(24,9,4848) (complement has $\lambda=10656$) residual design of number 8324 |
derived from number 8325 |
8335:
8335 4-(24,10,12120) (complement has $\lambda=26640$) residual design of number 8325 |
derived from number 8326 |
8336:
8336 4-(24,11,24240) (complement has $\lambda=53280$) residual design of number 8326 |
8337:
8337 7-(27,11,1575) (complement has $\lambda=3270$) \cite{Sebille98} $AGL(3,3)$ |
8338:
8338 6-(26,10,1575) (complement has $\lambda=3270$)
8339:
8339 6-(26,11,5040) (complement has $\lambda=10464$) residual design of number 8337 |
8340:
8340 5-(25,9,1575) (complement has $\lambda=3270$)
8341:
8341 5-(25,10,5040) (complement has $\lambda=10464$) residual design of number 8338 |
derived from number 8339 |
8342:
8342 5-(25,11,12600) (complement has $\lambda=26160$) residual design of number 8339 |
8343:
8343 4-(24,8,1575) (complement has $\lambda=3270$)
8344:
8344 4-(24,10,12600) (complement has $\lambda=26160$) residual design of number 8341 |
derived from number 8342 |
8345:
8345 4-(24,11,25200) (complement has $\lambda=52320$) residual design of number 8342 |
8346:
8346 7-(27,11,1605) (complement has $\lambda=3240$) \cite{Sebille98} $AGL(3,3)$ |
8347:
8347 6-(26,10,1605) (complement has $\lambda=3240$)
8348:
8348 6-(26,11,5136) (complement has $\lambda=10368$) residual design of number 8346 |
derived from number 8681 |
8349:
8349 5-(25,9,1605) (complement has $\lambda=3240$)
8350:
8350 5-(25,10,5136) (complement has $\lambda=10368$)
residual design of number 8347 |
derived from number 8348 |
8351:
8351 5-(25,11,12840) (complement has $\lambda=25920$) residual design of number 8348 |
derived from number 8682 |
8352:
8352 4-(24,8,1605) (complement has $\lambda=3240$)
8353:
8353 4-(24,10,12840) (complement has $\lambda=25920$) residual design of number 8350 |
derived from number 8351 |
8354:
8354 4-(24,11,25680) (complement has $\lambda=51840$) residual design of number 8351 |
derived from number 8683 |
8355:
8355 7-(27,11,1620) (complement has $\lambda=3225$) \cite{Sebille98} $AGL(3,3)$ |
8356:
8356 6-(26,10,1620) (complement has $\lambda=3225$)
8357:
8357 6-(26,11,5184) (complement has $\lambda=10320$) residual design of number 8355 |
derived from number 8687 |
design of number 10499 with respect to smaller t |
8358:
8358 5-(25,10,5184) (complement has $\lambda=10320$) residual design of number 8356 |
derived from number 8357 |
design of number 10501 with respect to smaller t |
8359:
8359 5-(25,11,12960) (complement has $\lambda=25800$) residual design of number 8357 |
derived from number 8688 |
design of number 10502 with respect to smaller t |
8360:
8360 4-(24,10,12960) (complement has $\lambda=25800$)
residual design of number 8358 |
derived from number 8359 |
design of number 10504 with respect to smaller t |
8361:
8361 4-(24,11,25920) (complement has $\lambda=51600$) residual design of number 8359 |
derived from number 8689 |
design of number 10505 with respect to smaller t |
8362:
8362 7-(27,11,1650) (complement has $\lambda=3195$)
8363:
8363 6-(27,11,6930) (complement has $\lambda=13419$) design of number 8362 with respect to smaller t |
8364:
8364 6-(26,10,1650) (complement has $\lambda=3195$)
8365:
8365 6-(26,11,5280) (complement has $\lambda=10224$) residual design of number 8362 |
8366:
8366 5-(27,11,25410) (complement has $\lambda=49203$) design of number 8363 with respect to smaller t |
8367:
8367 5-(26,10,6930) (complement has $\lambda=13419$) derived from number 8363 |
design of number 8364 with respect to smaller t |
8368:
8368 5-(26,11,18480) (complement has $\lambda=35784$) residual design of number 8363 |
design of number 8365 with respect to smaller t |
8369:
8369 5-(25,9,1650) (complement has $\lambda=3195$)
8370:
8370 5-(25,10,5280) (complement has $\lambda=10224$)
residual design of number 8364 |
derived from number 8365 |
8371:
8371 5-(25,11,13200) (complement has $\lambda=25560$) residual design of number 8365 |
8372:
8372 4-(27,11,83490) (complement has $\lambda=161667$) design of number 8366 with respect to smaller t |
derived from number 11389 |
8373:
8373 4-(26,10,25410) (complement has $\lambda=49203$) derived from number 8366 |
design of number 8367 with respect to smaller t |
8374:
8374 4-(25,9,6930) (complement has $\lambda=13419$) derived from number 8367 |
design of number 8369 with respect to smaller t |
8375:
8375 4-(24,8,1650) (complement has $\lambda=3195$)
8376:
8376 7-(27,11,1710) (complement has $\lambda=3135$) \cite{Sebille98} $AGL(3,3)$ |
8377:
8377 6-(26,11,5472) (complement has $\lambda=10032$) residual design of number 8376 |
8378:
8378 7-(27,11,1740) (complement has $\lambda=3105$) \cite{Sebille98} $AGL(3,3)$ |
8379:
8379 6-(26,10,1740) (complement has $\lambda=3105$)
8380:
8380 6-(26,11,5568) (complement has $\lambda=9936$)
residual design of number 8378 |
8381:
8381 5-(25,9,1740) (complement has $\lambda=3105$)
8382:
8382 5-(25,10,5568) (complement has $\lambda=9936$) residual design of number 8379 |
derived from number 8380 |
8383:
8383 5-(25,11,13920) (complement has $\lambda=24840$) residual design of number 8380 |
8384:
8384 4-(24,8,1740) (complement has $\lambda=3105$)
8385:
8385 4-(24,9,5568) (complement has $\lambda=9936$) residual design of number 8381 |
derived from number 8382 |
8386:
8386 4-(24,10,13920) (complement has $\lambda=24840$) residual design of number 8382 |
derived from number 8383 |
8387:
8387 4-(24,11,27840) (complement has $\lambda=49680$) residual design of number 8383 |
8388:
8388 7-(27,11,1755) (complement has $\lambda=3090$)
8389:
8389 6-(27,11,7371) (complement has $\lambda=12978$) design of number 8388 with respect to smaller t |
8390:
8390 6-(26,10,1755) (complement has $\lambda=3090$)
8391:
8391 6-(26,11,5616) (complement has $\lambda=9888$) residual design of number 8388 |
8392:
8392 5-(27,11,27027) (complement has $\lambda=47586$) design of number 8389 with respect to smaller t |
8393:
8393 5-(26,10,7371) (complement has $\lambda=12978$) derived from number 8389 |
design of number 8390 with respect to smaller t |
8394:
8394 5-(26,11,19656) (complement has $\lambda=34608$) residual design of number 8389 |
design of number 8391 with respect to smaller t |
8395:
8395 5-(25,9,1755) (complement has $\lambda=3090$)
8396:
8396 5-(25,10,5616) (complement has $\lambda=9888$) residual design of number 8390 |
derived from number 8391 |
8397:
8397 5-(25,11,14040) (complement has $\lambda=24720$) residual design of number 8391 |
8398:
8398 4-(27,11,88803) (complement has $\lambda=156354$) design of number 8392 with respect to smaller t |
8399:
8399 4-(26,10,27027) (complement has $\lambda=47586$) derived from number 8392 |
design of number 8393 with respect to smaller t |
8400:
8400 4-(26,11,61776) (complement has $\lambda=108768$)
residual design of number 8392 |
design of number 8394 with respect to smaller t |
8401:
8401 4-(25,9,7371) (complement has $\lambda=12978$) derived from number 8393 |
design of number 8395 with respect to smaller t |
8402:
8402 4-(25,10,19656) (complement has $\lambda=34608$) residual design of number 8393 |
derived from number 8394 |
design of number 8396 with respect to smaller t |
8403:
8403 4-(25,11,42120) (complement has $\lambda=74160$) residual design of number 8394 |
design of number 8397 with respect to smaller t |
8404:
8404 4-(24,8,1755) (complement has $\lambda=3090$)
8405:
8405 4-(24,10,14040) (complement has $\lambda=24720$) residual design of number 8396 |
derived from number 8397 |
8406:
8406 4-(24,11,28080) (complement has $\lambda=49440$) residual design of number 8397 |
8407:
8407 7-(27,11,1785) (complement has $\lambda=3060$) \cite{Sebille98} $AGL(3,3)$ |
8408:
8408 6-(26,10,1785) (complement has $\lambda=3060$)
8409:
8409 6-(26,11,5712) (complement has $\lambda=9792$) residual design of number 8407 |
8410:
8410 5-(25,10,5712) (complement has $\lambda=9792$)
residual design of number 8408 |
derived from number 8409 |
8411:
8411 5-(25,11,14280) (complement has $\lambda=24480$) residual design of number 8409 |
8412:
8412 4-(24,10,14280) (complement has $\lambda=24480$) residual design of number 8410 |
derived from number 8411 |
8413:
8413 4-(24,11,28560) (complement has $\lambda=48960$) residual design of number 8411 |
8414:
8414 7-(27,11,1845) (complement has $\lambda=3000$) \cite{Sebille98} $AGL(3,3)$ |
8415:
8415 6-(26,10,1845) (complement has $\lambda=3000$)
8416:
8416 6-(26,11,5904) (complement has $\lambda=9600$) residual design of number 8414 |
8417:
8417 5-(25,9,1845) (complement has $\lambda=3000$)
8418:
8418 5-(25,10,5904) (complement has $\lambda=9600$) residual design of number 8415 |
derived from number 8416 |
8419:
8419 5-(25,11,14760) (complement has $\lambda=24000$) residual design of number 8416 |
8420:
8420 4-(24,8,1845) (complement has $\lambda=3000$)
8421:
8421 4-(24,10,14760) (complement has $\lambda=24000$) residual design of number 8418 |
derived from number 8419 |
8422:
8422 4-(24,11,29520) (complement has $\lambda=48000$) residual design of number 8419 |
8423:
8423 7-(27,11,1875) (complement has $\lambda=2970$)
8424:
8424 6-(27,11,7875) (complement has $\lambda=12474$) design of number 8423 with respect to smaller t |
8425:
8425 6-(26,10,1875) (complement has $\lambda=2970$)
8426:
8426 6-(26,11,6000) (complement has $\lambda=9504$) residual design of number 8423 |
8427:
8427 5-(27,11,28875) (complement has $\lambda=45738$) design of number 8424 with respect to smaller t |
8428:
8428 5-(26,10,7875) (complement has $\lambda=12474$) derived from number 8424 |
design of number 8425 with respect to smaller t |
8429:
8429 5-(26,11,21000) (complement has $\lambda=33264$) residual design of number 8424 |
design of number 8426 with respect to smaller t |
8430:
8430 5-(25,9,1875) (complement has $\lambda=2970$)
8431:
8431 5-(25,10,6000) (complement has $\lambda=9504$) residual design of number 8425 |
derived from number 8426 |
8432:
8432 5-(25,11,15000) (complement has $\lambda=23760$) residual design of number 8426 |
8433:
8433 4-(27,11,94875) (complement has $\lambda=150282$) design of number 8427 with respect to smaller t |
derived from number 11358 |
8434:
8434 4-(26,10,28875) (complement has $\lambda=45738$) derived from number 8427 |
design of number 8428 with respect to smaller t |
8435:
8435 4-(25,9,7875) (complement has $\lambda=12474$) derived from number 8428 |
design of number 8430 with respect to smaller t |
8436:
8436 4-(24,8,1875) (complement has $\lambda=2970$)
8437:
8437 7-(27,11,1890) (complement has $\lambda=2955$)
8438:
8438 6-(27,11,7938) (complement has $\lambda=12411$) design of number 8437 with respect to smaller t |
8439:
8439 6-(26,10,1890) (complement has $\lambda=2955$)
8440:
8440 6-(26,11,6048) (complement has $\lambda=9456$)
residual design of number 8437 |
8441:
8441 5-(27,11,29106) (complement has $\lambda=45507$) design of number 8438 with respect to smaller t |
8442:
8442 5-(26,10,7938) (complement has $\lambda=12411$) derived from number 8438 |
design of number 8439 with respect to smaller t |
8443:
8443 5-(26,11,21168) (complement has $\lambda=33096$) residual design of number 8438 |
design of number 8440 with respect to smaller t |
8444:
8444 5-(25,9,1890) (complement has $\lambda=2955$)
8445:
8445 5-(25,10,6048) (complement has $\lambda=9456$) residual design of number 8439 |
derived from number 8440 |
8446:
8446 5-(25,11,15120) (complement has $\lambda=23640$) residual design of number 8440 |
8447:
8447 4-(27,11,95634) (complement has $\lambda=149523$) design of number 8441 with respect to smaller t |
8448:
8448 4-(26,10,29106) (complement has $\lambda=45507$) derived from number 8441 |
design of number 8442 with respect to smaller t |
8449:
8449 4-(26,11,66528) (complement has $\lambda=104016$) residual design of number 8441 |
design of number 8443 with respect to smaller t |
8450:
8450 4-(25,9,7938) (complement has $\lambda=12411$)
derived from number 8442 |
design of number 8444 with respect to smaller t |
8451:
8451 4-(25,10,21168) (complement has $\lambda=33096$) residual design of number 8442 |
derived from number 8443 |
design of number 8445 with respect to smaller t |
8452:
8452 4-(25,11,45360) (complement has $\lambda=70920$) residual design of number 8443 |
design of number 8446 with respect to smaller t |
8453:
8453 4-(24,8,1890) (complement has $\lambda=2955$)
8454:
8454 4-(24,9,6048) (complement has $\lambda=9456$) residual design of number 8444 |
derived from number 8445 |
8455:
8455 4-(24,10,15120) (complement has $\lambda=23640$) residual design of number 8445 |
derived from number 8446 |
8456:
8456 4-(24,11,30240) (complement has $\lambda=47280$) residual design of number 8446 |
8457:
8457 7-(27,11,1920) (complement has $\lambda=2925$) \cite{Sebille98} $AGL(3,3)$ |
8458:
8458 6-(26,10,1920) (complement has $\lambda=2925$)
8459:
8459 5-(25,9,1920) (complement has $\lambda=2925$)
8460:
8460 4-(24,8,1920) (complement has $\lambda=2925$)
8461:
8461 7-(27,11,1980) (complement has $\lambda=2865$) \cite{Sebille98} $AGL(3,3)$ |
8462:
8462 6-(26,10,1980) (complement has $\lambda=2865$)
8463:
8463 6-(26,11,6336) (complement has $\lambda=9168$) residual design of number 8461 |
8464:
8464 5-(25,9,1980) (complement has $\lambda=2865$)
8465:
8465 5-(25,10,6336) (complement has $\lambda=9168$) residual design of number 8462 |
derived from number 8463 |
8466:
8466 5-(25,11,15840) (complement has $\lambda=22920$) residual design of number 8463 |
8467:
8467 4-(24,8,1980) (complement has $\lambda=2865$)
8468:
8468 4-(24,10,15840) (complement has $\lambda=22920$) residual design of number 8465 |
derived from number 8466 |
8469:
8469 7-(27,11,2010) (complement has $\lambda=2835$)
8470:
8470 6-(27,11,8442) (complement has $\lambda=11907$)
design of number 8469 with respect to smaller t |
derived from number 11333 |
8471:
8471 6-(26,10,2010) (complement has $\lambda=2835$)
8472:
8472 6-(26,11,6432) (complement has $\lambda=9072$) residual design of number 8469 |
derived from number 8718 |
8473:
8473 5-(27,11,30954) (complement has $\lambda=43659$) design of number 8470 with respect to smaller t |
derived from number 11294 |
8474:
8474 5-(26,10,8442) (complement has $\lambda=11907$) derived from number 8470 |
design of number 8471 with respect to smaller t |
8475:
8475 5-(26,11,22512) (complement has $\lambda=31752$) residual design of number 8470 |
design of number 8472 with respect to smaller t |
derived from number 8719 |
8476:
8476 5-(25,9,2010) (complement has $\lambda=2835$)
8477:
8477 5-(25,10,6432) (complement has $\lambda=9072$) residual design of number 8471 |
derived from number 8472 |
8478:
8478 5-(25,11,16080) (complement has $\lambda=22680$) residual design of number 8472 |
derived from number 8720 |
8479:
8479 4-(27,11,101706) (complement has $\lambda=143451$) design of number 8473 with respect to smaller t |
derived from number 11235 |
8480:
8480 4-(26,10,30954) (complement has $\lambda=43659$)
derived from number 8473 |
design of number 8474 with respect to smaller t |
8481:
8481 4-(25,9,8442) (complement has $\lambda=11907$) derived from number 8474 |
design of number 8476 with respect to smaller t |
8482:
8482 4-(25,10,22512) (complement has $\lambda=31752$) residual design of number 8474 |
derived from number 8475 |
design of number 8477 with respect to smaller t |
8483:
8483 4-(25,11,48240) (complement has $\lambda=68040$) residual design of number 8475 |
design of number 8478 with respect to smaller t |
derived from number 8721 |
8484:
8484 4-(24,8,2010) (complement has $\lambda=2835$)
8485:
8485 4-(24,10,16080) (complement has $\lambda=22680$) residual design of number 8477 |
derived from number 8478 |
8486:
8486 4-(24,11,32160) (complement has $\lambda=45360$) residual design of number 8478 |
derived from number 8722 |
8487:
8487 7-(27,11,2025) (complement has $\lambda=2820$) \cite{Sebille98} $AGL(3,3)$ |
8488:
8488 6-(26,10,2025) (complement has $\lambda=2820$)
8489:
8489 6-(26,11,6480) (complement has $\lambda=9024$) residual design of number 8487 |
derived from number 8729 |
8490:
8490 5-(25,9,2025) (complement has $\lambda=2820$)
8491:
8491 5-(25,10,6480) (complement has $\lambda=9024$) residual design of number 8488 |
derived from number 8489 |
8492:
8492 5-(25,11,16200) (complement has $\lambda=22560$) residual design of number 8489 |
derived from number 8730 |
8493:
8493 4-(24,8,2025) (complement has $\lambda=2820$)
8494:
8494 4-(24,10,16200) (complement has $\lambda=22560$) residual design of number 8491 |
derived from number 8492 |
8495:
8495 4-(24,11,32400) (complement has $\lambda=45120$) residual design of number 8492 |
derived from number 8731 |
8496:
8496 7-(27,11,2055) (complement has $\lambda=2790$) \cite{Sebille98} $AGL(3,3)$ |
8497:
8497 6-(26,10,2055) (complement has $\lambda=2790$)
8498:
8498 6-(26,11,6576) (complement has $\lambda=8928$) residual design of number 8496 |
8499:
8499 5-(25,9,2055) (complement has $\lambda=2790$)
8500:
8500 5-(25,10,6576) (complement has $\lambda=8928$)
residual design of number 8497 |
derived from number 8498 |
8501:
8501 5-(25,11,16440) (complement has $\lambda=22320$) residual design of number 8498 |
8502:
8502 4-(24,8,2055) (complement has $\lambda=2790$)
8503:
8503 4-(24,9,6576) (complement has $\lambda=8928$) residual design of number 8499 |
derived from number 8500 |
8504:
8504 4-(24,10,16440) (complement has $\lambda=22320$) residual design of number 8500 |
derived from number 8501 |
8505:
8505 4-(24,11,32880) (complement has $\lambda=44640$) residual design of number 8501 |
8506:
8506 7-(27,11,2115) (complement has $\lambda=2730$)
8507:
8507 6-(27,11,8883) (complement has $\lambda=11466$) design of number 8506 with respect to smaller t |
8508:
8508 6-(26,10,2115) (complement has $\lambda=2730$)
8509:
8509 6-(26,11,6768) (complement has $\lambda=8736$) residual design of number 8506 |
8510:
8510 5-(27,11,32571) (complement has $\lambda=42042$)
design of number 8507 with respect to smaller t |
derived from number 11559 |
8511:
8511 5-(26,10,8883) (complement has $\lambda=11466$) derived from number 8507 |
design of number 8508 with respect to smaller t |
8512:
8512 5-(26,11,23688) (complement has $\lambda=30576$) residual design of number 8507 |
design of number 8509 with respect to smaller t |
derived from number 11558 |
8513:
8513 5-(25,9,2115) (complement has $\lambda=2730$)
8514:
8514 5-(25,10,6768) (complement has $\lambda=8736$) residual design of number 8508 |
derived from number 8509 |
8515:
8515 5-(25,11,16920) (complement has $\lambda=21840$) residual design of number 8509 |
derived from number 10612 |
design of number 10614 with respect to smaller t |
8516:
8516 4-(27,11,107019) (complement has $\lambda=138138$) design of number 8510 with respect to smaller t |
derived from number 11236 |
8517:
8517 4-(26,10,32571) (complement has $\lambda=42042$) derived from number 8510 |
design of number 8511 with respect to smaller t |
8518:
8518 4-(26,11,74448) (complement has $\lambda=96096$) residual design of number 8510 |
design of number 8512 with respect to smaller t |
derived from number 11205 |
8519:
8519 4-(25,9,8883) (complement has $\lambda=11466$) derived from number 8511 |
design of number 8513 with respect to smaller t |
8520:
8520 4-(25,10,23688) (complement has $\lambda=30576$)
residual design of number 8511 |
derived from number 8512 |
design of number 8514 with respect to smaller t |
8521:
8521 4-(25,11,50760) (complement has $\lambda=65520$) residual design of number 8512 |
design of number 8515 with respect to smaller t |
derived from number 9112 |
8522:
8522 4-(24,8,2115) (complement has $\lambda=2730$)
8523:
8523 4-(24,10,16920) (complement has $\lambda=21840$) residual design of number 8514 |
derived from number 8515 |
design of number 10621 with respect to smaller t |
8524:
8524 4-(24,11,33840) (complement has $\lambda=43680$) residual design of number 8515 |
derived from number 10619 |
design of number 10622 with respect to smaller t |
8525:
8525 7-(27,11,2145) (complement has $\lambda=2700$) \cite{Sebille98} $AGL(3,3)$ |
8526:
8526 6-(26,10,2145) (complement has $\lambda=2700$)
8527:
8527 5-(25,9,2145) (complement has $\lambda=2700$)
8528:
8528 4-(24,8,2145) (complement has $\lambda=2700$)
8529:
8529 7-(27,11,2160) (complement has $\lambda=2685$) \cite{Sebille98} $AGL(3,3)$ |
design of number 10485 with respect to smaller t |
8530:
8530 6-(26,10,2160) (complement has $\lambda=2685$)
derived from number 8529 |
design of number 10486 with respect to smaller t |
8531:
8531 6-(26,11,6912) (complement has $\lambda=8592$) residual design of number 8529 |
design of number 10487 with respect to smaller t |
8532:
8532 5-(25,10,6912) (complement has $\lambda=8592$) residual design of number 8530 |
derived from number 8531 |
design of number 10489 with respect to smaller t |
8533:
8533 5-(25,11,17280) (complement has $\lambda=21480$) residual design of number 8531 |
design of number 10490 with respect to smaller t |
8534:
8534 4-(24,10,17280) (complement has $\lambda=21480$) residual design of number 8532 |
derived from number 8533 |
design of number 10491 with respect to smaller t |
8535:
8535 4-(24,11,34560) (complement has $\lambda=42960$) residual design of number 8533 |
design of number 10492 with respect to smaller t |
derived from number 11511 |
8536:
8536 7-(27,11,2190) (complement has $\lambda=2655$) \cite{Sebille98} $AGL(3,3)$ |
8537:
8537 6-(26,10,2190) (complement has $\lambda=2655$)
8538:
8538 6-(26,11,7008) (complement has $\lambda=8496$) residual design of number 8536 |
8539:
8539 5-(25,9,2190) (complement has $\lambda=2655$)
8540:
8540 5-(25,10,7008) (complement has $\lambda=8496$)
residual design of number 8537 |
derived from number 8538 |
8541:
8541 5-(25,11,17520) (complement has $\lambda=21240$) residual design of number 8538 |
8542:
8542 4-(24,8,2190) (complement has $\lambda=2655$)
8543:
8543 4-(24,10,17520) (complement has $\lambda=21240$) residual design of number 8540 |
derived from number 8541 |
8544:
8544 4-(24,11,35040) (complement has $\lambda=42480$) residual design of number 8541 |
8545:
8545 7-(27,11,2250) (complement has $\lambda=2595$)
8546:
8546 6-(27,11,9450) (complement has $\lambda=10899$) design of number 8545 with respect to smaller t |
8547:
8547 6-(26,10,2250) (complement has $\lambda=2595$)
8548:
8548 6-(26,11,7200) (complement has $\lambda=8304$) residual design of number 8545 |
8549:
8549 5-(27,11,34650) (complement has $\lambda=39963$) design of number 8546 with respect to smaller t |
derived from number 11295 |
8550:
8550 5-(26,10,9450) (complement has $\lambda=10899$)
derived from number 8546 |
design of number 8547 with respect to smaller t |
8551:
8551 5-(26,11,25200) (complement has $\lambda=29064$) residual design of number 8546 |
design of number 8548 with respect to smaller t |
derived from number 8913 |
8552:
8552 5-(25,9,2250) (complement has $\lambda=2595$)
8553:
8553 5-(25,10,7200) (complement has $\lambda=8304$) residual design of number 8547 |
derived from number 8548 |
8554:
8554 5-(25,11,18000) (complement has $\lambda=20760$) residual design of number 8548 |
8555:
8555 4-(27,11,113850) (complement has $\lambda=131307$) design of number 8549 with respect to smaller t |
derived from number 11237 |
8556:
8556 4-(26,10,34650) (complement has $\lambda=39963$) derived from number 8549 |
design of number 8550 with respect to smaller t |
8557:
8557 4-(25,9,9450) (complement has $\lambda=10899$) derived from number 8550 |
design of number 8552 with respect to smaller t |
8558:
8558 4-(25,10,25200) (complement has $\lambda=29064$) residual design of number 8550 |
derived from number 8551 |
design of number 8553 with respect to smaller t |
8559:
8559 4-(25,11,54000) (complement has $\lambda=62280$) residual design of number 8551 |
design of number 8554 with respect to smaller t |
derived from number 8915 |
8560:
8560 4-(24,8,2250) (complement has $\lambda=2595$)
8561:
8561 4-(24,9,7200) (complement has $\lambda=8304$) residual design of number 8552 |
derived from number 8553 |
8562:
8562 4-(24,11,36000) (complement has $\lambda=41520$) residual design of number 8554 |
8563:
8563 7-(27,11,2280) (complement has $\lambda=2565$) \cite{Sebille98} $AGL(3,3)$ |
8564:
8564 6-(26,11,7296) (complement has $\lambda=8208$) residual design of number 8563 |
8565:
8565 7-(27,11,2295) (complement has $\lambda=2550$) \cite{Sebille98} $AGL(3,3)$ |
8566:
8566 6-(26,11,7344) (complement has $\lambda=8160$) residual design of number 8565 |
8567:
8567 5-(25,11,18360) (complement has $\lambda=20400$) residual design of number 8566 |
8568:
8568 4-(24,11,36720) (complement has $\lambda=40800$) residual design of number 8567 |
8569:
8569 7-(27,11,2325) (complement has $\lambda=2520$) \cite{Sebille98} $AGL(3,3)$ |
8570:
8570 6-(26,10,2325) (complement has $\lambda=2520$)
8571:
8571 6-(26,11,7440) (complement has $\lambda=8064$) residual design of number 8569 |
8572:
8572 5-(25,9,2325) (complement has $\lambda=2520$)
8573:
8573 5-(25,10,7440) (complement has $\lambda=8064$) residual design of number 8570 |
derived from number 8571 |
8574:
8574 5-(25,11,18600) (complement has $\lambda=20160$) residual design of number 8571 |
8575:
8575 4-(24,8,2325) (complement has $\lambda=2520$)
8576:
8576 4-(24,10,18600) (complement has $\lambda=20160$) residual design of number 8573 |
derived from number 8574 |
8577:
8577 4-(24,11,37200) (complement has $\lambda=40320$) residual design of number 8574 |
8578:
8578 7-(27,11,2385) (complement has $\lambda=2460$) \cite{Sebille98} $AGL(3,3)$ |
8579:
8579 6-(26,10,2385) (complement has $\lambda=2460$)
8580:
8580 6-(26,11,7632) (complement has $\lambda=7872$)
residual design of number 8578 |
8581:
8581 5-(25,9,2385) (complement has $\lambda=2460$)
8582:
8582 5-(25,11,19080) (complement has $\lambda=19680$) residual design of number 8580 |
8583:
8583 4-(24,8,2385) (complement has $\lambda=2460$)
8584:
8584 4-(24,11,38160) (complement has $\lambda=39360$) residual design of number 8582 |
8585:
8585 7-(27,11,2415) (complement has $\lambda=2430$) \cite{Sebille98} $AGL(3,3)$ |
8586:
8586 6-(26,10,2415) (complement has $\lambda=2430$)
8587:
8587 6-(26,11,7728) (complement has $\lambda=7776$) residual design of number 8585 |
derived from number 8775 |
design of number 10516 with respect to smaller t |
8588:
8588 5-(25,9,2415) (complement has $\lambda=2430$)
8589:
8589 4-(24,8,2415) (complement has $\lambda=2430$)
8590:
8590 7-(27,12,1896) (complement has $\lambda=13608$)
$ASL(3,3)$ 632 isomorphism types |
8591:
8591 6-(27,12,6636) (complement has $\lambda=47628$) design of number 8590 with respect to smaller t |
8592:
8592 6-(26,11,1896) (complement has $\lambda=13608$)
8593:
8593 6-(26,12,4740) (complement has $\lambda=34020$) residual design of number 8590 |
8594:
8594 5-(27,12,20856) (complement has $\lambda=149688$) design of number 8591 with respect to smaller t |
8595:
8595 5-(26,11,6636) (complement has $\lambda=47628$) derived from number 8591 |
design of number 8592 with respect to smaller t |
8596:
8596 5-(26,12,14220) (complement has $\lambda=102060$) residual design of number 8591 |
design of number 8593 with respect to smaller t |
8597:
8597 5-(25,10,1896) (complement has $\lambda=13608$)
8598:
8598 5-(25,11,4740) (complement has $\lambda=34020$) residual design of number 8592 |
derived from number 8593 |
8599:
8599 5-(25,12,9480) (complement has $\lambda=68040$) residual design of number 8593 |
8600:
8600 4-(27,12,59961) (complement has $\lambda=430353$)
design of number 8594 with respect to smaller t |
derived from number 11390 |
8601:
8601 4-(26,11,20856) (complement has $\lambda=149688$) derived from number 8594 |
design of number 8595 with respect to smaller t |
8602:
8602 4-(26,12,39105) (complement has $\lambda=280665$) residual design of number 8594 |
design of number 8596 with respect to smaller t |
derived from number 11206 |
8603:
8603 4-(25,10,6636) (complement has $\lambda=47628$) derived from number 8595 |
design of number 8597 with respect to smaller t |
8604:
8604 4-(25,11,14220) (complement has $\lambda=102060$) residual design of number 8595 |
derived from number 8596 |
design of number 8598 with respect to smaller t |
8605:
8605 4-(25,12,24885) (complement has $\lambda=178605$) residual design of number 8596 |
design of number 8599 with respect to smaller t |
derived from number 8611 |
8606:
8606 4-(24,9,1896) (complement has $\lambda=13608$)
8607:
8607 4-(24,10,4740) (complement has $\lambda=34020$) residual design of number 8597 |
derived from number 8598 |
8608:
8608 4-(24,11,9480) (complement has $\lambda=68040$) residual design of number 8598 |
derived from number 8599 |
8609:
8609 5-(25,13,15405) (complement has $\lambda=110565$) supplementary design of number 8599 |
8610:
8610 4-(24,12,15405) (complement has $\lambda=110565$)
residual design of number 8599 |
derived from number 8609 |
8611:
8611 5-(26,13,24885) (complement has $\lambda=178605$) Tran van Trung construction with supplementary design for design number 8599 |
Alltop construction for design number 8605 |
8612:
8612 4-(25,13,35945) (complement has $\lambda=257985$) supplementary design of number 8605 |
design of number 8609 with respect to smaller t |
residual design of number 8611 |
8613:
8613 4-(26,13,60830) (complement has $\lambda=436590$) Tran van Trung construction with supplementary design for design number 8605 |
design of number 8611 with respect to smaller t |
residual design of number 11206 |
derived from number 11207 |
8614:
8614 4-(24,13,20540) (complement has $\lambda=147420$) residual design of number 8609 |
8615:
8615 7-(27,12,1944) (complement has $\lambda=13560$) $ASL(3,3)$ 1782 isomorphism types |
8616:
8616 6-(26,11,1944) (complement has $\lambda=13560$)
8617:
8617 6-(26,12,4860) (complement has $\lambda=33900$) residual design of number 8615 |
8618:
8618 5-(25,10,1944) (complement has $\lambda=13560$)
8619:
8619 5-(25,11,4860) (complement has $\lambda=33900$) residual design of number 8616 |
derived from number 8617 |
8620:
8620 5-(25,12,9720) (complement has $\lambda=67800$)
residual design of number 8617 |
8621:
8621 4-(24,9,1944) (complement has $\lambda=13560$)
8622:
8622 4-(24,10,4860) (complement has $\lambda=33900$) residual design of number 8618 |
derived from number 8619 |
8623:
8623 4-(24,11,9720) (complement has $\lambda=67800$) residual design of number 8619 |
derived from number 8620 |
8624:
8624 5-(25,13,15795) (complement has $\lambda=110175$) supplementary design of number 8620 |
8625:
8625 4-(24,12,15795) (complement has $\lambda=110175$) residual design of number 8620 |
derived from number 8624 |
8626:
8626 4-(24,13,21060) (complement has $\lambda=146900$) residual design of number 8624 |
8627:
8627 7-(27,12,2544) (complement has $\lambda=12960$) \cite{Sebille98} $AGL(3,3)$ 1 isomorphism type |
8628:
8628 6-(26,11,2544) (complement has $\lambda=12960$)
8629:
8629 6-(26,12,6360) (complement has $\lambda=32400$) residual design of number 8627 |
8630:
8630 5-(25,10,2544) (complement has $\lambda=12960$)
8631:
8631 5-(25,11,6360) (complement has $\lambda=32400$) residual design of number 8628 |
derived from number 8629 |
8632:
8632 5-(25,12,12720) (complement has $\lambda=64800$) residual design of number 8629 |
8633:
8633 4-(24,9,2544) (complement has $\lambda=12960$)
8634:
8634 4-(24,10,6360) (complement has $\lambda=32400$) residual design of number 8630 |
derived from number 8631 |
8635:
8635 4-(24,11,12720) (complement has $\lambda=64800$) residual design of number 8631 |
derived from number 8632 |
8636:
8636 5-(25,13,20670) (complement has $\lambda=105300$) supplementary design of number 8632 |
8637:
8637 4-(24,12,20670) (complement has $\lambda=105300$) residual design of number 8632 |
derived from number 8636 |
8638:
8638 4-(24,13,27560) (complement has $\lambda=140400$) residual design of number 8636 |
8639:
8639 7-(27,12,2592) (complement has $\lambda=12912$) \cite{Sebille98} $AGL(3,3)$ 33 isomorphism types |
8640:
8640 6-(26,12,6480) (complement has $\lambda=32280$)
residual design of number 8639 |
8641:
8641 5-(25,12,12960) (complement has $\lambda=64560$) residual design of number 8640 |
8642:
8642 5-(25,13,21060) (complement has $\lambda=104910$) supplementary design of number 8641 |
8643:
8643 4-(24,12,21060) (complement has $\lambda=104910$) residual design of number 8641 |
derived from number 8642 |
8644:
8644 4-(24,13,28080) (complement has $\lambda=139880$) residual design of number 8642 |
8645:
8645 7-(27,12,3192) (complement has $\lambda=12312$) \cite{Sebille98} $AGL(3,3)$ |
8646:
8646 6-(26,11,3192) (complement has $\lambda=12312$)
8647:
8647 6-(26,12,7980) (complement has $\lambda=30780$) residual design of number 8645 |
8648:
8648 5-(25,10,3192) (complement has $\lambda=12312$)
8649:
8649 5-(25,11,7980) (complement has $\lambda=30780$) residual design of number 8646 |
derived from number 8647 |
8650:
8650 5-(25,12,15960) (complement has $\lambda=61560$)
residual design of number 8647 |
8651:
8651 4-(24,9,3192) (complement has $\lambda=12312$)
8652:
8652 4-(24,10,7980) (complement has $\lambda=30780$) residual design of number 8648 |
derived from number 8649 |
8653:
8653 4-(24,11,15960) (complement has $\lambda=61560$) residual design of number 8649 |
derived from number 8650 |
8654:
8654 5-(25,13,25935) (complement has $\lambda=100035$) supplementary design of number 8650 |
8655:
8655 4-(24,12,25935) (complement has $\lambda=100035$) residual design of number 8650 |
derived from number 8654 |
8656:
8656 4-(24,13,34580) (complement has $\lambda=133380$) residual design of number 8654 |
8657:
8657 7-(27,12,3840) (complement has $\lambda=11664$) \cite{Sebille98} $AGL(3,3)$ |
8658:
8658 6-(26,12,9600) (complement has $\lambda=29160$) residual design of number 8657 |
8659:
8659 5-(25,12,19200) (complement has $\lambda=58320$) residual design of number 8658 |
8660:
8660 5-(25,13,31200) (complement has $\lambda=94770$)
supplementary design of number 8659 |
8661:
8661 4-(24,12,31200) (complement has $\lambda=94770$) residual design of number 8659 |
derived from number 8660 |
8662:
8662 4-(24,13,41600) (complement has $\lambda=126360$) residual design of number 8660 |
8663:
8663 7-(27,12,3888) (complement has $\lambda=11616$) \cite{Sebille98} $AGL(3,3)$ |
8664:
8664 6-(26,12,9720) (complement has $\lambda=29040$) residual design of number 8663 |
8665:
8665 5-(25,12,19440) (complement has $\lambda=58080$) residual design of number 8664 |
8666:
8666 5-(25,13,31590) (complement has $\lambda=94380$) supplementary design of number 8665 |
8667:
8667 4-(24,12,31590) (complement has $\lambda=94380$) residual design of number 8665 |
derived from number 8666 |
8668:
8668 4-(24,13,42120) (complement has $\lambda=125840$) residual design of number 8666 |
8669:
8669 7-(27,12,4536) (complement has $\lambda=10968$) \cite{Sebille98} $AGL(3,3)$ |
8670:
8670 6-(26,11,4536) (complement has $\lambda=10968$)
8671:
8671 6-(26,12,11340) (complement has $\lambda=27420$) residual design of number 8669 |
8672:
8672 5-(25,10,4536) (complement has $\lambda=10968$)
8673:
8673 5-(25,11,11340) (complement has $\lambda=27420$) residual design of number 8670 |
derived from number 8671 |
8674:
8674 5-(25,12,22680) (complement has $\lambda=54840$) residual design of number 8671 |
8675:
8675 4-(24,9,4536) (complement has $\lambda=10968$)
8676:
8676 4-(24,10,11340) (complement has $\lambda=27420$) residual design of number 8672 |
derived from number 8673 |
8677:
8677 4-(24,11,22680) (complement has $\lambda=54840$) residual design of number 8673 |
derived from number 8674 |
8678:
8678 5-(25,13,36855) (complement has $\lambda=89115$) supplementary design of number 8674 |
8679:
8679 4-(24,12,36855) (complement has $\lambda=89115$) residual design of number 8674 |
derived from number 8678 |
8680:
8680 4-(24,13,49140) (complement has $\lambda=118820$)
residual design of number 8678 |
8681:
8681 7-(27,12,5136) (complement has $\lambda=10368$) \cite{Sebille98} $AGL(3,3)$ |
8682:
8682 6-(26,12,12840) (complement has $\lambda=25920$) residual design of number 8681 |
8683:
8683 5-(25,12,25680) (complement has $\lambda=51840$) residual design of number 8682 |
8684:
8684 5-(25,13,41730) (complement has $\lambda=84240$) supplementary design of number 8683 |
8685:
8685 4-(24,12,41730) (complement has $\lambda=84240$) residual design of number 8683 |
derived from number 8684 |
8686:
8686 4-(24,13,55640) (complement has $\lambda=112320$) residual design of number 8684 |
8687:
8687 7-(27,12,5184) (complement has $\lambda=10320$) \cite{Sebille98} $AGL(3,3)$ |
design of number 10498 with respect to smaller t |
8688:
8688 6-(26,12,12960) (complement has $\lambda=25800$) residual design of number 8687 |
design of number 10500 with respect to smaller t |
derived from number 11594 |
8689:
8689 5-(25,12,25920) (complement has $\lambda=51600$) residual design of number 8688 |
design of number 10503 with respect to smaller t |
derived from number 10508 |
8690:
8690 5-(25,13,42120) (complement has $\lambda=83850$)
supplementary design of number 8689 |
design of number 10506 with respect to smaller t |
residual design of number 10508 |
derived from number 11596 |
8691:
8691 4-(24,12,42120) (complement has $\lambda=83850$) residual design of number 8689 |
derived from number 8690 |
design of number 10507 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 10511 |
8692:
8692 4-(24,13,56160) (complement has $\lambda=111800$) residual design of number 8690 |
design of number 10512 with respect to smaller t |
derived from number 11597 |
8693:
8693 7-(27,12,5832) (complement has $\lambda=9672$)
8694:
8694 6-(27,12,20412) (complement has $\lambda=33852$) design of number 8693 with respect to smaller t |
8695:
8695 6-(26,11,5832) (complement has $\lambda=9672$)
8696:
8696 6-(26,12,14580) (complement has $\lambda=24180$) residual design of number 8693 |
8697:
8697 5-(27,12,64152) (complement has $\lambda=106392$) design of number 8694 with respect to smaller t |
8698:
8698 5-(26,11,20412) (complement has $\lambda=33852$) derived from number 8694 |
design of number 8695 with respect to smaller t |
8699:
8699 5-(26,12,43740) (complement has $\lambda=72540$) residual design of number 8694 |
design of number 8696 with respect to smaller t |
8700:
8700 5-(25,10,5832) (complement has $\lambda=9672$)
8701:
8701 5-(25,11,14580) (complement has $\lambda=24180$) residual design of number 8695 |
derived from number 8696 |
8702:
8702 5-(25,12,29160) (complement has $\lambda=48360$) residual design of number 8696 |
8703:
8703 4-(27,12,184437) (complement has $\lambda=305877$) design of number 8697 with respect to smaller t |
derived from number 11240 |
8704:
8704 4-(26,11,64152) (complement has $\lambda=106392$) derived from number 8697 |
design of number 8698 with respect to smaller t |
8705:
8705 4-(26,12,120285) (complement has $\lambda=199485$) residual design of number 8697 |
design of number 8699 with respect to smaller t |
derived from number 11212 |
8706:
8706 4-(25,10,20412) (complement has $\lambda=33852$) derived from number 8698 |
design of number 8700 with respect to smaller t |
8707:
8707 4-(25,11,43740) (complement has $\lambda=72540$) residual design of number 8698 |
derived from number 8699 |
design of number 8701 with respect to smaller t |
8708:
8708 4-(25,12,76545) (complement has $\lambda=126945$) residual design of number 8699 |
design of number 8702 with respect to smaller t |
derived from number 8714 |
8709:
8709 4-(24,9,5832) (complement has $\lambda=9672$)
8710:
8710 4-(24,10,14580) (complement has $\lambda=24180$)
residual design of number 8700 |
derived from number 8701 |
8711:
8711 4-(24,11,29160) (complement has $\lambda=48360$) residual design of number 8701 |
derived from number 8702 |
8712:
8712 5-(25,13,47385) (complement has $\lambda=78585$) supplementary design of number 8702 |
8713:
8713 4-(24,12,47385) (complement has $\lambda=78585$) residual design of number 8702 |
derived from number 8712 |
8714:
8714 5-(26,13,76545) (complement has $\lambda=126945$) Tran van Trung construction with supplementary design for design number 8702 |
Alltop construction for design number 8708 |
8715:
8715 4-(25,13,110565) (complement has $\lambda=183365$) supplementary design of number 8708 |
design of number 8712 with respect to smaller t |
residual design of number 8714 |
8716:
8716 4-(26,13,187110) (complement has $\lambda=310310$) Tran van Trung construction with supplementary design for design number 8708 |
design of number 8714 with respect to smaller t |
residual design of number 11212 |
derived from number 11213 |
8717:
8717 4-(24,13,63180) (complement has $\lambda=104780$) residual design of number 8712 |
8718:
8718 7-(27,12,6432) (complement has $\lambda=9072$) \cite{Sebille98} $AGL(3,3)$ |
8719:
8719 6-(27,12,22512) (complement has $\lambda=31752$) design of number 8718 with respect to smaller t |
residual design of number 11333 |
8720:
8720 6-(26,12,16080) (complement has $\lambda=22680$)
residual design of number 8718 |
8721:
8721 5-(26,12,48240) (complement has $\lambda=68040$) residual design of number 8719 |
design of number 8720 with respect to smaller t |
derived from number 9101 |
8722:
8722 5-(25,12,32160) (complement has $\lambda=45360$) residual design of number 8720 |
8723:
8723 4-(25,12,84420) (complement has $\lambda=119070$) residual design of number 8721 |
design of number 8722 with respect to smaller t |
derived from number 8726 |
8724:
8724 5-(25,13,52260) (complement has $\lambda=73710$) supplementary design of number 8722 |
8725:
8725 4-(24,12,52260) (complement has $\lambda=73710$) residual design of number 8722 |
derived from number 8724 |
8726:
8726 5-(26,13,84420) (complement has $\lambda=119070$) Tran van Trung construction with supplementary design for design number 8722 |
Alltop construction for design number 8723 |
residual design of number 9101 |
derived from number 9102 |
8727:
8727 4-(25,13,121940) (complement has $\lambda=171990$) supplementary design of number 8723 |
design of number 8724 with respect to smaller t |
residual design of number 8726 |
derived from number 9103 |
8728:
8728 4-(24,13,69680) (complement has $\lambda=98280$) residual design of number 8724 |
8729:
8729 7-(27,12,6480) (complement has $\lambda=9024$) \cite{Sebille98} $AGL(3,3)$ many isomorphism types |
8730:
8730 6-(26,12,16200) (complement has $\lambda=22560$)
residual design of number 8729 |
8731:
8731 5-(25,12,32400) (complement has $\lambda=45120$) residual design of number 8730 |
8732:
8732 5-(25,13,52650) (complement has $\lambda=73320$) supplementary design of number 8731 |
8733:
8733 4-(24,12,52650) (complement has $\lambda=73320$) residual design of number 8731 |
derived from number 8732 |
8734:
8734 4-(24,13,70200) (complement has $\lambda=97760$) residual design of number 8732 |
8735:
8735 7-(27,12,7080) (complement has $\lambda=8424$)
8736:
8736 6-(27,12,24780) (complement has $\lambda=29484$) design of number 8735 with respect to smaller t |
8737:
8737 6-(26,11,7080) (complement has $\lambda=8424$)
8738:
8738 6-(26,12,17700) (complement has $\lambda=21060$) residual design of number 8735 |
8739:
8739 5-(27,12,77880) (complement has $\lambda=92664$) design of number 8736 with respect to smaller t |
8740:
8740 5-(26,11,24780) (complement has $\lambda=29484$)
derived from number 8736 |
design of number 8737 with respect to smaller t |
8741:
8741 5-(26,12,53100) (complement has $\lambda=63180$) residual design of number 8736 |
design of number 8738 with respect to smaller t |
8742:
8742 5-(25,10,7080) (complement has $\lambda=8424$)
8743:
8743 5-(25,11,17700) (complement has $\lambda=21060$) residual design of number 8737 |
derived from number 8738 |
8744:
8744 5-(25,12,35400) (complement has $\lambda=42120$) residual design of number 8738 |
8745:
8745 4-(27,12,223905) (complement has $\lambda=266409$) design of number 8739 with respect to smaller t |
derived from number 11243 |
8746:
8746 4-(26,11,77880) (complement has $\lambda=92664$) derived from number 8739 |
design of number 8740 with respect to smaller t |
8747:
8747 4-(26,12,146025) (complement has $\lambda=173745$) residual design of number 8739 |
design of number 8741 with respect to smaller t |
derived from number 11215 |
8748:
8748 4-(25,10,24780) (complement has $\lambda=29484$) derived from number 8740 |
design of number 8742 with respect to smaller t |
8749:
8749 4-(25,11,53100) (complement has $\lambda=63180$) residual design of number 8740 |
derived from number 8741 |
design of number 8743 with respect to smaller t |
8750:
8750 4-(25,12,92925) (complement has $\lambda=110565$)
residual design of number 8741 |
design of number 8744 with respect to smaller t |
derived from number 8755 |
8751:
8751 4-(24,9,7080) (complement has $\lambda=8424$)
8752:
8752 4-(24,11,35400) (complement has $\lambda=42120$) residual design of number 8743 |
derived from number 8744 |
8753:
8753 5-(25,13,57525) (complement has $\lambda=68445$) supplementary design of number 8744 |
8754:
8754 4-(24,12,57525) (complement has $\lambda=68445$) residual design of number 8744 |
derived from number 8753 |
8755:
8755 5-(26,13,92925) (complement has $\lambda=110565$) Tran van Trung construction with supplementary design for design number 8744 |
Alltop construction for design number 8750 |
8756:
8756 4-(25,13,134225) (complement has $\lambda=159705$) supplementary design of number 8750 |
design of number 8753 with respect to smaller t |
residual design of number 8755 |
8757:
8757 4-(26,13,227150) (complement has $\lambda=270270$) Tran van Trung construction with supplementary design for design number 8750 |
design of number 8755 with respect to smaller t |
residual design of number 11215 |
derived from number 11216 |
8758:
8758 4-(24,13,76700) (complement has $\lambda=91260$) residual design of number 8753 |
8759:
8759 7-(27,12,7128) (complement has $\lambda=8376$)
8760:
8760 6-(27,12,24948) (complement has $\lambda=29316$)
design of number 8759 with respect to smaller t |
8761:
8761 6-(26,11,7128) (complement has $\lambda=8376$)
8762:
8762 6-(26,12,17820) (complement has $\lambda=20940$) residual design of number 8759 |
8763:
8763 5-(27,12,78408) (complement has $\lambda=92136$) design of number 8760 with respect to smaller t |
derived from number 11296 |
8764:
8764 5-(26,11,24948) (complement has $\lambda=29316$) derived from number 8760 |
design of number 8761 with respect to smaller t |
8765:
8765 5-(26,12,53460) (complement has $\lambda=62820$) residual design of number 8760 |
design of number 8762 with respect to smaller t |
derived from number 11282 |
8766:
8766 5-(25,10,7128) (complement has $\lambda=8376$)
8767:
8767 5-(25,11,17820) (complement has $\lambda=20940$) residual design of number 8761 |
derived from number 8762 |
8768:
8768 4-(27,12,225423) (complement has $\lambda=264891$) design of number 8763 with respect to smaller t |
derived from number 11245 |
8769:
8769 4-(26,11,78408) (complement has $\lambda=92136$) derived from number 8763 |
design of number 8764 with respect to smaller t |
8770:
8770 4-(26,12,147015) (complement has $\lambda=172755$)
residual design of number 8763 |
design of number 8765 with respect to smaller t |
derived from number 11222 |
8771:
8771 4-(25,10,24948) (complement has $\lambda=29316$) derived from number 8764 |
design of number 8766 with respect to smaller t |
8772:
8772 4-(25,11,53460) (complement has $\lambda=62820$) residual design of number 8764 |
derived from number 8765 |
design of number 8767 with respect to smaller t |
8773:
8773 4-(24,9,7128) (complement has $\lambda=8376$)
8774:
8774 4-(24,10,17820) (complement has $\lambda=20940$) residual design of number 8766 |
derived from number 8767 |
8775:
8775 7-(27,12,7728) (complement has $\lambda=7776$) \cite{Sebille98} $AGL(3,3)$ |
design of number 10515 with respect to smaller t |
8776:
8776 7-(27,13,10140) (complement has $\lambda=28620$) \cite{Sebille98} $AGL(3,3)$ |
8777:
8777 7-(27,14,20280) (complement has $\lambda=57240$) supplementary design of number 8776 |
8778:
8778 6-(26,12,10140) (complement has $\lambda=28620$)
8779:
8779 6-(26,13,20280) (complement has $\lambda=57240$) residual design of number 8776 |
derived from number 8777 |
8780:
8780 6-(26,14,32955) (complement has $\lambda=93015$)
residual design of number 8777 |
8781:
8781 5-(25,11,10140) (complement has $\lambda=28620$)
8782:
8782 5-(25,12,20280) (complement has $\lambda=57240$) residual design of number 8778 |
derived from number 8779 |
8783:
8783 5-(25,13,32955) (complement has $\lambda=93015$) residual design of number 8779 |
derived from number 8780 |
supplementary design of number 8782 |
8784:
8784 5-(25,14,43940) (complement has $\lambda=124020$) residual design of number 8780 |
8785:
8785 4-(24,11,20280) (complement has $\lambda=57240$) residual design of number 8781 |
derived from number 8782 |
8786:
8786 4-(24,12,32955) (complement has $\lambda=93015$) residual design of number 8782 |
derived from number 8783 |
8787:
8787 4-(24,13,43940) (complement has $\lambda=124020$) residual design of number 8783 |
derived from number 8784 |
8788:
8788 4-(24,14,48334) (complement has $\lambda=136422$) residual design of number 8784 |
8789:
8789 7-(27,13,14820) (complement has $\lambda=23940$) \cite{Sebille98} $AGL(3,3)$ |
8790:
8790 7-(27,14,29640) (complement has $\lambda=47880$)
supplementary design of number 8789 |
8791:
8791 6-(26,12,14820) (complement has $\lambda=23940$)
8792:
8792 6-(26,13,29640) (complement has $\lambda=47880$) residual design of number 8789 |
derived from number 8790 |
8793:
8793 6-(26,14,48165) (complement has $\lambda=77805$) residual design of number 8790 |
8794:
8794 5-(25,11,14820) (complement has $\lambda=23940$)
8795:
8795 5-(25,12,29640) (complement has $\lambda=47880$) residual design of number 8791 |
derived from number 8792 |
8796:
8796 5-(25,13,48165) (complement has $\lambda=77805$) residual design of number 8792 |
derived from number 8793 |
supplementary design of number 8795 |
8797:
8797 5-(25,14,64220) (complement has $\lambda=103740$) residual design of number 8793 |
8798:
8798 4-(24,10,14820) (complement has $\lambda=23940$)
8799:
8799 4-(24,11,29640) (complement has $\lambda=47880$) residual design of number 8794 |
derived from number 8795 |
8800:
8800 4-(24,12,48165) (complement has $\lambda=77805$)
residual design of number 8795 |
derived from number 8796 |
8801:
8801 4-(24,13,64220) (complement has $\lambda=103740$) residual design of number 8796 |
derived from number 8797 |
8802:
8802 4-(24,14,70642) (complement has $\lambda=114114$) residual design of number 8797 |
8803:
8803 7-(27,13,17160) (complement has $\lambda=21600$) \cite{Sebille98} $AGL(3,3)$ |
design of number 10635 with respect to smaller t |
derived from number 10638 |
8804:
8804 7-(27,14,34320) (complement has $\lambda=43200$) supplementary design of number 8803 |
design of number 10636 with respect to smaller t |
residual design of number 10638 |
8805:
8805 6-(26,14,55770) (complement has $\lambda=70200$) residual design of number 8804 |
design of number 10640 with respect to smaller t |
8806:
8806 5-(25,14,74360) (complement has $\lambda=93600$) residual design of number 8805 |
design of number 10641 with respect to smaller t |
8807:
8807 4-(24,14,81796) (complement has $\lambda=102960$) residual design of number 8806 |
design of number 10642 with respect to smaller t |
8808:
8808 7-(27,13,19320) (complement has $\lambda=19440$) TvT: 7-(26,12,5796) $\cup$ 7-(26,13,13524) |
8809:
8809 7-(27,14,38640) (complement has $\lambda=38880$) supplementary design of number 8808 |
8810:
8810 6-(26,14,62790) (complement has $\lambda=63180$)
residual design of number 8809 |
8811:
8811 5-(25,14,83720) (complement has $\lambda=84240$) residual design of number 8810 |
8812:
8812 4-(24,14,92092) (complement has $\lambda=92664$) residual design of number 8811 |
8813:
8813 7-(27,9,60) (complement has $\lambda=130$) $P\Gamma L(2,25)+$, (Tran van Trung construction): 7-(26,8,6) together with 7-(26,9,54) \cite{Bettenetal98b} |
8814:
8814 6-(27,9,420) (complement has $\lambda=910$) design of number 8813 with respect to smaller t |
8815:
8815 5-(27,9,2310) (complement has $\lambda=5005$) design of number 8814 with respect to smaller t |
8816:
8816 4-(27,9,10626) (complement has $\lambda=23023$) design of number 8815 with respect to smaller t |
8817:
8817 7-(28,10,630) (complement has $\lambda=700$) $P\Gamma L(2,27)$ (>= 100 isom. types) \cite{Bettenetal97b} |
8818:
8818 6-(28,10,3465) (complement has $\lambda=3850$) design of number 8817 with respect to smaller t |
derived from number 9210 |
8819:
8819 6-(27,9,630) (complement has $\lambda=700$)
8820:
8820 5-(28,10,15939) (complement has $\lambda=17710$)
design of number 8818 with respect to smaller t |
derived from number 9211 |
8821:
8821 5-(27,9,3465) (complement has $\lambda=3850$) derived from number 8818 |
design of number 8819 with respect to smaller t |
8822:
8822 4-(28,10,63756) (complement has $\lambda=70840$) design of number 8820 with respect to smaller t |
derived from number 9212 |
8823:
8823 4-(27,9,15939) (complement has $\lambda=17710$) derived from number 8820 |
design of number 8821 with respect to smaller t |
8824:
8824 7-(28,11,2835) (complement has $\lambda=3150$) TvT: 7-(27,10,540) $\cup$ 7-(27,11,2295) |
8825:
8825 6-(28,11,12474) (complement has $\lambda=13860$) design of number 8824 with respect to smaller t |
residual design of number 9210 |
8826:
8826 5-(28,11,47817) (complement has $\lambda=53130$) design of number 8825 with respect to smaller t |
residual design of number 9211 |
8827:
8827 4-(28,11,163944) (complement has $\lambda=182160$) design of number 8826 with respect to smaller t |
residual design of number 9212 |
8828:
8828 7-(28,12,10143) (complement has $\lambda=10206$) TvT: 7-(27,11,2415) $\cup$ 7-(27,12,7728) |
8829:
8829 7-(28,12,5103) (complement has $\lambda=15246$) TvT: 7-(27,11,1215) $\cup$ 7-(27,12,3888) |
8830:
8830 7-(28,12,6741) (complement has $\lambda=13608$)
TvT: 7-(27,11,1605) $\cup$ 7-(27,12,5136) |
8831:
8831 7-(28,12,6804) (complement has $\lambda=13545$) TvT: 7-(27,11,1620) $\cup$ 7-(27,12,5184) |
8832:
8832 7-(28,12,8505) (complement has $\lambda=11844$) TvT: 7-(27,11,2025) $\cup$ 7-(27,12,6480) |
8833:
8833 7-(28,13,10080) (complement has $\lambda=44184$) $Sp(6,2)$ 1 isomorphism type |
8834:
8834 6-(28,13,31680) (complement has $\lambda=138864$) design of number 8833 with respect to smaller t |
derived from number 9216 |
8835:
8835 6-(27,12,10080) (complement has $\lambda=44184$)
8836:
8836 6-(27,13,21600) (complement has $\lambda=94680$) residual design of number 8833 |
derived from number 8843 |
8837:
8837 5-(27,12,31680) (complement has $\lambda=138864$) derived from number 8834 |
design of number 8835 with respect to smaller t |
residual design of number 11290 |
8838:
8838 5-(27,13,59400) (complement has $\lambda=260370$) residual design of number 8834 |
design of number 8836 with respect to smaller t |
derived from number 8842 |
8839:
8839 5-(26,12,21600) (complement has $\lambda=94680$) residual design of number 8835 |
derived from number 8836 |
8840:
8840 6-(27,14,37800) (complement has $\lambda=165690$)
supplementary design of number 8836 |
residual design of number 8843 |
8841:
8841 5-(26,13,37800) (complement has $\lambda=165690$) residual design of number 8836 |
derived from number 8840 |
Alltop construction for design number 8847 |
8842:
8842 6-(28,14,59400) (complement has $\lambda=260370$) Tran van Trung construction with supplementary design for design number 8836 |
design of number 8843 with respect to smaller t |
residual design of number 9216 |
derived from number 9217 |
8843:
8843 7-(28,14,21600) (complement has $\lambda=94680$) Alltop construction for design number 8836 |
Alltop |
8844:
8844 4-(26,12,59400) (complement has $\lambda=260370$) residual design of number 8837 |
derived from number 8838 |
design of number 8839 with respect to smaller t |
8845:
8845 5-(27,14,92400) (complement has $\lambda=405020$) supplementary design of number 8838 |
design of number 8840 with respect to smaller t |
residual design of number 8842 |
derived from number 9218 |
8846:
8846 4-(26,13,92400) (complement has $\lambda=405020$) residual design of number 8838 |
design of number 8841 with respect to smaller t |
derived from number 8845 |
Tran van Trung construction with supplementary design for design number 8847 |
8847:
8847 4-(25,12,37800) (complement has $\lambda=165690$) residual design of number 8839 |
derived from number 8841 |
8848:
8848 5-(26,14,54600) (complement has $\lambda=239330$) residual design of number 8840 |
8849:
8849 4-(25,13,54600) (complement has $\lambda=239330$) residual design of number 8841 |
supplementary design of number 8847 |
derived from number 8848 |
8850:
8850 4-(26,14,120120) (complement has $\lambda=526526$)
residual design of number 8845 |
design of number 8848 with respect to smaller t |
derived from number 9219 |
8851:
8851 4-(25,14,65520) (complement has $\lambda=287196$) residual design of number 8848 |
8852:
8852 7-(28,13,15120) (complement has $\lambda=39144$) $Sp(6,2)$ 2 isomorphism types |
8853:
8853 6-(27,12,15120) (complement has $\lambda=39144$)
8854:
8854 7-(28,13,17640) (complement has $\lambda=36624$) $Sp(6,2)$ 2 isomorphism types |
8855:
8855 6-(28,13,55440) (complement has $\lambda=115104$) design of number 8854 with respect to smaller t |
derived from number 9226 |
8856:
8856 6-(27,12,17640) (complement has $\lambda=36624$)
8857:
8857 6-(27,13,37800) (complement has $\lambda=78480$) residual design of number 8854 |
derived from number 8863 |
8858:
8858 5-(27,13,103950) (complement has $\lambda=215820$) residual design of number 8855 |
design of number 8857 with respect to smaller t |
derived from number 8862 |
8859:
8859 5-(26,12,37800) (complement has $\lambda=78480$) residual design of number 8856 |
derived from number 8857 |
8860:
8860 6-(27,14,66150) (complement has $\lambda=137340$)
supplementary design of number 8857 |
residual design of number 8863 |
8861:
8861 5-(26,13,66150) (complement has $\lambda=137340$) residual design of number 8857 |
derived from number 8860 |
Alltop construction for design number 8866 |
8862:
8862 6-(28,14,103950) (complement has $\lambda=215820$) Tran van Trung construction with supplementary design for design number 8857 |
design of number 8863 with respect to smaller t |
residual design of number 9226 |
derived from number 9227 |
8863:
8863 7-(28,14,37800) (complement has $\lambda=78480$) Alltop construction for design number 8857 |
$Sp(6,2)$ |
8864:
8864 5-(27,14,161700) (complement has $\lambda=335720$) supplementary design of number 8858 |
design of number 8860 with respect to smaller t |
residual design of number 8862 |
derived from number 9228 |
8865:
8865 4-(26,13,161700) (complement has $\lambda=335720$) residual design of number 8858 |
design of number 8861 with respect to smaller t |
derived from number 8864 |
Tran van Trung construction with supplementary design for design number 8866 |
8866:
8866 4-(25,12,66150) (complement has $\lambda=137340$) residual design of number 8859 |
derived from number 8861 |
8867:
8867 5-(26,14,95550) (complement has $\lambda=198380$) residual design of number 8860 |
8868:
8868 4-(25,13,95550) (complement has $\lambda=198380$) residual design of number 8861 |
supplementary design of number 8866 |
derived from number 8867 |
8869:
8869 4-(26,14,210210) (complement has $\lambda=436436$) residual design of number 8864 |
design of number 8867 with respect to smaller t |
derived from number 9229 |
8870:
8870 4-(25,14,114660) (complement has $\lambda=238056$)
residual design of number 8867 |
8871:
8871 7-(28,13,18984) (complement has $\lambda=35280$) $Sp(6,2)$ 2 isomorphism types |
8872:
8872 6-(27,12,18984) (complement has $\lambda=35280$)
8873:
8873 6-(27,13,40680) (complement has $\lambda=75600$) residual design of number 8871 |
derived from number 8877 |
8874:
8874 5-(26,12,40680) (complement has $\lambda=75600$) residual design of number 8872 |
derived from number 8873 |
8875:
8875 6-(27,14,71190) (complement has $\lambda=132300$) supplementary design of number 8873 |
residual design of number 8877 |
8876:
8876 6-(28,14,111870) (complement has $\lambda=207900$) Tran van Trung construction with supplementary design for design number 8873 |
design of number 8877 with respect to smaller t |
residual design of number 9231 |
derived from number 9232 |
8877:
8877 7-(28,14,40680) (complement has $\lambda=75600$) Alltop construction for design number 8873 |
$Sp(6,2)$ |
8878:
8878 5-(26,14,102830) (complement has $\lambda=191100$) residual design of number 8875 |
8879:
8879 4-(25,14,123396) (complement has $\lambda=229320$) residual design of number 8878 |
8880:
8880 7-(28,13,20160) (complement has $\lambda=34104$)
$Sp(6,2)$ 24 isomorphism types |
8881:
8881 6-(27,12,20160) (complement has $\lambda=34104$)
8882:
8882 6-(27,13,43200) (complement has $\lambda=73080$) residual design of number 8880 |
derived from number 8888 |
8883:
8883 5-(26,11,20160) (complement has $\lambda=34104$)
8884:
8884 5-(26,12,43200) (complement has $\lambda=73080$) residual design of number 8881 |
derived from number 8882 |
8885:
8885 6-(27,14,75600) (complement has $\lambda=127890$) supplementary design of number 8882 |
residual design of number 8888 |
8886:
8886 5-(26,13,75600) (complement has $\lambda=127890$) residual design of number 8882 |
derived from number 8885 |
Alltop construction for design number 8891 |
8887:
8887 6-(28,14,118800) (complement has $\lambda=200970$) Tran van Trung construction with supplementary design for design number 8882 |
design of number 8888 with respect to smaller t |
residual design of number 9236 |
derived from number 9237 |
8888:
8888 7-(28,14,43200) (complement has $\lambda=73080$) Alltop construction for design number 8882 |
$Sp(6,2)$ |
8889:
8889 4-(25,10,20160) (complement has $\lambda=34104$)
8890:
8890 4-(25,11,43200) (complement has $\lambda=73080$)
residual design of number 8883 |
derived from number 8884 |
8891:
8891 4-(25,12,75600) (complement has $\lambda=127890$) residual design of number 8884 |
derived from number 8886 |
8892:
8892 5-(26,14,109200) (complement has $\lambda=184730$) residual design of number 8885 |
8893:
8893 4-(25,13,109200) (complement has $\lambda=184730$) residual design of number 8886 |
supplementary design of number 8891 |
derived from number 8892 |
8894:
8894 4-(25,14,131040) (complement has $\lambda=221676$) residual design of number 8892 |
8895:
8895 7-(28,13,21504) (complement has $\lambda=32760$) $Sp(6,2)$ 23 isomorphism types |
8896:
8896 6-(27,12,21504) (complement has $\lambda=32760$) derived from number 8895 |
design of number 11560 with respect to smaller t |
residual design of number 11561 |
8897:
8897 6-(27,13,46080) (complement has $\lambda=70200$) residual design of number 8895 |
derived from number 8901 |
design of number 10584 with respect to smaller t |
8898:
8898 5-(26,12,46080) (complement has $\lambda=70200$) residual design of number 8896 |
derived from number 8897 |
design of number 10591 with respect to smaller t |
8899:
8899 6-(27,14,80640) (complement has $\lambda=122850$) supplementary design of number 8897 |
residual design of number 8901 |
design of number 10589 with respect to smaller t |
8900:
8900 6-(28,14,126720) (complement has $\lambda=193050$)
Tran van Trung construction with supplementary design for design number 8897 |
design of number 8901 with respect to smaller t |
residual design of number 9241 |
derived from number 9242 |
8901:
8901 7-(28,14,46080) (complement has $\lambda=70200$) Alltop construction for design number 8897 |
Alltop |
Tran van Trung construction with supplementary design for design number 10584 |
design of number 10587 with respect to smaller t |
8902:
8902 5-(26,14,116480) (complement has $\lambda=177450$) residual design of number 8899 |
design of number 10595 with respect to smaller t |
8903:
8903 4-(25,14,139776) (complement has $\lambda=212940$) residual design of number 8902 |
design of number 10598 with respect to smaller t |
8904:
8904 7-(28,13,22680) (complement has $\lambda=31584$) $Sp(6,2)$ 57 isomorphism types |
8905:
8905 6-(27,13,48600) (complement has $\lambda=67680$) residual design of number 8904 |
derived from number 8908 |
8906:
8906 6-(27,14,85050) (complement has $\lambda=118440$) supplementary design of number 8905 |
residual design of number 8908 |
8907:
8907 6-(28,14,133650) (complement has $\lambda=186120$) Tran van Trung construction with supplementary design for design number 8905 |
design of number 8908 with respect to smaller t |
residual design of number 9246 |
derived from number 9247 |
8908:
8908 7-(28,14,48600) (complement has $\lambda=67680$) Alltop construction for design number 8905 |
Alltop |
8909:
8909 5-(26,14,122850) (complement has $\lambda=171080$) residual design of number 8906 |
8910:
8910 4-(25,14,147420) (complement has $\lambda=205296$)
residual design of number 8909 |
8911:
8911 7-(28,13,24024) (complement has $\lambda=30240$) $Sp(6,2)$ 59 isomorphism types |
8912:
8912 7-(28,13,25200) (complement has $\lambda=29064$) $Sp(6,2)$ 16 isomorphism types |
8913:
8913 6-(27,12,25200) (complement has $\lambda=29064$)
8914:
8914 6-(27,13,54000) (complement has $\lambda=62280$) residual design of number 8912 |
derived from number 8919 |
8915:
8915 5-(26,12,54000) (complement has $\lambda=62280$) residual design of number 8913 |
derived from number 8914 |
8916:
8916 6-(27,14,94500) (complement has $\lambda=108990$) supplementary design of number 8914 |
residual design of number 8919 |
8917:
8917 5-(26,13,94500) (complement has $\lambda=108990$) residual design of number 8914 |
derived from number 8916 |
Alltop construction for design number 8920 |
8918:
8918 6-(28,14,148500) (complement has $\lambda=171270$) Tran van Trung construction with supplementary design for design number 8914 |
design of number 8919 with respect to smaller t |
residual design of number 9256 |
derived from number 9257 |
8919:
8919 7-(28,14,54000) (complement has $\lambda=62280$) Alltop construction for design number 8914 |
Alltop |
8920:
8920 4-(25,12,94500) (complement has $\lambda=108990$)
residual design of number 8915 |
derived from number 8917 |
8921:
8921 5-(26,14,136500) (complement has $\lambda=157430$) residual design of number 8916 |
8922:
8922 4-(25,13,136500) (complement has $\lambda=157430$) residual design of number 8917 |
supplementary design of number 8920 |
derived from number 8921 |
8923:
8923 4-(25,14,163800) (complement has $\lambda=188916$) residual design of number 8921 |
8924:
8924 7-(28,13,26544) (complement has $\lambda=27720$) $Sp(6,2)$ 33 isomorphism types |
8925:
8925 7-(28,13,27048) (complement has $\lambda=27216$) TvT: 7-(27,12,7728) $\cup$ 7-(27,13,19320) |
8926:
8926 7-(28,14,23040) (complement has $\lambda=93240$) $Sp(6,2)$ |
Alltop construction for design number 8928 |
8927:
8927 6-(28,14,63360) (complement has $\lambda=256410$) design of number 8926 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8928 |
8928:
8928 6-(27,13,23040) (complement has $\lambda=93240$)
8929:
8929 6-(27,14,40320) (complement has $\lambda=163170$) residual design of number 8926 |
supplementary design of number 8928 |
8930:
8930 5-(28,14,161920) (complement has $\lambda=655270$)
design of number 8927 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8931 |
Alltop construction for design number 8937 |
8931:
8931 5-(27,13,63360) (complement has $\lambda=256410$) derived from number 8927 |
design of number 8928 with respect to smaller t |
8932:
8932 5-(27,14,98560) (complement has $\lambda=398860$) residual design of number 8927 |
design of number 8929 with respect to smaller t |
supplementary design of number 8931 |
8933:
8933 5-(26,12,23040) (complement has $\lambda=93240$)
8934:
8934 5-(26,13,40320) (complement has $\lambda=163170$) residual design of number 8928 |
derived from number 8929 |
Alltop construction for design number 8943 |
8935:
8935 5-(26,14,58240) (complement has $\lambda=235690$) residual design of number 8929 |
8936:
8936 4-(28,14,388608) (complement has $\lambda=1572648$) design of number 8930 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8937 |
8937:
8937 4-(27,13,161920) (complement has $\lambda=655270$) derived from number 8930 |
design of number 8931 with respect to smaller t |
8938:
8938 4-(27,14,226688) (complement has $\lambda=917378$) residual design of number 8930 |
design of number 8932 with respect to smaller t |
supplementary design of number 8937 |
8939:
8939 4-(26,12,63360) (complement has $\lambda=256410$) derived from number 8931 |
design of number 8933 with respect to smaller t |
8940:
8940 4-(26,13,98560) (complement has $\lambda=398860$)
residual design of number 8931 |
derived from number 8932 |
design of number 8934 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8943 |
8941:
8941 4-(26,14,128128) (complement has $\lambda=518518$) residual design of number 8932 |
design of number 8935 with respect to smaller t |
8942:
8942 4-(25,11,23040) (complement has $\lambda=93240$)
8943:
8943 4-(25,12,40320) (complement has $\lambda=163170$) residual design of number 8933 |
derived from number 8934 |
8944:
8944 4-(25,13,58240) (complement has $\lambda=235690$) residual design of number 8934 |
derived from number 8935 |
supplementary design of number 8943 |
8945:
8945 4-(25,14,69888) (complement has $\lambda=282828$) residual design of number 8935 |
8946:
8946 7-(28,14,30240) (complement has $\lambda=86040$) $Sp(6,2)$ |
Alltop construction for design number 8948 |
8947:
8947 6-(28,14,83160) (complement has $\lambda=236610$) design of number 8946 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8948 |
8948:
8948 6-(27,13,30240) (complement has $\lambda=86040$)
8949:
8949 6-(27,14,52920) (complement has $\lambda=150570$) residual design of number 8946 |
supplementary design of number 8948 |
8950:
8950 5-(28,14,212520) (complement has $\lambda=604670$)
design of number 8947 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8951 |
Alltop construction for design number 8957 |
8951:
8951 5-(27,13,83160) (complement has $\lambda=236610$) derived from number 8947 |
design of number 8948 with respect to smaller t |
8952:
8952 5-(27,14,129360) (complement has $\lambda=368060$) residual design of number 8947 |
design of number 8949 with respect to smaller t |
supplementary design of number 8951 |
8953:
8953 5-(26,12,30240) (complement has $\lambda=86040$)
8954:
8954 5-(26,13,52920) (complement has $\lambda=150570$) residual design of number 8948 |
derived from number 8949 |
Alltop construction for design number 8963 |
8955:
8955 5-(26,14,76440) (complement has $\lambda=217490$) residual design of number 8949 |
8956:
8956 4-(28,14,510048) (complement has $\lambda=1451208$) design of number 8950 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8957 |
8957:
8957 4-(27,13,212520) (complement has $\lambda=604670$) derived from number 8950 |
design of number 8951 with respect to smaller t |
8958:
8958 4-(27,14,297528) (complement has $\lambda=846538$) residual design of number 8950 |
design of number 8952 with respect to smaller t |
supplementary design of number 8957 |
8959:
8959 4-(26,12,83160) (complement has $\lambda=236610$) derived from number 8951 |
design of number 8953 with respect to smaller t |
8960:
8960 4-(26,13,129360) (complement has $\lambda=368060$)
residual design of number 8951 |
derived from number 8952 |
design of number 8954 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8963 |
8961:
8961 4-(26,14,168168) (complement has $\lambda=478478$) residual design of number 8952 |
design of number 8955 with respect to smaller t |
8962:
8962 4-(25,11,30240) (complement has $\lambda=86040$)
8963:
8963 4-(25,12,52920) (complement has $\lambda=150570$) residual design of number 8953 |
derived from number 8954 |
8964:
8964 4-(25,13,76440) (complement has $\lambda=217490$) residual design of number 8954 |
derived from number 8955 |
supplementary design of number 8963 |
8965:
8965 4-(25,14,91728) (complement has $\lambda=260988$) residual design of number 8955 |
8966:
8966 7-(28,14,32040) (complement has $\lambda=84240$) red 8-(28,14,10680) |
Alltop construction for design number 8968 |
Tran van Trung construction with supplementary design for design number 10520 |
design of number 10523 with respect to smaller t |
8967:
8967 6-(28,14,88110) (complement has $\lambda=231660$) design of number 8966 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8968 |
8968:
8968 6-(27,13,32040) (complement has $\lambda=84240$) derived from number 8966 |
design of number 10520 with respect to smaller t |
8969:
8969 6-(27,14,56070) (complement has $\lambda=147420$) residual design of number 8966 |
supplementary design of number 8968 |
design of number 10525 with respect to smaller t |
8970:
8970 5-(28,14,225170) (complement has $\lambda=592020$)
design of number 8967 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8971 |
Alltop construction for design number 8977 |
residual design of number 11645 |
derived from number 11646 |
8971:
8971 5-(27,13,88110) (complement has $\lambda=231660$) derived from number 8967 |
design of number 8968 with respect to smaller t |
residual design of number 11642 |
8972:
8972 5-(27,14,137060) (complement has $\lambda=360360$) residual design of number 8967 |
design of number 8969 with respect to smaller t |
supplementary design of number 8971 |
8973:
8973 5-(26,12,32040) (complement has $\lambda=84240$) derived from number 8968 |
design of number 10527 with respect to smaller t |
residual design of number 11640 |
8974:
8974 5-(26,13,56070) (complement has $\lambda=147420$) residual design of number 8968 |
derived from number 8969 |
Alltop construction for design number 8982 |
design of number 10528 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 10534 |
8975:
8975 5-(26,14,80990) (complement has $\lambda=212940$) residual design of number 8969 |
design of number 10532 with respect to smaller t |
8976:
8976 4-(28,14,540408) (complement has $\lambda=1420848$) design of number 8970 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8977 |
residual design of number 11637 |
derived from number 11638 |
8977:
8977 4-(27,13,225170) (complement has $\lambda=592020$) derived from number 8970 |
design of number 8971 with respect to smaller t |
residual design of number 11636 |
8978:
8978 4-(27,14,315238) (complement has $\lambda=828828$) residual design of number 8970 |
design of number 8972 with respect to smaller t |
supplementary design of number 8977 |
derived from number 11649 |
8979:
8979 4-(26,12,88110) (complement has $\lambda=231660$) derived from number 8971 |
design of number 8973 with respect to smaller t |
residual design of number 11634 |
8980:
8980 4-(26,13,137060) (complement has $\lambda=360360$)
residual design of number 8971 |
derived from number 8972 |
design of number 8974 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8982 |
8981:
8981 4-(26,14,178178) (complement has $\lambda=468468$) residual design of number 8972 |
design of number 8975 with respect to smaller t |
8982:
8982 4-(25,12,56070) (complement has $\lambda=147420$) residual design of number 8973 |
derived from number 8974 |
design of number 10534 with respect to smaller t |
8983:
8983 4-(25,13,80990) (complement has $\lambda=212940$) residual design of number 8974 |
derived from number 8975 |
supplementary design of number 8982 |
design of number 10535 with respect to smaller t |
8984:
8984 4-(25,14,97188) (complement has $\lambda=255528$) residual design of number 8975 |
design of number 10540 with respect to smaller t |
8985:
8985 7-(28,14,32760) (complement has $\lambda=83520$) $Sp(6,2)$ |
Alltop construction for design number 8987 |
8986:
8986 6-(28,14,90090) (complement has $\lambda=229680$) design of number 8985 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8987 |
8987:
8987 6-(27,13,32760) (complement has $\lambda=83520$)
8988:
8988 6-(27,14,57330) (complement has $\lambda=146160$) residual design of number 8985 |
supplementary design of number 8987 |
8989:
8989 5-(28,14,230230) (complement has $\lambda=586960$) design of number 8986 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8990 |
Alltop construction for design number 8996 |
8990:
8990 5-(27,13,90090) (complement has $\lambda=229680$)
derived from number 8986 |
design of number 8987 with respect to smaller t |
8991:
8991 5-(27,14,140140) (complement has $\lambda=357280$) residual design of number 8986 |
design of number 8988 with respect to smaller t |
supplementary design of number 8990 |
8992:
8992 5-(26,12,32760) (complement has $\lambda=83520$)
8993:
8993 5-(26,13,57330) (complement has $\lambda=146160$) residual design of number 8987 |
derived from number 8988 |
Alltop construction for design number 9002 |
8994:
8994 5-(26,14,82810) (complement has $\lambda=211120$) residual design of number 8988 |
8995:
8995 4-(28,14,552552) (complement has $\lambda=1408704$) design of number 8989 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 8996 |
8996:
8996 4-(27,13,230230) (complement has $\lambda=586960$) derived from number 8989 |
design of number 8990 with respect to smaller t |
8997:
8997 4-(27,14,322322) (complement has $\lambda=821744$) residual design of number 8989 |
design of number 8991 with respect to smaller t |
supplementary design of number 8996 |
8998:
8998 4-(26,12,90090) (complement has $\lambda=229680$) derived from number 8990 |
design of number 8992 with respect to smaller t |
8999:
8999 4-(26,13,140140) (complement has $\lambda=357280$) residual design of number 8990 |
derived from number 8991 |
design of number 8993 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9002 |
9000:
9000 4-(26,14,182182) (complement has $\lambda=464464$)
residual design of number 8991 |
design of number 8994 with respect to smaller t |
9001:
9001 4-(25,11,32760) (complement has $\lambda=83520$)
9002:
9002 4-(25,12,57330) (complement has $\lambda=146160$) residual design of number 8992 |
derived from number 8993 |
9003:
9003 4-(25,13,82810) (complement has $\lambda=211120$) residual design of number 8993 |
derived from number 8994 |
supplementary design of number 9002 |
9004:
9004 4-(25,14,99372) (complement has $\lambda=253344$) residual design of number 8994 |
9005:
9005 7-(28,14,35280) (complement has $\lambda=81000$) $Sp(6,2)$ |
Alltop construction for design number 9007 |
9006:
9006 6-(28,14,97020) (complement has $\lambda=222750$) design of number 9005 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9007 |
9007:
9007 6-(27,13,35280) (complement has $\lambda=81000$)
9008:
9008 6-(27,14,61740) (complement has $\lambda=141750$) residual design of number 9005 |
supplementary design of number 9007 |
9009:
9009 5-(27,13,97020) (complement has $\lambda=222750$) derived from number 9006 |
design of number 9007 with respect to smaller t |
9010:
9010 5-(27,14,150920) (complement has $\lambda=346500$)
residual design of number 9006 |
design of number 9008 with respect to smaller t |
supplementary design of number 9009 |
9011:
9011 5-(26,12,35280) (complement has $\lambda=81000$)
9012:
9012 5-(26,14,89180) (complement has $\lambda=204750$) residual design of number 9008 |
9013:
9013 4-(26,14,196196) (complement has $\lambda=450450$) residual design of number 9010 |
design of number 9012 with respect to smaller t |
9014:
9014 4-(25,14,107016) (complement has $\lambda=245700$) residual design of number 9012 |
9015:
9015 7-(28,14,35640) (complement has $\lambda=80640$) $Sp(6,2)$ |
Alltop construction for design number 9017 |
9016:
9016 6-(28,14,98010) (complement has $\lambda=221760$) design of number 9015 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9017 |
9017:
9017 6-(27,13,35640) (complement has $\lambda=80640$)
9018:
9018 6-(27,14,62370) (complement has $\lambda=141120$) residual design of number 9015 |
supplementary design of number 9017 |
9019:
9019 5-(27,13,98010) (complement has $\lambda=221760$) derived from number 9016 |
design of number 9017 with respect to smaller t |
9020:
9020 5-(27,14,152460) (complement has $\lambda=344960$)
residual design of number 9016 |
design of number 9018 with respect to smaller t |
supplementary design of number 9019 |
9021:
9021 5-(26,12,35640) (complement has $\lambda=80640$)
9022:
9022 5-(26,14,90090) (complement has $\lambda=203840$) residual design of number 9018 |
9023:
9023 4-(26,14,198198) (complement has $\lambda=448448$) residual design of number 9020 |
design of number 9022 with respect to smaller t |
9024:
9024 4-(25,14,108108) (complement has $\lambda=244608$) residual design of number 9022 |
9025:
9025 7-(28,14,38160) (complement has $\lambda=78120$) $Sp(6,2)$ |
Alltop construction for design number 9027 |
9026:
9026 6-(28,14,104940) (complement has $\lambda=214830$) design of number 9025 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9027 |
9027:
9027 6-(27,13,38160) (complement has $\lambda=78120$)
9028:
9028 6-(27,14,66780) (complement has $\lambda=136710$) residual design of number 9025 |
supplementary design of number 9027 |
9029:
9029 5-(28,14,268180) (complement has $\lambda=549010$) design of number 9026 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9030 |
Alltop construction for design number 9036 |
9030:
9030 5-(27,13,104940) (complement has $\lambda=214830$)
derived from number 9026 |
design of number 9027 with respect to smaller t |
9031:
9031 5-(27,14,163240) (complement has $\lambda=334180$) residual design of number 9026 |
design of number 9028 with respect to smaller t |
supplementary design of number 9030 |
9032:
9032 5-(26,12,38160) (complement has $\lambda=78120$)
9033:
9033 5-(26,13,66780) (complement has $\lambda=136710$) residual design of number 9027 |
derived from number 9028 |
Alltop construction for design number 9042 |
9034:
9034 5-(26,14,96460) (complement has $\lambda=197470$) residual design of number 9028 |
9035:
9035 4-(28,14,643632) (complement has $\lambda=1317624$) design of number 9029 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9036 |
9036:
9036 4-(27,13,268180) (complement has $\lambda=549010$) derived from number 9029 |
design of number 9030 with respect to smaller t |
9037:
9037 4-(27,14,375452) (complement has $\lambda=768614$) residual design of number 9029 |
design of number 9031 with respect to smaller t |
supplementary design of number 9036 |
9038:
9038 4-(26,12,104940) (complement has $\lambda=214830$) derived from number 9030 |
design of number 9032 with respect to smaller t |
9039:
9039 4-(26,13,163240) (complement has $\lambda=334180$) residual design of number 9030 |
derived from number 9031 |
design of number 9033 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9042 |
9040:
9040 4-(26,14,212212) (complement has $\lambda=434434$)
residual design of number 9031 |
design of number 9034 with respect to smaller t |
9041:
9041 4-(25,11,38160) (complement has $\lambda=78120$)
9042:
9042 4-(25,12,66780) (complement has $\lambda=136710$) residual design of number 9032 |
derived from number 9033 |
9043:
9043 4-(25,13,96460) (complement has $\lambda=197470$) residual design of number 9033 |
derived from number 9034 |
supplementary design of number 9042 |
9044:
9044 4-(25,14,115752) (complement has $\lambda=236964$) residual design of number 9034 |
9045:
9045 7-(28,14,40320) (complement has $\lambda=75960$) $Sp(6,2)$ |
Alltop construction for design number 9047 |
9046:
9046 6-(28,14,110880) (complement has $\lambda=208890$) design of number 9045 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9047 |
9047:
9047 6-(27,13,40320) (complement has $\lambda=75960$)
9048:
9048 6-(27,14,70560) (complement has $\lambda=132930$) residual design of number 9045 |
supplementary design of number 9047 |
9049:
9049 5-(28,14,283360) (complement has $\lambda=533830$) design of number 9046 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9050 |
Alltop construction for design number 9056 |
9050:
9050 5-(27,13,110880) (complement has $\lambda=208890$)
derived from number 9046 |
design of number 9047 with respect to smaller t |
9051:
9051 5-(27,14,172480) (complement has $\lambda=324940$) residual design of number 9046 |
design of number 9048 with respect to smaller t |
supplementary design of number 9050 |
9052:
9052 5-(26,12,40320) (complement has $\lambda=75960$)
9053:
9053 5-(26,13,70560) (complement has $\lambda=132930$) residual design of number 9047 |
derived from number 9048 |
Alltop construction for design number 9062 |
9054:
9054 5-(26,14,101920) (complement has $\lambda=192010$) residual design of number 9048 |
9055:
9055 4-(28,14,680064) (complement has $\lambda=1281192$) design of number 9049 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9056 |
9056:
9056 4-(27,13,283360) (complement has $\lambda=533830$) derived from number 9049 |
design of number 9050 with respect to smaller t |
9057:
9057 4-(27,14,396704) (complement has $\lambda=747362$) residual design of number 9049 |
design of number 9051 with respect to smaller t |
supplementary design of number 9056 |
9058:
9058 4-(26,12,110880) (complement has $\lambda=208890$) derived from number 9050 |
design of number 9052 with respect to smaller t |
9059:
9059 4-(26,13,172480) (complement has $\lambda=324940$) residual design of number 9050 |
derived from number 9051 |
design of number 9053 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9062 |
9060:
9060 4-(26,14,224224) (complement has $\lambda=422422$)
residual design of number 9051 |
design of number 9054 with respect to smaller t |
9061:
9061 4-(25,11,40320) (complement has $\lambda=75960$)
9062:
9062 4-(25,12,70560) (complement has $\lambda=132930$) residual design of number 9052 |
derived from number 9053 |
9063:
9063 4-(25,13,101920) (complement has $\lambda=192010$) residual design of number 9053 |
derived from number 9054 |
supplementary design of number 9062 |
9064:
9064 4-(25,14,122304) (complement has $\lambda=230412$) residual design of number 9054 |
9065:
9065 7-(28,14,42840) (complement has $\lambda=73440$) $Sp(6,2)$ |
Alltop construction for design number 9067 |
9066:
9066 6-(28,14,117810) (complement has $\lambda=201960$) design of number 9065 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9067 |
9067:
9067 6-(27,13,42840) (complement has $\lambda=73440$)
9068:
9068 6-(27,14,74970) (complement has $\lambda=128520$) residual design of number 9065 |
supplementary design of number 9067 |
9069:
9069 5-(27,13,117810) (complement has $\lambda=201960$) derived from number 9066 |
design of number 9067 with respect to smaller t |
9070:
9070 5-(27,14,183260) (complement has $\lambda=314160$)
residual design of number 9066 |
design of number 9068 with respect to smaller t |
supplementary design of number 9069 |
9071:
9071 5-(26,12,42840) (complement has $\lambda=73440$)
9072:
9072 5-(26,13,74970) (complement has $\lambda=128520$) residual design of number 9067 |
derived from number 9068 |
Alltop construction for design number 9076 |
9073:
9073 5-(26,14,108290) (complement has $\lambda=185640$) residual design of number 9068 |
9074:
9074 4-(26,13,183260) (complement has $\lambda=314160$) residual design of number 9069 |
derived from number 9070 |
design of number 9072 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9076 |
9075:
9075 4-(26,14,238238) (complement has $\lambda=408408$) residual design of number 9070 |
design of number 9073 with respect to smaller t |
9076:
9076 4-(25,12,74970) (complement has $\lambda=128520$) residual design of number 9071 |
derived from number 9072 |
9077:
9077 4-(25,13,108290) (complement has $\lambda=185640$) residual design of number 9072 |
derived from number 9073 |
supplementary design of number 9076 |
9078:
9078 4-(25,14,129948) (complement has $\lambda=222768$) residual design of number 9073 |
9079:
9079 7-(28,14,45720) (complement has $\lambda=70560$) $Sp(6,2)$ |
Alltop construction for design number 9081 |
9080:
9080 6-(28,14,125730) (complement has $\lambda=194040$)
design of number 9079 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9081 |
9081:
9081 6-(27,13,45720) (complement has $\lambda=70560$)
9082:
9082 6-(27,14,80010) (complement has $\lambda=123480$) residual design of number 9079 |
supplementary design of number 9081 |
9083:
9083 5-(28,14,321310) (complement has $\lambda=495880$) design of number 9080 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9084 |
Alltop construction for design number 9090 |
9084:
9084 5-(27,13,125730) (complement has $\lambda=194040$) derived from number 9080 |
design of number 9081 with respect to smaller t |
9085:
9085 5-(27,14,195580) (complement has $\lambda=301840$) residual design of number 9080 |
design of number 9082 with respect to smaller t |
supplementary design of number 9084 |
9086:
9086 5-(26,12,45720) (complement has $\lambda=70560$)
9087:
9087 5-(26,13,80010) (complement has $\lambda=123480$) residual design of number 9081 |
derived from number 9082 |
Alltop construction for design number 9096 |
9088:
9088 5-(26,14,115570) (complement has $\lambda=178360$) residual design of number 9082 |
9089:
9089 4-(28,14,771144) (complement has $\lambda=1190112$) design of number 9083 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9090 |
9090:
9090 4-(27,13,321310) (complement has $\lambda=495880$)
derived from number 9083 |
design of number 9084 with respect to smaller t |
9091:
9091 4-(27,14,449834) (complement has $\lambda=694232$) residual design of number 9083 |
design of number 9085 with respect to smaller t |
supplementary design of number 9090 |
9092:
9092 4-(26,12,125730) (complement has $\lambda=194040$) derived from number 9084 |
design of number 9086 with respect to smaller t |
9093:
9093 4-(26,13,195580) (complement has $\lambda=301840$) residual design of number 9084 |
derived from number 9085 |
design of number 9087 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9096 |
9094:
9094 4-(26,14,254254) (complement has $\lambda=392392$) residual design of number 9085 |
design of number 9088 with respect to smaller t |
9095:
9095 4-(25,11,45720) (complement has $\lambda=70560$)
9096:
9096 4-(25,12,80010) (complement has $\lambda=123480$) residual design of number 9086 |
derived from number 9087 |
9097:
9097 4-(25,13,115570) (complement has $\lambda=178360$) residual design of number 9087 |
derived from number 9088 |
supplementary design of number 9096 |
9098:
9098 4-(25,14,138684) (complement has $\lambda=214032$) residual design of number 9088 |
9099:
9099 7-(28,14,48240) (complement has $\lambda=68040$) $Sp(6,2)$ |
Alltop construction for design number 9101 |
9100:
9100 6-(28,14,132660) (complement has $\lambda=187110$)
design of number 9099 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9101 |
9101:
9101 6-(27,13,48240) (complement has $\lambda=68040$)
9102:
9102 6-(27,14,84420) (complement has $\lambda=119070$) residual design of number 9099 |
supplementary design of number 9101 |
9103:
9103 5-(26,14,121940) (complement has $\lambda=171990$) residual design of number 9102 |
9104:
9104 4-(25,14,146328) (complement has $\lambda=206388$) residual design of number 9103 |
9105:
9105 7-(28,14,50760) (complement has $\lambda=65520$) $Sp(6,2)$ |
Alltop construction for design number 9107 |
Tran van Trung construction with supplementary design for design number 10605 |
design of number 10608 with respect to smaller t |
9106:
9106 6-(28,14,139590) (complement has $\lambda=180180$) design of number 9105 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9107 |
9107:
9107 6-(27,13,50760) (complement has $\lambda=65520$) derived from number 9105 |
design of number 10605 with respect to smaller t |
9108:
9108 6-(27,14,88830) (complement has $\lambda=114660$) residual design of number 9105 |
supplementary design of number 9107 |
design of number 10610 with respect to smaller t |
9109:
9109 5-(28,14,356730) (complement has $\lambda=460460$) design of number 9106 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9110 |
Alltop construction for design number 9116 |
residual design of number 11571 |
derived from number 11572 |
9110:
9110 5-(27,13,139590) (complement has $\lambda=180180$)
derived from number 9106 |
design of number 9107 with respect to smaller t |
residual design of number 11569 |
9111:
9111 5-(27,14,217140) (complement has $\lambda=280280$) residual design of number 9106 |
design of number 9108 with respect to smaller t |
supplementary design of number 9110 |
9112:
9112 5-(26,12,50760) (complement has $\lambda=65520$) derived from number 9107 |
design of number 10612 with respect to smaller t |
residual design of number 11558 |
9113:
9113 5-(26,13,88830) (complement has $\lambda=114660$) residual design of number 9107 |
derived from number 9108 |
Alltop construction for design number 9121 |
design of number 10613 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 10619 |
9114:
9114 5-(26,14,128310) (complement has $\lambda=165620$) residual design of number 9108 |
design of number 10617 with respect to smaller t |
9115:
9115 4-(28,14,856152) (complement has $\lambda=1105104$) design of number 9109 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9116 |
residual design of number 11262 |
derived from number 11263 |
9116:
9116 4-(27,13,356730) (complement has $\lambda=460460$) derived from number 9109 |
design of number 9110 with respect to smaller t |
residual design of number 11242 |
9117:
9117 4-(27,14,499422) (complement has $\lambda=644644$) residual design of number 9109 |
design of number 9111 with respect to smaller t |
supplementary design of number 9116 |
derived from number 11575 |
9118:
9118 4-(26,12,139590) (complement has $\lambda=180180$) derived from number 9110 |
design of number 9112 with respect to smaller t |
residual design of number 11205 |
9119:
9119 4-(26,13,217140) (complement has $\lambda=280280$) residual design of number 9110 |
derived from number 9111 |
design of number 9113 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9121 |
9120:
9120 4-(26,14,282282) (complement has $\lambda=364364$)
residual design of number 9111 |
design of number 9114 with respect to smaller t |
9121:
9121 4-(25,12,88830) (complement has $\lambda=114660$) residual design of number 9112 |
derived from number 9113 |
design of number 10619 with respect to smaller t |
9122:
9122 4-(25,13,128310) (complement has $\lambda=165620$) residual design of number 9113 |
derived from number 9114 |
supplementary design of number 9121 |
design of number 10620 with respect to smaller t |
9123:
9123 4-(25,14,153972) (complement has $\lambda=198744$) residual design of number 9114 |
design of number 10625 with respect to smaller t |
9124:
9124 7-(28,14,52920) (complement has $\lambda=63360$) $Sp(6,2)$ |
Alltop construction for design number 9126 |
9125:
9125 6-(28,14,145530) (complement has $\lambda=174240$) design of number 9124 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9126 |
9126:
9126 6-(27,13,52920) (complement has $\lambda=63360$)
9127:
9127 6-(27,14,92610) (complement has $\lambda=110880$) residual design of number 9124 |
supplementary design of number 9126 |
9128:
9128 5-(28,14,371910) (complement has $\lambda=445280$) design of number 9125 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9129 |
Alltop construction for design number 9134 |
9129:
9129 5-(27,13,145530) (complement has $\lambda=174240$) derived from number 9125 |
design of number 9126 with respect to smaller t |
9130:
9130 5-(27,14,226380) (complement has $\lambda=271040$)
residual design of number 9125 |
design of number 9127 with respect to smaller t |
supplementary design of number 9129 |
9131:
9131 5-(26,12,52920) (complement has $\lambda=63360$)
9132:
9132 5-(26,14,133770) (complement has $\lambda=160160$) residual design of number 9127 |
9133:
9133 4-(28,14,892584) (complement has $\lambda=1068672$) design of number 9128 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9134 |
9134:
9134 4-(27,13,371910) (complement has $\lambda=445280$) derived from number 9128 |
design of number 9129 with respect to smaller t |
9135:
9135 4-(27,14,520674) (complement has $\lambda=623392$) residual design of number 9128 |
design of number 9130 with respect to smaller t |
supplementary design of number 9134 |
9136:
9136 4-(26,12,145530) (complement has $\lambda=174240$) derived from number 9129 |
design of number 9131 with respect to smaller t |
9137:
9137 4-(26,14,294294) (complement has $\lambda=352352$) residual design of number 9130 |
design of number 9132 with respect to smaller t |
9138:
9138 4-(25,11,52920) (complement has $\lambda=63360$)
9139:
9139 4-(25,14,160524) (complement has $\lambda=192192$) residual design of number 9132 |
9140:
9140 7-(28,14,53280) (complement has $\lambda=63000$)
$Sp(6,2)$ |
Alltop construction for design number 9142 |
9141:
9141 6-(28,14,146520) (complement has $\lambda=173250$) design of number 9140 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9142 |
9142:
9142 6-(27,13,53280) (complement has $\lambda=63000$)
9143:
9143 6-(27,14,93240) (complement has $\lambda=110250$) residual design of number 9140 |
supplementary design of number 9142 |
9144:
9144 5-(28,14,374440) (complement has $\lambda=442750$) design of number 9141 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9145 |
Alltop construction for design number 9151 |
9145:
9145 5-(27,13,146520) (complement has $\lambda=173250$) derived from number 9141 |
design of number 9142 with respect to smaller t |
9146:
9146 5-(27,14,227920) (complement has $\lambda=269500$) residual design of number 9141 |
design of number 9143 with respect to smaller t |
supplementary design of number 9145 |
9147:
9147 5-(26,12,53280) (complement has $\lambda=63000$)
9148:
9148 5-(26,13,93240) (complement has $\lambda=110250$) residual design of number 9142 |
derived from number 9143 |
Alltop construction for design number 9157 |
9149:
9149 5-(26,14,134680) (complement has $\lambda=159250$) residual design of number 9143 |
9150:
9150 4-(28,14,898656) (complement has $\lambda=1062600$)
design of number 9144 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9151 |
9151:
9151 4-(27,13,374440) (complement has $\lambda=442750$) derived from number 9144 |
design of number 9145 with respect to smaller t |
9152:
9152 4-(27,14,524216) (complement has $\lambda=619850$) residual design of number 9144 |
design of number 9146 with respect to smaller t |
supplementary design of number 9151 |
9153:
9153 4-(26,12,146520) (complement has $\lambda=173250$) derived from number 9145 |
design of number 9147 with respect to smaller t |
9154:
9154 4-(26,13,227920) (complement has $\lambda=269500$) residual design of number 9145 |
derived from number 9146 |
design of number 9148 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9157 |
9155:
9155 4-(26,14,296296) (complement has $\lambda=350350$) residual design of number 9146 |
design of number 9149 with respect to smaller t |
9156:
9156 4-(25,11,53280) (complement has $\lambda=63000$)
9157:
9157 4-(25,12,93240) (complement has $\lambda=110250$) residual design of number 9147 |
derived from number 9148 |
9158:
9158 4-(25,13,134680) (complement has $\lambda=159250$) residual design of number 9148 |
derived from number 9149 |
supplementary design of number 9157 |
9159:
9159 4-(25,14,161616) (complement has $\lambda=191100$) residual design of number 9149 |
9160:
9160 7-(28,14,55440) (complement has $\lambda=60840$)
$Sp(6,2)$ |
Alltop construction for design number 9162 |
9161:
9161 6-(28,14,152460) (complement has $\lambda=167310$) design of number 9160 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9162 |
9162:
9162 6-(27,13,55440) (complement has $\lambda=60840$)
9163:
9163 6-(27,14,97020) (complement has $\lambda=106470$) residual design of number 9160 |
supplementary design of number 9162 |
9164:
9164 5-(26,14,140140) (complement has $\lambda=153790$) residual design of number 9163 |
9165:
9165 4-(25,14,168168) (complement has $\lambda=184548$) residual design of number 9164 |
9166:
9166 7-(28,14,55800) (complement has $\lambda=60480$) $Sp(6,2)$ |
Alltop construction for design number 9168 |
9167:
9167 6-(28,14,153450) (complement has $\lambda=166320$) design of number 9166 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9168 |
9168:
9168 6-(27,13,55800) (complement has $\lambda=60480$)
9169:
9169 6-(27,14,97650) (complement has $\lambda=105840$) residual design of number 9166 |
supplementary design of number 9168 |
9170:
9170 5-(27,13,153450) (complement has $\lambda=166320$)
derived from number 9167 |
design of number 9168 with respect to smaller t |
9171:
9171 5-(27,14,238700) (complement has $\lambda=258720$) residual design of number 9167 |
design of number 9169 with respect to smaller t |
supplementary design of number 9170 |
9172:
9172 5-(26,12,55800) (complement has $\lambda=60480$)
9173:
9173 5-(26,13,97650) (complement has $\lambda=105840$) residual design of number 9168 |
derived from number 9169 |
Alltop construction for design number 9177 |
9174:
9174 5-(26,14,141050) (complement has $\lambda=152880$) residual design of number 9169 |
9175:
9175 4-(26,13,238700) (complement has $\lambda=258720$) residual design of number 9170 |
derived from number 9171 |
design of number 9173 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 9177 |
9176:
9176 4-(26,14,310310) (complement has $\lambda=336336$) residual design of number 9171 |
design of number 9174 with respect to smaller t |
9177:
9177 4-(25,12,97650) (complement has $\lambda=105840$) residual design of number 9172 |
derived from number 9173 |
9178:
9178 4-(25,13,141050) (complement has $\lambda=152880$) residual design of number 9173 |
derived from number 9174 |
supplementary design of number 9177 |
9179:
9179 4-(25,14,169260) (complement has $\lambda=183456$) residual design of number 9174 |
9180:
9180 7-(29,10,420) (complement has $\lambda=1120$)
$P\Gamma L(2,27)+$ (>= 1 isom. types) \cite{Bettenetal97b} |
9181:
9181 6-(29,10,2415) (complement has $\lambda=6440$) design of number 9180 with respect to smaller t |
9182:
9182 6-(28,9,420) (complement has $\lambda=1120$)
9183:
9183 6-(28,10,1995) (complement has $\lambda=5320$) residual design of number 9180 |
9184:
9184 5-(28,10,9177) (complement has $\lambda=24472$) residual design of number 9181 |
design of number 9183 with respect to smaller t |
9185:
9185 5-(27,9,1995) (complement has $\lambda=5320$) residual design of number 9182 |
derived from number 9183 |
9186:
9186 5-(27,10,7182) (complement has $\lambda=19152$) residual design of number 9183 |
9187:
9187 4-(27,10,27531) (complement has $\lambda=73416$) residual design of number 9184 |
design of number 9186 with respect to smaller t |
9188:
9188 4-(26,9,7182) (complement has $\lambda=19152$) residual design of number 9185 |
derived from number 9186 |
9189:
9189 4-(26,10,20349) (complement has $\lambda=54264$) residual design of number 9186 |
9190:
9190 7-(29,11,2130) (complement has $\lambda=5185$)
$P\Gamma L(2,27)+$ (>= 1 isom. types) |
9191:
9191 6-(29,11,9798) (complement has $\lambda=23851$) design of number 9190 with respect to smaller t |
9192:
9192 6-(28,10,2130) (complement has $\lambda=5185$)
9193:
9193 6-(28,11,7668) (complement has $\lambda=18666$) residual design of number 9190 |
9194:
9194 5-(29,11,39192) (complement has $\lambda=95404$) design of number 9191 with respect to smaller t |
9195:
9195 5-(28,10,9798) (complement has $\lambda=23851$) derived from number 9191 |
design of number 9192 with respect to smaller t |
9196:
9196 5-(28,11,29394) (complement has $\lambda=71553$) residual design of number 9191 |
design of number 9193 with respect to smaller t |
9197:
9197 5-(27,9,2130) (complement has $\lambda=5185$)
9198:
9198 5-(27,10,7668) (complement has $\lambda=18666$) residual design of number 9192 |
derived from number 9193 |
9199:
9199 5-(27,11,21726) (complement has $\lambda=52887$) residual design of number 9193 |
9200:
9200 4-(29,11,139971) (complement has $\lambda=340729$)
design of number 9194 with respect to smaller t |
9201:
9201 4-(28,10,39192) (complement has $\lambda=95404$) derived from number 9194 |
design of number 9195 with respect to smaller t |
9202:
9202 4-(28,11,100779) (complement has $\lambda=245325$) residual design of number 9194 |
design of number 9196 with respect to smaller t |
9203:
9203 4-(27,9,9798) (complement has $\lambda=23851$) derived from number 9195 |
design of number 9197 with respect to smaller t |
9204:
9204 4-(27,10,29394) (complement has $\lambda=71553$) residual design of number 9195 |
derived from number 9196 |
design of number 9198 with respect to smaller t |
9205:
9205 4-(27,11,71385) (complement has $\lambda=173772$) residual design of number 9196 |
design of number 9199 with respect to smaller t |
9206:
9206 4-(26,8,2130) (complement has $\lambda=5185$)
9207:
9207 4-(26,9,7668) (complement has $\lambda=18666$) residual design of number 9197 |
derived from number 9198 |
9208:
9208 4-(26,10,21726) (complement has $\lambda=52887$) residual design of number 9198 |
derived from number 9199 |
9209:
9209 4-(26,11,49659) (complement has $\lambda=120885$) residual design of number 9199 |
9210:
9210 7-(29,11,3465) (complement has $\lambda=3850$)
$P\Gamma L(2,27)+$ (>= 1 isom. types) |
9211:
9211 6-(29,11,15939) (complement has $\lambda=17710$) design of number 9210 with respect to smaller t |
9212:
9212 5-(29,11,63756) (complement has $\lambda=70840$) design of number 9211 with respect to smaller t |
9213:
9213 4-(29,11,227700) (complement has $\lambda=253000$) design of number 9212 with respect to smaller t |
9214:
9214 7-(29,13,31185) (complement has $\lambda=43428$) TvT: 7-(28,12,8505) $\cup$ 7-(28,13,22680) |
9215:
9215 7-(29,13,37191) (complement has $\lambda=37422$) TvT: 7-(28,12,10143) $\cup$ 7-(28,13,27048) |
9216:
9216 7-(29,14,31680) (complement has $\lambda=138864$) TvT: 7-(28,13,10080) $\cup$ 7-(28,14,21600) |
9217:
9217 7-(29,15,59400) (complement has $\lambda=260370$) supplementary design of number 9216 |
9218:
9218 6-(28,15,92400) (complement has $\lambda=405020$) residual design of number 9217 |
9219:
9219 5-(27,15,120120) (complement has $\lambda=526526$) residual design of number 9218 |
9220:
9220 4-(26,15,131040) (complement has $\lambda=574392$)
residual design of number 9219 |
9221:
9221 7-(29,14,47520) (complement has $\lambda=123024$) TvT: 7-(28,13,15120) $\cup$ 7-(28,14,32400) |
9222:
9222 7-(29,15,89100) (complement has $\lambda=230670$) supplementary design of number 9221 |
9223:
9223 6-(28,15,138600) (complement has $\lambda=358820$) residual design of number 9222 |
9224:
9224 5-(27,15,180180) (complement has $\lambda=466466$) residual design of number 9223 |
9225:
9225 4-(26,15,196560) (complement has $\lambda=508872$) residual design of number 9224 |
9226:
9226 7-(29,14,55440) (complement has $\lambda=115104$) TvT: 7-(28,13,17640) $\cup$ 7-(28,14,37800) |
9227:
9227 7-(29,15,103950) (complement has $\lambda=215820$) supplementary design of number 9226 |
9228:
9228 6-(28,15,161700) (complement has $\lambda=335720$) residual design of number 9227 |
9229:
9229 5-(27,15,210210) (complement has $\lambda=436436$) residual design of number 9228 |
9230:
9230 4-(26,15,229320) (complement has $\lambda=476112$)
residual design of number 9229 |
9231:
9231 7-(29,14,59664) (complement has $\lambda=110880$) TvT: 7-(28,13,18984) $\cup$ 7-(28,14,40680) |
9232:
9232 7-(29,15,111870) (complement has $\lambda=207900$) supplementary design of number 9231 |
9233:
9233 6-(28,15,174020) (complement has $\lambda=323400$) residual design of number 9232 |
9234:
9234 5-(27,15,226226) (complement has $\lambda=420420$) residual design of number 9233 |
9235:
9235 4-(26,15,246792) (complement has $\lambda=458640$) residual design of number 9234 |
9236:
9236 7-(29,14,63360) (complement has $\lambda=107184$) TvT: 7-(28,13,20160) $\cup$ 7-(28,14,43200) |
9237:
9237 7-(29,15,118800) (complement has $\lambda=200970$) supplementary design of number 9236 |
9238:
9238 6-(28,15,184800) (complement has $\lambda=312620$) residual design of number 9237 |
9239:
9239 5-(27,15,240240) (complement has $\lambda=406406$) residual design of number 9238 |
9240:
9240 4-(26,15,262080) (complement has $\lambda=443352$)
residual design of number 9239 |
9241:
9241 7-(29,14,67584) (complement has $\lambda=102960$) TvT: 7-(28,13,21504) $\cup$ 7-(28,14,46080) |
9242:
9242 7-(29,15,126720) (complement has $\lambda=193050$) supplementary design of number 9241 |
9243:
9243 6-(28,15,197120) (complement has $\lambda=300300$) residual design of number 9242 |
9244:
9244 5-(27,15,256256) (complement has $\lambda=390390$) residual design of number 9243 |
9245:
9245 4-(26,15,279552) (complement has $\lambda=425880$) residual design of number 9244 |
9246:
9246 7-(29,14,71280) (complement has $\lambda=99264$) TvT: 7-(28,13,22680) $\cup$ 7-(28,14,48600) |
9247:
9247 7-(29,15,133650) (complement has $\lambda=186120$) supplementary design of number 9246 |
9248:
9248 6-(28,15,207900) (complement has $\lambda=289520$) residual design of number 9247 |
9249:
9249 5-(27,15,270270) (complement has $\lambda=376376$) residual design of number 9248 |
9250:
9250 4-(26,15,294840) (complement has $\lambda=410592$)
residual design of number 9249 |
9251:
9251 7-(29,14,75504) (complement has $\lambda=95040$) TvT: 7-(28,13,24024) $\cup$ 7-(28,14,51480) |
9252:
9252 7-(29,15,141570) (complement has $\lambda=178200$) supplementary design of number 9251 |
9253:
9253 6-(28,15,220220) (complement has $\lambda=277200$) residual design of number 9252 |
9254:
9254 5-(27,15,286286) (complement has $\lambda=360360$) residual design of number 9253 |
9255:
9255 4-(26,15,312312) (complement has $\lambda=393120$) residual design of number 9254 |
9256:
9256 7-(29,14,79200) (complement has $\lambda=91344$) TvT: 7-(28,13,25200) $\cup$ 7-(28,14,54000) |
9257:
9257 7-(29,15,148500) (complement has $\lambda=171270$) supplementary design of number 9256 |
9258:
9258 6-(28,15,231000) (complement has $\lambda=266420$) residual design of number 9257 |
9259:
9259 5-(27,15,300300) (complement has $\lambda=346346$) residual design of number 9258 |
9260:
9260 4-(26,15,327600) (complement has $\lambda=377832$)
residual design of number 9259 |
9261:
9261 7-(29,14,83424) (complement has $\lambda=87120$) TvT: 7-(28,13,26544) $\cup$ 7-(28,14,56880) |
9262:
9262 7-(29,15,156420) (complement has $\lambda=163350$) supplementary design of number 9261 |
9263:
9263 6-(28,15,243320) (complement has $\lambda=254100$) residual design of number 9262 |
9264:
9264 5-(27,15,316316) (complement has $\lambda=330330$) residual design of number 9263 |
9265:
9265 4-(26,15,345072) (complement has $\lambda=360360$) residual design of number 9264 |
9266:
9266 7-(29,14,85008) (complement has $\lambda=85536$) TvT: 7-(28,13,27048) $\cup$ 7-(28,14,57960) |
9267:
9267 7-(29,15,159390) (complement has $\lambda=160380$) supplementary design of number 9266 |
9268:
9268 6-(28,15,247940) (complement has $\lambda=249480$) residual design of number 9267 |
9269:
9269 5-(27,15,322322) (complement has $\lambda=324324$) residual design of number 9268 |
9270:
9270 4-(26,15,351624) (complement has $\lambda=353808$)
residual design of number 9269 |
9271:
9271 7-(30,14,102465) (complement has $\lambda=142692$) TvT: 7-(29,13,31185) $\cup$ 7-(29,14,71280) |
9272:
9272 7-(30,14,122199) (complement has $\lambda=122958$) TvT: 7-(29,13,37191) $\cup$ 7-(29,14,85008) |
9273:
9273 7-(30,15,245157) (selfcomplementary) Ajoodani-Namini Large Set recursion from 6-(14,7,4) |
Alltop construction for design number 9274 |
9274:
9274 6-(29,14,245157) (selfcomplementary) derived from number 9273 |
derived from complement of number 9273 |
9275:
9275 6-(29,15,408595) (selfcomplementary) residual design of number 9273 |
residual design of complement of number 9273 |
supplementary design of number 9274 |
9276:
9276 5-(28,15,572033) (selfcomplementary) residual design of number 9275 |
residual design of complement of number 9275 |
9277:
9277 4-(27,15,676039) (selfcomplementary) residual design of number 9276 |
residual design of complement of number 9276 |
9278:
9278 7-(30,9,105) (complement has $\lambda=148$) $P\Gamma L(2,27)++$ (>= 1) \cite{Bettenetal97b} |
9279:
9279 7-(30,9,112) (complement has $\lambda=141$) $P\Gamma L(2,27)++$ (many) \cite{Bettenetal97b} |
9280:
9280 7-(31,10,480) (complement has $\lambda=1544$)
$PSL(3,5)$ ( >=1 isom. types) |
9281:
9281 6-(31,10,3000) (complement has $\lambda=9650$) design of number 9280 with respect to smaller t |
9282:
9282 6-(30,9,480) (complement has $\lambda=1544$)
9283:
9283 6-(30,10,2520) (complement has $\lambda=8106$) residual design of number 9280 |
9284:
9284 5-(31,10,15600) (complement has $\lambda=50180$) design of number 9281 with respect to smaller t |
9285:
9285 5-(30,9,3000) (complement has $\lambda=9650$) derived from number 9281 |
design of number 9282 with respect to smaller t |
9286:
9286 5-(30,10,12600) (complement has $\lambda=40530$) residual design of number 9281 |
design of number 9283 with respect to smaller t |
9287:
9287 5-(29,8,480) (complement has $\lambda=1544$)
9288:
9288 5-(29,9,2520) (complement has $\lambda=8106$) residual design of number 9282 |
derived from number 9283 |
9289:
9289 5-(29,10,10080) (complement has $\lambda=32424$) residual design of number 9283 |
9290:
9290 4-(31,10,70200) (complement has $\lambda=225810$)
design of number 9284 with respect to smaller t |
9291:
9291 4-(30,9,15600) (complement has $\lambda=50180$) derived from number 9284 |
design of number 9285 with respect to smaller t |
9292:
9292 4-(30,10,54600) (complement has $\lambda=175630$) residual design of number 9284 |
design of number 9286 with respect to smaller t |
9293:
9293 4-(29,8,3000) (complement has $\lambda=9650$) derived from number 9285 |
design of number 9287 with respect to smaller t |
9294:
9294 4-(29,9,12600) (complement has $\lambda=40530$) residual design of number 9285 |
derived from number 9286 |
design of number 9288 with respect to smaller t |
9295:
9295 4-(29,10,42000) (complement has $\lambda=135100$) residual design of number 9286 |
design of number 9289 with respect to smaller t |
9296:
9296 4-(28,7,480) (complement has $\lambda=1544$)
9297:
9297 4-(28,8,2520) (complement has $\lambda=8106$) residual design of number 9287 |
derived from number 9288 |
9298:
9298 4-(28,10,31920) (complement has $\lambda=102676$) residual design of number 9289 |
9299:
9299 7-(31,10,744) (complement has $\lambda=1280$) $PSL(3,5)$ ( >=1 isom. types) |
design of number 10654 with respect to smaller t |
9300:
9300 6-(31,10,4650) (complement has $\lambda=8000$)
design of number 9299 with respect to smaller t |
9301:
9301 6-(30,9,744) (complement has $\lambda=1280$) derived from number 9299 |
design of number 10655 with respect to smaller t |
9302:
9302 6-(30,10,3906) (complement has $\lambda=6720$) residual design of number 9299 |
design of number 10656 with respect to smaller t |
9303:
9303 5-(31,10,24180) (complement has $\lambda=41600$) design of number 9300 with respect to smaller t |
9304:
9304 5-(30,9,4650) (complement has $\lambda=8000$) derived from number 9300 |
design of number 9301 with respect to smaller t |
9305:
9305 5-(30,10,19530) (complement has $\lambda=33600$) residual design of number 9300 |
design of number 9302 with respect to smaller t |
9306:
9306 5-(29,8,744) (complement has $\lambda=1280$) derived from number 9301 |
design of number 10657 with respect to smaller t |
9307:
9307 5-(29,9,3906) (complement has $\lambda=6720$) residual design of number 9301 |
derived from number 9302 |
design of number 10658 with respect to smaller t |
9308:
9308 5-(29,10,15624) (complement has $\lambda=26880$) residual design of number 9302 |
design of number 10659 with respect to smaller t |
9309:
9309 4-(31,10,108810) (complement has $\lambda=187200$) design of number 9303 with respect to smaller t |
9310:
9310 4-(30,9,24180) (complement has $\lambda=41600$)
derived from number 9303 |
design of number 9304 with respect to smaller t |
9311:
9311 4-(30,10,84630) (complement has $\lambda=145600$) residual design of number 9303 |
design of number 9305 with respect to smaller t |
9312:
9312 4-(29,8,4650) (complement has $\lambda=8000$) derived from number 9304 |
design of number 9306 with respect to smaller t |
9313:
9313 4-(29,9,19530) (complement has $\lambda=33600$) residual design of number 9304 |
derived from number 9305 |
design of number 9307 with respect to smaller t |
9314:
9314 4-(29,10,65100) (complement has $\lambda=112000$) residual design of number 9305 |
design of number 9308 with respect to smaller t |
9315:
9315 4-(28,8,3906) (complement has $\lambda=6720$) residual design of number 9306 |
derived from number 9307 |
design of number 10660 with respect to smaller t |
9316:
9316 4-(28,9,15624) (complement has $\lambda=26880$) residual design of number 9307 |
derived from number 9308 |
design of number 10661 with respect to smaller t |
9317:
9317 4-(28,10,49476) (complement has $\lambda=85120$) residual design of number 9308 |
design of number 10662 with respect to smaller t |
9318:
9318 7-(31,10,800) (complement has $\lambda=1224$) $PSL(3,5)$ ( >=1 isom. types) |
design of number 10644 with respect to smaller t |
9319:
9319 6-(31,10,5000) (complement has $\lambda=7650$) design of number 9318 with respect to smaller t |
9320:
9320 6-(30,9,800) (complement has $\lambda=1224$)
derived from number 9318 |
design of number 10645 with respect to smaller t |
9321:
9321 6-(30,10,4200) (complement has $\lambda=6426$) residual design of number 9318 |
design of number 10646 with respect to smaller t |
9322:
9322 5-(31,10,26000) (complement has $\lambda=39780$) design of number 9319 with respect to smaller t |
9323:
9323 5-(30,9,5000) (complement has $\lambda=7650$) derived from number 9319 |
design of number 9320 with respect to smaller t |
9324:
9324 5-(30,10,21000) (complement has $\lambda=32130$) residual design of number 9319 |
design of number 9321 with respect to smaller t |
9325:
9325 5-(29,8,800) (complement has $\lambda=1224$) derived from number 9320 |
design of number 10647 with respect to smaller t |
9326:
9326 5-(29,10,16800) (complement has $\lambda=25704$) residual design of number 9321 |
design of number 10649 with respect to smaller t |
9327:
9327 4-(31,10,117000) (complement has $\lambda=179010$) design of number 9322 with respect to smaller t |
9328:
9328 4-(30,9,26000) (complement has $\lambda=39780$) derived from number 9322 |
design of number 9323 with respect to smaller t |
9329:
9329 4-(30,10,91000) (complement has $\lambda=139230$) residual design of number 9322 |
design of number 9324 with respect to smaller t |
9330:
9330 4-(29,8,5000) (complement has $\lambda=7650$)
derived from number 9323 |
design of number 9325 with respect to smaller t |
9331:
9331 4-(29,10,70000) (complement has $\lambda=107100$) residual design of number 9324 |
design of number 9326 with respect to smaller t |
9332:
9332 4-(28,7,800) (complement has $\lambda=1224$) derived from number 9325 |
design of number 10650 with respect to smaller t |
9333:
9333 4-(28,10,53200) (complement has $\lambda=81396$) residual design of number 9326 |
design of number 10651 with respect to smaller t |
9334:
9334 7-(31,15,307395) (complement has $\lambda=428076$) TvT: 7-(30,14,102465) $\cup$ 7-(30,15,204930) |
9335:
9335 7-(31,16,546480) (complement has $\lambda=761024$) supplementary design of number 9334 |
9336:
9336 6-(30,16,819720) (complement has $\lambda=1141536$) residual design of number 9335 |
9337:
9337 5-(29,16,1043280) (complement has $\lambda=1452864$) residual design of number 9336 |
9338:
9338 4-(28,16,1130220) (complement has $\lambda=1573936$) residual design of number 9337 |
9339:
9339 7-(31,15,366597) (complement has $\lambda=368874$) TvT: 7-(30,14,122199) $\cup$ 7-(30,15,244398) |
9340:
9340 7-(31,16,651728) (complement has $\lambda=655776$)
supplementary design of number 9339 |
9341:
9341 6-(30,16,977592) (complement has $\lambda=983664$) residual design of number 9340 |
9342:
9342 5-(29,16,1244208) (complement has $\lambda=1251936$) residual design of number 9341 |
9343:
9343 4-(28,16,1347892) (complement has $\lambda=1356264$) residual design of number 9342 |
9344:
9344 7-(33,10,600) (complement has $\lambda=2000$) $P\Gamma L(2,32)$ (many isomorphism types) |
9345:
9345 6-(33,10,4050) (complement has $\lambda=13500$) design of number 9344 with respect to smaller t |
9346:
9346 6-(32,9,600) (complement has $\lambda=2000$)
9347:
9347 6-(32,10,3450) (complement has $\lambda=11500$) residual design of number 9344 |
9348:
9348 5-(33,10,22680) (complement has $\lambda=75600$) design of number 9345 with respect to smaller t |
9349:
9349 5-(32,9,4050) (complement has $\lambda=13500$) derived from number 9345 |
design of number 9346 with respect to smaller t |
9350:
9350 5-(32,10,18630) (complement has $\lambda=62100$)
residual design of number 9345 |
design of number 9347 with respect to smaller t |
9351:
9351 5-(31,8,600) (complement has $\lambda=2000$)
9352:
9352 5-(31,9,3450) (complement has $\lambda=11500$) residual design of number 9346 |
derived from number 9347 |
9353:
9353 5-(31,10,15180) (complement has $\lambda=50600$) residual design of number 9347 |
9354:
9354 4-(32,10,86940) (complement has $\lambda=289800$) residual design of number 9348 |
design of number 9350 with respect to smaller t |
9355:
9355 4-(31,9,18630) (complement has $\lambda=62100$) residual design of number 9349 |
derived from number 9350 |
design of number 9352 with respect to smaller t |
9356:
9356 4-(31,10,68310) (complement has $\lambda=227700$) residual design of number 9350 |
design of number 9353 with respect to smaller t |
9357:
9357 4-(30,8,3450) (complement has $\lambda=11500$) residual design of number 9351 |
derived from number 9352 |
9358:
9358 4-(30,9,15180) (complement has $\lambda=50600$) residual design of number 9352 |
derived from number 9353 |
9359:
9359 4-(30,10,53130) (complement has $\lambda=177100$) residual design of number 9353 |
9360:
9360 7-(33,10,720) (complement has $\lambda=1880$)
$P\Gamma L(2,32)$ (many isomorphism types) |
9361:
9361 6-(33,10,4860) (complement has $\lambda=12690$) design of number 9360 with respect to smaller t |
9362:
9362 6-(32,9,720) (complement has $\lambda=1880$)
9363:
9363 6-(32,10,4140) (complement has $\lambda=10810$) residual design of number 9360 |
9364:
9364 5-(33,10,27216) (complement has $\lambda=71064$) design of number 9361 with respect to smaller t |
9365:
9365 5-(32,9,4860) (complement has $\lambda=12690$) derived from number 9361 |
design of number 9362 with respect to smaller t |
9366:
9366 5-(32,10,22356) (complement has $\lambda=58374$) residual design of number 9361 |
design of number 9363 with respect to smaller t |
9367:
9367 5-(31,8,720) (complement has $\lambda=1880$)
9368:
9368 5-(31,9,4140) (complement has $\lambda=10810$) residual design of number 9362 |
derived from number 9363 |
9369:
9369 5-(31,10,18216) (complement has $\lambda=47564$) residual design of number 9363 |
9370:
9370 4-(33,10,131544) (complement has $\lambda=343476$)
design of number 9364 with respect to smaller t |
9371:
9371 4-(32,9,27216) (complement has $\lambda=71064$) derived from number 9364 |
design of number 9365 with respect to smaller t |
9372:
9372 4-(32,10,104328) (complement has $\lambda=272412$) residual design of number 9364 |
design of number 9366 with respect to smaller t |
9373:
9373 4-(31,8,4860) (complement has $\lambda=12690$) derived from number 9365 |
design of number 9367 with respect to smaller t |
9374:
9374 4-(31,9,22356) (complement has $\lambda=58374$) residual design of number 9365 |
derived from number 9366 |
design of number 9368 with respect to smaller t |
9375:
9375 4-(31,10,81972) (complement has $\lambda=214038$) residual design of number 9366 |
design of number 9369 with respect to smaller t |
9376:
9376 4-(30,7,720) (complement has $\lambda=1880$)
9377:
9377 4-(30,8,4140) (complement has $\lambda=10810$) residual design of number 9367 |
derived from number 9368 |
9378:
9378 4-(30,9,18216) (complement has $\lambda=47564$) residual design of number 9368 |
derived from number 9369 |
9379:
9379 4-(30,10,63756) (complement has $\lambda=166474$) residual design of number 9369 |
9380:
9380 7-(33,10,840) (complement has $\lambda=1760$)
$P\Gamma L(2,32)$ (many isomorphism types) |
9381:
9381 6-(33,10,5670) (complement has $\lambda=11880$) design of number 9380 with respect to smaller t |
residual design of number 9608 |
9382:
9382 6-(32,9,840) (complement has $\lambda=1760$) derived from number 9380 |
residual design of number 9452 |
9383:
9383 6-(32,10,4830) (complement has $\lambda=10120$) residual design of number 9380 |
9384:
9384 5-(32,9,5670) (complement has $\lambda=11880$) derived from number 9381 |
design of number 9382 with respect to smaller t |
residual design of number 9453 |
9385:
9385 5-(32,10,26082) (complement has $\lambda=54648$) residual design of number 9381 |
design of number 9383 with respect to smaller t |
9386:
9386 5-(31,8,840) (complement has $\lambda=1760$) derived from number 9382 |
residual design of number 9454 |
9387:
9387 5-(31,9,4830) (complement has $\lambda=10120$) residual design of number 9382 |
derived from number 9383 |
9388:
9388 5-(31,10,21252) (complement has $\lambda=44528$) residual design of number 9383 |
9389:
9389 4-(31,8,5670) (complement has $\lambda=11880$) derived from number 9384 |
design of number 9386 with respect to smaller t |
residual design of number 9455 |
9390:
9390 4-(31,9,26082) (complement has $\lambda=54648$)
residual design of number 9384 |
derived from number 9385 |
design of number 9387 with respect to smaller t |
9391:
9391 4-(31,10,95634) (complement has $\lambda=200376$) residual design of number 9385 |
design of number 9388 with respect to smaller t |
9392:
9392 4-(30,7,840) (complement has $\lambda=1760$) derived from number 9386 |
residual design of number 9456 |
9393:
9393 4-(30,8,4830) (complement has $\lambda=10120$) residual design of number 9386 |
derived from number 9387 |
9394:
9394 4-(30,9,21252) (complement has $\lambda=44528$) residual design of number 9387 |
derived from number 9388 |
9395:
9395 4-(30,10,74382) (complement has $\lambda=155848$) residual design of number 9388 |
9396:
9396 7-(33,10,880) (complement has $\lambda=1720$) $P\Gamma L(2,32)$ (many isomorphism types) |
9397:
9397 6-(33,10,5940) (complement has $\lambda=11610$) design of number 9396 with respect to smaller t |
9398:
9398 6-(32,9,880) (complement has $\lambda=1720$)
9399:
9399 6-(32,10,5060) (complement has $\lambda=9890$) residual design of number 9396 |
9400:
9400 5-(33,10,33264) (complement has $\lambda=65016$)
design of number 9397 with respect to smaller t |
9401:
9401 5-(32,9,5940) (complement has $\lambda=11610$) derived from number 9397 |
design of number 9398 with respect to smaller t |
9402:
9402 5-(32,10,27324) (complement has $\lambda=53406$) residual design of number 9397 |
design of number 9399 with respect to smaller t |
9403:
9403 5-(31,8,880) (complement has $\lambda=1720$)
9404:
9404 5-(31,9,5060) (complement has $\lambda=9890$) residual design of number 9398 |
derived from number 9399 |
9405:
9405 5-(31,10,22264) (complement has $\lambda=43516$) residual design of number 9399 |
9406:
9406 4-(33,10,160776) (complement has $\lambda=314244$) design of number 9400 with respect to smaller t |
9407:
9407 4-(32,9,33264) (complement has $\lambda=65016$) derived from number 9400 |
design of number 9401 with respect to smaller t |
9408:
9408 4-(32,10,127512) (complement has $\lambda=249228$) residual design of number 9400 |
design of number 9402 with respect to smaller t |
9409:
9409 4-(31,8,5940) (complement has $\lambda=11610$) derived from number 9401 |
design of number 9403 with respect to smaller t |
9410:
9410 4-(31,9,27324) (complement has $\lambda=53406$)
residual design of number 9401 |
derived from number 9402 |
design of number 9404 with respect to smaller t |
9411:
9411 4-(31,10,100188) (complement has $\lambda=195822$) residual design of number 9402 |
design of number 9405 with respect to smaller t |
9412:
9412 4-(30,7,880) (complement has $\lambda=1720$)
9413:
9413 4-(30,8,5060) (complement has $\lambda=9890$) residual design of number 9403 |
derived from number 9404 |
9414:
9414 4-(30,9,22264) (complement has $\lambda=43516$) residual design of number 9404 |
derived from number 9405 |
9415:
9415 4-(30,10,77924) (complement has $\lambda=152306$) residual design of number 9405 |
9416:
9416 7-(33,8,10) (complement has $\lambda=16$) $P\Gamma L(2,32)$ (4996426 isom. types) \cite{Bettenetal95b} |
9417:
9417 6-(33,8,135) (complement has $\lambda=216$) design of number 9416 with respect to smaller t |
derived from number 9609 |
9418:
9418 6-(32,7,10) (complement has $\lambda=16$)
9419:
9419 6-(32,8,125) (complement has $\lambda=200$) residual design of number 9416 |
derived from number 9479 |
9420:
9420 5-(33,8,1260) (complement has $\lambda=2016$)
design of number 9417 with respect to smaller t |
derived from number 9610 |
9421:
9421 5-(32,7,135) (complement has $\lambda=216$) derived from number 9417 |
design of number 9418 with respect to smaller t |
9422:
9422 5-(31,6,10) (complement has $\lambda=16$)
9423:
9423 5-(31,7,125) (complement has $\lambda=200$) residual design of number 9418 |
derived from number 9419 |
9424:
9424 5-(31,8,1000) (complement has $\lambda=1600$) residual design of number 9419 |
derived from number 9481 |
9425:
9425 4-(33,8,9135) (complement has $\lambda=14616$) design of number 9420 with respect to smaller t |
derived from number 9611 |
9426:
9426 4-(32,7,1260) (complement has $\lambda=2016$) derived from number 9420 |
design of number 9421 with respect to smaller t |
9427:
9427 4-(31,6,135) (complement has $\lambda=216$) derived from number 9421 |
design of number 9422 with respect to smaller t |
9428:
9428 4-(30,5,10) (complement has $\lambda=16$)
9429:
9429 4-(30,6,125) (complement has $\lambda=200$) residual design of number 9422 |
derived from number 9423 |
9430:
9430 4-(30,7,1000) (complement has $\lambda=1600$)
residual design of number 9423 |
derived from number 9424 |
9431:
9431 4-(30,8,5750) (complement has $\lambda=9200$) residual design of number 9424 |
derived from number 9484 |
9432:
9432 7-(33,9,100) (complement has $\lambda=225$) $P\Gamma L(2,32)$ (many isomorphism types) |
9433:
9433 6-(33,9,900) (complement has $\lambda=2025$) design of number 9432 with respect to smaller t |
9434:
9434 6-(32,8,100) (complement has $\lambda=225$)
9435:
9435 6-(32,9,800) (complement has $\lambda=1800$) residual design of number 9432 |
9436:
9436 5-(33,9,6300) (complement has $\lambda=14175$) design of number 9433 with respect to smaller t |
9437:
9437 5-(32,8,900) (complement has $\lambda=2025$) derived from number 9433 |
design of number 9434 with respect to smaller t |
9438:
9438 5-(32,9,5400) (complement has $\lambda=12150$) residual design of number 9433 |
design of number 9435 with respect to smaller t |
9439:
9439 5-(31,7,100) (complement has $\lambda=225$)
9440:
9440 5-(31,8,800) (complement has $\lambda=1800$)
residual design of number 9434 |
derived from number 9435 |
9441:
9441 5-(31,9,4600) (complement has $\lambda=10350$) residual design of number 9435 |
9442:
9442 4-(33,9,36540) (complement has $\lambda=82215$) design of number 9436 with respect to smaller t |
9443:
9443 4-(32,8,6300) (complement has $\lambda=14175$) derived from number 9436 |
design of number 9437 with respect to smaller t |
9444:
9444 4-(32,9,30240) (complement has $\lambda=68040$) residual design of number 9436 |
design of number 9438 with respect to smaller t |
9445:
9445 4-(31,7,900) (complement has $\lambda=2025$) derived from number 9437 |
design of number 9439 with respect to smaller t |
9446:
9446 4-(31,8,5400) (complement has $\lambda=12150$) residual design of number 9437 |
derived from number 9438 |
design of number 9440 with respect to smaller t |
9447:
9447 4-(31,9,24840) (complement has $\lambda=55890$) residual design of number 9438 |
design of number 9441 with respect to smaller t |
9448:
9448 4-(30,6,100) (complement has $\lambda=225$)
9449:
9449 4-(30,7,800) (complement has $\lambda=1800$) residual design of number 9439 |
derived from number 9440 |
9450:
9450 4-(30,8,4600) (complement has $\lambda=10350$)
residual design of number 9440 |
derived from number 9441 |
9451:
9451 4-(30,9,20240) (complement has $\lambda=45540$) residual design of number 9441 |
9452:
9452 7-(33,9,105) (complement has $\lambda=220$) $P\Gamma L(2,32)$ (many isomorphism types) |
9453:
9453 6-(33,9,945) (complement has $\lambda=1980$) design of number 9452 with respect to smaller t |
derived from number 9608 |
9454:
9454 6-(32,8,105) (complement has $\lambda=220$)
9455:
9455 5-(32,8,945) (complement has $\lambda=1980$) derived from number 9453 |
design of number 9454 with respect to smaller t |
9456:
9456 5-(31,7,105) (complement has $\lambda=220$)
9457:
9457 4-(31,7,945) (complement has $\lambda=1980$) derived from number 9455 |
design of number 9456 with respect to smaller t |
9458:
9458 4-(30,6,105) (complement has $\lambda=220$)
9459:
9459 7-(33,9,120) (complement has $\lambda=205$) $P\Gamma L(2,32)$ (many isomorphism types) |
9460:
9460 6-(33,9,1080) (complement has $\lambda=1845$)
design of number 9459 with respect to smaller t |
9461:
9461 6-(32,8,120) (complement has $\lambda=205$)
9462:
9462 6-(32,9,960) (complement has $\lambda=1640$) residual design of number 9459 |
9463:
9463 5-(33,9,7560) (complement has $\lambda=12915$) design of number 9460 with respect to smaller t |
9464:
9464 5-(32,8,1080) (complement has $\lambda=1845$) derived from number 9460 |
design of number 9461 with respect to smaller t |
9465:
9465 5-(32,9,6480) (complement has $\lambda=11070$) residual design of number 9460 |
design of number 9462 with respect to smaller t |
9466:
9466 5-(31,7,120) (complement has $\lambda=205$)
9467:
9467 5-(31,8,960) (complement has $\lambda=1640$) residual design of number 9461 |
derived from number 9462 |
9468:
9468 5-(31,9,5520) (complement has $\lambda=9430$) residual design of number 9462 |
9469:
9469 4-(33,9,43848) (complement has $\lambda=74907$) design of number 9463 with respect to smaller t |
9470:
9470 4-(32,8,7560) (complement has $\lambda=12915$)
derived from number 9463 |
design of number 9464 with respect to smaller t |
9471:
9471 4-(32,9,36288) (complement has $\lambda=61992$) residual design of number 9463 |
design of number 9465 with respect to smaller t |
9472:
9472 4-(31,7,1080) (complement has $\lambda=1845$) derived from number 9464 |
design of number 9466 with respect to smaller t |
9473:
9473 4-(31,8,6480) (complement has $\lambda=11070$) residual design of number 9464 |
derived from number 9465 |
design of number 9467 with respect to smaller t |
9474:
9474 4-(31,9,29808) (complement has $\lambda=50922$) residual design of number 9465 |
design of number 9468 with respect to smaller t |
9475:
9475 4-(30,6,120) (complement has $\lambda=205$)
9476:
9476 4-(30,7,960) (complement has $\lambda=1640$) residual design of number 9466 |
derived from number 9467 |
9477:
9477 4-(30,8,5520) (complement has $\lambda=9430$) residual design of number 9467 |
derived from number 9468 |
9478:
9478 4-(30,9,24288) (complement has $\lambda=41492$) residual design of number 9468 |
9479:
9479 7-(33,9,125) (complement has $\lambda=200$) $P\Gamma L(2,32)$ (many isomorphism types) |
9480:
9480 6-(33,9,1125) (complement has $\lambda=1800$)
design of number 9479 with respect to smaller t |
residual design of number 9609 |
9481:
9481 6-(32,9,1000) (complement has $\lambda=1600$) residual design of number 9479 |
9482:
9482 5-(33,9,7875) (complement has $\lambda=12600$) design of number 9480 with respect to smaller t |
residual design of number 9610 |
derived from number 10669 |
9483:
9483 5-(32,9,6750) (complement has $\lambda=10800$) residual design of number 9480 |
design of number 9481 with respect to smaller t |
9484:
9484 5-(31,9,5750) (complement has $\lambda=9200$) residual design of number 9481 |
9485:
9485 4-(33,9,45675) (complement has $\lambda=73080$) design of number 9482 with respect to smaller t |
residual design of number 9611 |
derived from number 10236 |
9486:
9486 4-(32,9,37800) (complement has $\lambda=60480$) residual design of number 9482 |
design of number 9483 with respect to smaller t |
derived from number 10671 |
9487:
9487 4-(31,9,31050) (complement has $\lambda=49680$) residual design of number 9483 |
design of number 9484 with respect to smaller t |
9488:
9488 4-(30,9,25300) (complement has $\lambda=40480$) residual design of number 9484 |
9489:
9489 7-(33,9,140) (complement has $\lambda=185$) $P\Gamma L(2,32)$ (many isomorphism types) |
9490:
9490 6-(33,9,1260) (complement has $\lambda=1665$)
design of number 9489 with respect to smaller t |
9491:
9491 6-(32,8,140) (complement has $\lambda=185$)
9492:
9492 6-(32,9,1120) (complement has $\lambda=1480$) residual design of number 9489 |
9493:
9493 5-(33,9,8820) (complement has $\lambda=11655$) design of number 9490 with respect to smaller t |
9494:
9494 5-(32,8,1260) (complement has $\lambda=1665$) derived from number 9490 |
design of number 9491 with respect to smaller t |
9495:
9495 5-(32,9,7560) (complement has $\lambda=9990$) residual design of number 9490 |
design of number 9492 with respect to smaller t |
9496:
9496 5-(31,7,140) (complement has $\lambda=185$)
9497:
9497 5-(31,8,1120) (complement has $\lambda=1480$) residual design of number 9491 |
derived from number 9492 |
9498:
9498 5-(31,9,6440) (complement has $\lambda=8510$) residual design of number 9492 |
9499:
9499 4-(33,9,51156) (complement has $\lambda=67599$) design of number 9493 with respect to smaller t |
9500:
9500 4-(32,8,8820) (complement has $\lambda=11655$)
derived from number 9493 |
design of number 9494 with respect to smaller t |
9501:
9501 4-(32,9,42336) (complement has $\lambda=55944$) residual design of number 9493 |
design of number 9495 with respect to smaller t |
9502:
9502 4-(31,7,1260) (complement has $\lambda=1665$) derived from number 9494 |
design of number 9496 with respect to smaller t |
9503:
9503 4-(31,8,7560) (complement has $\lambda=9990$) residual design of number 9494 |
derived from number 9495 |
design of number 9497 with respect to smaller t |
9504:
9504 4-(31,9,34776) (complement has $\lambda=45954$) residual design of number 9495 |
design of number 9498 with respect to smaller t |
9505:
9505 4-(30,6,140) (complement has $\lambda=185$)
9506:
9506 4-(30,7,1120) (complement has $\lambda=1480$) residual design of number 9496 |
derived from number 9497 |
9507:
9507 4-(30,8,6440) (complement has $\lambda=8510$) residual design of number 9497 |
derived from number 9498 |
9508:
9508 4-(30,9,28336) (complement has $\lambda=37444$) residual design of number 9498 |
9509:
9509 7-(33,9,145) (complement has $\lambda=180$) $P\Gamma L(2,32)$ (many isomorphism types) |
$P\Gamma L(2,32)$ (many isomorphism types) |
9510:
9510 6-(33,9,1305) (complement has $\lambda=1620$)
design of number 9509 with respect to smaller t |
9511:
9511 6-(32,8,145) (complement has $\lambda=180$)
9512:
9512 6-(32,9,1160) (complement has $\lambda=1440$) residual design of number 9509 |
9513:
9513 5-(33,9,9135) (complement has $\lambda=11340$) design of number 9510 with respect to smaller t |
9514:
9514 5-(32,8,1305) (complement has $\lambda=1620$) derived from number 9510 |
design of number 9511 with respect to smaller t |
9515:
9515 5-(32,9,7830) (complement has $\lambda=9720$) residual design of number 9510 |
design of number 9512 with respect to smaller t |
9516:
9516 5-(31,7,145) (complement has $\lambda=180$)
9517:
9517 5-(31,8,1160) (complement has $\lambda=1440$) residual design of number 9511 |
derived from number 9512 |
9518:
9518 5-(31,9,6670) (complement has $\lambda=8280$) residual design of number 9512 |
9519:
9519 4-(33,9,52983) (complement has $\lambda=65772$) design of number 9513 with respect to smaller t |
9520:
9520 4-(32,8,9135) (complement has $\lambda=11340$)
derived from number 9513 |
design of number 9514 with respect to smaller t |
9521:
9521 4-(32,9,43848) (complement has $\lambda=54432$) residual design of number 9513 |
design of number 9515 with respect to smaller t |
9522:
9522 4-(31,7,1305) (complement has $\lambda=1620$) derived from number 9514 |
design of number 9516 with respect to smaller t |
9523:
9523 4-(31,8,7830) (complement has $\lambda=9720$) residual design of number 9514 |
derived from number 9515 |
design of number 9517 with respect to smaller t |
9524:
9524 4-(31,9,36018) (complement has $\lambda=44712$) residual design of number 9515 |
design of number 9518 with respect to smaller t |
9525:
9525 4-(30,6,145) (complement has $\lambda=180$)
9526:
9526 4-(30,7,1160) (complement has $\lambda=1440$) residual design of number 9516 |
derived from number 9517 |
9527:
9527 4-(30,8,6670) (complement has $\lambda=8280$) residual design of number 9517 |
derived from number 9518 |
9528:
9528 4-(30,9,29348) (complement has $\lambda=36432$) residual design of number 9518 |
9529:
9529 7-(33,9,160) (complement has $\lambda=165$) $P\Gamma L(2,32)$ (many isomorphism types) |
9530:
9530 6-(33,9,1440) (complement has $\lambda=1485$)
design of number 9529 with respect to smaller t |
9531:
9531 6-(32,8,160) (complement has $\lambda=165$)
9532:
9532 6-(32,9,1280) (complement has $\lambda=1320$) residual design of number 9529 |
9533:
9533 5-(33,9,10080) (complement has $\lambda=10395$) design of number 9530 with respect to smaller t |
9534:
9534 5-(32,8,1440) (complement has $\lambda=1485$) derived from number 9530 |
design of number 9531 with respect to smaller t |
9535:
9535 5-(32,9,8640) (complement has $\lambda=8910$) residual design of number 9530 |
design of number 9532 with respect to smaller t |
9536:
9536 5-(31,7,160) (complement has $\lambda=165$)
9537:
9537 5-(31,8,1280) (complement has $\lambda=1320$) residual design of number 9531 |
derived from number 9532 |
9538:
9538 5-(31,9,7360) (complement has $\lambda=7590$) residual design of number 9532 |
9539:
9539 4-(33,9,58464) (complement has $\lambda=60291$) design of number 9533 with respect to smaller t |
9540:
9540 4-(32,8,10080) (complement has $\lambda=10395$)
derived from number 9533 |
design of number 9534 with respect to smaller t |
9541:
9541 4-(32,9,48384) (complement has $\lambda=49896$) residual design of number 9533 |
design of number 9535 with respect to smaller t |
9542:
9542 4-(31,7,1440) (complement has $\lambda=1485$) derived from number 9534 |
design of number 9536 with respect to smaller t |
9543:
9543 4-(31,8,8640) (complement has $\lambda=8910$) residual design of number 9534 |
derived from number 9535 |
design of number 9537 with respect to smaller t |
9544:
9544 4-(31,9,39744) (complement has $\lambda=40986$) residual design of number 9535 |
design of number 9538 with respect to smaller t |
9545:
9545 4-(30,6,160) (complement has $\lambda=165$)
9546:
9546 4-(30,7,1280) (complement has $\lambda=1320$) residual design of number 9536 |
derived from number 9537 |
9547:
9547 4-(30,8,7360) (complement has $\lambda=7590$) residual design of number 9537 |
derived from number 9538 |
9548:
9548 4-(30,9,32384) (complement has $\lambda=33396$) residual design of number 9538 |
9549:
9549 7-(33,9,65) (complement has $\lambda=260$) $P\Gamma L(2,32)$ (many isomorphism types) |
9550:
9550 6-(33,9,585) (complement has $\lambda=2340$)
design of number 9549 with respect to smaller t |
9551:
9551 6-(32,8,65) (complement has $\lambda=260$)
9552:
9552 6-(32,9,520) (complement has $\lambda=2080$) residual design of number 9549 |
9553:
9553 5-(33,9,4095) (complement has $\lambda=16380$) design of number 9550 with respect to smaller t |
9554:
9554 5-(32,8,585) (complement has $\lambda=2340$) derived from number 9550 |
design of number 9551 with respect to smaller t |
9555:
9555 5-(32,9,3510) (complement has $\lambda=14040$) residual design of number 9550 |
design of number 9552 with respect to smaller t |
9556:
9556 5-(31,7,65) (complement has $\lambda=260$)
9557:
9557 5-(31,8,520) (complement has $\lambda=2080$) residual design of number 9551 |
derived from number 9552 |
9558:
9558 5-(31,9,2990) (complement has $\lambda=11960$) residual design of number 9552 |
9559:
9559 4-(33,9,23751) (complement has $\lambda=95004$) design of number 9553 with respect to smaller t |
9560:
9560 4-(32,8,4095) (complement has $\lambda=16380$)
derived from number 9553 |
design of number 9554 with respect to smaller t |
9561:
9561 4-(32,9,19656) (complement has $\lambda=78624$) residual design of number 9553 |
design of number 9555 with respect to smaller t |
9562:
9562 4-(31,7,585) (complement has $\lambda=2340$) derived from number 9554 |
design of number 9556 with respect to smaller t |
9563:
9563 4-(31,8,3510) (complement has $\lambda=14040$) residual design of number 9554 |
derived from number 9555 |
design of number 9557 with respect to smaller t |
9564:
9564 4-(31,9,16146) (complement has $\lambda=64584$) residual design of number 9555 |
design of number 9558 with respect to smaller t |
9565:
9565 4-(30,7,520) (complement has $\lambda=2080$) residual design of number 9556 |
derived from number 9557 |
9566:
9566 4-(30,8,2990) (complement has $\lambda=11960$) residual design of number 9557 |
derived from number 9558 |
9567:
9567 4-(30,9,13156) (complement has $\lambda=52624$) residual design of number 9558 |
9568:
9568 7-(33,9,80) (complement has $\lambda=245$) $P\Gamma L(2,32)$ (many isomorphism types) |
9569:
9569 6-(33,9,720) (complement has $\lambda=2205$) design of number 9568 with respect to smaller t |
9570:
9570 6-(32,8,80) (complement has $\lambda=245$)
9571:
9571 6-(32,9,640) (complement has $\lambda=1960$) residual design of number 9568 |
9572:
9572 5-(33,9,5040) (complement has $\lambda=15435$) design of number 9569 with respect to smaller t |
9573:
9573 5-(32,8,720) (complement has $\lambda=2205$) derived from number 9569 |
design of number 9570 with respect to smaller t |
9574:
9574 5-(32,9,4320) (complement has $\lambda=13230$) residual design of number 9569 |
design of number 9571 with respect to smaller t |
9575:
9575 5-(31,7,80) (complement has $\lambda=245$)
9576:
9576 5-(31,8,640) (complement has $\lambda=1960$) residual design of number 9570 |
derived from number 9571 |
9577:
9577 5-(31,9,3680) (complement has $\lambda=11270$) residual design of number 9571 |
9578:
9578 4-(33,9,29232) (complement has $\lambda=89523$) design of number 9572 with respect to smaller t |
9579:
9579 4-(32,8,5040) (complement has $\lambda=15435$) derived from number 9572 |
design of number 9573 with respect to smaller t |
9580:
9580 4-(32,9,24192) (complement has $\lambda=74088$)
residual design of number 9572 |
design of number 9574 with respect to smaller t |
9581:
9581 4-(31,7,720) (complement has $\lambda=2205$) derived from number 9573 |
design of number 9575 with respect to smaller t |
9582:
9582 4-(31,8,4320) (complement has $\lambda=13230$) residual design of number 9573 |
derived from number 9574 |
design of number 9576 with respect to smaller t |
9583:
9583 4-(31,9,19872) (complement has $\lambda=60858$) residual design of number 9574 |
design of number 9577 with respect to smaller t |
9584:
9584 4-(30,6,80) (complement has $\lambda=245$)
9585:
9585 4-(30,7,640) (complement has $\lambda=1960$) residual design of number 9575 |
derived from number 9576 |
9586:
9586 4-(30,8,3680) (complement has $\lambda=11270$) residual design of number 9576 |
derived from number 9577 |
9587:
9587 4-(30,9,16192) (complement has $\lambda=49588$) residual design of number 9577 |
9588:
9588 7-(33,9,85) (complement has $\lambda=240$) $P\Gamma L(2,32)$ (many isomorphism types) |
9589:
9589 6-(33,9,765) (complement has $\lambda=2160$) design of number 9588 with respect to smaller t |
9590:
9590 6-(32,8,85) (complement has $\lambda=240$)
9591:
9591 6-(32,9,680) (complement has $\lambda=1920$) residual design of number 9588 |
9592:
9592 5-(33,9,5355) (complement has $\lambda=15120$) design of number 9589 with respect to smaller t |
9593:
9593 5-(32,8,765) (complement has $\lambda=2160$) derived from number 9589 |
design of number 9590 with respect to smaller t |
9594:
9594 5-(32,9,4590) (complement has $\lambda=12960$) residual design of number 9589 |
design of number 9591 with respect to smaller t |
9595:
9595 5-(31,7,85) (complement has $\lambda=240$)
9596:
9596 5-(31,8,680) (complement has $\lambda=1920$) residual design of number 9590 |
derived from number 9591 |
9597:
9597 5-(31,9,3910) (complement has $\lambda=11040$) residual design of number 9591 |
9598:
9598 4-(33,9,31059) (complement has $\lambda=87696$) design of number 9592 with respect to smaller t |
9599:
9599 4-(32,8,5355) (complement has $\lambda=15120$) derived from number 9592 |
design of number 9593 with respect to smaller t |
9600:
9600 4-(32,9,25704) (complement has $\lambda=72576$)
residual design of number 9592 |
design of number 9594 with respect to smaller t |
9601:
9601 4-(31,7,765) (complement has $\lambda=2160$) derived from number 9593 |
design of number 9595 with respect to smaller t |
9602:
9602 4-(31,8,4590) (complement has $\lambda=12960$) residual design of number 9593 |
derived from number 9594 |
design of number 9596 with respect to smaller t |
9603:
9603 4-(31,9,21114) (complement has $\lambda=59616$) residual design of number 9594 |
design of number 9597 with respect to smaller t |
9604:
9604 4-(30,6,85) (complement has $\lambda=240$)
9605:
9605 4-(30,7,680) (complement has $\lambda=1920$) residual design of number 9595 |
derived from number 9596 |
9606:
9606 4-(30,8,3910) (complement has $\lambda=11040$) residual design of number 9596 |
derived from number 9597 |
9607:
9607 4-(30,9,17204) (complement has $\lambda=48576$) residual design of number 9597 |
9608:
9608 7-(34,10,945) (complement has $\lambda=1980$) TvT: 7-(33,9,105) $\cup$ 7-(33,10,840) |
9609:
9609 7-(34,9,135) (complement has $\lambda=216$) $P\Gamma L(2,32)+$ (many isomorphism types) |
9610:
9610 6-(34,9,1260) (complement has $\lambda=2016$)
design of number 9609 with respect to smaller t |
derived from number 10667 |
9611:
9611 5-(34,9,9135) (complement has $\lambda=14616$) design of number 9610 with respect to smaller t |
derived from number 10231 |
9612:
9612 4-(34,9,54810) (complement has $\lambda=87696$) design of number 9611 with respect to smaller t |
derived from number 10234 |
9613:
9613 7-(34,9,171) (complement has $\lambda=180$) $P\Gamma L(2,32)+$ (many isomorphism types) |
9614:
9614 6-(34,9,1596) (complement has $\lambda=1680$) design of number 9613 with respect to smaller t |
9615:
9615 6-(33,8,171) (complement has $\lambda=180$)
9616:
9616 6-(33,9,1425) (complement has $\lambda=1500$) residual design of number 9613 |
9617:
9617 5-(34,9,11571) (complement has $\lambda=12180$) design of number 9614 with respect to smaller t |
9618:
9618 5-(33,9,9975) (complement has $\lambda=10500$) residual design of number 9614 |
design of number 9616 with respect to smaller t |
9619:
9619 5-(32,7,171) (complement has $\lambda=180$)
9620:
9620 5-(32,8,1425) (complement has $\lambda=1500$)
residual design of number 9615 |
derived from number 9616 |
9621:
9621 5-(32,9,8550) (complement has $\lambda=9000$) residual design of number 9616 |
9622:
9622 4-(34,9,69426) (complement has $\lambda=73080$) design of number 9617 with respect to smaller t |
9623:
9623 4-(33,9,57855) (complement has $\lambda=60900$) residual design of number 9617 |
design of number 9618 with respect to smaller t |
9624:
9624 4-(32,9,47880) (complement has $\lambda=50400$) residual design of number 9618 |
design of number 9621 with respect to smaller t |
9625:
9625 4-(31,6,171) (complement has $\lambda=180$)
9626:
9626 4-(31,7,1425) (complement has $\lambda=1500$) residual design of number 9619 |
derived from number 9620 |
9627:
9627 4-(31,8,8550) (complement has $\lambda=9000$) residual design of number 9620 |
derived from number 9621 |
9628:
9628 4-(31,9,39330) (complement has $\lambda=41400$) residual design of number 9621 |
9629:
9629 7-(36,11,10080) (complement has $\lambda=13671$) $Sp(6,2)_36$ (many isomorphism types) |
9630:
9630 6-(36,11,60480) (complement has $\lambda=82026$)
design of number 9629 with respect to smaller t |
9631:
9631 6-(35,10,10080) (complement has $\lambda=13671$)
9632:
9632 6-(35,11,50400) (complement has $\lambda=68355$) residual design of number 9629 |
9633:
9633 5-(36,11,312480) (complement has $\lambda=423801$) design of number 9630 with respect to smaller t |
9634:
9634 5-(35,10,60480) (complement has $\lambda=82026$) derived from number 9630 |
design of number 9631 with respect to smaller t |
9635:
9635 5-(35,11,252000) (complement has $\lambda=341775$) residual design of number 9630 |
design of number 9632 with respect to smaller t |
9636:
9636 5-(34,9,10080) (complement has $\lambda=13671$)
9637:
9637 5-(34,10,50400) (complement has $\lambda=68355$) residual design of number 9631 |
derived from number 9632 |
9638:
9638 5-(34,11,201600) (complement has $\lambda=273420$) residual design of number 9632 |
9639:
9639 4-(36,11,1428480) (complement has $\lambda=1937376$) design of number 9633 with respect to smaller t |
9640:
9640 4-(35,10,312480) (complement has $\lambda=423801$)
derived from number 9633 |
design of number 9634 with respect to smaller t |
9641:
9641 4-(35,11,1116000) (complement has $\lambda=1513575$) residual design of number 9633 |
design of number 9635 with respect to smaller t |
9642:
9642 4-(34,9,60480) (complement has $\lambda=82026$) derived from number 9634 |
design of number 9636 with respect to smaller t |
9643:
9643 4-(34,10,252000) (complement has $\lambda=341775$) residual design of number 9634 |
derived from number 9635 |
design of number 9637 with respect to smaller t |
9644:
9644 4-(34,11,864000) (complement has $\lambda=1171800$) residual design of number 9635 |
design of number 9638 with respect to smaller t |
9645:
9645 4-(33,8,10080) (complement has $\lambda=13671$)
9646:
9646 4-(33,9,50400) (complement has $\lambda=68355$) residual design of number 9636 |
derived from number 9637 |
9647:
9647 4-(33,10,201600) (complement has $\lambda=273420$) residual design of number 9637 |
derived from number 9638 |
9648:
9648 4-(33,11,662400) (complement has $\lambda=898380$) residual design of number 9638 |
9649:
9649 7-(36,11,10311) (complement has $\lambda=13440$) $Sp(6,2)_36$ (many isomorphism types) |
9650:
9650 6-(36,11,61866) (complement has $\lambda=80640$)
design of number 9649 with respect to smaller t |
9651:
9651 6-(35,10,10311) (complement has $\lambda=13440$)
9652:
9652 6-(35,11,51555) (complement has $\lambda=67200$) residual design of number 9649 |
9653:
9653 5-(36,11,319641) (complement has $\lambda=416640$) design of number 9650 with respect to smaller t |
9654:
9654 5-(35,10,61866) (complement has $\lambda=80640$) derived from number 9650 |
design of number 9651 with respect to smaller t |
9655:
9655 5-(35,11,257775) (complement has $\lambda=336000$) residual design of number 9650 |
design of number 9652 with respect to smaller t |
9656:
9656 5-(34,9,10311) (complement has $\lambda=13440$)
9657:
9657 5-(34,10,51555) (complement has $\lambda=67200$) residual design of number 9651 |
derived from number 9652 |
9658:
9658 5-(34,11,206220) (complement has $\lambda=268800$) residual design of number 9652 |
9659:
9659 4-(36,11,1461216) (complement has $\lambda=1904640$) design of number 9653 with respect to smaller t |
9660:
9660 4-(35,10,319641) (complement has $\lambda=416640$)
derived from number 9653 |
design of number 9654 with respect to smaller t |
9661:
9661 4-(35,11,1141575) (complement has $\lambda=1488000$) residual design of number 9653 |
design of number 9655 with respect to smaller t |
9662:
9662 4-(34,9,61866) (complement has $\lambda=80640$) derived from number 9654 |
design of number 9656 with respect to smaller t |
9663:
9663 4-(34,10,257775) (complement has $\lambda=336000$) residual design of number 9654 |
derived from number 9655 |
design of number 9657 with respect to smaller t |
9664:
9664 4-(34,11,883800) (complement has $\lambda=1152000$) residual design of number 9655 |
design of number 9658 with respect to smaller t |
9665:
9665 4-(33,8,10311) (complement has $\lambda=13440$)
9666:
9666 4-(33,9,51555) (complement has $\lambda=67200$) residual design of number 9656 |
derived from number 9657 |
9667:
9667 4-(33,10,206220) (complement has $\lambda=268800$) residual design of number 9657 |
derived from number 9658 |
9668:
9668 4-(33,11,677580) (complement has $\lambda=883200$) residual design of number 9658 |
9669:
9669 7-(36,11,10416) (complement has $\lambda=13335$) $Sp(6,2)_36$ (many isomorphism types) |
9670:
9670 6-(36,11,62496) (complement has $\lambda=80010$)
design of number 9669 with respect to smaller t |
9671:
9671 6-(35,10,10416) (complement has $\lambda=13335$)
9672:
9672 6-(35,11,52080) (complement has $\lambda=66675$) residual design of number 9669 |
9673:
9673 5-(36,11,322896) (complement has $\lambda=413385$) design of number 9670 with respect to smaller t |
9674:
9674 5-(35,10,62496) (complement has $\lambda=80010$) derived from number 9670 |
design of number 9671 with respect to smaller t |
9675:
9675 5-(35,11,260400) (complement has $\lambda=333375$) residual design of number 9670 |
design of number 9672 with respect to smaller t |
9676:
9676 5-(34,9,10416) (complement has $\lambda=13335$)
9677:
9677 5-(34,10,52080) (complement has $\lambda=66675$) residual design of number 9671 |
derived from number 9672 |
9678:
9678 5-(34,11,208320) (complement has $\lambda=266700$) residual design of number 9672 |
9679:
9679 4-(36,11,1476096) (complement has $\lambda=1889760$) design of number 9673 with respect to smaller t |
9680:
9680 4-(35,10,322896) (complement has $\lambda=413385$)
derived from number 9673 |
design of number 9674 with respect to smaller t |
9681:
9681 4-(35,11,1153200) (complement has $\lambda=1476375$) residual design of number 9673 |
design of number 9675 with respect to smaller t |
9682:
9682 4-(34,9,62496) (complement has $\lambda=80010$) derived from number 9674 |
design of number 9676 with respect to smaller t |
9683:
9683 4-(34,10,260400) (complement has $\lambda=333375$) residual design of number 9674 |
derived from number 9675 |
design of number 9677 with respect to smaller t |
9684:
9684 4-(34,11,892800) (complement has $\lambda=1143000$) residual design of number 9675 |
design of number 9678 with respect to smaller t |
9685:
9685 4-(33,8,10416) (complement has $\lambda=13335$)
9686:
9686 4-(33,9,52080) (complement has $\lambda=66675$) residual design of number 9676 |
derived from number 9677 |
9687:
9687 4-(33,10,208320) (complement has $\lambda=266700$) residual design of number 9677 |
derived from number 9678 |
9688:
9688 4-(33,11,684480) (complement has $\lambda=876300$) residual design of number 9678 |
9689:
9689 7-(36,11,10815) (complement has $\lambda=12936$) $Sp(6,2)_36$ (many isomorphism types) |
9690:
9690 6-(36,11,64890) (complement has $\lambda=77616$)
design of number 9689 with respect to smaller t |
9691:
9691 6-(35,10,10815) (complement has $\lambda=12936$)
9692:
9692 6-(35,11,54075) (complement has $\lambda=64680$) residual design of number 9689 |
9693:
9693 5-(36,11,335265) (complement has $\lambda=401016$) design of number 9690 with respect to smaller t |
9694:
9694 5-(35,10,64890) (complement has $\lambda=77616$) derived from number 9690 |
design of number 9691 with respect to smaller t |
9695:
9695 5-(35,11,270375) (complement has $\lambda=323400$) residual design of number 9690 |
design of number 9692 with respect to smaller t |
9696:
9696 5-(34,9,10815) (complement has $\lambda=12936$)
9697:
9697 5-(34,10,54075) (complement has $\lambda=64680$) residual design of number 9691 |
derived from number 9692 |
9698:
9698 5-(34,11,216300) (complement has $\lambda=258720$) residual design of number 9692 |
9699:
9699 4-(36,11,1532640) (complement has $\lambda=1833216$) design of number 9693 with respect to smaller t |
9700:
9700 4-(35,10,335265) (complement has $\lambda=401016$)
derived from number 9693 |
design of number 9694 with respect to smaller t |
9701:
9701 4-(35,11,1197375) (complement has $\lambda=1432200$) residual design of number 9693 |
design of number 9695 with respect to smaller t |
9702:
9702 4-(34,9,64890) (complement has $\lambda=77616$) derived from number 9694 |
design of number 9696 with respect to smaller t |
9703:
9703 4-(34,10,270375) (complement has $\lambda=323400$) residual design of number 9694 |
derived from number 9695 |
design of number 9697 with respect to smaller t |
9704:
9704 4-(34,11,927000) (complement has $\lambda=1108800$) residual design of number 9695 |
design of number 9698 with respect to smaller t |
9705:
9705 4-(33,8,10815) (complement has $\lambda=12936$)
9706:
9706 4-(33,9,54075) (complement has $\lambda=64680$) residual design of number 9696 |
derived from number 9697 |
9707:
9707 4-(33,10,216300) (complement has $\lambda=258720$) residual design of number 9697 |
derived from number 9698 |
9708:
9708 4-(33,11,710700) (complement has $\lambda=850080$) residual design of number 9698 |
9709:
9709 7-(36,11,10920) (complement has $\lambda=12831$) $Sp(6,2)_36$ (many isomorphism types) |
9710:
9710 6-(36,11,65520) (complement has $\lambda=76986$)
design of number 9709 with respect to smaller t |
9711:
9711 6-(35,10,10920) (complement has $\lambda=12831$)
9712:
9712 6-(35,11,54600) (complement has $\lambda=64155$) residual design of number 9709 |
9713:
9713 5-(36,11,338520) (complement has $\lambda=397761$) design of number 9710 with respect to smaller t |
9714:
9714 5-(35,10,65520) (complement has $\lambda=76986$) derived from number 9710 |
design of number 9711 with respect to smaller t |
9715:
9715 5-(35,11,273000) (complement has $\lambda=320775$) residual design of number 9710 |
design of number 9712 with respect to smaller t |
9716:
9716 5-(34,9,10920) (complement has $\lambda=12831$)
9717:
9717 5-(34,10,54600) (complement has $\lambda=64155$) residual design of number 9711 |
derived from number 9712 |
9718:
9718 5-(34,11,218400) (complement has $\lambda=256620$) residual design of number 9712 |
9719:
9719 4-(36,11,1547520) (complement has $\lambda=1818336$) design of number 9713 with respect to smaller t |
9720:
9720 4-(35,10,338520) (complement has $\lambda=397761$)
derived from number 9713 |
design of number 9714 with respect to smaller t |
9721:
9721 4-(35,11,1209000) (complement has $\lambda=1420575$) residual design of number 9713 |
design of number 9715 with respect to smaller t |
9722:
9722 4-(34,9,65520) (complement has $\lambda=76986$) derived from number 9714 |
design of number 9716 with respect to smaller t |
9723:
9723 4-(34,10,273000) (complement has $\lambda=320775$) residual design of number 9714 |
derived from number 9715 |
design of number 9717 with respect to smaller t |
9724:
9724 4-(34,11,936000) (complement has $\lambda=1099800$) residual design of number 9715 |
design of number 9718 with respect to smaller t |
9725:
9725 4-(33,8,10920) (complement has $\lambda=12831$)
9726:
9726 4-(33,9,54600) (complement has $\lambda=64155$) residual design of number 9716 |
derived from number 9717 |
9727:
9727 4-(33,10,218400) (complement has $\lambda=256620$) residual design of number 9717 |
derived from number 9718 |
9728:
9728 4-(33,11,717600) (complement has $\lambda=843180$) residual design of number 9718 |
9729:
9729 7-(36,11,11151) (complement has $\lambda=12600$) $Sp(6,2)_36$ (many isomorphism types) |
9730:
9730 6-(36,11,66906) (complement has $\lambda=75600$)
design of number 9729 with respect to smaller t |
9731:
9731 6-(35,10,11151) (complement has $\lambda=12600$)
9732:
9732 6-(35,11,55755) (complement has $\lambda=63000$) residual design of number 9729 |
9733:
9733 5-(36,11,345681) (complement has $\lambda=390600$) design of number 9730 with respect to smaller t |
9734:
9734 5-(35,10,66906) (complement has $\lambda=75600$) derived from number 9730 |
design of number 9731 with respect to smaller t |
9735:
9735 5-(35,11,278775) (complement has $\lambda=315000$) residual design of number 9730 |
design of number 9732 with respect to smaller t |
9736:
9736 5-(34,9,11151) (complement has $\lambda=12600$)
9737:
9737 5-(34,10,55755) (complement has $\lambda=63000$) residual design of number 9731 |
derived from number 9732 |
9738:
9738 5-(34,11,223020) (complement has $\lambda=252000$) residual design of number 9732 |
9739:
9739 4-(36,11,1580256) (complement has $\lambda=1785600$) design of number 9733 with respect to smaller t |
9740:
9740 4-(35,10,345681) (complement has $\lambda=390600$)
derived from number 9733 |
design of number 9734 with respect to smaller t |
9741:
9741 4-(35,11,1234575) (complement has $\lambda=1395000$) residual design of number 9733 |
design of number 9735 with respect to smaller t |
9742:
9742 4-(34,9,66906) (complement has $\lambda=75600$) derived from number 9734 |
design of number 9736 with respect to smaller t |
9743:
9743 4-(34,10,278775) (complement has $\lambda=315000$) residual design of number 9734 |
derived from number 9735 |
design of number 9737 with respect to smaller t |
9744:
9744 4-(34,11,955800) (complement has $\lambda=1080000$) residual design of number 9735 |
design of number 9738 with respect to smaller t |
9745:
9745 4-(33,8,11151) (complement has $\lambda=12600$)
9746:
9746 4-(33,9,55755) (complement has $\lambda=63000$) residual design of number 9736 |
derived from number 9737 |
9747:
9747 4-(33,10,223020) (complement has $\lambda=252000$) residual design of number 9737 |
derived from number 9738 |
9748:
9748 4-(33,11,732780) (complement has $\lambda=828000$) residual design of number 9738 |
9749:
9749 7-(36,11,11655) (complement has $\lambda=12096$) $Sp(6,2)_36$ (many isomorphism types) |
9750:
9750 6-(36,11,69930) (complement has $\lambda=72576$)
design of number 9749 with respect to smaller t |
9751:
9751 6-(35,10,11655) (complement has $\lambda=12096$)
9752:
9752 6-(35,11,58275) (complement has $\lambda=60480$) residual design of number 9749 |
9753:
9753 5-(36,11,361305) (complement has $\lambda=374976$) design of number 9750 with respect to smaller t |
9754:
9754 5-(35,10,69930) (complement has $\lambda=72576$) derived from number 9750 |
design of number 9751 with respect to smaller t |
9755:
9755 5-(35,11,291375) (complement has $\lambda=302400$) residual design of number 9750 |
design of number 9752 with respect to smaller t |
9756:
9756 5-(34,9,11655) (complement has $\lambda=12096$)
9757:
9757 5-(34,10,58275) (complement has $\lambda=60480$) residual design of number 9751 |
derived from number 9752 |
9758:
9758 5-(34,11,233100) (complement has $\lambda=241920$) residual design of number 9752 |
9759:
9759 4-(36,11,1651680) (complement has $\lambda=1714176$) design of number 9753 with respect to smaller t |
9760:
9760 4-(35,10,361305) (complement has $\lambda=374976$)
derived from number 9753 |
design of number 9754 with respect to smaller t |
9761:
9761 4-(35,11,1290375) (complement has $\lambda=1339200$) residual design of number 9753 |
design of number 9755 with respect to smaller t |
9762:
9762 4-(34,9,69930) (complement has $\lambda=72576$) derived from number 9754 |
design of number 9756 with respect to smaller t |
9763:
9763 4-(34,10,291375) (complement has $\lambda=302400$) residual design of number 9754 |
derived from number 9755 |
design of number 9757 with respect to smaller t |
9764:
9764 4-(34,11,999000) (complement has $\lambda=1036800$) residual design of number 9755 |
design of number 9758 with respect to smaller t |
9765:
9765 4-(33,8,11655) (complement has $\lambda=12096$)
9766:
9766 4-(33,9,58275) (complement has $\lambda=60480$) residual design of number 9756 |
derived from number 9757 |
9767:
9767 4-(33,10,233100) (complement has $\lambda=241920$) residual design of number 9757 |
derived from number 9758 |
9768:
9768 4-(33,11,765900) (complement has $\lambda=794880$) residual design of number 9758 |
9769:
9769 7-(36,11,11760) (complement has $\lambda=11991$) $Sp(6,2)_36$ (many isomorphism types) |
9770:
9770 6-(36,11,70560) (complement has $\lambda=71946$)
design of number 9769 with respect to smaller t |
9771:
9771 6-(35,10,11760) (complement has $\lambda=11991$)
9772:
9772 6-(35,11,58800) (complement has $\lambda=59955$) residual design of number 9769 |
9773:
9773 5-(36,11,364560) (complement has $\lambda=371721$) design of number 9770 with respect to smaller t |
9774:
9774 5-(35,10,70560) (complement has $\lambda=71946$) derived from number 9770 |
design of number 9771 with respect to smaller t |
9775:
9775 5-(35,11,294000) (complement has $\lambda=299775$) residual design of number 9770 |
design of number 9772 with respect to smaller t |
9776:
9776 5-(34,9,11760) (complement has $\lambda=11991$)
9777:
9777 5-(34,10,58800) (complement has $\lambda=59955$) residual design of number 9771 |
derived from number 9772 |
9778:
9778 5-(34,11,235200) (complement has $\lambda=239820$) residual design of number 9772 |
9779:
9779 4-(36,11,1666560) (complement has $\lambda=1699296$) design of number 9773 with respect to smaller t |
9780:
9780 4-(35,10,364560) (complement has $\lambda=371721$)
derived from number 9773 |
design of number 9774 with respect to smaller t |
9781:
9781 4-(35,11,1302000) (complement has $\lambda=1327575$) residual design of number 9773 |
design of number 9775 with respect to smaller t |
9782:
9782 4-(34,9,70560) (complement has $\lambda=71946$) derived from number 9774 |
design of number 9776 with respect to smaller t |
9783:
9783 4-(34,10,294000) (complement has $\lambda=299775$) residual design of number 9774 |
derived from number 9775 |
design of number 9777 with respect to smaller t |
9784:
9784 4-(34,11,1008000) (complement has $\lambda=1027800$) residual design of number 9775 |
design of number 9778 with respect to smaller t |
9785:
9785 4-(33,8,11760) (complement has $\lambda=11991$)
9786:
9786 4-(33,9,58800) (complement has $\lambda=59955$) residual design of number 9776 |
derived from number 9777 |
9787:
9787 4-(33,10,235200) (complement has $\lambda=239820$) residual design of number 9777 |
derived from number 9778 |
9788:
9788 4-(33,11,772800) (complement has $\lambda=787980$) residual design of number 9778 |
9789:
9789 7-(36,11,3360) (complement has $\lambda=20391$) $Sp(6,2)_36$ (many isomorphism types) |
9790:
9790 6-(36,11,20160) (complement has $\lambda=122346$)
design of number 9789 with respect to smaller t |
9791:
9791 6-(35,10,3360) (complement has $\lambda=20391$)
9792:
9792 6-(35,11,16800) (complement has $\lambda=101955$) residual design of number 9789 |
9793:
9793 5-(36,11,104160) (complement has $\lambda=632121$) design of number 9790 with respect to smaller t |
9794:
9794 5-(35,10,20160) (complement has $\lambda=122346$) derived from number 9790 |
design of number 9791 with respect to smaller t |
9795:
9795 5-(35,11,84000) (complement has $\lambda=509775$) residual design of number 9790 |
design of number 9792 with respect to smaller t |
9796:
9796 5-(34,9,3360) (complement has $\lambda=20391$)
9797:
9797 5-(34,10,16800) (complement has $\lambda=101955$) residual design of number 9791 |
derived from number 9792 |
9798:
9798 5-(34,11,67200) (complement has $\lambda=407820$) residual design of number 9792 |
9799:
9799 4-(36,11,476160) (complement has $\lambda=2889696$) design of number 9793 with respect to smaller t |
9800:
9800 4-(35,10,104160) (complement has $\lambda=632121$)
derived from number 9793 |
design of number 9794 with respect to smaller t |
9801:
9801 4-(35,11,372000) (complement has $\lambda=2257575$) residual design of number 9793 |
design of number 9795 with respect to smaller t |
9802:
9802 4-(34,9,20160) (complement has $\lambda=122346$) derived from number 9794 |
design of number 9796 with respect to smaller t |
9803:
9803 4-(34,10,84000) (complement has $\lambda=509775$) residual design of number 9794 |
derived from number 9795 |
design of number 9797 with respect to smaller t |
9804:
9804 4-(34,11,288000) (complement has $\lambda=1747800$) residual design of number 9795 |
design of number 9798 with respect to smaller t |
9805:
9805 4-(33,8,3360) (complement has $\lambda=20391$)
9806:
9806 4-(33,9,16800) (complement has $\lambda=101955$) residual design of number 9796 |
derived from number 9797 |
9807:
9807 4-(33,10,67200) (complement has $\lambda=407820$) residual design of number 9797 |
derived from number 9798 |
9808:
9808 4-(33,11,220800) (complement has $\lambda=1339980$) residual design of number 9798 |
9809:
9809 7-(36,11,4200) (complement has $\lambda=19551$) $Sp(6,2)_36$ (many isomorphism types) |
9810:
9810 6-(36,11,25200) (complement has $\lambda=117306$)
design of number 9809 with respect to smaller t |
9811:
9811 6-(35,10,4200) (complement has $\lambda=19551$)
9812:
9812 6-(35,11,21000) (complement has $\lambda=97755$) residual design of number 9809 |
9813:
9813 5-(36,11,130200) (complement has $\lambda=606081$) design of number 9810 with respect to smaller t |
9814:
9814 5-(35,10,25200) (complement has $\lambda=117306$) derived from number 9810 |
design of number 9811 with respect to smaller t |
9815:
9815 5-(35,11,105000) (complement has $\lambda=488775$) residual design of number 9810 |
design of number 9812 with respect to smaller t |
9816:
9816 5-(34,9,4200) (complement has $\lambda=19551$)
9817:
9817 5-(34,10,21000) (complement has $\lambda=97755$) residual design of number 9811 |
derived from number 9812 |
9818:
9818 5-(34,11,84000) (complement has $\lambda=391020$) residual design of number 9812 |
9819:
9819 4-(36,11,595200) (complement has $\lambda=2770656$) design of number 9813 with respect to smaller t |
9820:
9820 4-(35,10,130200) (complement has $\lambda=606081$)
derived from number 9813 |
design of number 9814 with respect to smaller t |
9821:
9821 4-(35,11,465000) (complement has $\lambda=2164575$) residual design of number 9813 |
design of number 9815 with respect to smaller t |
9822:
9822 4-(34,9,25200) (complement has $\lambda=117306$) derived from number 9814 |
design of number 9816 with respect to smaller t |
9823:
9823 4-(34,10,105000) (complement has $\lambda=488775$) residual design of number 9814 |
derived from number 9815 |
design of number 9817 with respect to smaller t |
9824:
9824 4-(34,11,360000) (complement has $\lambda=1675800$) residual design of number 9815 |
design of number 9818 with respect to smaller t |
9825:
9825 4-(33,8,4200) (complement has $\lambda=19551$)
9826:
9826 4-(33,9,21000) (complement has $\lambda=97755$) residual design of number 9816 |
derived from number 9817 |
9827:
9827 4-(33,10,84000) (complement has $\lambda=391020$) residual design of number 9817 |
derived from number 9818 |
9828:
9828 4-(33,11,276000) (complement has $\lambda=1284780$) residual design of number 9818 |
9829:
9829 7-(36,11,4536) (complement has $\lambda=19215$) $Sp(6,2)_36$ (many isomorphism types) |
9830:
9830 6-(36,11,27216) (complement has $\lambda=115290$)
design of number 9829 with respect to smaller t |
9831:
9831 6-(35,10,4536) (complement has $\lambda=19215$)
9832:
9832 6-(35,11,22680) (complement has $\lambda=96075$) residual design of number 9829 |
9833:
9833 5-(36,11,140616) (complement has $\lambda=595665$) design of number 9830 with respect to smaller t |
9834:
9834 5-(35,10,27216) (complement has $\lambda=115290$) derived from number 9830 |
design of number 9831 with respect to smaller t |
9835:
9835 5-(35,11,113400) (complement has $\lambda=480375$) residual design of number 9830 |
design of number 9832 with respect to smaller t |
9836:
9836 5-(34,9,4536) (complement has $\lambda=19215$)
9837:
9837 5-(34,10,22680) (complement has $\lambda=96075$) residual design of number 9831 |
derived from number 9832 |
9838:
9838 5-(34,11,90720) (complement has $\lambda=384300$) residual design of number 9832 |
9839:
9839 4-(36,11,642816) (complement has $\lambda=2723040$) design of number 9833 with respect to smaller t |
9840:
9840 4-(35,10,140616) (complement has $\lambda=595665$)
derived from number 9833 |
design of number 9834 with respect to smaller t |
9841:
9841 4-(35,11,502200) (complement has $\lambda=2127375$) residual design of number 9833 |
design of number 9835 with respect to smaller t |
9842:
9842 4-(34,9,27216) (complement has $\lambda=115290$) derived from number 9834 |
design of number 9836 with respect to smaller t |
9843:
9843 4-(34,10,113400) (complement has $\lambda=480375$) residual design of number 9834 |
derived from number 9835 |
design of number 9837 with respect to smaller t |
9844:
9844 4-(34,11,388800) (complement has $\lambda=1647000$) residual design of number 9835 |
design of number 9838 with respect to smaller t |
9845:
9845 4-(33,8,4536) (complement has $\lambda=19215$)
9846:
9846 4-(33,9,22680) (complement has $\lambda=96075$) residual design of number 9836 |
derived from number 9837 |
9847:
9847 4-(33,10,90720) (complement has $\lambda=384300$) residual design of number 9837 |
derived from number 9838 |
9848:
9848 4-(33,11,298080) (complement has $\lambda=1262700$) residual design of number 9838 |
9849:
9849 7-(36,11,4935) (complement has $\lambda=18816$) $Sp(6,2)_36$ (many isomorphism types) |
9850:
9850 6-(36,11,29610) (complement has $\lambda=112896$)
design of number 9849 with respect to smaller t |
9851:
9851 6-(35,10,4935) (complement has $\lambda=18816$)
9852:
9852 6-(35,11,24675) (complement has $\lambda=94080$) residual design of number 9849 |
9853:
9853 5-(36,11,152985) (complement has $\lambda=583296$) design of number 9850 with respect to smaller t |
9854:
9854 5-(35,10,29610) (complement has $\lambda=112896$) derived from number 9850 |
design of number 9851 with respect to smaller t |
9855:
9855 5-(35,11,123375) (complement has $\lambda=470400$) residual design of number 9850 |
design of number 9852 with respect to smaller t |
9856:
9856 5-(34,9,4935) (complement has $\lambda=18816$)
9857:
9857 5-(34,10,24675) (complement has $\lambda=94080$) residual design of number 9851 |
derived from number 9852 |
9858:
9858 5-(34,11,98700) (complement has $\lambda=376320$) residual design of number 9852 |
9859:
9859 4-(36,11,699360) (complement has $\lambda=2666496$) design of number 9853 with respect to smaller t |
9860:
9860 4-(35,10,152985) (complement has $\lambda=583296$)
derived from number 9853 |
design of number 9854 with respect to smaller t |
9861:
9861 4-(35,11,546375) (complement has $\lambda=2083200$) residual design of number 9853 |
design of number 9855 with respect to smaller t |
9862:
9862 4-(34,9,29610) (complement has $\lambda=112896$) derived from number 9854 |
design of number 9856 with respect to smaller t |
9863:
9863 4-(34,10,123375) (complement has $\lambda=470400$) residual design of number 9854 |
derived from number 9855 |
design of number 9857 with respect to smaller t |
9864:
9864 4-(34,11,423000) (complement has $\lambda=1612800$) residual design of number 9855 |
design of number 9858 with respect to smaller t |
9865:
9865 4-(33,8,4935) (complement has $\lambda=18816$)
9866:
9866 4-(33,9,24675) (complement has $\lambda=94080$) residual design of number 9856 |
derived from number 9857 |
9867:
9867 4-(33,10,98700) (complement has $\lambda=376320$) residual design of number 9857 |
derived from number 9858 |
9868:
9868 4-(33,11,324300) (complement has $\lambda=1236480$) residual design of number 9858 |
9869:
9869 7-(36,11,5040) (complement has $\lambda=18711$) $Sp(6,2)_36$ (many isomorphism types) |
9870:
9870 6-(36,11,30240) (complement has $\lambda=112266$)
design of number 9869 with respect to smaller t |
9871:
9871 6-(35,10,5040) (complement has $\lambda=18711$)
9872:
9872 6-(35,11,25200) (complement has $\lambda=93555$) residual design of number 9869 |
9873:
9873 5-(36,11,156240) (complement has $\lambda=580041$) design of number 9870 with respect to smaller t |
9874:
9874 5-(35,10,30240) (complement has $\lambda=112266$) derived from number 9870 |
design of number 9871 with respect to smaller t |
9875:
9875 5-(35,11,126000) (complement has $\lambda=467775$) residual design of number 9870 |
design of number 9872 with respect to smaller t |
9876:
9876 5-(34,9,5040) (complement has $\lambda=18711$)
9877:
9877 5-(34,10,25200) (complement has $\lambda=93555$) residual design of number 9871 |
derived from number 9872 |
9878:
9878 5-(34,11,100800) (complement has $\lambda=374220$) residual design of number 9872 |
9879:
9879 4-(36,11,714240) (complement has $\lambda=2651616$) design of number 9873 with respect to smaller t |
9880:
9880 4-(35,10,156240) (complement has $\lambda=580041$)
derived from number 9873 |
design of number 9874 with respect to smaller t |
9881:
9881 4-(35,11,558000) (complement has $\lambda=2071575$) residual design of number 9873 |
design of number 9875 with respect to smaller t |
9882:
9882 4-(34,9,30240) (complement has $\lambda=112266$) derived from number 9874 |
design of number 9876 with respect to smaller t |
9883:
9883 4-(34,10,126000) (complement has $\lambda=467775$) residual design of number 9874 |
derived from number 9875 |
design of number 9877 with respect to smaller t |
9884:
9884 4-(34,11,432000) (complement has $\lambda=1603800$) residual design of number 9875 |
design of number 9878 with respect to smaller t |
9885:
9885 4-(33,8,5040) (complement has $\lambda=18711$)
9886:
9886 4-(33,9,25200) (complement has $\lambda=93555$) residual design of number 9876 |
derived from number 9877 |
9887:
9887 4-(33,10,100800) (complement has $\lambda=374220$) residual design of number 9877 |
derived from number 9878 |
9888:
9888 4-(33,11,331200) (complement has $\lambda=1229580$) residual design of number 9878 |
9889:
9889 7-(36,11,5271) (complement has $\lambda=18480$) $Sp(6,2)_36$ (many isomorphism types) |
9890:
9890 6-(36,11,31626) (complement has $\lambda=110880$)
design of number 9889 with respect to smaller t |
9891:
9891 6-(35,10,5271) (complement has $\lambda=18480$)
9892:
9892 6-(35,11,26355) (complement has $\lambda=92400$) residual design of number 9889 |
9893:
9893 5-(36,11,163401) (complement has $\lambda=572880$) design of number 9890 with respect to smaller t |
9894:
9894 5-(35,10,31626) (complement has $\lambda=110880$) derived from number 9890 |
design of number 9891 with respect to smaller t |
9895:
9895 5-(35,11,131775) (complement has $\lambda=462000$) residual design of number 9890 |
design of number 9892 with respect to smaller t |
9896:
9896 5-(34,9,5271) (complement has $\lambda=18480$)
9897:
9897 5-(34,10,26355) (complement has $\lambda=92400$) residual design of number 9891 |
derived from number 9892 |
9898:
9898 5-(34,11,105420) (complement has $\lambda=369600$) residual design of number 9892 |
9899:
9899 4-(36,11,746976) (complement has $\lambda=2618880$) design of number 9893 with respect to smaller t |
9900:
9900 4-(35,10,163401) (complement has $\lambda=572880$)
derived from number 9893 |
design of number 9894 with respect to smaller t |
9901:
9901 4-(35,11,583575) (complement has $\lambda=2046000$) residual design of number 9893 |
design of number 9895 with respect to smaller t |
9902:
9902 4-(34,9,31626) (complement has $\lambda=110880$) derived from number 9894 |
design of number 9896 with respect to smaller t |
9903:
9903 4-(34,10,131775) (complement has $\lambda=462000$) residual design of number 9894 |
derived from number 9895 |
design of number 9897 with respect to smaller t |
9904:
9904 4-(34,11,451800) (complement has $\lambda=1584000$) residual design of number 9895 |
design of number 9898 with respect to smaller t |
9905:
9905 4-(33,8,5271) (complement has $\lambda=18480$)
9906:
9906 4-(33,9,26355) (complement has $\lambda=92400$) residual design of number 9896 |
derived from number 9897 |
9907:
9907 4-(33,10,105420) (complement has $\lambda=369600$) residual design of number 9897 |
derived from number 9898 |
9908:
9908 4-(33,11,346380) (complement has $\lambda=1214400$) residual design of number 9898 |
9909:
9909 7-(36,11,5376) (complement has $\lambda=18375$) $Sp(6,2)_36$ (many isomorphism types) |
9910:
9910 6-(36,11,32256) (complement has $\lambda=110250$)
design of number 9909 with respect to smaller t |
9911:
9911 6-(35,10,5376) (complement has $\lambda=18375$)
9912:
9912 6-(35,11,26880) (complement has $\lambda=91875$) residual design of number 9909 |
9913:
9913 5-(36,11,166656) (complement has $\lambda=569625$) design of number 9910 with respect to smaller t |
9914:
9914 5-(35,10,32256) (complement has $\lambda=110250$) derived from number 9910 |
design of number 9911 with respect to smaller t |
9915:
9915 5-(35,11,134400) (complement has $\lambda=459375$) residual design of number 9910 |
design of number 9912 with respect to smaller t |
9916:
9916 5-(34,9,5376) (complement has $\lambda=18375$)
9917:
9917 5-(34,10,26880) (complement has $\lambda=91875$) residual design of number 9911 |
derived from number 9912 |
9918:
9918 5-(34,11,107520) (complement has $\lambda=367500$) residual design of number 9912 |
9919:
9919 4-(36,11,761856) (complement has $\lambda=2604000$) design of number 9913 with respect to smaller t |
9920:
9920 4-(35,10,166656) (complement has $\lambda=569625$)
derived from number 9913 |
design of number 9914 with respect to smaller t |
9921:
9921 4-(35,11,595200) (complement has $\lambda=2034375$) residual design of number 9913 |
design of number 9915 with respect to smaller t |
9922:
9922 4-(34,9,32256) (complement has $\lambda=110250$) derived from number 9914 |
design of number 9916 with respect to smaller t |
9923:
9923 4-(34,10,134400) (complement has $\lambda=459375$) residual design of number 9914 |
derived from number 9915 |
design of number 9917 with respect to smaller t |
9924:
9924 4-(34,11,460800) (complement has $\lambda=1575000$) residual design of number 9915 |
design of number 9918 with respect to smaller t |
9925:
9925 4-(33,8,5376) (complement has $\lambda=18375$)
9926:
9926 4-(33,9,26880) (complement has $\lambda=91875$) residual design of number 9916 |
derived from number 9917 |
9927:
9927 4-(33,10,107520) (complement has $\lambda=367500$) residual design of number 9917 |
derived from number 9918 |
9928:
9928 4-(33,11,353280) (complement has $\lambda=1207500$) residual design of number 9918 |
9929:
9929 7-(36,11,5775) (complement has $\lambda=17976$) $Sp(6,2)_36$ (many isomorphism types) |
9930:
9930 6-(36,11,34650) (complement has $\lambda=107856$)
design of number 9929 with respect to smaller t |
9931:
9931 6-(35,10,5775) (complement has $\lambda=17976$)
9932:
9932 6-(35,11,28875) (complement has $\lambda=89880$) residual design of number 9929 |
9933:
9933 5-(36,11,179025) (complement has $\lambda=557256$) design of number 9930 with respect to smaller t |
9934:
9934 5-(35,10,34650) (complement has $\lambda=107856$) derived from number 9930 |
design of number 9931 with respect to smaller t |
9935:
9935 5-(35,11,144375) (complement has $\lambda=449400$) residual design of number 9930 |
design of number 9932 with respect to smaller t |
9936:
9936 5-(34,9,5775) (complement has $\lambda=17976$)
9937:
9937 5-(34,10,28875) (complement has $\lambda=89880$) residual design of number 9931 |
derived from number 9932 |
9938:
9938 5-(34,11,115500) (complement has $\lambda=359520$) residual design of number 9932 |
9939:
9939 4-(36,11,818400) (complement has $\lambda=2547456$) design of number 9933 with respect to smaller t |
9940:
9940 4-(35,10,179025) (complement has $\lambda=557256$)
derived from number 9933 |
design of number 9934 with respect to smaller t |
9941:
9941 4-(35,11,639375) (complement has $\lambda=1990200$) residual design of number 9933 |
design of number 9935 with respect to smaller t |
9942:
9942 4-(34,9,34650) (complement has $\lambda=107856$) derived from number 9934 |
design of number 9936 with respect to smaller t |
9943:
9943 4-(34,10,144375) (complement has $\lambda=449400$) residual design of number 9934 |
derived from number 9935 |
design of number 9937 with respect to smaller t |
9944:
9944 4-(34,11,495000) (complement has $\lambda=1540800$) residual design of number 9935 |
design of number 9938 with respect to smaller t |
9945:
9945 4-(33,8,5775) (complement has $\lambda=17976$)
9946:
9946 4-(33,9,28875) (complement has $\lambda=89880$) residual design of number 9936 |
derived from number 9937 |
9947:
9947 4-(33,10,115500) (complement has $\lambda=359520$) residual design of number 9937 |
derived from number 9938 |
9948:
9948 4-(33,11,379500) (complement has $\lambda=1181280$) residual design of number 9938 |
9949:
9949 7-(36,11,5880) (complement has $\lambda=17871$) $Sp(6,2)_36$ (many isomorphism types) |
9950:
9950 6-(36,11,35280) (complement has $\lambda=107226$)
design of number 9949 with respect to smaller t |
9951:
9951 6-(35,10,5880) (complement has $\lambda=17871$)
9952:
9952 6-(35,11,29400) (complement has $\lambda=89355$) residual design of number 9949 |
9953:
9953 5-(36,11,182280) (complement has $\lambda=554001$) design of number 9950 with respect to smaller t |
9954:
9954 5-(35,10,35280) (complement has $\lambda=107226$) derived from number 9950 |
design of number 9951 with respect to smaller t |
9955:
9955 5-(35,11,147000) (complement has $\lambda=446775$) residual design of number 9950 |
design of number 9952 with respect to smaller t |
9956:
9956 5-(34,9,5880) (complement has $\lambda=17871$)
9957:
9957 5-(34,10,29400) (complement has $\lambda=89355$) residual design of number 9951 |
derived from number 9952 |
9958:
9958 5-(34,11,117600) (complement has $\lambda=357420$) residual design of number 9952 |
9959:
9959 4-(36,11,833280) (complement has $\lambda=2532576$) design of number 9953 with respect to smaller t |
9960:
9960 4-(35,10,182280) (complement has $\lambda=554001$)
derived from number 9953 |
design of number 9954 with respect to smaller t |
9961:
9961 4-(35,11,651000) (complement has $\lambda=1978575$) residual design of number 9953 |
design of number 9955 with respect to smaller t |
9962:
9962 4-(34,9,35280) (complement has $\lambda=107226$) derived from number 9954 |
design of number 9956 with respect to smaller t |
9963:
9963 4-(34,10,147000) (complement has $\lambda=446775$) residual design of number 9954 |
derived from number 9955 |
design of number 9957 with respect to smaller t |
9964:
9964 4-(34,11,504000) (complement has $\lambda=1531800$) residual design of number 9955 |
design of number 9958 with respect to smaller t |
9965:
9965 4-(33,8,5880) (complement has $\lambda=17871$)
9966:
9966 4-(33,9,29400) (complement has $\lambda=89355$) residual design of number 9956 |
derived from number 9957 |
9967:
9967 4-(33,10,117600) (complement has $\lambda=357420$) residual design of number 9957 |
derived from number 9958 |
9968:
9968 4-(33,11,386400) (complement has $\lambda=1174380$) residual design of number 9958 |
9969:
9969 7-(36,11,6111) (complement has $\lambda=17640$) $Sp(6,2)_36$ (many isomorphism types) |
9970:
9970 6-(36,11,36666) (complement has $\lambda=105840$)
design of number 9969 with respect to smaller t |
9971:
9971 6-(35,10,6111) (complement has $\lambda=17640$)
9972:
9972 6-(35,11,30555) (complement has $\lambda=88200$) residual design of number 9969 |
9973:
9973 5-(36,11,189441) (complement has $\lambda=546840$) design of number 9970 with respect to smaller t |
9974:
9974 5-(35,10,36666) (complement has $\lambda=105840$) derived from number 9970 |
design of number 9971 with respect to smaller t |
9975:
9975 5-(35,11,152775) (complement has $\lambda=441000$) residual design of number 9970 |
design of number 9972 with respect to smaller t |
9976:
9976 5-(34,9,6111) (complement has $\lambda=17640$)
9977:
9977 5-(34,10,30555) (complement has $\lambda=88200$) residual design of number 9971 |
derived from number 9972 |
9978:
9978 5-(34,11,122220) (complement has $\lambda=352800$) residual design of number 9972 |
9979:
9979 4-(36,11,866016) (complement has $\lambda=2499840$) design of number 9973 with respect to smaller t |
9980:
9980 4-(35,10,189441) (complement has $\lambda=546840$)
derived from number 9973 |
design of number 9974 with respect to smaller t |
9981:
9981 4-(35,11,676575) (complement has $\lambda=1953000$) residual design of number 9973 |
design of number 9975 with respect to smaller t |
9982:
9982 4-(34,9,36666) (complement has $\lambda=105840$) derived from number 9974 |
design of number 9976 with respect to smaller t |
9983:
9983 4-(34,10,152775) (complement has $\lambda=441000$) residual design of number 9974 |
derived from number 9975 |
design of number 9977 with respect to smaller t |
9984:
9984 4-(34,11,523800) (complement has $\lambda=1512000$) residual design of number 9975 |
design of number 9978 with respect to smaller t |
9985:
9985 4-(33,8,6111) (complement has $\lambda=17640$)
9986:
9986 4-(33,9,30555) (complement has $\lambda=88200$) residual design of number 9976 |
derived from number 9977 |
9987:
9987 4-(33,10,122220) (complement has $\lambda=352800$) residual design of number 9977 |
derived from number 9978 |
9988:
9988 4-(33,11,401580) (complement has $\lambda=1159200$) residual design of number 9978 |
9989:
9989 7-(36,11,6216) (complement has $\lambda=17535$) $Sp(6,2)_36$ (many isomorphism types) |
9990:
9990 6-(36,11,37296) (complement has $\lambda=105210$)
design of number 9989 with respect to smaller t |
9991:
9991 6-(35,10,6216) (complement has $\lambda=17535$)
9992:
9992 6-(35,11,31080) (complement has $\lambda=87675$) residual design of number 9989 |
9993:
9993 5-(36,11,192696) (complement has $\lambda=543585$) design of number 9990 with respect to smaller t |
9994:
9994 5-(35,10,37296) (complement has $\lambda=105210$) derived from number 9990 |
design of number 9991 with respect to smaller t |
9995:
9995 5-(35,11,155400) (complement has $\lambda=438375$) residual design of number 9990 |
design of number 9992 with respect to smaller t |
9996:
9996 5-(34,9,6216) (complement has $\lambda=17535$)
9997:
9997 5-(34,10,31080) (complement has $\lambda=87675$) residual design of number 9991 |
derived from number 9992 |
9998:
9998 5-(34,11,124320) (complement has $\lambda=350700$) residual design of number 9992 |
9999:
9999 4-(36,11,880896) (complement has $\lambda=2484960$) design of number 9993 with respect to smaller t |
10000:
10000 4-(35,10,192696) (complement has $\lambda=543585$)
derived from number 9993 |
design of number 9994 with respect to smaller t |
10001:
10001 4-(35,11,688200) (complement has $\lambda=1941375$) residual design of number 9993 |
design of number 9995 with respect to smaller t |
10002:
10002 4-(34,9,37296) (complement has $\lambda=105210$) derived from number 9994 |
design of number 9996 with respect to smaller t |
10003:
10003 4-(34,10,155400) (complement has $\lambda=438375$) residual design of number 9994 |
derived from number 9995 |
design of number 9997 with respect to smaller t |
10004:
10004 4-(34,11,532800) (complement has $\lambda=1503000$) residual design of number 9995 |
design of number 9998 with respect to smaller t |
10005:
10005 4-(33,8,6216) (complement has $\lambda=17535$)
10006:
10006 4-(33,9,31080) (complement has $\lambda=87675$) residual design of number 9996 |
derived from number 9997 |
10007:
10007 4-(33,10,124320) (complement has $\lambda=350700$) residual design of number 9997 |
derived from number 9998 |
10008:
10008 4-(33,11,408480) (complement has $\lambda=1152300$) residual design of number 9998 |
10009:
10009 7-(36,11,6615) (complement has $\lambda=17136$) $Sp(6,2)_36$ (many isomorphism types) |
10010:
10010 6-(36,11,39690) (complement has $\lambda=102816$)
design of number 10009 with respect to smaller t |
10011:
10011 6-(35,10,6615) (complement has $\lambda=17136$) derived from number 10009 |
10012:
10012 6-(35,11,33075) (complement has $\lambda=85680$) residual design of number 10009 |
10013:
10013 5-(36,11,205065) (complement has $\lambda=531216$) design of number 10010 with respect to smaller t |
10014:
10014 5-(35,10,39690) (complement has $\lambda=102816$) derived from number 10010 |
design of number 10011 with respect to smaller t |
10015:
10015 5-(35,11,165375) (complement has $\lambda=428400$) residual design of number 10010 |
design of number 10012 with respect to smaller t |
10016:
10016 5-(34,9,6615) (complement has $\lambda=17136$) derived from number 10011 |
10017:
10017 5-(34,10,33075) (complement has $\lambda=85680$) residual design of number 10011 |
derived from number 10012 |
10018:
10018 5-(34,11,132300) (complement has $\lambda=342720$) residual design of number 10012 |
10019:
10019 4-(36,11,937440) (complement has $\lambda=2428416$) design of number 10013 with respect to smaller t |
10020:
10020 4-(35,10,205065) (complement has $\lambda=531216$)
derived from number 10013 |
design of number 10014 with respect to smaller t |
10021:
10021 4-(35,11,732375) (complement has $\lambda=1897200$) residual design of number 10013 |
design of number 10015 with respect to smaller t |
10022:
10022 4-(34,9,39690) (complement has $\lambda=102816$) derived from number 10014 |
design of number 10016 with respect to smaller t |
10023:
10023 4-(34,10,165375) (complement has $\lambda=428400$) residual design of number 10014 |
derived from number 10015 |
design of number 10017 with respect to smaller t |
10024:
10024 4-(34,11,567000) (complement has $\lambda=1468800$) residual design of number 10015 |
design of number 10018 with respect to smaller t |
10025:
10025 4-(33,8,6615) (complement has $\lambda=17136$) derived from number 10016 |
10026:
10026 4-(33,9,33075) (complement has $\lambda=85680$) residual design of number 10016 |
derived from number 10017 |
10027:
10027 4-(33,10,132300) (complement has $\lambda=342720$) residual design of number 10017 |
derived from number 10018 |
10028:
10028 4-(33,11,434700) (complement has $\lambda=1126080$) residual design of number 10018 |
10029:
10029 7-(36,11,6720) (complement has $\lambda=17031$) $Sp(6,2)_36$ (many isomorphism types) |
10030:
10030 6-(36,11,40320) (complement has $\lambda=102186$)
design of number 10029 with respect to smaller t |
10031:
10031 6-(35,10,6720) (complement has $\lambda=17031$) derived from number 10029 |
10032:
10032 6-(35,11,33600) (complement has $\lambda=85155$) residual design of number 10029 |
10033:
10033 5-(36,11,208320) (complement has $\lambda=527961$) design of number 10030 with respect to smaller t |
10034:
10034 5-(35,10,40320) (complement has $\lambda=102186$) derived from number 10030 |
design of number 10031 with respect to smaller t |
10035:
10035 5-(35,11,168000) (complement has $\lambda=425775$) residual design of number 10030 |
design of number 10032 with respect to smaller t |
10036:
10036 5-(34,9,6720) (complement has $\lambda=17031$) derived from number 10031 |
10037:
10037 5-(34,10,33600) (complement has $\lambda=85155$) residual design of number 10031 |
derived from number 10032 |
10038:
10038 5-(34,11,134400) (complement has $\lambda=340620$) residual design of number 10032 |
10039:
10039 4-(36,11,952320) (complement has $\lambda=2413536$) design of number 10033 with respect to smaller t |
10040:
10040 4-(35,10,208320) (complement has $\lambda=527961$)
derived from number 10033 |
design of number 10034 with respect to smaller t |
10041:
10041 4-(35,11,744000) (complement has $\lambda=1885575$) residual design of number 10033 |
design of number 10035 with respect to smaller t |
10042:
10042 4-(34,9,40320) (complement has $\lambda=102186$) derived from number 10034 |
design of number 10036 with respect to smaller t |
10043:
10043 4-(34,10,168000) (complement has $\lambda=425775$) residual design of number 10034 |
derived from number 10035 |
design of number 10037 with respect to smaller t |
10044:
10044 4-(34,11,576000) (complement has $\lambda=1459800$) residual design of number 10035 |
design of number 10038 with respect to smaller t |
10045:
10045 4-(33,8,6720) (complement has $\lambda=17031$) derived from number 10036 |
10046:
10046 4-(33,9,33600) (complement has $\lambda=85155$) residual design of number 10036 |
derived from number 10037 |
10047:
10047 4-(33,10,134400) (complement has $\lambda=340620$) residual design of number 10037 |
derived from number 10038 |
10048:
10048 4-(33,11,441600) (complement has $\lambda=1119180$) residual design of number 10038 |
10049:
10049 7-(36,11,7056) (complement has $\lambda=16695$) $Sp(6,2)_36$ (many isomorphism types) |
10050:
10050 6-(36,11,42336) (complement has $\lambda=100170$)
design of number 10049 with respect to smaller t |
10051:
10051 6-(35,10,7056) (complement has $\lambda=16695$) derived from number 10049 |
10052:
10052 6-(35,11,35280) (complement has $\lambda=83475$) residual design of number 10049 |
10053:
10053 5-(36,11,218736) (complement has $\lambda=517545$) design of number 10050 with respect to smaller t |
10054:
10054 5-(35,10,42336) (complement has $\lambda=100170$) derived from number 10050 |
design of number 10051 with respect to smaller t |
10055:
10055 5-(35,11,176400) (complement has $\lambda=417375$) residual design of number 10050 |
design of number 10052 with respect to smaller t |
10056:
10056 5-(34,9,7056) (complement has $\lambda=16695$) derived from number 10051 |
10057:
10057 5-(34,10,35280) (complement has $\lambda=83475$) residual design of number 10051 |
derived from number 10052 |
10058:
10058 5-(34,11,141120) (complement has $\lambda=333900$) residual design of number 10052 |
10059:
10059 4-(36,11,999936) (complement has $\lambda=2365920$) design of number 10053 with respect to smaller t |
10060:
10060 4-(35,10,218736) (complement has $\lambda=517545$)
derived from number 10053 |
design of number 10054 with respect to smaller t |
10061:
10061 4-(35,11,781200) (complement has $\lambda=1848375$) residual design of number 10053 |
design of number 10055 with respect to smaller t |
10062:
10062 4-(34,9,42336) (complement has $\lambda=100170$) derived from number 10054 |
design of number 10056 with respect to smaller t |
10063:
10063 4-(34,10,176400) (complement has $\lambda=417375$) residual design of number 10054 |
derived from number 10055 |
design of number 10057 with respect to smaller t |
10064:
10064 4-(34,11,604800) (complement has $\lambda=1431000$) residual design of number 10055 |
design of number 10058 with respect to smaller t |
10065:
10065 4-(33,8,7056) (complement has $\lambda=16695$) derived from number 10056 |
10066:
10066 4-(33,9,35280) (complement has $\lambda=83475$) residual design of number 10056 |
derived from number 10057 |
10067:
10067 4-(33,10,141120) (complement has $\lambda=333900$) residual design of number 10057 |
derived from number 10058 |
10068:
10068 4-(33,11,463680) (complement has $\lambda=1097100$) residual design of number 10058 |
10069:
10069 7-(36,11,7455) (complement has $\lambda=16296$) $Sp(6,2)_36$ (many isomorphism types) |
10070:
10070 6-(36,11,44730) (complement has $\lambda=97776$)
design of number 10069 with respect to smaller t |
10071:
10071 6-(35,10,7455) (complement has $\lambda=16296$) derived from number 10069 |
10072:
10072 6-(35,11,37275) (complement has $\lambda=81480$) residual design of number 10069 |
10073:
10073 5-(36,11,231105) (complement has $\lambda=505176$) design of number 10070 with respect to smaller t |
10074:
10074 5-(35,10,44730) (complement has $\lambda=97776$) derived from number 10070 |
design of number 10071 with respect to smaller t |
10075:
10075 5-(35,11,186375) (complement has $\lambda=407400$) residual design of number 10070 |
design of number 10072 with respect to smaller t |
10076:
10076 5-(34,9,7455) (complement has $\lambda=16296$) derived from number 10071 |
10077:
10077 5-(34,10,37275) (complement has $\lambda=81480$) residual design of number 10071 |
derived from number 10072 |
10078:
10078 5-(34,11,149100) (complement has $\lambda=325920$) residual design of number 10072 |
10079:
10079 4-(36,11,1056480) (complement has $\lambda=2309376$) design of number 10073 with respect to smaller t |
10080:
10080 4-(35,10,231105) (complement has $\lambda=505176$)
derived from number 10073 |
design of number 10074 with respect to smaller t |
10081:
10081 4-(35,11,825375) (complement has $\lambda=1804200$) residual design of number 10073 |
design of number 10075 with respect to smaller t |
10082:
10082 4-(34,9,44730) (complement has $\lambda=97776$) derived from number 10074 |
design of number 10076 with respect to smaller t |
10083:
10083 4-(34,10,186375) (complement has $\lambda=407400$) residual design of number 10074 |
derived from number 10075 |
design of number 10077 with respect to smaller t |
10084:
10084 4-(34,11,639000) (complement has $\lambda=1396800$) residual design of number 10075 |
design of number 10078 with respect to smaller t |
10085:
10085 4-(33,8,7455) (complement has $\lambda=16296$) derived from number 10076 |
10086:
10086 4-(33,9,37275) (complement has $\lambda=81480$) residual design of number 10076 |
derived from number 10077 |
10087:
10087 4-(33,10,149100) (complement has $\lambda=325920$) residual design of number 10077 |
derived from number 10078 |
10088:
10088 4-(33,11,489900) (complement has $\lambda=1070880$) residual design of number 10078 |
10089:
10089 7-(36,11,7560) (complement has $\lambda=16191$) $Sp(6,2)_36$ (many isomorphism types) |
10090:
10090 6-(36,11,45360) (complement has $\lambda=97146$)
design of number 10089 with respect to smaller t |
10091:
10091 6-(35,10,7560) (complement has $\lambda=16191$) derived from number 10089 |
10092:
10092 6-(35,11,37800) (complement has $\lambda=80955$) residual design of number 10089 |
10093:
10093 5-(36,11,234360) (complement has $\lambda=501921$) design of number 10090 with respect to smaller t |
10094:
10094 5-(35,10,45360) (complement has $\lambda=97146$) derived from number 10090 |
design of number 10091 with respect to smaller t |
10095:
10095 5-(35,11,189000) (complement has $\lambda=404775$) residual design of number 10090 |
design of number 10092 with respect to smaller t |
10096:
10096 5-(34,9,7560) (complement has $\lambda=16191$) derived from number 10091 |
10097:
10097 5-(34,10,37800) (complement has $\lambda=80955$) residual design of number 10091 |
derived from number 10092 |
10098:
10098 5-(34,11,151200) (complement has $\lambda=323820$) residual design of number 10092 |
10099:
10099 4-(36,11,1071360) (complement has $\lambda=2294496$) design of number 10093 with respect to smaller t |
10100:
10100 4-(35,10,234360) (complement has $\lambda=501921$)
derived from number 10093 |
design of number 10094 with respect to smaller t |
10101:
10101 4-(35,11,837000) (complement has $\lambda=1792575$) residual design of number 10093 |
design of number 10095 with respect to smaller t |
10102:
10102 4-(34,9,45360) (complement has $\lambda=97146$) derived from number 10094 |
design of number 10096 with respect to smaller t |
10103:
10103 4-(34,10,189000) (complement has $\lambda=404775$) residual design of number 10094 |
derived from number 10095 |
design of number 10097 with respect to smaller t |
10104:
10104 4-(34,11,648000) (complement has $\lambda=1387800$) residual design of number 10095 |
design of number 10098 with respect to smaller t |
10105:
10105 4-(33,8,7560) (complement has $\lambda=16191$) derived from number 10096 |
10106:
10106 4-(33,9,37800) (complement has $\lambda=80955$) residual design of number 10096 |
derived from number 10097 |
10107:
10107 4-(33,10,151200) (complement has $\lambda=323820$) residual design of number 10097 |
derived from number 10098 |
10108:
10108 4-(33,11,496800) (complement has $\lambda=1063980$) residual design of number 10098 |
10109:
10109 7-(36,11,7791) (complement has $\lambda=15960$) $Sp(6,2)_36$ (many isomorphism types) |
10110:
10110 6-(36,11,46746) (complement has $\lambda=95760$)
design of number 10109 with respect to smaller t |
10111:
10111 6-(35,10,7791) (complement has $\lambda=15960$) derived from number 10109 |
10112:
10112 6-(35,11,38955) (complement has $\lambda=79800$) residual design of number 10109 |
10113:
10113 5-(36,11,241521) (complement has $\lambda=494760$) design of number 10110 with respect to smaller t |
10114:
10114 5-(35,10,46746) (complement has $\lambda=95760$) derived from number 10110 |
design of number 10111 with respect to smaller t |
10115:
10115 5-(35,11,194775) (complement has $\lambda=399000$) residual design of number 10110 |
design of number 10112 with respect to smaller t |
10116:
10116 5-(34,9,7791) (complement has $\lambda=15960$) derived from number 10111 |
10117:
10117 5-(34,10,38955) (complement has $\lambda=79800$) residual design of number 10111 |
derived from number 10112 |
10118:
10118 5-(34,11,155820) (complement has $\lambda=319200$) residual design of number 10112 |
10119:
10119 4-(36,11,1104096) (complement has $\lambda=2261760$) design of number 10113 with respect to smaller t |
10120:
10120 4-(35,10,241521) (complement has $\lambda=494760$)
derived from number 10113 |
design of number 10114 with respect to smaller t |
10121:
10121 4-(35,11,862575) (complement has $\lambda=1767000$) residual design of number 10113 |
design of number 10115 with respect to smaller t |
10122:
10122 4-(34,9,46746) (complement has $\lambda=95760$) derived from number 10114 |
design of number 10116 with respect to smaller t |
10123:
10123 4-(34,10,194775) (complement has $\lambda=399000$) residual design of number 10114 |
derived from number 10115 |
design of number 10117 with respect to smaller t |
10124:
10124 4-(34,11,667800) (complement has $\lambda=1368000$) residual design of number 10115 |
design of number 10118 with respect to smaller t |
10125:
10125 4-(33,8,7791) (complement has $\lambda=15960$) derived from number 10116 |
10126:
10126 4-(33,9,38955) (complement has $\lambda=79800$) residual design of number 10116 |
derived from number 10117 |
10127:
10127 4-(33,10,155820) (complement has $\lambda=319200$) residual design of number 10117 |
derived from number 10118 |
10128:
10128 4-(33,11,511980) (complement has $\lambda=1048800$) residual design of number 10118 |
10129:
10129 7-(36,11,7896) (complement has $\lambda=15855$) $Sp(6,2)_36$ (many isomorphism types) |
10130:
10130 6-(36,11,47376) (complement has $\lambda=95130$)
design of number 10129 with respect to smaller t |
10131:
10131 6-(35,10,7896) (complement has $\lambda=15855$) derived from number 10129 |
10132:
10132 6-(35,11,39480) (complement has $\lambda=79275$) residual design of number 10129 |
10133:
10133 5-(36,11,244776) (complement has $\lambda=491505$) design of number 10130 with respect to smaller t |
10134:
10134 5-(35,10,47376) (complement has $\lambda=95130$) derived from number 10130 |
design of number 10131 with respect to smaller t |
10135:
10135 5-(35,11,197400) (complement has $\lambda=396375$) residual design of number 10130 |
design of number 10132 with respect to smaller t |
10136:
10136 5-(34,9,7896) (complement has $\lambda=15855$) derived from number 10131 |
10137:
10137 5-(34,10,39480) (complement has $\lambda=79275$) residual design of number 10131 |
derived from number 10132 |
10138:
10138 5-(34,11,157920) (complement has $\lambda=317100$) residual design of number 10132 |
10139:
10139 4-(36,11,1118976) (complement has $\lambda=2246880$) design of number 10133 with respect to smaller t |
10140:
10140 4-(35,10,244776) (complement has $\lambda=491505$)
derived from number 10133 |
design of number 10134 with respect to smaller t |
10141:
10141 4-(35,11,874200) (complement has $\lambda=1755375$) residual design of number 10133 |
design of number 10135 with respect to smaller t |
10142:
10142 4-(34,9,47376) (complement has $\lambda=95130$) derived from number 10134 |
design of number 10136 with respect to smaller t |
10143:
10143 4-(34,10,197400) (complement has $\lambda=396375$) residual design of number 10134 |
derived from number 10135 |
design of number 10137 with respect to smaller t |
10144:
10144 4-(34,11,676800) (complement has $\lambda=1359000$) residual design of number 10135 |
design of number 10138 with respect to smaller t |
10145:
10145 4-(33,8,7896) (complement has $\lambda=15855$) derived from number 10136 |
10146:
10146 4-(33,9,39480) (complement has $\lambda=79275$) residual design of number 10136 |
derived from number 10137 |
10147:
10147 4-(33,10,157920) (complement has $\lambda=317100$) residual design of number 10137 |
derived from number 10138 |
10148:
10148 4-(33,11,518880) (complement has $\lambda=1041900$) residual design of number 10138 |
10149:
10149 7-(36,11,8295) (complement has $\lambda=15456$) $Sp(6,2)_36$ (many isomorphism types) |
10150:
10150 6-(36,11,49770) (complement has $\lambda=92736$)
design of number 10149 with respect to smaller t |
10151:
10151 6-(35,10,8295) (complement has $\lambda=15456$) derived from number 10149 |
10152:
10152 6-(35,11,41475) (complement has $\lambda=77280$) residual design of number 10149 |
10153:
10153 5-(36,11,257145) (complement has $\lambda=479136$) design of number 10150 with respect to smaller t |
10154:
10154 5-(35,10,49770) (complement has $\lambda=92736$) derived from number 10150 |
design of number 10151 with respect to smaller t |
10155:
10155 5-(35,11,207375) (complement has $\lambda=386400$) residual design of number 10150 |
design of number 10152 with respect to smaller t |
10156:
10156 5-(34,9,8295) (complement has $\lambda=15456$) derived from number 10151 |
10157:
10157 5-(34,10,41475) (complement has $\lambda=77280$) residual design of number 10151 |
derived from number 10152 |
10158:
10158 5-(34,11,165900) (complement has $\lambda=309120$) residual design of number 10152 |
10159:
10159 4-(36,11,1175520) (complement has $\lambda=2190336$) design of number 10153 with respect to smaller t |
10160:
10160 4-(35,10,257145) (complement has $\lambda=479136$)
derived from number 10153 |
design of number 10154 with respect to smaller t |
10161:
10161 4-(35,11,918375) (complement has $\lambda=1711200$) residual design of number 10153 |
design of number 10155 with respect to smaller t |
10162:
10162 4-(34,9,49770) (complement has $\lambda=92736$) derived from number 10154 |
design of number 10156 with respect to smaller t |
10163:
10163 4-(34,10,207375) (complement has $\lambda=386400$) residual design of number 10154 |
derived from number 10155 |
design of number 10157 with respect to smaller t |
10164:
10164 4-(34,11,711000) (complement has $\lambda=1324800$) residual design of number 10155 |
design of number 10158 with respect to smaller t |
10165:
10165 4-(33,8,8295) (complement has $\lambda=15456$) derived from number 10156 |
10166:
10166 4-(33,9,41475) (complement has $\lambda=77280$) residual design of number 10156 |
derived from number 10157 |
10167:
10167 4-(33,10,165900) (complement has $\lambda=309120$) residual design of number 10157 |
derived from number 10158 |
10168:
10168 4-(33,11,545100) (complement has $\lambda=1015680$) residual design of number 10158 |
10169:
10169 7-(36,11,8400) (complement has $\lambda=15351$) $Sp(6,2)_36$ (many isomorphism types) |
10170:
10170 6-(36,11,50400) (complement has $\lambda=92106$)
design of number 10169 with respect to smaller t |
10171:
10171 6-(35,10,8400) (complement has $\lambda=15351$) derived from number 10169 |
10172:
10172 6-(35,11,42000) (complement has $\lambda=76755$) residual design of number 10169 |
10173:
10173 5-(36,11,260400) (complement has $\lambda=475881$) design of number 10170 with respect to smaller t |
10174:
10174 5-(35,10,50400) (complement has $\lambda=92106$) derived from number 10170 |
design of number 10171 with respect to smaller t |
10175:
10175 5-(35,11,210000) (complement has $\lambda=383775$) residual design of number 10170 |
design of number 10172 with respect to smaller t |
10176:
10176 5-(34,9,8400) (complement has $\lambda=15351$) derived from number 10171 |
10177:
10177 5-(34,10,42000) (complement has $\lambda=76755$) residual design of number 10171 |
derived from number 10172 |
10178:
10178 5-(34,11,168000) (complement has $\lambda=307020$) residual design of number 10172 |
10179:
10179 4-(36,11,1190400) (complement has $\lambda=2175456$) design of number 10173 with respect to smaller t |
10180:
10180 4-(35,10,260400) (complement has $\lambda=475881$)
derived from number 10173 |
design of number 10174 with respect to smaller t |
10181:
10181 4-(35,11,930000) (complement has $\lambda=1699575$) residual design of number 10173 |
design of number 10175 with respect to smaller t |
10182:
10182 4-(34,9,50400) (complement has $\lambda=92106$) derived from number 10174 |
design of number 10176 with respect to smaller t |
10183:
10183 4-(34,10,210000) (complement has $\lambda=383775$) residual design of number 10174 |
derived from number 10175 |
design of number 10177 with respect to smaller t |
10184:
10184 4-(34,11,720000) (complement has $\lambda=1315800$) residual design of number 10175 |
design of number 10178 with respect to smaller t |
10185:
10185 4-(33,8,8400) (complement has $\lambda=15351$) derived from number 10176 |
10186:
10186 4-(33,9,42000) (complement has $\lambda=76755$) residual design of number 10176 |
derived from number 10177 |
10187:
10187 4-(33,10,168000) (complement has $\lambda=307020$) residual design of number 10177 |
derived from number 10178 |
10188:
10188 4-(33,11,552000) (complement has $\lambda=1008780$) residual design of number 10178 |
10189:
10189 7-(36,11,8631) (complement has $\lambda=15120$) $Sp(6,2)_36$ (many isomorphism types) |
10190:
10190 6-(36,11,51786) (complement has $\lambda=90720$)
design of number 10189 with respect to smaller t |
10191:
10191 6-(35,10,8631) (complement has $\lambda=15120$) derived from number 10189 |
10192:
10192 6-(35,11,43155) (complement has $\lambda=75600$) residual design of number 10189 |
10193:
10193 5-(36,11,267561) (complement has $\lambda=468720$) design of number 10190 with respect to smaller t |
10194:
10194 5-(35,10,51786) (complement has $\lambda=90720$) derived from number 10190 |
design of number 10191 with respect to smaller t |
10195:
10195 5-(35,11,215775) (complement has $\lambda=378000$) residual design of number 10190 |
design of number 10192 with respect to smaller t |
10196:
10196 5-(34,9,8631) (complement has $\lambda=15120$) derived from number 10191 |
10197:
10197 5-(34,10,43155) (complement has $\lambda=75600$) residual design of number 10191 |
derived from number 10192 |
10198:
10198 5-(34,11,172620) (complement has $\lambda=302400$) residual design of number 10192 |
10199:
10199 4-(36,11,1223136) (complement has $\lambda=2142720$) design of number 10193 with respect to smaller t |
10200:
10200 4-(35,10,267561) (complement has $\lambda=468720$)
derived from number 10193 |
design of number 10194 with respect to smaller t |
10201:
10201 4-(35,11,955575) (complement has $\lambda=1674000$) residual design of number 10193 |
design of number 10195 with respect to smaller t |
10202:
10202 4-(34,9,51786) (complement has $\lambda=90720$) derived from number 10194 |
design of number 10196 with respect to smaller t |
10203:
10203 4-(34,10,215775) (complement has $\lambda=378000$) residual design of number 10194 |
derived from number 10195 |
design of number 10197 with respect to smaller t |
10204:
10204 4-(34,11,739800) (complement has $\lambda=1296000$) residual design of number 10195 |
design of number 10198 with respect to smaller t |
10205:
10205 4-(33,8,8631) (complement has $\lambda=15120$) derived from number 10196 |
10206:
10206 4-(33,9,43155) (complement has $\lambda=75600$) residual design of number 10196 |
derived from number 10197 |
10207:
10207 4-(33,10,172620) (complement has $\lambda=302400$) residual design of number 10197 |
derived from number 10198 |
10208:
10208 4-(33,11,567180) (complement has $\lambda=993600$) residual design of number 10198 |
10209:
10209 7-(36,11,8736) (complement has $\lambda=15015$) $Sp(6,2)_36$ (many isomorphism types) |
10210:
10210 6-(36,11,52416) (complement has $\lambda=90090$)
design of number 10209 with respect to smaller t |
10211:
10211 6-(35,10,8736) (complement has $\lambda=15015$) derived from number 10209 |
10212:
10212 6-(35,11,43680) (complement has $\lambda=75075$) residual design of number 10209 |
10213:
10213 5-(36,11,270816) (complement has $\lambda=465465$) design of number 10210 with respect to smaller t |
10214:
10214 5-(35,10,52416) (complement has $\lambda=90090$) derived from number 10210 |
design of number 10211 with respect to smaller t |
10215:
10215 5-(35,11,218400) (complement has $\lambda=375375$) residual design of number 10210 |
design of number 10212 with respect to smaller t |
10216:
10216 5-(34,9,8736) (complement has $\lambda=15015$) derived from number 10211 |
10217:
10217 5-(34,10,43680) (complement has $\lambda=75075$) residual design of number 10211 |
derived from number 10212 |
10218:
10218 5-(34,11,174720) (complement has $\lambda=300300$) residual design of number 10212 |
10219:
10219 4-(36,11,1238016) (complement has $\lambda=2127840$) design of number 10213 with respect to smaller t |
10220:
10220 4-(35,10,270816) (complement has $\lambda=465465$)
derived from number 10213 |
design of number 10214 with respect to smaller t |
10221:
10221 4-(35,11,967200) (complement has $\lambda=1662375$) residual design of number 10213 |
design of number 10215 with respect to smaller t |
10222:
10222 4-(34,9,52416) (complement has $\lambda=90090$) derived from number 10214 |
design of number 10216 with respect to smaller t |
10223:
10223 4-(34,10,218400) (complement has $\lambda=375375$) residual design of number 10214 |
derived from number 10215 |
design of number 10217 with respect to smaller t |
10224:
10224 4-(34,11,748800) (complement has $\lambda=1287000$) residual design of number 10215 |
design of number 10218 with respect to smaller t |
10225:
10225 4-(33,8,8736) (complement has $\lambda=15015$) derived from number 10216 |
10226:
10226 4-(33,9,43680) (complement has $\lambda=75075$) residual design of number 10216 |
derived from number 10217 |
10227:
10227 4-(33,10,174720) (complement has $\lambda=300300$) residual design of number 10217 |
derived from number 10218 |
10228:
10228 4-(33,11,574080) (complement has $\lambda=986700$) residual design of number 10218 |
10229:
10229 7-(36,11,9135) (complement has $\lambda=14616$) $Sp(6,2)_36$ (many isomorphism types) |
design of number 10666 with respect to smaller t |
10230:
10230 6-(36,11,54810) (complement has $\lambda=87696$)
design of number 10229 with respect to smaller t |
10231:
10231 6-(35,10,9135) (complement has $\lambda=14616$) derived from number 10229 |
design of number 10667 with respect to smaller t |
10232:
10232 6-(35,11,45675) (complement has $\lambda=73080$) residual design of number 10229 |
design of number 10668 with respect to smaller t |
10233:
10233 5-(36,11,283185) (complement has $\lambda=453096$) design of number 10230 with respect to smaller t |
10234:
10234 5-(35,10,54810) (complement has $\lambda=87696$) derived from number 10230 |
design of number 10231 with respect to smaller t |
10235:
10235 5-(35,11,228375) (complement has $\lambda=365400$) residual design of number 10230 |
design of number 10232 with respect to smaller t |
10236:
10236 5-(34,10,45675) (complement has $\lambda=73080$) residual design of number 10231 |
derived from number 10232 |
design of number 10669 with respect to smaller t |
10237:
10237 5-(34,11,182700) (complement has $\lambda=292320$) residual design of number 10232 |
design of number 10670 with respect to smaller t |
10238:
10238 4-(36,11,1294560) (complement has $\lambda=2071296$) design of number 10233 with respect to smaller t |
10239:
10239 4-(35,10,283185) (complement has $\lambda=453096$) derived from number 10233 |
design of number 10234 with respect to smaller t |
10240:
10240 4-(35,11,1011375) (complement has $\lambda=1618200$)
residual design of number 10233 |
design of number 10235 with respect to smaller t |
10241:
10241 4-(34,10,228375) (complement has $\lambda=365400$) residual design of number 10234 |
derived from number 10235 |
design of number 10236 with respect to smaller t |
10242:
10242 4-(34,11,783000) (complement has $\lambda=1252800$) residual design of number 10235 |
design of number 10237 with respect to smaller t |
10243:
10243 4-(33,10,182700) (complement has $\lambda=292320$) residual design of number 10236 |
derived from number 10237 |
design of number 10671 with respect to smaller t |
10244:
10244 4-(33,11,600300) (complement has $\lambda=960480$) residual design of number 10237 |
design of number 10672 with respect to smaller t |
10245:
10245 7-(36,11,9240) (complement has $\lambda=14511$) $Sp(6,2)_36$ (many isomorphism types) |
10246:
10246 6-(36,11,55440) (complement has $\lambda=87066$) design of number 10245 with respect to smaller t |
10247:
10247 6-(35,10,9240) (complement has $\lambda=14511$) derived from number 10245 |
10248:
10248 6-(35,11,46200) (complement has $\lambda=72555$) residual design of number 10245 |
10249:
10249 5-(36,11,286440) (complement has $\lambda=449841$) design of number 10246 with respect to smaller t |
10250:
10250 5-(35,10,55440) (complement has $\lambda=87066$)
derived from number 10246 |
design of number 10247 with respect to smaller t |
10251:
10251 5-(35,11,231000) (complement has $\lambda=362775$) residual design of number 10246 |
design of number 10248 with respect to smaller t |
10252:
10252 5-(34,9,9240) (complement has $\lambda=14511$) derived from number 10247 |
10253:
10253 5-(34,10,46200) (complement has $\lambda=72555$) residual design of number 10247 |
derived from number 10248 |
10254:
10254 5-(34,11,184800) (complement has $\lambda=290220$) residual design of number 10248 |
10255:
10255 4-(36,11,1309440) (complement has $\lambda=2056416$) design of number 10249 with respect to smaller t |
10256:
10256 4-(35,10,286440) (complement has $\lambda=449841$) derived from number 10249 |
design of number 10250 with respect to smaller t |
10257:
10257 4-(35,11,1023000) (complement has $\lambda=1606575$) residual design of number 10249 |
design of number 10251 with respect to smaller t |
10258:
10258 4-(34,9,55440) (complement has $\lambda=87066$) derived from number 10250 |
design of number 10252 with respect to smaller t |
10259:
10259 4-(34,10,231000) (complement has $\lambda=362775$) residual design of number 10250 |
derived from number 10251 |
design of number 10253 with respect to smaller t |
10260:
10260 4-(34,11,792000) (complement has $\lambda=1243800$)
residual design of number 10251 |
design of number 10254 with respect to smaller t |
10261:
10261 4-(33,8,9240) (complement has $\lambda=14511$) derived from number 10252 |
10262:
10262 4-(33,9,46200) (complement has $\lambda=72555$) residual design of number 10252 |
derived from number 10253 |
10263:
10263 4-(33,10,184800) (complement has $\lambda=290220$) residual design of number 10253 |
derived from number 10254 |
10264:
10264 4-(33,11,607200) (complement has $\lambda=953580$) residual design of number 10254 |
10265:
10265 7-(36,11,9471) (complement has $\lambda=14280$) $Sp(6,2)_36$ (many isomorphism types) |
10266:
10266 6-(36,11,56826) (complement has $\lambda=85680$) design of number 10265 with respect to smaller t |
10267:
10267 6-(35,10,9471) (complement has $\lambda=14280$) derived from number 10265 |
10268:
10268 6-(35,11,47355) (complement has $\lambda=71400$) residual design of number 10265 |
10269:
10269 5-(36,11,293601) (complement has $\lambda=442680$) design of number 10266 with respect to smaller t |
10270:
10270 5-(35,10,56826) (complement has $\lambda=85680$)
derived from number 10266 |
design of number 10267 with respect to smaller t |
10271:
10271 5-(35,11,236775) (complement has $\lambda=357000$) residual design of number 10266 |
design of number 10268 with respect to smaller t |
10272:
10272 5-(34,9,9471) (complement has $\lambda=14280$) derived from number 10267 |
10273:
10273 5-(34,10,47355) (complement has $\lambda=71400$) residual design of number 10267 |
derived from number 10268 |
10274:
10274 5-(34,11,189420) (complement has $\lambda=285600$) residual design of number 10268 |
10275:
10275 4-(36,11,1342176) (complement has $\lambda=2023680$) design of number 10269 with respect to smaller t |
10276:
10276 4-(35,10,293601) (complement has $\lambda=442680$) derived from number 10269 |
design of number 10270 with respect to smaller t |
10277:
10277 4-(35,11,1048575) (complement has $\lambda=1581000$) residual design of number 10269 |
design of number 10271 with respect to smaller t |
10278:
10278 4-(34,9,56826) (complement has $\lambda=85680$) derived from number 10270 |
design of number 10272 with respect to smaller t |
10279:
10279 4-(34,10,236775) (complement has $\lambda=357000$) residual design of number 10270 |
derived from number 10271 |
design of number 10273 with respect to smaller t |
10280:
10280 4-(34,11,811800) (complement has $\lambda=1224000$)
residual design of number 10271 |
design of number 10274 with respect to smaller t |
10281:
10281 4-(33,8,9471) (complement has $\lambda=14280$) derived from number 10272 |
10282:
10282 4-(33,9,47355) (complement has $\lambda=71400$) residual design of number 10272 |
derived from number 10273 |
10283:
10283 4-(33,10,189420) (complement has $\lambda=285600$) residual design of number 10273 |
derived from number 10274 |
10284:
10284 4-(33,11,622380) (complement has $\lambda=938400$) residual design of number 10274 |
10285:
10285 7-(36,11,9576) (complement has $\lambda=14175$) $Sp(6,2)_36$ (many isomorphism types) |
10286:
10286 6-(36,11,57456) (complement has $\lambda=85050$) design of number 10285 with respect to smaller t |
10287:
10287 6-(35,10,9576) (complement has $\lambda=14175$) derived from number 10285 |
10288:
10288 6-(35,11,47880) (complement has $\lambda=70875$) residual design of number 10285 |
10289:
10289 5-(36,11,296856) (complement has $\lambda=439425$) design of number 10286 with respect to smaller t |
10290:
10290 5-(35,10,57456) (complement has $\lambda=85050$)
derived from number 10286 |
design of number 10287 with respect to smaller t |
10291:
10291 5-(35,11,239400) (complement has $\lambda=354375$) residual design of number 10286 |
design of number 10288 with respect to smaller t |
10292:
10292 5-(34,9,9576) (complement has $\lambda=14175$) derived from number 10287 |
10293:
10293 5-(34,10,47880) (complement has $\lambda=70875$) residual design of number 10287 |
derived from number 10288 |
10294:
10294 5-(34,11,191520) (complement has $\lambda=283500$) residual design of number 10288 |
10295:
10295 4-(36,11,1357056) (complement has $\lambda=2008800$) design of number 10289 with respect to smaller t |
10296:
10296 4-(35,10,296856) (complement has $\lambda=439425$) derived from number 10289 |
design of number 10290 with respect to smaller t |
10297:
10297 4-(35,11,1060200) (complement has $\lambda=1569375$) residual design of number 10289 |
design of number 10291 with respect to smaller t |
10298:
10298 4-(34,9,57456) (complement has $\lambda=85050$) derived from number 10290 |
design of number 10292 with respect to smaller t |
10299:
10299 4-(34,10,239400) (complement has $\lambda=354375$) residual design of number 10290 |
derived from number 10291 |
design of number 10293 with respect to smaller t |
10300:
10300 4-(34,11,820800) (complement has $\lambda=1215000$)
residual design of number 10291 |
design of number 10294 with respect to smaller t |
10301:
10301 4-(33,8,9576) (complement has $\lambda=14175$) derived from number 10292 |
10302:
10302 4-(33,9,47880) (complement has $\lambda=70875$) residual design of number 10292 |
derived from number 10293 |
10303:
10303 4-(33,10,191520) (complement has $\lambda=283500$) residual design of number 10293 |
derived from number 10294 |
10304:
10304 4-(33,11,629280) (complement has $\lambda=931500$) residual design of number 10294 |
10305:
10305 7-(36,11,9975) (complement has $\lambda=13776$) $Sp(6,2)_36$ (many isomorphism types) |
10306:
10306 6-(36,11,59850) (complement has $\lambda=82656$) design of number 10305 with respect to smaller t |
10307:
10307 6-(35,10,9975) (complement has $\lambda=13776$) derived from number 10305 |
10308:
10308 6-(35,11,49875) (complement has $\lambda=68880$) residual design of number 10305 |
10309:
10309 5-(36,11,309225) (complement has $\lambda=427056$) design of number 10306 with respect to smaller t |
10310:
10310 5-(35,10,59850) (complement has $\lambda=82656$)
derived from number 10306 |
design of number 10307 with respect to smaller t |
10311:
10311 5-(35,11,249375) (complement has $\lambda=344400$) residual design of number 10306 |
design of number 10308 with respect to smaller t |
10312:
10312 5-(34,9,9975) (complement has $\lambda=13776$) derived from number 10307 |
10313:
10313 5-(34,10,49875) (complement has $\lambda=68880$) residual design of number 10307 |
derived from number 10308 |
10314:
10314 5-(34,11,199500) (complement has $\lambda=275520$) residual design of number 10308 |
10315:
10315 4-(36,11,1413600) (complement has $\lambda=1952256$) design of number 10309 with respect to smaller t |
10316:
10316 4-(35,10,309225) (complement has $\lambda=427056$) derived from number 10309 |
design of number 10310 with respect to smaller t |
10317:
10317 4-(35,11,1104375) (complement has $\lambda=1525200$) residual design of number 10309 |
design of number 10311 with respect to smaller t |
10318:
10318 4-(34,9,59850) (complement has $\lambda=82656$) derived from number 10310 |
design of number 10312 with respect to smaller t |
10319:
10319 4-(34,10,249375) (complement has $\lambda=344400$) residual design of number 10310 |
derived from number 10311 |
design of number 10313 with respect to smaller t |
10320:
10320 4-(34,11,855000) (complement has $\lambda=1180800$)
residual design of number 10311 |
design of number 10314 with respect to smaller t |
10321:
10321 4-(33,8,9975) (complement has $\lambda=13776$) derived from number 10312 |
10322:
10322 4-(33,9,49875) (complement has $\lambda=68880$) residual design of number 10312 |
derived from number 10313 |
10323:
10323 4-(33,10,199500) (complement has $\lambda=275520$) residual design of number 10313 |
derived from number 10314 |
10324:
10324 4-(33,11,655500) (complement has $\lambda=905280$) residual design of number 10314 |
10325:
10325 7-(40,10,1008) (complement has $\lambda=4448$) $PSL(4,3)$ (many isomorphism types) |
10326:
10326 6-(40,10,8568) (complement has $\lambda=37808$) design of number 10325 with respect to smaller t |
10327:
10327 6-(39,9,1008) (complement has $\lambda=4448$) derived from number 10325 |
10328:
10328 6-(39,10,7560) (complement has $\lambda=33360$) residual design of number 10325 |
10329:
10329 5-(40,10,59976) (complement has $\lambda=264656$) design of number 10326 with respect to smaller t |
10330:
10330 5-(39,9,8568) (complement has $\lambda=37808$)
derived from number 10326 |
design of number 10327 with respect to smaller t |
10331:
10331 5-(39,10,51408) (complement has $\lambda=226848$) residual design of number 10326 |
design of number 10328 with respect to smaller t |
10332:
10332 5-(38,8,1008) (complement has $\lambda=4448$) derived from number 10327 |
10333:
10333 5-(38,9,7560) (complement has $\lambda=33360$) residual design of number 10327 |
derived from number 10328 |
10334:
10334 5-(38,10,43848) (complement has $\lambda=193488$) residual design of number 10328 |
10335:
10335 4-(40,10,359856) (complement has $\lambda=1587936$) design of number 10329 with respect to smaller t |
10336:
10336 4-(39,9,59976) (complement has $\lambda=264656$) derived from number 10329 |
design of number 10330 with respect to smaller t |
10337:
10337 4-(39,10,299880) (complement has $\lambda=1323280$) residual design of number 10329 |
design of number 10331 with respect to smaller t |
10338:
10338 4-(38,8,8568) (complement has $\lambda=37808$) derived from number 10330 |
design of number 10332 with respect to smaller t |
10339:
10339 4-(38,9,51408) (complement has $\lambda=226848$) residual design of number 10330 |
derived from number 10331 |
design of number 10333 with respect to smaller t |
10340:
10340 4-(38,10,248472) (complement has $\lambda=1096432$)
residual design of number 10331 |
design of number 10334 with respect to smaller t |
10341:
10341 4-(37,7,1008) (complement has $\lambda=4448$) derived from number 10332 |
10342:
10342 4-(37,8,7560) (complement has $\lambda=33360$) residual design of number 10332 |
derived from number 10333 |
10343:
10343 4-(37,9,43848) (complement has $\lambda=193488$) residual design of number 10333 |
derived from number 10334 |
10344:
10344 4-(37,10,204624) (complement has $\lambda=902944$) residual design of number 10334 |
10345:
10345 7-(40,10,1208) (complement has $\lambda=4248$) $PSL(4,3)$ (many isomorphism types) |
10346:
10346 6-(40,10,10268) (complement has $\lambda=36108$) design of number 10345 with respect to smaller t |
10347:
10347 6-(39,9,1208) (complement has $\lambda=4248$) derived from number 10345 |
10348:
10348 6-(39,10,9060) (complement has $\lambda=31860$) residual design of number 10345 |
10349:
10349 5-(40,10,71876) (complement has $\lambda=252756$) design of number 10346 with respect to smaller t |
10350:
10350 5-(39,9,10268) (complement has $\lambda=36108$)
derived from number 10346 |
design of number 10347 with respect to smaller t |
10351:
10351 5-(39,10,61608) (complement has $\lambda=216648$) residual design of number 10346 |
design of number 10348 with respect to smaller t |
10352:
10352 5-(38,8,1208) (complement has $\lambda=4248$) derived from number 10347 |
10353:
10353 5-(38,9,9060) (complement has $\lambda=31860$) residual design of number 10347 |
derived from number 10348 |
10354:
10354 5-(38,10,52548) (complement has $\lambda=184788$) residual design of number 10348 |
10355:
10355 4-(40,10,431256) (complement has $\lambda=1516536$) design of number 10349 with respect to smaller t |
10356:
10356 4-(39,9,71876) (complement has $\lambda=252756$) derived from number 10349 |
design of number 10350 with respect to smaller t |
10357:
10357 4-(39,10,359380) (complement has $\lambda=1263780$) residual design of number 10349 |
design of number 10351 with respect to smaller t |
10358:
10358 4-(38,8,10268) (complement has $\lambda=36108$) derived from number 10350 |
design of number 10352 with respect to smaller t |
10359:
10359 4-(38,9,61608) (complement has $\lambda=216648$) residual design of number 10350 |
derived from number 10351 |
design of number 10353 with respect to smaller t |
10360:
10360 4-(38,10,297772) (complement has $\lambda=1047132$)
residual design of number 10351 |
design of number 10354 with respect to smaller t |
10361:
10361 4-(37,7,1208) (complement has $\lambda=4248$) derived from number 10352 |
10362:
10362 4-(37,8,9060) (complement has $\lambda=31860$) residual design of number 10352 |
derived from number 10353 |
10363:
10363 4-(37,9,52548) (complement has $\lambda=184788$) residual design of number 10353 |
derived from number 10354 |
10364:
10364 4-(37,10,245224) (complement has $\lambda=862344$) residual design of number 10354 |
10365:
10365 7-(40,10,1296) (complement has $\lambda=4160$) $PSL(4,3)$ (many isomorphism types) |
10366:
10366 6-(40,10,11016) (complement has $\lambda=35360$) design of number 10365 with respect to smaller t |
10367:
10367 6-(39,9,1296) (complement has $\lambda=4160$) derived from number 10365 |
10368:
10368 6-(39,10,9720) (complement has $\lambda=31200$) residual design of number 10365 |
10369:
10369 5-(40,10,77112) (complement has $\lambda=247520$) design of number 10366 with respect to smaller t |
10370:
10370 5-(39,9,11016) (complement has $\lambda=35360$)
derived from number 10366 |
design of number 10367 with respect to smaller t |
10371:
10371 5-(39,10,66096) (complement has $\lambda=212160$) residual design of number 10366 |
design of number 10368 with respect to smaller t |
10372:
10372 5-(38,8,1296) (complement has $\lambda=4160$) derived from number 10367 |
10373:
10373 5-(38,9,9720) (complement has $\lambda=31200$) residual design of number 10367 |
derived from number 10368 |
10374:
10374 5-(38,10,56376) (complement has $\lambda=180960$) residual design of number 10368 |
10375:
10375 4-(40,10,462672) (complement has $\lambda=1485120$) design of number 10369 with respect to smaller t |
10376:
10376 4-(39,9,77112) (complement has $\lambda=247520$) derived from number 10369 |
design of number 10370 with respect to smaller t |
10377:
10377 4-(39,10,385560) (complement has $\lambda=1237600$) residual design of number 10369 |
design of number 10371 with respect to smaller t |
10378:
10378 4-(38,8,11016) (complement has $\lambda=35360$) derived from number 10370 |
design of number 10372 with respect to smaller t |
10379:
10379 4-(38,9,66096) (complement has $\lambda=212160$) residual design of number 10370 |
derived from number 10371 |
design of number 10373 with respect to smaller t |
10380:
10380 4-(38,10,319464) (complement has $\lambda=1025440$)
residual design of number 10371 |
design of number 10374 with respect to smaller t |
10381:
10381 4-(37,7,1296) (complement has $\lambda=4160$) derived from number 10372 |
10382:
10382 4-(37,8,9720) (complement has $\lambda=31200$) residual design of number 10372 |
derived from number 10373 |
10383:
10383 4-(37,9,56376) (complement has $\lambda=180960$) residual design of number 10373 |
derived from number 10374 |
10384:
10384 4-(37,10,263088) (complement has $\lambda=844480$) residual design of number 10374 |
10385:
10385 7-(40,10,1568) (complement has $\lambda=3888$) $PSL(4,3)$ (many isomorphism types) |
10386:
10386 6-(40,10,13328) (complement has $\lambda=33048$) design of number 10385 with respect to smaller t |
10387:
10387 6-(39,9,1568) (complement has $\lambda=3888$) derived from number 10385 |
10388:
10388 6-(39,10,11760) (complement has $\lambda=29160$) residual design of number 10385 |
10389:
10389 5-(40,10,93296) (complement has $\lambda=231336$) design of number 10386 with respect to smaller t |
10390:
10390 5-(39,9,13328) (complement has $\lambda=33048$)
derived from number 10386 |
design of number 10387 with respect to smaller t |
10391:
10391 5-(39,10,79968) (complement has $\lambda=198288$) residual design of number 10386 |
design of number 10388 with respect to smaller t |
10392:
10392 5-(38,8,1568) (complement has $\lambda=3888$) derived from number 10387 |
10393:
10393 5-(38,9,11760) (complement has $\lambda=29160$) residual design of number 10387 |
derived from number 10388 |
10394:
10394 5-(38,10,68208) (complement has $\lambda=169128$) residual design of number 10388 |
10395:
10395 4-(40,10,559776) (complement has $\lambda=1388016$) design of number 10389 with respect to smaller t |
10396:
10396 4-(39,9,93296) (complement has $\lambda=231336$) derived from number 10389 |
design of number 10390 with respect to smaller t |
10397:
10397 4-(39,10,466480) (complement has $\lambda=1156680$) residual design of number 10389 |
design of number 10391 with respect to smaller t |
10398:
10398 4-(38,8,13328) (complement has $\lambda=33048$) derived from number 10390 |
design of number 10392 with respect to smaller t |
10399:
10399 4-(38,9,79968) (complement has $\lambda=198288$) residual design of number 10390 |
derived from number 10391 |
design of number 10393 with respect to smaller t |
10400:
10400 4-(38,10,386512) (complement has $\lambda=958392$)
residual design of number 10391 |
design of number 10394 with respect to smaller t |
10401:
10401 4-(37,7,1568) (complement has $\lambda=3888$) derived from number 10392 |
10402:
10402 4-(37,8,11760) (complement has $\lambda=29160$) residual design of number 10392 |
derived from number 10393 |
10403:
10403 4-(37,9,68208) (complement has $\lambda=169128$) residual design of number 10393 |
derived from number 10394 |
10404:
10404 4-(37,10,318304) (complement has $\lambda=789264$) residual design of number 10394 |
10405:
10405 7-(40,10,1656) (complement has $\lambda=3800$) $PSL(4,3)$ (many isomorphism types) |
10406:
10406 6-(40,10,14076) (complement has $\lambda=32300$) design of number 10405 with respect to smaller t |
10407:
10407 6-(39,9,1656) (complement has $\lambda=3800$) derived from number 10405 |
10408:
10408 6-(39,10,12420) (complement has $\lambda=28500$) residual design of number 10405 |
10409:
10409 5-(40,10,98532) (complement has $\lambda=226100$) design of number 10406 with respect to smaller t |
10410:
10410 5-(39,9,14076) (complement has $\lambda=32300$)
derived from number 10406 |
design of number 10407 with respect to smaller t |
10411:
10411 5-(39,10,84456) (complement has $\lambda=193800$) residual design of number 10406 |
design of number 10408 with respect to smaller t |
10412:
10412 5-(38,8,1656) (complement has $\lambda=3800$) derived from number 10407 |
10413:
10413 5-(38,9,12420) (complement has $\lambda=28500$) residual design of number 10407 |
derived from number 10408 |
10414:
10414 5-(38,10,72036) (complement has $\lambda=165300$) residual design of number 10408 |
10415:
10415 4-(40,10,591192) (complement has $\lambda=1356600$) design of number 10409 with respect to smaller t |
10416:
10416 4-(39,9,98532) (complement has $\lambda=226100$) derived from number 10409 |
design of number 10410 with respect to smaller t |
10417:
10417 4-(39,10,492660) (complement has $\lambda=1130500$) residual design of number 10409 |
design of number 10411 with respect to smaller t |
10418:
10418 4-(38,8,14076) (complement has $\lambda=32300$) derived from number 10410 |
design of number 10412 with respect to smaller t |
10419:
10419 4-(38,9,84456) (complement has $\lambda=193800$) residual design of number 10410 |
derived from number 10411 |
design of number 10413 with respect to smaller t |
10420:
10420 4-(38,10,408204) (complement has $\lambda=936700$)
residual design of number 10411 |
design of number 10414 with respect to smaller t |
10421:
10421 4-(37,7,1656) (complement has $\lambda=3800$) derived from number 10412 |
10422:
10422 4-(37,8,12420) (complement has $\lambda=28500$) residual design of number 10412 |
derived from number 10413 |
10423:
10423 4-(37,9,72036) (complement has $\lambda=165300$) residual design of number 10413 |
derived from number 10414 |
10424:
10424 4-(37,10,336168) (complement has $\lambda=771400$) residual design of number 10414 |
10425:
10425 7-(40,10,2304) (complement has $\lambda=3152$) $PSL(4,3)$ (many isomorphism types) |
10426:
10426 6-(40,10,19584) (complement has $\lambda=26792$) design of number 10425 with respect to smaller t |
10427:
10427 6-(39,9,2304) (complement has $\lambda=3152$) derived from number 10425 |
10428:
10428 6-(39,10,17280) (complement has $\lambda=23640$) residual design of number 10425 |
10429:
10429 5-(40,10,137088) (complement has $\lambda=187544$) design of number 10426 with respect to smaller t |
10430:
10430 5-(39,9,19584) (complement has $\lambda=26792$)
derived from number 10426 |
design of number 10427 with respect to smaller t |
10431:
10431 5-(39,10,117504) (complement has $\lambda=160752$) residual design of number 10426 |
design of number 10428 with respect to smaller t |
10432:
10432 5-(38,8,2304) (complement has $\lambda=3152$) derived from number 10427 |
10433:
10433 5-(38,9,17280) (complement has $\lambda=23640$) residual design of number 10427 |
derived from number 10428 |
10434:
10434 5-(38,10,100224) (complement has $\lambda=137112$) residual design of number 10428 |
10435:
10435 4-(40,10,822528) (complement has $\lambda=1125264$) design of number 10429 with respect to smaller t |
10436:
10436 4-(39,9,137088) (complement has $\lambda=187544$) derived from number 10429 |
design of number 10430 with respect to smaller t |
10437:
10437 4-(39,10,685440) (complement has $\lambda=937720$) residual design of number 10429 |
design of number 10431 with respect to smaller t |
10438:
10438 4-(38,8,19584) (complement has $\lambda=26792$) derived from number 10430 |
design of number 10432 with respect to smaller t |
10439:
10439 4-(38,9,117504) (complement has $\lambda=160752$) residual design of number 10430 |
derived from number 10431 |
design of number 10433 with respect to smaller t |
10440:
10440 4-(38,10,567936) (complement has $\lambda=776968$)
residual design of number 10431 |
design of number 10434 with respect to smaller t |
10441:
10441 4-(37,7,2304) (complement has $\lambda=3152$) derived from number 10432 |
10442:
10442 4-(37,8,17280) (complement has $\lambda=23640$) residual design of number 10432 |
derived from number 10433 |
10443:
10443 4-(37,9,100224) (complement has $\lambda=137112$) residual design of number 10433 |
derived from number 10434 |
10444:
10444 4-(37,10,467712) (complement has $\lambda=639856$) residual design of number 10434 |
10445:
10445 7-(40,10,2504) (complement has $\lambda=2952$) $PSL(4,3)$ (many isomorphism types) |
10446:
10446 6-(40,10,21284) (complement has $\lambda=25092$) design of number 10445 with respect to smaller t |
10447:
10447 6-(39,9,2504) (complement has $\lambda=2952$) derived from number 10445 |
10448:
10448 6-(39,10,18780) (complement has $\lambda=22140$) residual design of number 10445 |
10449:
10449 5-(40,10,148988) (complement has $\lambda=175644$) design of number 10446 with respect to smaller t |
10450:
10450 5-(39,9,21284) (complement has $\lambda=25092$)
derived from number 10446 |
design of number 10447 with respect to smaller t |
10451:
10451 5-(39,10,127704) (complement has $\lambda=150552$) residual design of number 10446 |
design of number 10448 with respect to smaller t |
10452:
10452 5-(38,8,2504) (complement has $\lambda=2952$) derived from number 10447 |
10453:
10453 5-(38,9,18780) (complement has $\lambda=22140$) residual design of number 10447 |
derived from number 10448 |
10454:
10454 5-(38,10,108924) (complement has $\lambda=128412$) residual design of number 10448 |
10455:
10455 4-(40,10,893928) (complement has $\lambda=1053864$) design of number 10449 with respect to smaller t |
10456:
10456 4-(39,9,148988) (complement has $\lambda=175644$) derived from number 10449 |
design of number 10450 with respect to smaller t |
10457:
10457 4-(39,10,744940) (complement has $\lambda=878220$) residual design of number 10449 |
design of number 10451 with respect to smaller t |
10458:
10458 4-(38,8,21284) (complement has $\lambda=25092$) derived from number 10450 |
design of number 10452 with respect to smaller t |
10459:
10459 4-(38,9,127704) (complement has $\lambda=150552$) residual design of number 10450 |
derived from number 10451 |
design of number 10453 with respect to smaller t |
10460:
10460 4-(38,10,617236) (complement has $\lambda=727668$)
residual design of number 10451 |
design of number 10454 with respect to smaller t |
10461:
10461 4-(37,7,2504) (complement has $\lambda=2952$) derived from number 10452 |
10462:
10462 4-(37,8,18780) (complement has $\lambda=22140$) residual design of number 10452 |
derived from number 10453 |
10463:
10463 4-(37,9,108924) (complement has $\lambda=128412$) residual design of number 10453 |
derived from number 10454 |
10464:
10464 4-(37,10,508312) (complement has $\lambda=599256$) residual design of number 10454 |
10465:
10465 7-(40,10,560) (complement has $\lambda=4896$) $PSL(4,3)$ (many isomorphism types) |
10466:
10466 6-(40,10,4760) (complement has $\lambda=41616$) design of number 10465 with respect to smaller t |
10467:
10467 6-(39,9,560) (complement has $\lambda=4896$) derived from number 10465 |
10468:
10468 6-(39,10,4200) (complement has $\lambda=36720$) residual design of number 10465 |
10469:
10469 5-(40,10,33320) (complement has $\lambda=291312$) design of number 10466 with respect to smaller t |
10470:
10470 5-(39,9,4760) (complement has $\lambda=41616$)
derived from number 10466 |
design of number 10467 with respect to smaller t |
10471:
10471 5-(39,10,28560) (complement has $\lambda=249696$) residual design of number 10466 |
design of number 10468 with respect to smaller t |
10472:
10472 5-(38,8,560) (complement has $\lambda=4896$) derived from number 10467 |
10473:
10473 5-(38,9,4200) (complement has $\lambda=36720$) residual design of number 10467 |
derived from number 10468 |
10474:
10474 5-(38,10,24360) (complement has $\lambda=212976$) residual design of number 10468 |
10475:
10475 4-(40,10,199920) (complement has $\lambda=1747872$) design of number 10469 with respect to smaller t |
10476:
10476 4-(39,9,33320) (complement has $\lambda=291312$) derived from number 10469 |
design of number 10470 with respect to smaller t |
10477:
10477 4-(39,10,166600) (complement has $\lambda=1456560$) residual design of number 10469 |
design of number 10471 with respect to smaller t |
10478:
10478 4-(38,8,4760) (complement has $\lambda=41616$) derived from number 10470 |
design of number 10472 with respect to smaller t |
10479:
10479 4-(38,9,28560) (complement has $\lambda=249696$) residual design of number 10470 |
derived from number 10471 |
design of number 10473 with respect to smaller t |
10480:
10480 4-(38,10,138040) (complement has $\lambda=1206864$)
residual design of number 10471 |
design of number 10474 with respect to smaller t |
10481:
10481 4-(37,7,560) (complement has $\lambda=4896$) derived from number 10472 |
10482:
10482 4-(37,8,4200) (complement has $\lambda=36720$) residual design of number 10472 |
derived from number 10473 |
10483:
10483 4-(37,9,24360) (complement has $\lambda=212976$) residual design of number 10473 |
derived from number 10474 |
10484:
10484 4-(37,10,113680) (complement has $\lambda=993888$) residual design of number 10474 |
10485:
10485 8-(27,11,432) (complement has $\lambda=537$) $ASL(3,3)$ (1 isom. type) |
10486:
10486 7-(26,10,432) (complement has $\lambda=537$) derived from number 10485 |
10487:
10487 7-(26,11,1728) (complement has $\lambda=2148$) residual design of number 10485 |
10488:
10488 6-(25,9,432) (complement has $\lambda=537$) derived from number 10486 |
10489:
10489 6-(25,10,1728) (complement has $\lambda=2148$) residual design of number 10486 |
derived from number 10487 |
10490:
10490 6-(25,11,5184) (complement has $\lambda=6444$)
residual design of number 10487 |
10491:
10491 5-(24,10,5184) (complement has $\lambda=6444$) residual design of number 10489 |
derived from number 10490 |
10492:
10492 5-(24,11,12096) (complement has $\lambda=15036$) residual design of number 10490 |
10493:
10493 4-(23,10,12096) (complement has $\lambda=15036$) residual design of number 10491 |
derived from number 10492 |
10494:
10494 4-(23,11,22464) (complement has $\lambda=27924$) residual design of number 10492 |
derived from number 10497 |
10495:
10495 4-(23,12,33696) (complement has $\lambda=41886$) supplementary design of number 10494 |
residual design of number 10497 |
10496:
10496 4-(24,12,56160) (complement has $\lambda=69810$) Tran van Trung construction with supplementary design for design number 10494 |
design of number 10497 with respect to smaller t |
residual design of number 11511 |
derived from number 11512 |
10497:
10497 5-(24,12,22464) (complement has $\lambda=27924$) Alltop construction for design number 10494 |
10498:
10498 8-(27,12,1296) (complement has $\lambda=2580$) $ASL(3,3)$ 8672 solutions 4336 isomorphism types |
10499:
10499 7-(26,11,1296) (complement has $\lambda=2580$) derived from number 10498 |
10500:
10500 7-(26,12,3888) (complement has $\lambda=7740$)
residual design of number 10498 |
10501:
10501 6-(25,10,1296) (complement has $\lambda=2580$) derived from number 10499 |
10502:
10502 6-(25,11,3888) (complement has $\lambda=7740$) residual design of number 10499 |
derived from number 10500 |
10503:
10503 6-(25,12,9072) (complement has $\lambda=18060$) residual design of number 10500 |
derived from number 10509 |
10504:
10504 5-(24,10,3888) (complement has $\lambda=7740$) residual design of number 10501 |
derived from number 10502 |
10505:
10505 5-(24,11,9072) (complement has $\lambda=18060$) residual design of number 10502 |
derived from number 10503 |
10506:
10506 6-(25,13,16848) (complement has $\lambda=33540$) supplementary design of number 10503 |
residual design of number 10509 |
10507:
10507 5-(24,12,16848) (complement has $\lambda=33540$) residual design of number 10503 |
derived from number 10506 |
Alltop construction for design number 10511 |
10508:
10508 6-(26,13,25920) (complement has $\lambda=51600$) Tran van Trung construction with supplementary design for design number 10503 |
design of number 10509 with respect to smaller t |
residual design of number 11594 |
derived from number 11595 |
10509:
10509 7-(26,13,9072) (complement has $\lambda=18060$) Alltop construction for design number 10503 |
10510:
10510 4-(23,10,9072) (complement has $\lambda=18060$)
residual design of number 10504 |
derived from number 10505 |
10511:
10511 4-(23,11,16848) (complement has $\lambda=33540$) residual design of number 10505 |
derived from number 10507 |
10512:
10512 5-(24,13,25272) (complement has $\lambda=50310$) residual design of number 10506 |
10513:
10513 4-(23,12,25272) (complement has $\lambda=50310$) residual design of number 10507 |
supplementary design of number 10511 |
derived from number 10512 |
10514:
10514 4-(23,13,30888) (complement has $\lambda=61490$) residual design of number 10512 |
10515:
10515 8-(27,12,1932) (complement has $\lambda=1944$)
10516:
10516 7-(26,11,1932) (complement has $\lambda=1944$) derived from number 10515 |
10517:
10517 6-(25,10,1932) (complement has $\lambda=1944$) derived from number 10516 |
10518:
10518 8-(27,13,3204) (complement has $\lambda=8424$) $ASL(3,3)$ |
derived from number 10524 |
10519:
10519 8-(27,14,7476) (complement has $\lambda=19656$) supplementary design of number 10518 |
residual design of number 10524 |
10520:
10520 7-(27,13,10680) (complement has $\lambda=28080$)
design of number 10518 with respect to smaller t |
derived from number 10523 |
10521:
10521 7-(26,12,3204) (complement has $\lambda=8424$) derived from number 10518 |
10522:
10522 7-(26,13,7476) (complement has $\lambda=19656$) residual design of number 10518 |
derived from number 10519 |
Alltop construction for design number 10530 |
10523:
10523 8-(28,14,10680) (complement has $\lambda=28080$) Tran van Trung construction with supplementary design for design number 10518 |
design of number 10524 with respect to smaller t |
red 9-(28,14,3204) |
10524:
10524 9-(28,14,3204) (complement has $\lambda=8424$) Alltop construction for design number 10518 |
10525:
10525 7-(27,14,21360) (complement has $\lambda=56160$) design of number 10519 with respect to smaller t |
supplementary design of number 10520 |
residual design of number 10523 |
10526:
10526 7-(26,14,13884) (complement has $\lambda=36504$) residual design of number 10519 |
10527:
10527 6-(26,12,10680) (complement has $\lambda=28080$) derived from number 10520 |
design of number 10521 with respect to smaller t |
10528:
10528 6-(26,13,21360) (complement has $\lambda=56160$) residual design of number 10520 |
design of number 10522 with respect to smaller t |
derived from number 10525 |
Tran van Trung construction with supplementary design for design number 10530 |
10529:
10529 6-(25,11,3204) (complement has $\lambda=8424$) derived from number 10521 |
10530:
10530 6-(25,12,7476) (complement has $\lambda=19656$)
residual design of number 10521 |
derived from number 10522 |
10531:
10531 6-(25,13,13884) (complement has $\lambda=36504$) residual design of number 10522 |
derived from number 10526 |
supplementary design of number 10530 |
10532:
10532 6-(26,14,34710) (complement has $\lambda=91260$) residual design of number 10525 |
design of number 10526 with respect to smaller t |
10533:
10533 6-(25,14,20826) (complement has $\lambda=54756$) residual design of number 10526 |
10534:
10534 5-(25,12,21360) (complement has $\lambda=56160$) residual design of number 10527 |
derived from number 10528 |
design of number 10530 with respect to smaller t |
10535:
10535 5-(25,13,34710) (complement has $\lambda=91260$) residual design of number 10528 |
design of number 10531 with respect to smaller t |
derived from number 10532 |
supplementary design of number 10534 |
10536:
10536 5-(24,10,3204) (complement has $\lambda=8424$) derived from number 10529 |
10537:
10537 5-(24,11,7476) (complement has $\lambda=19656$) residual design of number 10529 |
derived from number 10530 |
10538:
10538 5-(24,12,13884) (complement has $\lambda=36504$) residual design of number 10530 |
derived from number 10531 |
Alltop construction for design number 10545 |
10539:
10539 5-(24,13,20826) (complement has $\lambda=54756$) residual design of number 10531 |
derived from number 10533 |
10540:
10540 5-(25,14,46280) (complement has $\lambda=121680$)
residual design of number 10532 |
design of number 10533 with respect to smaller t |
10541:
10541 5-(24,14,25454) (complement has $\lambda=66924$) residual design of number 10533 |
10542:
10542 4-(24,12,34710) (complement has $\lambda=91260$) residual design of number 10534 |
derived from number 10535 |
design of number 10538 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 10545 |
10543:
10543 4-(24,13,46280) (complement has $\lambda=121680$) residual design of number 10535 |
design of number 10539 with respect to smaller t |
derived from number 10540 |
10544:
10544 4-(23,10,7476) (complement has $\lambda=19656$) residual design of number 10536 |
derived from number 10537 |
10545:
10545 4-(23,11,13884) (complement has $\lambda=36504$) residual design of number 10537 |
derived from number 10538 |
10546:
10546 4-(23,12,20826) (complement has $\lambda=54756$) residual design of number 10538 |
derived from number 10539 |
supplementary design of number 10545 |
10547:
10547 4-(23,13,25454) (complement has $\lambda=66924$) residual design of number 10539 |
derived from number 10541 |
10548:
10548 4-(24,14,50908) (complement has $\lambda=133848$) residual design of number 10540 |
design of number 10541 with respect to smaller t |
10549:
10549 4-(23,14,25454) (complement has $\lambda=66924$) residual design of number 10541 |
10550:
10550 8-(27,13,3240) (complement has $\lambda=8388$)
$ASL(3,3)$ |
derived from number 10556 |
10551:
10551 8-(27,14,7560) (complement has $\lambda=19572$) supplementary design of number 10550 |
residual design of number 10556 |
10552:
10552 7-(27,13,10800) (complement has $\lambda=27960$) design of number 10550 with respect to smaller t |
derived from number 10555 |
10553:
10553 7-(26,12,3240) (complement has $\lambda=8388$) derived from number 10550 |
10554:
10554 7-(26,13,7560) (complement has $\lambda=19572$) residual design of number 10550 |
derived from number 10551 |
Alltop construction for design number 10562 |
10555:
10555 8-(28,14,10800) (complement has $\lambda=27960$) Tran van Trung construction with supplementary design for design number 10550 |
design of number 10556 with respect to smaller t |
red 9-(28,14,3240) |
10556:
10556 9-(28,14,3240) (complement has $\lambda=8388$) Alltop construction for design number 10550 |
10557:
10557 7-(27,14,21600) (complement has $\lambda=55920$) design of number 10551 with respect to smaller t |
supplementary design of number 10552 |
residual design of number 10555 |
10558:
10558 7-(26,14,14040) (complement has $\lambda=36348$) residual design of number 10551 |
10559:
10559 6-(26,12,10800) (complement has $\lambda=27960$) derived from number 10552 |
design of number 10553 with respect to smaller t |
10560:
10560 6-(26,13,21600) (complement has $\lambda=55920$)
residual design of number 10552 |
design of number 10554 with respect to smaller t |
derived from number 10557 |
Tran van Trung construction with supplementary design for design number 10562 |
10561:
10561 6-(25,11,3240) (complement has $\lambda=8388$) derived from number 10553 |
10562:
10562 6-(25,12,7560) (complement has $\lambda=19572$) residual design of number 10553 |
derived from number 10554 |
10563:
10563 6-(25,13,14040) (complement has $\lambda=36348$) residual design of number 10554 |
derived from number 10558 |
supplementary design of number 10562 |
10564:
10564 6-(26,14,35100) (complement has $\lambda=90870$) residual design of number 10557 |
design of number 10558 with respect to smaller t |
10565:
10565 6-(25,14,21060) (complement has $\lambda=54522$) residual design of number 10558 |
10566:
10566 5-(25,12,21600) (complement has $\lambda=55920$) residual design of number 10559 |
derived from number 10560 |
design of number 10562 with respect to smaller t |
10567:
10567 5-(25,13,35100) (complement has $\lambda=90870$) residual design of number 10560 |
design of number 10563 with respect to smaller t |
derived from number 10564 |
supplementary design of number 10566 |
10568:
10568 5-(24,10,3240) (complement has $\lambda=8388$) derived from number 10561 |
10569:
10569 5-(24,11,7560) (complement has $\lambda=19572$) residual design of number 10561 |
derived from number 10562 |
10570:
10570 5-(24,12,14040) (complement has $\lambda=36348$)
residual design of number 10562 |
derived from number 10563 |
Alltop construction for design number 10577 |
10571:
10571 5-(24,13,21060) (complement has $\lambda=54522$) residual design of number 10563 |
derived from number 10565 |
10572:
10572 5-(25,14,46800) (complement has $\lambda=121160$) residual design of number 10564 |
design of number 10565 with respect to smaller t |
10573:
10573 5-(24,14,25740) (complement has $\lambda=66638$) residual design of number 10565 |
10574:
10574 4-(24,12,35100) (complement has $\lambda=90870$) residual design of number 10566 |
derived from number 10567 |
design of number 10570 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 10577 |
10575:
10575 4-(24,13,46800) (complement has $\lambda=121160$) residual design of number 10567 |
design of number 10571 with respect to smaller t |
derived from number 10572 |
10576:
10576 4-(23,10,7560) (complement has $\lambda=19572$) residual design of number 10568 |
derived from number 10569 |
10577:
10577 4-(23,11,14040) (complement has $\lambda=36348$) residual design of number 10569 |
derived from number 10570 |
10578:
10578 4-(23,12,21060) (complement has $\lambda=54522$) residual design of number 10570 |
derived from number 10571 |
supplementary design of number 10577 |
10579:
10579 4-(23,13,25740) (complement has $\lambda=66638$) residual design of number 10571 |
derived from number 10573 |
10580:
10580 4-(24,14,51480) (complement has $\lambda=133276$)
residual design of number 10572 |
design of number 10573 with respect to smaller t |
10581:
10581 4-(23,14,25740) (complement has $\lambda=66638$) residual design of number 10573 |
10582:
10582 8-(27,13,4608) (complement has $\lambda=7020$) $ASL(3,3)$ |
derived from number 10588 |
10583:
10583 8-(27,14,10752) (complement has $\lambda=16380$) supplementary design of number 10582 |
residual design of number 10588 |
10584:
10584 7-(27,13,15360) (complement has $\lambda=23400$) design of number 10582 with respect to smaller t |
derived from number 10587 |
10585:
10585 7-(26,12,4608) (complement has $\lambda=7020$) derived from number 10582 |
10586:
10586 7-(26,13,10752) (complement has $\lambda=16380$) residual design of number 10582 |
derived from number 10583 |
Alltop construction for design number 10593 |
10587:
10587 8-(28,14,15360) (complement has $\lambda=23400$) Tran van Trung construction with supplementary design for design number 10582 |
design of number 10588 with respect to smaller t |
red 9-(28,14,4608) |
10588:
10588 9-(28,14,4608) (complement has $\lambda=7020$) Alltop construction for design number 10582 |
10589:
10589 7-(27,14,30720) (complement has $\lambda=46800$) design of number 10583 with respect to smaller t |
supplementary design of number 10584 |
residual design of number 10587 |
10590:
10590 7-(26,14,19968) (complement has $\lambda=30420$)
residual design of number 10583 |
10591:
10591 6-(26,12,15360) (complement has $\lambda=23400$) derived from number 10584 |
design of number 10585 with respect to smaller t |
residual design of number 11560 |
10592:
10592 6-(26,13,30720) (complement has $\lambda=46800$) residual design of number 10584 |
design of number 10586 with respect to smaller t |
derived from number 10589 |
Tran van Trung construction with supplementary design for design number 10593 |
10593:
10593 6-(25,12,10752) (complement has $\lambda=16380$) residual design of number 10585 |
derived from number 10586 |
10594:
10594 6-(25,13,19968) (complement has $\lambda=30420$) residual design of number 10586 |
derived from number 10590 |
supplementary design of number 10593 |
10595:
10595 6-(26,14,49920) (complement has $\lambda=76050$) residual design of number 10589 |
design of number 10590 with respect to smaller t |
10596:
10596 6-(25,14,29952) (complement has $\lambda=45630$) residual design of number 10590 |
10597:
10597 5-(24,13,29952) (complement has $\lambda=45630$) residual design of number 10594 |
derived from number 10596 |
10598:
10598 5-(25,14,66560) (complement has $\lambda=101400$) residual design of number 10595 |
design of number 10596 with respect to smaller t |
10599:
10599 5-(24,14,36608) (complement has $\lambda=55770$) residual design of number 10596 |
10600:
10600 4-(23,13,36608) (complement has $\lambda=55770$)
residual design of number 10597 |
derived from number 10599 |
10601:
10601 4-(24,14,73216) (complement has $\lambda=111540$) residual design of number 10598 |
design of number 10599 with respect to smaller t |
10602:
10602 4-(23,14,36608) (complement has $\lambda=55770$) residual design of number 10599 |
10603:
10603 8-(27,13,5076) (complement has $\lambda=6552$) $ASL(3,3)$ |
derived from number 10609 |
10604:
10604 8-(27,14,11844) (complement has $\lambda=15288$) supplementary design of number 10603 |
residual design of number 10609 |
10605:
10605 7-(27,13,16920) (complement has $\lambda=21840$) design of number 10603 with respect to smaller t |
derived from number 10608 |
10606:
10606 7-(26,12,5076) (complement has $\lambda=6552$) derived from number 10603 |
10607:
10607 7-(26,13,11844) (complement has $\lambda=15288$) residual design of number 10603 |
derived from number 10604 |
Alltop construction for design number 10615 |
10608:
10608 8-(28,14,16920) (complement has $\lambda=21840$) Tran van Trung construction with supplementary design for design number 10603 |
design of number 10609 with respect to smaller t |
red 9-(28,14,5076) |
10609:
10609 9-(28,14,5076) (complement has $\lambda=6552$) Alltop construction for design number 10603 |
10610:
10610 7-(27,14,33840) (complement has $\lambda=43680$)
design of number 10604 with respect to smaller t |
supplementary design of number 10605 |
residual design of number 10608 |
10611:
10611 7-(26,14,21996) (complement has $\lambda=28392$) residual design of number 10604 |
10612:
10612 6-(26,12,16920) (complement has $\lambda=21840$) derived from number 10605 |
design of number 10606 with respect to smaller t |
10613:
10613 6-(26,13,33840) (complement has $\lambda=43680$) residual design of number 10605 |
design of number 10607 with respect to smaller t |
derived from number 10610 |
Tran van Trung construction with supplementary design for design number 10615 |
10614:
10614 6-(25,11,5076) (complement has $\lambda=6552$) derived from number 10606 |
10615:
10615 6-(25,12,11844) (complement has $\lambda=15288$) residual design of number 10606 |
derived from number 10607 |
10616:
10616 6-(25,13,21996) (complement has $\lambda=28392$) residual design of number 10607 |
derived from number 10611 |
supplementary design of number 10615 |
10617:
10617 6-(26,14,54990) (complement has $\lambda=70980$) residual design of number 10610 |
design of number 10611 with respect to smaller t |
10618:
10618 6-(25,14,32994) (complement has $\lambda=42588$) residual design of number 10611 |
10619:
10619 5-(25,12,33840) (complement has $\lambda=43680$) residual design of number 10612 |
derived from number 10613 |
design of number 10615 with respect to smaller t |
10620:
10620 5-(25,13,54990) (complement has $\lambda=70980$)
residual design of number 10613 |
design of number 10616 with respect to smaller t |
derived from number 10617 |
supplementary design of number 10619 |
10621:
10621 5-(24,10,5076) (complement has $\lambda=6552$) derived from number 10614 |
10622:
10622 5-(24,11,11844) (complement has $\lambda=15288$) residual design of number 10614 |
derived from number 10615 |
10623:
10623 5-(24,12,21996) (complement has $\lambda=28392$) residual design of number 10615 |
derived from number 10616 |
Alltop construction for design number 10630 |
10624:
10624 5-(24,13,32994) (complement has $\lambda=42588$) residual design of number 10616 |
derived from number 10618 |
10625:
10625 5-(25,14,73320) (complement has $\lambda=94640$) residual design of number 10617 |
design of number 10618 with respect to smaller t |
10626:
10626 5-(24,14,40326) (complement has $\lambda=52052$) residual design of number 10618 |
10627:
10627 4-(24,12,54990) (complement has $\lambda=70980$) residual design of number 10619 |
derived from number 10620 |
design of number 10623 with respect to smaller t |
Tran van Trung construction with supplementary design for design number 10630 |
10628:
10628 4-(24,13,73320) (complement has $\lambda=94640$) residual design of number 10620 |
design of number 10624 with respect to smaller t |
derived from number 10625 |
10629:
10629 4-(23,10,11844) (complement has $\lambda=15288$) residual design of number 10621 |
derived from number 10622 |
10630:
10630 4-(23,11,21996) (complement has $\lambda=28392$)
residual design of number 10622 |
derived from number 10623 |
10631:
10631 4-(23,12,32994) (complement has $\lambda=42588$) residual design of number 10623 |
derived from number 10624 |
supplementary design of number 10630 |
10632:
10632 4-(23,13,40326) (complement has $\lambda=52052$) residual design of number 10624 |
derived from number 10626 |
10633:
10633 4-(24,14,80652) (complement has $\lambda=104104$) residual design of number 10625 |
design of number 10626 with respect to smaller t |
10634:
10634 4-(23,14,40326) (complement has $\lambda=52052$) residual design of number 10626 |
10635:
10635 8-(27,13,5148) (complement has $\lambda=6480$) $ASL(3,3)$ |
derived from number 10639 |
10636:
10636 8-(27,14,12012) (complement has $\lambda=15120$) supplementary design of number 10635 |
residual design of number 10639 |
10637:
10637 7-(26,12,5148) (complement has $\lambda=6480$) derived from number 10635 |
10638:
10638 8-(28,14,17160) (complement has $\lambda=21600$) Tran van Trung construction with supplementary design for design number 10635 |
design of number 10639 with respect to smaller t |
red 9-(28,14,5148) |
10639:
10639 9-(28,14,5148) (complement has $\lambda=6480$) Alltop construction for design number 10635 |
10640:
10640 7-(26,14,22308) (complement has $\lambda=28080$)
residual design of number 10636 |
10641:
10641 6-(25,14,33462) (complement has $\lambda=42120$) residual design of number 10640 |
10642:
10642 5-(24,14,40898) (complement has $\lambda=51480$) residual design of number 10641 |
10643:
10643 4-(23,14,40898) (complement has $\lambda=51480$) residual design of number 10642 |
10644:
10644 8-(31,10,100) (complement has $\lambda=153$) $PSL(3,5)$ (1658 isom. types) \cite{Bettenetal98} |
10645:
10645 7-(30,9,100) (complement has $\lambda=153$) derived from number 10644 |
10646:
10646 7-(30,10,700) (complement has $\lambda=1071$) residual design of number 10644 |
10647:
10647 6-(29,8,100) (complement has $\lambda=153$) derived from number 10645 |
10648:
10648 6-(29,9,700) (complement has $\lambda=1071$) residual design of number 10645 |
derived from number 10646 |
10649:
10649 6-(29,10,3500) (complement has $\lambda=5355$) residual design of number 10646 |
10650:
10650 5-(28,7,100) (complement has $\lambda=153$)
derived from number 10647 |
10651:
10651 5-(28,10,13300) (complement has $\lambda=20349$) residual design of number 10649 |
10652:
10652 4-(27,6,100) (complement has $\lambda=153$) derived from number 10650 |
10653:
10653 4-(27,10,39900) (complement has $\lambda=61047$) residual design of number 10651 |
10654:
10654 8-(31,10,93) (complement has $\lambda=160$) $PSL(3,5)$ (138 isom. types) \cite{Bettenetal98} |
10655:
10655 7-(30,9,93) (complement has $\lambda=160$) derived from number 10654 |
10656:
10656 7-(30,10,651) (complement has $\lambda=1120$) residual design of number 10654 |
10657:
10657 6-(29,8,93) (complement has $\lambda=160$) derived from number 10655 |
10658:
10658 6-(29,9,651) (complement has $\lambda=1120$) residual design of number 10655 |
derived from number 10656 |
10659:
10659 6-(29,10,3255) (complement has $\lambda=5600$) residual design of number 10656 |
10660:
10660 5-(28,8,651) (complement has $\lambda=1120$)
residual design of number 10657 |
derived from number 10658 |
10661:
10661 5-(28,9,3255) (complement has $\lambda=5600$) residual design of number 10658 |
derived from number 10659 |
10662:
10662 5-(28,10,12369) (complement has $\lambda=21280$) residual design of number 10659 |
10663:
10663 4-(27,8,3255) (complement has $\lambda=5600$) residual design of number 10660 |
derived from number 10661 |
10664:
10664 4-(27,9,12369) (complement has $\lambda=21280$) residual design of number 10661 |
derived from number 10662 |
10665:
10665 4-(27,10,37107) (complement has $\lambda=63840$) residual design of number 10662 |
10666:
10666 8-(36,11,1260) (complement has $\lambda=2016$) $Sp(6,2)_36$ (many isomorphism types) Betten, Laue, Suleiman, Wassermann 1997 |
10667:
10667 7-(35,10,1260) (complement has $\lambda=2016$) derived from number 10666 |
10668:
10668 7-(35,11,7875) (complement has $\lambda=12600$) residual design of number 10666 |
10669:
10669 6-(34,10,7875) (complement has $\lambda=12600$) residual design of number 10667 |
derived from number 10668 |
10670:
10670 6-(34,11,37800) (complement has $\lambda=60480$)
residual design of number 10668 |
10671:
10671 5-(33,10,37800) (complement has $\lambda=60480$) residual design of number 10669 |
derived from number 10670 |
10672:
10672 5-(33,11,144900) (complement has $\lambda=231840$) residual design of number 10670 |
10673:
10673 4-(32,10,144900) (complement has $\lambda=231840$) residual design of number 10671 |
derived from number 10672 |
10674:
10674 4-(32,11,455400) (complement has $\lambda=728640$) residual design of number 10672 |
10675:
10675 8-(40,11,1440) (complement has $\lambda=3520$) $PSL(4,3)$ (>= 89000 isomorphism types) Betten, Laue, Wassermann 1997 |
10676:
10676 7-(40,11,11880) (complement has $\lambda=29040$) design of number 10675 with respect to smaller t |
10677:
10677 7-(39,10,1440) (complement has $\lambda=3520$) derived from number 10675 |
10678:
10678 7-(39,11,10440) (complement has $\lambda=25520$) residual design of number 10675 |
10679:
10679 6-(40,11,80784) (complement has $\lambda=197472$) design of number 10676 with respect to smaller t |
10680:
10680 6-(39,10,11880) (complement has $\lambda=29040$)
derived from number 10676 |
design of number 10677 with respect to smaller t |
10681:
10681 6-(39,11,68904) (complement has $\lambda=168432$) residual design of number 10676 |
design of number 10678 with respect to smaller t |
10682:
10682 6-(38,9,1440) (complement has $\lambda=3520$) derived from number 10677 |
10683:
10683 6-(38,10,10440) (complement has $\lambda=25520$) residual design of number 10677 |
derived from number 10678 |
10684:
10684 6-(38,11,58464) (complement has $\lambda=142912$) residual design of number 10678 |
10685:
10685 5-(40,11,471240) (complement has $\lambda=1151920$) design of number 10679 with respect to smaller t |
10686:
10686 5-(39,10,80784) (complement has $\lambda=197472$) derived from number 10679 |
design of number 10680 with respect to smaller t |
10687:
10687 5-(39,11,390456) (complement has $\lambda=954448$) residual design of number 10679 |
design of number 10681 with respect to smaller t |
10688:
10688 5-(38,9,11880) (complement has $\lambda=29040$) derived from number 10680 |
design of number 10682 with respect to smaller t |
10689:
10689 5-(38,10,68904) (complement has $\lambda=168432$) residual design of number 10680 |
derived from number 10681 |
design of number 10683 with respect to smaller t |
10690:
10690 5-(38,11,321552) (complement has $\lambda=786016$)
residual design of number 10681 |
design of number 10684 with respect to smaller t |
10691:
10691 5-(37,8,1440) (complement has $\lambda=3520$) derived from number 10682 |
10692:
10692 5-(37,9,10440) (complement has $\lambda=25520$) residual design of number 10682 |
derived from number 10683 |
10693:
10693 5-(37,10,58464) (complement has $\lambda=142912$) residual design of number 10683 |
derived from number 10684 |
10694:
10694 5-(37,11,263088) (complement has $\lambda=643104$) residual design of number 10684 |
10695:
10695 4-(40,11,2423520) (complement has $\lambda=5924160$) design of number 10685 with respect to smaller t |
10696:
10696 4-(39,10,471240) (complement has $\lambda=1151920$) derived from number 10685 |
design of number 10686 with respect to smaller t |
10697:
10697 4-(39,11,1952280) (complement has $\lambda=4772240$) residual design of number 10685 |
design of number 10687 with respect to smaller t |
10698:
10698 4-(38,9,80784) (complement has $\lambda=197472$) derived from number 10686 |
design of number 10688 with respect to smaller t |
10699:
10699 4-(38,10,390456) (complement has $\lambda=954448$) residual design of number 10686 |
derived from number 10687 |
design of number 10689 with respect to smaller t |
10700:
10700 4-(38,11,1561824) (complement has $\lambda=3817792$)
residual design of number 10687 |
design of number 10690 with respect to smaller t |
10701:
10701 4-(37,8,11880) (complement has $\lambda=29040$) derived from number 10688 |
design of number 10691 with respect to smaller t |
10702:
10702 4-(37,9,68904) (complement has $\lambda=168432$) residual design of number 10688 |
derived from number 10689 |
design of number 10692 with respect to smaller t |
10703:
10703 4-(37,10,321552) (complement has $\lambda=786016$) residual design of number 10689 |
derived from number 10690 |
design of number 10693 with respect to smaller t |
10704:
10704 4-(37,11,1240272) (complement has $\lambda=3031776$) residual design of number 10690 |
design of number 10694 with respect to smaller t |
10705:
10705 4-(36,7,1440) (complement has $\lambda=3520$) derived from number 10691 |
10706:
10706 4-(36,8,10440) (complement has $\lambda=25520$) residual design of number 10691 |
derived from number 10692 |
10707:
10707 4-(36,9,58464) (complement has $\lambda=142912$) residual design of number 10692 |
derived from number 10693 |
10708:
10708 4-(36,10,263088) (complement has $\lambda=643104$) residual design of number 10693 |
derived from number 10694 |
10709:
10709 4-(36,11,977184) (complement has $\lambda=2388672$) residual design of number 10694 |
10710:
10710 4-(26,11,12672) (complement has $\lambda=157872$)
TvT: 4-(25,10,4032) $\cup$ 4-(25,11,8640) |
10711:
10711 4-(27,11,18216) (complement has $\lambda=226941$) TvT: 4-(26,10,5544) $\cup$ 4-(26,11,12672) |
10712:
10712 4-(36,18,173686800) (complement has $\lambda=297748800$) TvT: 4-(35,17,75987975) $\cup$ 4-(35,18,97698825) |
10713:
10713 4-(35,17,86843400) (complement has $\lambda=119409675$) TvT: 4-(34,16,36418200) $\cup$ 4-(34,17,50425200) |
derived from number 10714 |
10714:
10714 5-(36,18,86843400) (complement has $\lambda=119409675$) Alltop construction for design number 10713 |
10715:
10715 4-(35,18,111655800) (complement has $\lambda=153526725$) residual design of number 10714 |
10716:
10716 4-(27,12,36432) (complement has $\lambda=453882$) TvT: 4-(26,11,12672) $\cup$ 4-(26,12,23760) |
10717:
10717 4-(28,12,54648) (complement has $\lambda=680823$) TvT: 4-(27,11,18216) $\cup$ 4-(27,12,36432) |
10718:
10718 4-(28,13,97152) (complement has $\lambda=1210352$) TvT: 4-(27,12,36432) $\cup$ 4-(27,13,60720) |
10719:
10719 4-(29,13,151800) (complement has $\lambda=1891175$) TvT: 4-(28,12,54648) $\cup$ 4-(28,13,97152) |
10720:
10720 4-(29,14,242880) (complement has $\lambda=3025880$)
TvT: 4-(28,13,97152) $\cup$ 4-(28,14,145728) |
derived from number 10723 |
10721:
10721 4-(29,15,331200) (complement has $\lambda=4126200$) supplementary design of number 10720 |
residual design of number 10723 |
10722:
10722 4-(30,15,574080) (complement has $\lambda=7152080$) Tran van Trung construction with supplementary design for design number 10720 |
design of number 10723 with respect to smaller t |
10723:
10723 5-(30,15,242880) (complement has $\lambda=3025880$) Alltop construction for design number 10720 |
10724:
10724 4-(30,14,394680) (complement has $\lambda=4917055$) TvT: 4-(29,13,151800) $\cup$ 4-(29,14,242880) |
10725:
10725 4-(22,10,3276) (complement has $\lambda=15288$) TvT: 4-(21,9,1092) $\cup$ 4-(21,10,2184) |
10726:
10726 4-(23,9,3078) (complement has $\lambda=8550$) TvT: 4-(22,8,810) $\cup$ 4-(22,9,2268) |
design of number 10826 with respect to smaller t |
residual design of number 10994 |
10727:
10727 4-(23,9,3762) (complement has $\lambda=7866$) TvT: 4-(22,8,990) $\cup$ 4-(22,9,2772) |
10728:
10728 4-(23,10,2394) (complement has $\lambda=24738$) TvT: 4-(22,9,756) $\cup$ 4-(22,10,1638) |
design of number 10827 with respect to smaller t |
residual design of number 10889 |
derived from number 11033 |
10729:
10729 4-(23,10,11970) (complement has $\lambda=15162$) TvT: 4-(22,9,3780) $\cup$ 4-(22,10,8190) |
design of number 10828 with respect to smaller t |
derived from number 10891 |
10730:
10730 4-(23,11,2508) (complement has $\lambda=47880$)
TvT: 4-(22,10,924) $\cup$ 4-(22,11,1584) |
derived from number 10733 |
design of number 10829 with respect to smaller t |
10731:
10731 4-(23,12,3762) (complement has $\lambda=71820$) supplementary design of number 10730 |
residual design of number 10733 |
design of number 10830 with respect to smaller t |
10732:
10732 4-(24,12,6270) (complement has $\lambda=119700$) Tran van Trung construction with supplementary design for design number 10730 |
design of number 10733 with respect to smaller t |
10733:
10733 5-(24,12,2508) (complement has $\lambda=47880$) Alltop construction for design number 10730 |
Tran van Trung construction with supplementary design for design number 10829 |
10734:
10734 4-(23,11,3078) (complement has $\lambda=47310$) TvT: 4-(22,10,1134) $\cup$ 4-(22,11,1944) |
derived from number 10737 |
design of number 10832 with respect to smaller t |
10735:
10735 4-(23,12,4617) (complement has $\lambda=70965$) supplementary design of number 10734 |
residual design of number 10737 |
design of number 10833 with respect to smaller t |
10736:
10736 4-(24,12,7695) (complement has $\lambda=118275$) Tran van Trung construction with supplementary design for design number 10734 |
design of number 10737 with respect to smaller t |
10737:
10737 5-(24,12,3078) (complement has $\lambda=47310$) Alltop construction for design number 10734 |
Tran van Trung construction with supplementary design for design number 10832 |
10738:
10738 4-(23,11,3420) (complement has $\lambda=46968$) TvT: 4-(22,10,1260) $\cup$ 4-(22,11,2160) |
derived from number 10741 |
design of number 10835 with respect to smaller t |
10739:
10739 4-(23,12,5130) (complement has $\lambda=70452$) supplementary design of number 10738 |
residual design of number 10741 |
design of number 10836 with respect to smaller t |
10740:
10740 4-(24,12,8550) (complement has $\lambda=117420$)
Tran van Trung construction with supplementary design for design number 10738 |
design of number 10741 with respect to smaller t |
10741:
10741 5-(24,12,3420) (complement has $\lambda=46968$) Alltop construction for design number 10738 |
Tran van Trung construction with supplementary design for design number 10835 |
10742:
10742 4-(23,11,4218) (complement has $\lambda=46170$) TvT: 4-(22,10,1554) $\cup$ 4-(22,11,2664) |
derived from number 10745 |
design of number 10838 with respect to smaller t |
10743:
10743 4-(23,12,6327) (complement has $\lambda=69255$) supplementary design of number 10742 |
residual design of number 10745 |
design of number 10839 with respect to smaller t |
10744:
10744 4-(24,12,10545) (complement has $\lambda=115425$) Tran van Trung construction with supplementary design for design number 10742 |
design of number 10745 with respect to smaller t |
10745:
10745 5-(24,12,4218) (complement has $\lambda=46170$) Alltop construction for design number 10742 |
Tran van Trung construction with supplementary design for design number 10838 |
10746:
10746 4-(23,11,4560) (complement has $\lambda=45828$) TvT: 4-(22,10,1680) $\cup$ 4-(22,11,2880) |
derived from number 10749 |
design of number 10841 with respect to smaller t |
10747:
10747 4-(23,12,6840) (complement has $\lambda=68742$) supplementary design of number 10746 |
residual design of number 10749 |
design of number 10842 with respect to smaller t |
10748:
10748 4-(24,12,11400) (complement has $\lambda=114570$) Tran van Trung construction with supplementary design for design number 10746 |
design of number 10749 with respect to smaller t |
10749:
10749 5-(24,12,4560) (complement has $\lambda=45828$) Alltop construction for design number 10746 |
Tran van Trung construction with supplementary design for design number 10841 |
10750:
10750 4-(23,11,4902) (complement has $\lambda=45486$)
TvT: 4-(22,10,1806) $\cup$ 4-(22,11,3096) |
derived from number 10753 |
design of number 10844 with respect to smaller t |
10751:
10751 4-(23,12,7353) (complement has $\lambda=68229$) supplementary design of number 10750 |
residual design of number 10753 |
design of number 10845 with respect to smaller t |
10752:
10752 4-(24,12,12255) (complement has $\lambda=113715$) Tran van Trung construction with supplementary design for design number 10750 |
design of number 10753 with respect to smaller t |
10753:
10753 5-(24,12,4902) (complement has $\lambda=45486$) Alltop construction for design number 10750 |
Tran van Trung construction with supplementary design for design number 10844 |
10754:
10754 4-(23,11,5928) (complement has $\lambda=44460$) TvT: 4-(22,10,2184) $\cup$ 4-(22,11,3744) |
derived from number 10757 |
design of number 10847 with respect to smaller t |
residual design of number 11049 |
10755:
10755 4-(23,12,8892) (complement has $\lambda=66690$) supplementary design of number 10754 |
residual design of number 10757 |
design of number 10848 with respect to smaller t |
10756:
10756 4-(24,12,14820) (complement has $\lambda=111150$) Tran van Trung construction with supplementary design for design number 10754 |
design of number 10757 with respect to smaller t |
residual design of number 11072 |
derived from number 11073 |
10757:
10757 5-(24,12,5928) (complement has $\lambda=44460$) Alltop construction for design number 10754 |
Tran van Trung construction with supplementary design for design number 10847 |
10758:
10758 4-(23,11,6270) (complement has $\lambda=44118$) TvT: 4-(22,10,2310) $\cup$ 4-(22,11,3960) |
derived from number 10761 |
design of number 10850 with respect to smaller t |
10759:
10759 4-(23,12,9405) (complement has $\lambda=66177$) supplementary design of number 10758 |
residual design of number 10761 |
design of number 10851 with respect to smaller t |
10760:
10760 4-(24,12,15675) (complement has $\lambda=110295$)
Tran van Trung construction with supplementary design for design number 10758 |
design of number 10761 with respect to smaller t |
10761:
10761 5-(24,12,6270) (complement has $\lambda=44118$) Alltop construction for design number 10758 |
Tran van Trung construction with supplementary design for design number 10850 |
10762:
10762 4-(23,11,6612) (complement has $\lambda=43776$) TvT: 4-(22,10,2436) $\cup$ 4-(22,11,4176) |
derived from number 10765 |
design of number 10853 with respect to smaller t |
10763:
10763 4-(23,12,9918) (complement has $\lambda=65664$) supplementary design of number 10762 |
residual design of number 10765 |
design of number 10854 with respect to smaller t |
10764:
10764 4-(24,12,16530) (complement has $\lambda=109440$) Tran van Trung construction with supplementary design for design number 10762 |
design of number 10765 with respect to smaller t |
10765:
10765 5-(24,12,6612) (complement has $\lambda=43776$) Alltop construction for design number 10762 |
Tran van Trung construction with supplementary design for design number 10853 |
10766:
10766 4-(23,11,7182) (complement has $\lambda=43206$) TvT: 4-(22,10,2646) $\cup$ 4-(22,11,4536) |
derived from number 10769 |
design of number 10856 with respect to smaller t |
10767:
10767 4-(23,12,10773) (complement has $\lambda=64809$) supplementary design of number 10766 |
residual design of number 10769 |
design of number 10857 with respect to smaller t |
10768:
10768 4-(24,12,17955) (complement has $\lambda=108015$) Tran van Trung construction with supplementary design for design number 10766 |
design of number 10769 with respect to smaller t |
10769:
10769 5-(24,12,7182) (complement has $\lambda=43206$) Alltop construction for design number 10766 |
Tran van Trung construction with supplementary design for design number 10856 |
10770:
10770 4-(23,11,7638) (complement has $\lambda=42750$)
TvT: 4-(22,10,2814) $\cup$ 4-(22,11,4824) |
derived from number 10773 |
design of number 10859 with respect to smaller t |
10771:
10771 4-(23,12,11457) (complement has $\lambda=64125$) supplementary design of number 10770 |
residual design of number 10773 |
design of number 10860 with respect to smaller t |
10772:
10772 4-(24,12,19095) (complement has $\lambda=106875$) Tran van Trung construction with supplementary design for design number 10770 |
design of number 10773 with respect to smaller t |
10773:
10773 5-(24,12,7638) (complement has $\lambda=42750$) Alltop construction for design number 10770 |
Tran van Trung construction with supplementary design for design number 10859 |
10774:
10774 4-(23,11,7866) (complement has $\lambda=42522$) TvT: 4-(22,10,2898) $\cup$ 4-(22,11,4968) |
derived from number 10777 |
design of number 10862 with respect to smaller t |
10775:
10775 4-(23,12,11799) (complement has $\lambda=63783$) supplementary design of number 10774 |
residual design of number 10777 |
design of number 10863 with respect to smaller t |
10776:
10776 4-(24,12,19665) (complement has $\lambda=106305$) Tran van Trung construction with supplementary design for design number 10774 |
design of number 10777 with respect to smaller t |
10777:
10777 5-(24,12,7866) (complement has $\lambda=42522$) Alltop construction for design number 10774 |
Tran van Trung construction with supplementary design for design number 10862 |
10778:
10778 4-(23,11,8208) (complement has $\lambda=42180$) TvT: 4-(22,10,3024) $\cup$ 4-(22,11,5184) |
derived from number 10781 |
design of number 10865 with respect to smaller t |
10779:
10779 4-(23,12,12312) (complement has $\lambda=63270$) supplementary design of number 10778 |
residual design of number 10781 |
design of number 10866 with respect to smaller t |
10780:
10780 4-(24,12,20520) (complement has $\lambda=105450$)
Tran van Trung construction with supplementary design for design number 10778 |
design of number 10781 with respect to smaller t |
10781:
10781 5-(24,12,8208) (complement has $\lambda=42180$) Alltop construction for design number 10778 |
Tran van Trung construction with supplementary design for design number 10865 |
10782:
10782 4-(23,11,8550) (complement has $\lambda=41838$) TvT: 4-(22,10,3150) $\cup$ 4-(22,11,5400) |
derived from number 10785 |
design of number 10868 with respect to smaller t |
10783:
10783 4-(23,12,12825) (complement has $\lambda=62757$) supplementary design of number 10782 |
residual design of number 10785 |
design of number 10869 with respect to smaller t |
10784:
10784 4-(24,12,21375) (complement has $\lambda=104595$) Tran van Trung construction with supplementary design for design number 10782 |
design of number 10785 with respect to smaller t |
10785:
10785 5-(24,12,8550) (complement has $\lambda=41838$) Alltop construction for design number 10782 |
Tran van Trung construction with supplementary design for design number 10868 |
10786:
10786 4-(23,11,8892) (complement has $\lambda=41496$) TvT: 4-(22,10,3276) $\cup$ 4-(22,11,5616) |
derived from number 10789 |
10787:
10787 4-(23,12,13338) (complement has $\lambda=62244$) supplementary design of number 10786 |
residual design of number 10789 |
10788:
10788 4-(24,12,22230) (complement has $\lambda=103740$) Tran van Trung construction with supplementary design for design number 10786 |
design of number 10789 with respect to smaller t |
10789:
10789 5-(24,12,8892) (complement has $\lambda=41496$) Alltop construction for design number 10786 |
10790:
10790 4-(23,11,10260) (complement has $\lambda=40128$)
TvT: 4-(22,10,3780) $\cup$ 4-(22,11,6480) |
derived from number 10793 |
design of number 10871 with respect to smaller t |
10791:
10791 4-(23,12,15390) (complement has $\lambda=60192$) supplementary design of number 10790 |
residual design of number 10793 |
design of number 10872 with respect to smaller t |
10792:
10792 4-(24,12,25650) (complement has $\lambda=100320$) Tran van Trung construction with supplementary design for design number 10790 |
design of number 10793 with respect to smaller t |
10793:
10793 5-(24,12,10260) (complement has $\lambda=40128$) Alltop construction for design number 10790 |
Tran van Trung construction with supplementary design for design number 10871 |
10794:
10794 4-(23,11,11286) (complement has $\lambda=39102$) TvT: 4-(22,10,4158) $\cup$ 4-(22,11,7128) |
derived from number 10797 |
design of number 10874 with respect to smaller t |
10795:
10795 4-(23,12,16929) (complement has $\lambda=58653$) supplementary design of number 10794 |
residual design of number 10797 |
design of number 10875 with respect to smaller t |
10796:
10796 4-(24,12,28215) (complement has $\lambda=97755$) Tran van Trung construction with supplementary design for design number 10794 |
design of number 10797 with respect to smaller t |
10797:
10797 5-(24,12,11286) (complement has $\lambda=39102$) Alltop construction for design number 10794 |
Tran van Trung construction with supplementary design for design number 10874 |
10798:
10798 4-(23,11,12312) (complement has $\lambda=38076$) TvT: 4-(22,10,4536) $\cup$ 4-(22,11,7776) |
derived from number 10801 |
design of number 10877 with respect to smaller t |
10799:
10799 4-(23,12,18468) (complement has $\lambda=57114$) supplementary design of number 10798 |
residual design of number 10801 |
design of number 10878 with respect to smaller t |
10800:
10800 4-(24,12,30780) (complement has $\lambda=95190$)
Tran van Trung construction with supplementary design for design number 10798 |
design of number 10801 with respect to smaller t |
10801:
10801 5-(24,12,12312) (complement has $\lambda=38076$) Alltop construction for design number 10798 |
Tran van Trung construction with supplementary design for design number 10877 |
10802:
10802 4-(23,11,15390) (complement has $\lambda=34998$) TvT: 4-(22,10,5670) $\cup$ 4-(22,11,9720) |
derived from number 10805 |
design of number 10880 with respect to smaller t |
10803:
10803 4-(23,12,23085) (complement has $\lambda=52497$) supplementary design of number 10802 |
residual design of number 10805 |
design of number 10881 with respect to smaller t |
10804:
10804 4-(24,12,38475) (complement has $\lambda=87495$) Tran van Trung construction with supplementary design for design number 10802 |
design of number 10805 with respect to smaller t |
10805:
10805 5-(24,12,15390) (complement has $\lambda=34998$) Alltop construction for design number 10802 |
Tran van Trung construction with supplementary design for design number 10880 |
10806:
10806 4-(23,11,20520) (complement has $\lambda=29868$) TvT: 4-(22,10,7560) $\cup$ 4-(22,11,12960) |
derived from number 10809 |
design of number 10883 with respect to smaller t |
10807:
10807 4-(23,12,30780) (complement has $\lambda=44802$) supplementary design of number 10806 |
residual design of number 10809 |
design of number 10884 with respect to smaller t |
10808:
10808 4-(24,12,51300) (complement has $\lambda=74670$) Tran van Trung construction with supplementary design for design number 10806 |
design of number 10809 with respect to smaller t |
10809:
10809 5-(24,12,20520) (complement has $\lambda=29868$) Alltop construction for design number 10806 |
Tran van Trung construction with supplementary design for design number 10883 |
10810:
10810 4-(23,11,22230) (complement has $\lambda=28158$)
TvT: 4-(22,10,8190) $\cup$ 4-(22,11,14040) |
derived from number 10813 |
design of number 10886 with respect to smaller t |
residual design of number 10891 |
10811:
10811 4-(23,12,33345) (complement has $\lambda=42237$) supplementary design of number 10810 |
residual design of number 10813 |
design of number 10887 with respect to smaller t |
10812:
10812 4-(24,12,55575) (complement has $\lambda=70395$) Tran van Trung construction with supplementary design for design number 10810 |
design of number 10813 with respect to smaller t |
residual design of number 11075 |
derived from number 11076 |
10813:
10813 5-(24,12,22230) (complement has $\lambda=28158$) Alltop construction for design number 10810 |
Tran van Trung construction with supplementary design for design number 10886 |
10814:
10814 4-(24,10,12540) (complement has $\lambda=26220$) TvT: 4-(23,9,3762) $\cup$ 4-(23,10,8778) |
10815:
10815 4-(24,10,17100) (complement has $\lambda=21660$) TvT: 4-(23,9,5130) $\cup$ 4-(23,10,11970) |
10816:
10816 4-(24,11,13680) (complement has $\lambda=63840$) TvT: 4-(23,10,4788) $\cup$ 4-(23,11,8892) |
10817:
10817 4-(25,10,23940) (complement has $\lambda=30324$) TvT: 4-(24,9,6840) $\cup$ 4-(24,10,17100) |
10818:
10818 4-(25,11,20520) (complement has $\lambda=95760$) TvT: 4-(24,10,6840) $\cup$ 4-(24,11,13680) |
10819:
10819 4-(25,11,37620) (complement has $\lambda=78660$) TvT: 4-(24,10,12540) $\cup$ 4-(24,11,25080) |
10820:
10820 4-(26,12,103455) (complement has $\lambda=216315$)
TvT: 4-(25,11,37620) $\cup$ 4-(25,12,65835) |
10821:
10821 4-(27,13,264385) (complement has $\lambda=552805$) TvT: 4-(26,12,103455) $\cup$ 4-(26,13,160930) |
derived from number 10824 |
10822:
10822 4-(27,14,370139) (complement has $\lambda=773927$) supplementary design of number 10821 |
residual design of number 10824 |
10823:
10823 4-(28,14,634524) (complement has $\lambda=1326732$) Tran van Trung construction with supplementary design for design number 10821 |
design of number 10824 with respect to smaller t |
10824:
10824 5-(28,14,264385) (complement has $\lambda=552805$) Alltop construction for design number 10821 |
10825:
10825 5-(23,9,540) (complement has $\lambda=2520$) TvT: 5-(22,8,120) $\cup$ 5-(22,9,420) |
10826:
10826 5-(23,9,810) (complement has $\lambda=2250$) TvT: 5-(22,8,180) $\cup$ 5-(22,9,630) |
10827:
10827 5-(23,10,756) (complement has $\lambda=7812$) TvT: 5-(22,9,210) $\cup$ 5-(22,10,546) |
10828:
10828 5-(23,10,3780) (complement has $\lambda=4788$) TvT: 5-(22,9,1050) $\cup$ 5-(22,10,2730) |
10829:
10829 5-(23,11,924) (complement has $\lambda=17640$) TvT: 5-(22,10,308) $\cup$ 5-(22,11,616) |
10830:
10830 5-(23,12,1584) (complement has $\lambda=30240$)
supplementary design of number 10829 |
10831:
10831 4-(22,12,2178) (complement has $\lambda=41580$) residual design of number 10830 |
10832:
10832 5-(23,11,1134) (complement has $\lambda=17430$) TvT: 5-(22,10,378) $\cup$ 5-(22,11,756) |
10833:
10833 5-(23,12,1944) (complement has $\lambda=29880$) supplementary design of number 10832 |
10834:
10834 4-(22,12,2673) (complement has $\lambda=41085$) residual design of number 10833 |
10835:
10835 5-(23,11,1260) (complement has $\lambda=17304$) TvT: 5-(22,10,420) $\cup$ 5-(22,11,840) |
10836:
10836 5-(23,12,2160) (complement has $\lambda=29664$) supplementary design of number 10835 |
10837:
10837 4-(22,12,2970) (complement has $\lambda=40788$) residual design of number 10836 |
10838:
10838 5-(23,11,1554) (complement has $\lambda=17010$) TvT: 5-(22,10,518) $\cup$ 5-(22,11,1036) |
10839:
10839 5-(23,12,2664) (complement has $\lambda=29160$) supplementary design of number 10838 |
10840:
10840 4-(22,12,3663) (complement has $\lambda=40095$)
residual design of number 10839 |
10841:
10841 5-(23,11,1680) (complement has $\lambda=16884$) TvT: 5-(22,10,560) $\cup$ 5-(22,11,1120) |
10842:
10842 5-(23,12,2880) (complement has $\lambda=28944$) supplementary design of number 10841 |
10843:
10843 4-(22,12,3960) (complement has $\lambda=39798$) residual design of number 10842 |
10844:
10844 5-(23,11,1806) (complement has $\lambda=16758$) TvT: 5-(22,10,602) $\cup$ 5-(22,11,1204) |
10845:
10845 5-(23,12,3096) (complement has $\lambda=28728$) supplementary design of number 10844 |
10846:
10846 4-(22,12,4257) (complement has $\lambda=39501$) residual design of number 10845 |
10847:
10847 5-(23,11,2184) (complement has $\lambda=16380$) TvT: 5-(22,10,728) $\cup$ 5-(22,11,1456) |
10848:
10848 5-(23,12,3744) (complement has $\lambda=28080$) supplementary design of number 10847 |
10849:
10849 4-(22,12,5148) (complement has $\lambda=38610$) residual design of number 10848 |
10850:
10850 5-(23,11,2310) (complement has $\lambda=16254$)
TvT: 5-(22,10,770) $\cup$ 5-(22,11,1540) |
10851:
10851 5-(23,12,3960) (complement has $\lambda=27864$) supplementary design of number 10850 |
10852:
10852 4-(22,12,5445) (complement has $\lambda=38313$) residual design of number 10851 |
10853:
10853 5-(23,11,2436) (complement has $\lambda=16128$) TvT: 5-(22,10,812) $\cup$ 5-(22,11,1624) |
10854:
10854 5-(23,12,4176) (complement has $\lambda=27648$) supplementary design of number 10853 |
10855:
10855 4-(22,12,5742) (complement has $\lambda=38016$) residual design of number 10854 |
10856:
10856 5-(23,11,2646) (complement has $\lambda=15918$) TvT: 5-(22,10,882) $\cup$ 5-(22,11,1764) |
10857:
10857 5-(23,12,4536) (complement has $\lambda=27288$) supplementary design of number 10856 |
10858:
10858 4-(22,12,6237) (complement has $\lambda=37521$) residual design of number 10857 |
10859:
10859 5-(23,11,2814) (complement has $\lambda=15750$) TvT: 5-(22,10,938) $\cup$ 5-(22,11,1876) |
10860:
10860 5-(23,12,4824) (complement has $\lambda=27000$)
supplementary design of number 10859 |
10861:
10861 4-(22,12,6633) (complement has $\lambda=37125$) residual design of number 10860 |
10862:
10862 5-(23,11,2898) (complement has $\lambda=15666$) TvT: 5-(22,10,966) $\cup$ 5-(22,11,1932) |
10863:
10863 5-(23,12,4968) (complement has $\lambda=26856$) supplementary design of number 10862 |
10864:
10864 4-(22,12,6831) (complement has $\lambda=36927$) residual design of number 10863 |
10865:
10865 5-(23,11,3024) (complement has $\lambda=15540$) TvT: 5-(22,10,1008) $\cup$ 5-(22,11,2016) |
10866:
10866 5-(23,12,5184) (complement has $\lambda=26640$) supplementary design of number 10865 |
10867:
10867 4-(22,12,7128) (complement has $\lambda=36630$) residual design of number 10866 |
10868:
10868 5-(23,11,3150) (complement has $\lambda=15414$) TvT: 5-(22,10,1050) $\cup$ 5-(22,11,2100) |
10869:
10869 5-(23,12,5400) (complement has $\lambda=26424$) supplementary design of number 10868 |
10870:
10870 4-(22,12,7425) (complement has $\lambda=36333$)
residual design of number 10869 |
10871:
10871 5-(23,11,3780) (complement has $\lambda=14784$) TvT: 5-(22,10,1260) $\cup$ 5-(22,11,2520) |
10872:
10872 5-(23,12,6480) (complement has $\lambda=25344$) supplementary design of number 10871 |
10873:
10873 4-(22,12,8910) (complement has $\lambda=34848$) residual design of number 10872 |
10874:
10874 5-(23,11,4158) (complement has $\lambda=14406$) TvT: 5-(22,10,1386) $\cup$ 5-(22,11,2772) |
10875:
10875 5-(23,12,7128) (complement has $\lambda=24696$) supplementary design of number 10874 |
10876:
10876 4-(22,12,9801) (complement has $\lambda=33957$) residual design of number 10875 |
10877:
10877 5-(23,11,4536) (complement has $\lambda=14028$) TvT: 5-(22,10,1512) $\cup$ 5-(22,11,3024) |
10878:
10878 5-(23,12,7776) (complement has $\lambda=24048$) supplementary design of number 10877 |
10879:
10879 4-(22,12,10692) (complement has $\lambda=33066$) residual design of number 10878 |
10880:
10880 5-(23,11,5670) (complement has $\lambda=12894$)
TvT: 5-(22,10,1890) $\cup$ 5-(22,11,3780) |
10881:
10881 5-(23,12,9720) (complement has $\lambda=22104$) supplementary design of number 10880 |
10882:
10882 4-(22,12,13365) (complement has $\lambda=30393$) residual design of number 10881 |
10883:
10883 5-(23,11,7560) (complement has $\lambda=11004$) TvT: 5-(22,10,2520) $\cup$ 5-(22,11,5040) |
10884:
10884 5-(23,12,12960) (complement has $\lambda=18864$) supplementary design of number 10883 |
10885:
10885 4-(22,12,17820) (complement has $\lambda=25938$) residual design of number 10884 |
10886:
10886 5-(23,11,8190) (complement has $\lambda=10374$) TvT: 5-(22,10,2730) $\cup$ 5-(22,11,5460) |
10887:
10887 5-(23,12,14040) (complement has $\lambda=17784$) supplementary design of number 10886 |
10888:
10888 4-(22,12,19305) (complement has $\lambda=24453$) residual design of number 10887 |
10889:
10889 5-(24,10,1026) (complement has $\lambda=10602$) TvT: 5-(23,9,270) $\cup$ 5-(23,10,756) |
10890:
10890 4-(24,10,3420) (complement has $\lambda=35340$)
design of number 10889 with respect to smaller t |
residual design of number 10893 |
TvT: 4-(23,9,1026) $\cup$ 4-(23,10,2394) |
derived from number 11035 |
10891:
10891 5-(24,11,11970) (complement has $\lambda=15162$) TvT: 5-(23,10,3780) $\cup$ 5-(23,11,8190) |
10892:
10892 4-(24,11,34200) (complement has $\lambda=43320$) design of number 10891 with respect to smaller t |
TvT: 4-(23,10,11970) $\cup$ 4-(23,11,22230) |
derived from number 11075 |
10893:
10893 5-(25,10,1368) (complement has $\lambda=14136$) TvT: 5-(24,9,342) $\cup$ 5-(24,10,1026) |
10894:
10894 4-(25,10,4788) (complement has $\lambda=49476$) design of number 10893 with respect to smaller t |
TvT: 4-(24,9,1368) $\cup$ 4-(24,10,3420) |
derived from number 11036 |
10895:
10895 4-(22,8,1350) (complement has $\lambda=1710$) TvT: 4-(21,7,300) $\cup$ 4-(21,8,1050) |
10896:
10896 4-(23,8,1026) (complement has $\lambda=2850$) TvT: 4-(22,7,216) $\cup$ 4-(22,8,810) |
design of number 10957 with respect to smaller t |
derived from number 10994 |
10897:
10897 4-(23,9,1368) (complement has $\lambda=10260$) TvT: 4-(22,8,360) $\cup$ 4-(22,9,1008) |
design of number 10958 with respect to smaller t |
residual design of number 10993 |
derived from number 11032 |
10898:
10898 4-(23,9,2394) (complement has $\lambda=9234$) TvT: 4-(22,8,630) $\cup$ 4-(22,9,1764) |
design of number 10959 with respect to smaller t |
10899:
10899 4-(23,10,3192) (complement has $\lambda=23940$) TvT: 4-(22,9,1008) $\cup$ 4-(22,10,2184) |
design of number 11019 with respect to smaller t |
residual design of number 11032 |
derived from number 11049 |
10900:
10900 4-(23,11,3192) (complement has $\lambda=47196$)
TvT: 4-(22,10,1176) $\cup$ 4-(22,11,2016) |
derived from number 10903 |
design of number 10960 with respect to smaller t |
10901:
10901 4-(23,12,4788) (complement has $\lambda=70794$) supplementary design of number 10900 |
residual design of number 10903 |
design of number 10961 with respect to smaller t |
10902:
10902 4-(24,12,7980) (complement has $\lambda=117990$) Tran van Trung construction with supplementary design for design number 10900 |
design of number 10903 with respect to smaller t |
10903:
10903 5-(24,12,3192) (complement has $\lambda=47196$) Alltop construction for design number 10900 |
Tran van Trung construction with supplementary design for design number 10960 |
10904:
10904 4-(23,11,4446) (complement has $\lambda=45942$) TvT: 4-(22,10,1638) $\cup$ 4-(22,11,2808) |
derived from number 10907 |
design of number 10963 with respect to smaller t |
residual design of number 11033 |
10905:
10905 4-(23,12,6669) (complement has $\lambda=68913$) supplementary design of number 10904 |
residual design of number 10907 |
design of number 10964 with respect to smaller t |
10906:
10906 4-(24,12,11115) (complement has $\lambda=114855$) Tran van Trung construction with supplementary design for design number 10904 |
design of number 10907 with respect to smaller t |
residual design of number 11090 |
derived from number 11091 |
10907:
10907 5-(24,12,4446) (complement has $\lambda=45942$) Alltop construction for design number 10904 |
Tran van Trung construction with supplementary design for design number 10963 |
10908:
10908 4-(23,11,5130) (complement has $\lambda=45258$) TvT: 4-(22,10,1890) $\cup$ 4-(22,11,3240) |
derived from number 10911 |
design of number 10966 with respect to smaller t |
10909:
10909 4-(23,12,7695) (complement has $\lambda=67887$) supplementary design of number 10908 |
residual design of number 10911 |
design of number 10967 with respect to smaller t |
10910:
10910 4-(24,12,12825) (complement has $\lambda=113145$)
Tran van Trung construction with supplementary design for design number 10908 |
design of number 10911 with respect to smaller t |
10911:
10911 5-(24,12,5130) (complement has $\lambda=45258$) Alltop construction for design number 10908 |
Tran van Trung construction with supplementary design for design number 10966 |
10912:
10912 4-(23,11,5586) (complement has $\lambda=44802$) TvT: 4-(22,10,2058) $\cup$ 4-(22,11,3528) |
derived from number 10915 |
design of number 10969 with respect to smaller t |
10913:
10913 4-(23,12,8379) (complement has $\lambda=67203$) supplementary design of number 10912 |
residual design of number 10915 |
design of number 10970 with respect to smaller t |
10914:
10914 4-(24,12,13965) (complement has $\lambda=112005$) Tran van Trung construction with supplementary design for design number 10912 |
design of number 10915 with respect to smaller t |
10915:
10915 5-(24,12,5586) (complement has $\lambda=44802$) Alltop construction for design number 10912 |
Tran van Trung construction with supplementary design for design number 10969 |
10916:
10916 4-(23,11,6498) (complement has $\lambda=43890$) TvT: 4-(22,10,2394) $\cup$ 4-(22,11,4104) |
derived from number 10919 |
design of number 10972 with respect to smaller t |
10917:
10917 4-(23,12,9747) (complement has $\lambda=65835$) supplementary design of number 10916 |
residual design of number 10919 |
design of number 10973 with respect to smaller t |
10918:
10918 4-(24,12,16245) (complement has $\lambda=109725$) Tran van Trung construction with supplementary design for design number 10916 |
design of number 10919 with respect to smaller t |
10919:
10919 5-(24,12,6498) (complement has $\lambda=43890$) Alltop construction for design number 10916 |
Tran van Trung construction with supplementary design for design number 10972 |
10920:
10920 4-(23,11,7296) (complement has $\lambda=43092$)
TvT: 4-(22,10,2688) $\cup$ 4-(22,11,4608) |
derived from number 10923 |
design of number 10975 with respect to smaller t |
10921:
10921 4-(23,12,10944) (complement has $\lambda=64638$) supplementary design of number 10920 |
residual design of number 10923 |
design of number 10976 with respect to smaller t |
10922:
10922 4-(24,12,18240) (complement has $\lambda=107730$) Tran van Trung construction with supplementary design for design number 10920 |
design of number 10923 with respect to smaller t |
10923:
10923 5-(24,12,7296) (complement has $\lambda=43092$) Alltop construction for design number 10920 |
Tran van Trung construction with supplementary design for design number 10975 |
10924:
10924 4-(23,11,8322) (complement has $\lambda=42066$) TvT: 4-(22,10,3066) $\cup$ 4-(22,11,5256) |
derived from number 10927 |
design of number 10978 with respect to smaller t |
10925:
10925 4-(23,12,12483) (complement has $\lambda=63099$) supplementary design of number 10924 |
residual design of number 10927 |
design of number 10979 with respect to smaller t |
10926:
10926 4-(24,12,20805) (complement has $\lambda=105165$) Tran van Trung construction with supplementary design for design number 10924 |
design of number 10927 with respect to smaller t |
10927:
10927 5-(24,12,8322) (complement has $\lambda=42066$) Alltop construction for design number 10924 |
Tran van Trung construction with supplementary design for design number 10978 |
10928:
10928 4-(23,11,10602) (complement has $\lambda=39786$) TvT: 4-(22,10,3906) $\cup$ 4-(22,11,6696) |
derived from number 10931 |
design of number 10981 with respect to smaller t |
10929:
10929 4-(23,12,15903) (complement has $\lambda=59679$) supplementary design of number 10928 |
residual design of number 10931 |
design of number 10982 with respect to smaller t |
10930:
10930 4-(24,12,26505) (complement has $\lambda=99465$)
Tran van Trung construction with supplementary design for design number 10928 |
design of number 10931 with respect to smaller t |
10931:
10931 5-(24,12,10602) (complement has $\lambda=39786$) Alltop construction for design number 10928 |
Tran van Trung construction with supplementary design for design number 10981 |
10932:
10932 4-(23,11,20862) (complement has $\lambda=29526$) TvT: 4-(22,10,7686) $\cup$ 4-(22,11,13176) |
derived from number 10935 |
design of number 10984 with respect to smaller t |
10933:
10933 4-(23,12,31293) (complement has $\lambda=44289$) supplementary design of number 10932 |
residual design of number 10935 |
design of number 10985 with respect to smaller t |
10934:
10934 4-(24,12,52155) (complement has $\lambda=73815$) Tran van Trung construction with supplementary design for design number 10932 |
design of number 10935 with respect to smaller t |
10935:
10935 5-(24,12,20862) (complement has $\lambda=29526$) Alltop construction for design number 10932 |
Tran van Trung construction with supplementary design for design number 10984 |
10936:
10936 4-(23,11,22572) (complement has $\lambda=27816$) TvT: 4-(22,10,8316) $\cup$ 4-(22,11,14256) |
derived from number 10939 |
design of number 10987 with respect to smaller t |
10937:
10937 4-(23,12,33858) (complement has $\lambda=41724$) supplementary design of number 10936 |
residual design of number 10939 |
design of number 10988 with respect to smaller t |
10938:
10938 4-(24,12,56430) (complement has $\lambda=69540$) Tran van Trung construction with supplementary design for design number 10936 |
design of number 10939 with respect to smaller t |
10939:
10939 5-(24,12,22572) (complement has $\lambda=27816$) Alltop construction for design number 10936 |
Tran van Trung construction with supplementary design for design number 10987 |
10940:
10940 4-(23,11,23598) (complement has $\lambda=26790$)
TvT: 4-(22,10,8694) $\cup$ 4-(22,11,14904) |
derived from number 10943 |
design of number 10990 with respect to smaller t |
10941:
10941 4-(23,12,35397) (complement has $\lambda=40185$) supplementary design of number 10940 |
residual design of number 10943 |
design of number 10991 with respect to smaller t |
10942:
10942 4-(24,12,58995) (complement has $\lambda=66975$) Tran van Trung construction with supplementary design for design number 10940 |
design of number 10943 with respect to smaller t |
10943:
10943 5-(24,12,23598) (complement has $\lambda=26790$) Alltop construction for design number 10940 |
Tran van Trung construction with supplementary design for design number 10990 |
10944:
10944 4-(24,9,1824) (complement has $\lambda=13680$) TvT: 4-(23,8,456) $\cup$ 4-(23,9,1368) |
design of number 10993 with respect to smaller t |
derived from number 11034 |
10945:
10945 4-(24,9,4104) (complement has $\lambda=11400$) TvT: 4-(23,8,1026) $\cup$ 4-(23,9,3078) |
design of number 10994 with respect to smaller t |
10946:
10946 4-(24,10,4560) (complement has $\lambda=34200$) TvT: 4-(23,9,1368) $\cup$ 4-(23,10,3192) |
design of number 11032 with respect to smaller t |
residual design of number 11034 |
derived from number 11050 |
10947:
10947 4-(24,11,6840) (complement has $\lambda=70680$) TvT: 4-(23,10,2394) $\cup$ 4-(23,11,4446) |
design of number 11033 with respect to smaller t |
residual design of number 11035 |
derived from number 11090 |
10948:
10948 4-(25,10,6384) (complement has $\lambda=47880$) TvT: 4-(24,9,1824) $\cup$ 4-(24,10,4560) |
design of number 11034 with respect to smaller t |
derived from number 11051 |
10949:
10949 4-(25,11,10260) (complement has $\lambda=106020$) TvT: 4-(24,10,3420) $\cup$ 4-(24,11,6840) |
design of number 11035 with respect to smaller t |
residual design of number 11036 |
derived from number 11093 |
10950:
10950 4-(25,11,51300) (complement has $\lambda=64980$)
TvT: 4-(24,10,17100) $\cup$ 4-(24,11,34200) |
10951:
10951 4-(26,11,75240) (complement has $\lambda=95304$) TvT: 4-(25,10,23940) $\cup$ 4-(25,11,51300) |
10952:
10952 4-(31,15,968760) (complement has $\lambda=12069135$) TvT: 4-(30,14,394680) $\cup$ 4-(30,15,574080) |
derived from number 10955 |
10953:
10953 4-(31,16,1291680) (complement has $\lambda=16092180$) supplementary design of number 10952 |
residual design of number 10955 |
10954:
10954 4-(32,16,2260440) (complement has $\lambda=28161315$) Tran van Trung construction with supplementary design for design number 10952 |
design of number 10955 with respect to smaller t |
10955:
10955 5-(32,16,968760) (complement has $\lambda=12069135$) Alltop construction for design number 10952 |
10956:
10956 4-(36,18,198499200) (complement has $\lambda=272936400$) TvT: 4-(35,17,86843400) $\cup$ 4-(35,18,111655800) |
10957:
10957 5-(23,8,216) (complement has $\lambda=600$) TvT: 5-(22,7,36) $\cup$ 5-(22,8,180) |
10958:
10958 5-(23,9,360) (complement has $\lambda=2700$) TvT: 5-(22,8,80) $\cup$ 5-(22,9,280) |
10959:
10959 5-(23,9,630) (complement has $\lambda=2430$) TvT: 5-(22,8,140) $\cup$ 5-(22,9,490) |
10960:
10960 5-(23,11,1176) (complement has $\lambda=17388$)
TvT: 5-(22,10,392) $\cup$ 5-(22,11,784) |
10961:
10961 5-(23,12,2016) (complement has $\lambda=29808$) supplementary design of number 10960 |
10962:
10962 4-(22,12,2772) (complement has $\lambda=40986$) residual design of number 10961 |
10963:
10963 5-(23,11,1638) (complement has $\lambda=16926$) TvT: 5-(22,10,546) $\cup$ 5-(22,11,1092) |
10964:
10964 5-(23,12,2808) (complement has $\lambda=29016$) supplementary design of number 10963 |
10965:
10965 4-(22,12,3861) (complement has $\lambda=39897$) residual design of number 10964 |
10966:
10966 5-(23,11,1890) (complement has $\lambda=16674$) TvT: 5-(22,10,630) $\cup$ 5-(22,11,1260) |
10967:
10967 5-(23,12,3240) (complement has $\lambda=28584$) supplementary design of number 10966 |
10968:
10968 4-(22,12,4455) (complement has $\lambda=39303$) residual design of number 10967 |
10969:
10969 5-(23,11,2058) (complement has $\lambda=16506$) TvT: 5-(22,10,686) $\cup$ 5-(22,11,1372) |
10970:
10970 5-(23,12,3528) (complement has $\lambda=28296$)
supplementary design of number 10969 |
10971:
10971 4-(22,12,4851) (complement has $\lambda=38907$) residual design of number 10970 |
10972:
10972 5-(23,11,2394) (complement has $\lambda=16170$) TvT: 5-(22,10,798) $\cup$ 5-(22,11,1596) |
10973:
10973 5-(23,12,4104) (complement has $\lambda=27720$) supplementary design of number 10972 |
10974:
10974 4-(22,12,5643) (complement has $\lambda=38115$) residual design of number 10973 |
10975:
10975 5-(23,11,2688) (complement has $\lambda=15876$) TvT: 5-(22,10,896) $\cup$ 5-(22,11,1792) |
10976:
10976 5-(23,12,4608) (complement has $\lambda=27216$) supplementary design of number 10975 |
10977:
10977 4-(22,12,6336) (complement has $\lambda=37422$) residual design of number 10976 |
10978:
10978 5-(23,11,3066) (complement has $\lambda=15498$) TvT: 5-(22,10,1022) $\cup$ 5-(22,11,2044) |
10979:
10979 5-(23,12,5256) (complement has $\lambda=26568$) supplementary design of number 10978 |
10980:
10980 4-(22,12,7227) (complement has $\lambda=36531$)
residual design of number 10979 |
10981:
10981 5-(23,11,3906) (complement has $\lambda=14658$) TvT: 5-(22,10,1302) $\cup$ 5-(22,11,2604) |
10982:
10982 5-(23,12,6696) (complement has $\lambda=25128$) supplementary design of number 10981 |
10983:
10983 4-(22,12,9207) (complement has $\lambda=34551$) residual design of number 10982 |
10984:
10984 5-(23,11,7686) (complement has $\lambda=10878$) TvT: 5-(22,10,2562) $\cup$ 5-(22,11,5124) |
10985:
10985 5-(23,12,13176) (complement has $\lambda=18648$) supplementary design of number 10984 |
10986:
10986 4-(22,12,18117) (complement has $\lambda=25641$) residual design of number 10985 |
10987:
10987 5-(23,11,8316) (complement has $\lambda=10248$) TvT: 5-(22,10,2772) $\cup$ 5-(22,11,5544) |
10988:
10988 5-(23,12,14256) (complement has $\lambda=17568$) supplementary design of number 10987 |
10989:
10989 4-(22,12,19602) (complement has $\lambda=24156$) residual design of number 10988 |
10990:
10990 5-(23,11,8694) (complement has $\lambda=9870$)
TvT: 5-(22,10,2898) $\cup$ 5-(22,11,5796) |
10991:
10991 5-(23,12,14904) (complement has $\lambda=16920$) supplementary design of number 10990 |
10992:
10992 4-(22,12,20493) (complement has $\lambda=23265$) residual design of number 10991 |
10993:
10993 5-(24,9,456) (complement has $\lambda=3420$) TvT: 5-(23,8,96) $\cup$ 5-(23,9,360) |
10994:
10994 5-(24,9,1026) (complement has $\lambda=2850$) TvT: 5-(23,8,216) $\cup$ 5-(23,9,810) |
10995:
10995 4-(23,11,3762) (complement has $\lambda=46626$) TvT: 4-(22,10,1386) $\cup$ 4-(22,11,2376) |
derived from number 10998 |
design of number 11020 with respect to smaller t |
10996:
10996 4-(23,12,5643) (complement has $\lambda=69939$) supplementary design of number 10995 |
residual design of number 10998 |
design of number 11021 with respect to smaller t |
10997:
10997 4-(24,12,9405) (complement has $\lambda=116565$) Tran van Trung construction with supplementary design for design number 10995 |
design of number 10998 with respect to smaller t |
10998:
10998 5-(24,12,3762) (complement has $\lambda=46626$) Alltop construction for design number 10995 |
Tran van Trung construction with supplementary design for design number 11020 |
10999:
10999 4-(23,11,4788) (complement has $\lambda=45600$) TvT: 4-(22,10,1764) $\cup$ 4-(22,11,3024) |
derived from number 11002 |
design of number 11023 with respect to smaller t |
11000:
11000 4-(23,12,7182) (complement has $\lambda=68400$)
supplementary design of number 10999 |
residual design of number 11002 |
design of number 11024 with respect to smaller t |
11001:
11001 4-(24,12,11970) (complement has $\lambda=114000$) Tran van Trung construction with supplementary design for design number 10999 |
design of number 11002 with respect to smaller t |
11002:
11002 5-(24,12,4788) (complement has $\lambda=45600$) Alltop construction for design number 10999 |
Tran van Trung construction with supplementary design for design number 11023 |
11003:
11003 4-(23,11,6156) (complement has $\lambda=44232$) TvT: 4-(22,10,2268) $\cup$ 4-(22,11,3888) |
derived from number 11006 |
design of number 11026 with respect to smaller t |
11004:
11004 4-(23,12,9234) (complement has $\lambda=66348$) supplementary design of number 11003 |
residual design of number 11006 |
design of number 11027 with respect to smaller t |
11005:
11005 4-(24,12,15390) (complement has $\lambda=110580$) Tran van Trung construction with supplementary design for design number 11003 |
design of number 11006 with respect to smaller t |
11006:
11006 5-(24,12,6156) (complement has $\lambda=44232$) Alltop construction for design number 11003 |
Tran van Trung construction with supplementary design for design number 11026 |
11007:
11007 4-(23,11,7980) (complement has $\lambda=42408$) TvT: 4-(22,10,2940) $\cup$ 4-(22,11,5040) |
derived from number 11010 |
design of number 11029 with respect to smaller t |
11008:
11008 4-(23,12,11970) (complement has $\lambda=63612$) supplementary design of number 11007 |
residual design of number 11010 |
design of number 11030 with respect to smaller t |
11009:
11009 4-(24,12,19950) (complement has $\lambda=106020$) Tran van Trung construction with supplementary design for design number 11007 |
design of number 11010 with respect to smaller t |
11010:
11010 5-(24,12,7980) (complement has $\lambda=42408$)
Alltop construction for design number 11007 |
Tran van Trung construction with supplementary design for design number 11029 |
11011:
11011 4-(24,11,9120) (complement has $\lambda=68400$) TvT: 4-(23,10,3192) $\cup$ 4-(23,11,5928) |
design of number 11049 with respect to smaller t |
residual design of number 11050 |
derived from number 11072 |
11012:
11012 4-(25,11,13680) (complement has $\lambda=102600$) TvT: 4-(24,10,4560) $\cup$ 4-(24,11,9120) |
design of number 11050 with respect to smaller t |
residual design of number 11051 |
derived from number 11078 |
11013:
11013 4-(26,11,15048) (complement has $\lambda=155496$) TvT: 4-(25,10,4788) $\cup$ 4-(25,11,10260) |
design of number 11036 with respect to smaller t |
derived from number 11094 |
11014:
11014 4-(27,13,170775) (complement has $\lambda=646415$) TvT: 4-(26,12,66825) $\cup$ 4-(26,13,103950) |
derived from number 11017 |
design of number 11037 with respect to smaller t |
residual design of number 11040 |
11015:
11015 4-(27,14,239085) (complement has $\lambda=904981$) supplementary design of number 11014 |
residual design of number 11017 |
design of number 11038 with respect to smaller t |
11016:
11016 4-(28,14,409860) (complement has $\lambda=1551396$) Tran van Trung construction with supplementary design for design number 11014 |
design of number 11017 with respect to smaller t |
residual design of number 11095 |
derived from number 11096 |
11017:
11017 5-(28,14,170775) (complement has $\lambda=646415$) Alltop construction for design number 11014 |
Tran van Trung construction with supplementary design for design number 11037 |
11018:
11018 4-(28,13,273240) (complement has $\lambda=1034264$) TvT: 4-(27,12,102465) $\cup$ 4-(27,13,170775) |
design of number 11040 with respect to smaller t |
derived from number 11095 |
11019:
11019 5-(23,10,1008) (complement has $\lambda=7560$) TvT: 5-(22,9,280) $\cup$ 5-(22,10,728) |
11020:
11020 5-(23,11,1386) (complement has $\lambda=17178$)
TvT: 5-(22,10,462) $\cup$ 5-(22,11,924) |
11021:
11021 5-(23,12,2376) (complement has $\lambda=29448$) supplementary design of number 11020 |
11022:
11022 4-(22,12,3267) (complement has $\lambda=40491$) residual design of number 11021 |
11023:
11023 5-(23,11,1764) (complement has $\lambda=16800$) TvT: 5-(22,10,588) $\cup$ 5-(22,11,1176) |
11024:
11024 5-(23,12,3024) (complement has $\lambda=28800$) supplementary design of number 11023 |
11025:
11025 4-(22,12,4158) (complement has $\lambda=39600$) residual design of number 11024 |
11026:
11026 5-(23,11,2268) (complement has $\lambda=16296$) TvT: 5-(22,10,756) $\cup$ 5-(22,11,1512) |
11027:
11027 5-(23,12,3888) (complement has $\lambda=27936$) supplementary design of number 11026 |
11028:
11028 4-(22,12,5346) (complement has $\lambda=38412$) residual design of number 11027 |
11029:
11029 5-(23,11,2940) (complement has $\lambda=15624$) TvT: 5-(22,10,980) $\cup$ 5-(22,11,1960) |
11030:
11030 5-(23,12,5040) (complement has $\lambda=26784$)
supplementary design of number 11029 |
11031:
11031 4-(22,12,6930) (complement has $\lambda=36828$) residual design of number 11030 |
11032:
11032 5-(24,10,1368) (complement has $\lambda=10260$) TvT: 5-(23,9,360) $\cup$ 5-(23,10,1008) |
11033:
11033 5-(24,11,2394) (complement has $\lambda=24738$) TvT: 5-(23,10,756) $\cup$ 5-(23,11,1638) |
11034:
11034 5-(25,10,1824) (complement has $\lambda=13680$) TvT: 5-(24,9,456) $\cup$ 5-(24,10,1368) |
11035:
11035 5-(25,11,3420) (complement has $\lambda=35340$) TvT: 5-(24,10,1026) $\cup$ 5-(24,11,2394) |
11036:
11036 5-(26,11,4788) (complement has $\lambda=49476$) TvT: 5-(25,10,1368) $\cup$ 5-(25,11,3420) |
11037:
11037 5-(27,13,66825) (complement has $\lambda=252945$) TvT: 5-(26,12,24300) $\cup$ 5-(26,13,42525) |
11038:
11038 5-(27,14,103950) (complement has $\lambda=393470$) supplementary design of number 11037 |
11039:
11039 4-(26,14,135135) (complement has $\lambda=511511$) residual design of number 11038 |
11040:
11040 5-(28,13,102465) (complement has $\lambda=387849$)
TvT: 5-(27,12,35640) $\cup$ 5-(27,13,66825) |
11041:
11041 4-(23,11,6840) (complement has $\lambda=43548$) TvT: 4-(22,10,2520) $\cup$ 4-(22,11,4320) |
derived from number 11044 |
design of number 11046 with respect to smaller t |
11042:
11042 4-(23,12,10260) (complement has $\lambda=65322$) supplementary design of number 11041 |
residual design of number 11044 |
design of number 11047 with respect to smaller t |
11043:
11043 4-(24,12,17100) (complement has $\lambda=108870$) Tran van Trung construction with supplementary design for design number 11041 |
design of number 11044 with respect to smaller t |
11044:
11044 5-(24,12,6840) (complement has $\lambda=43548$) Alltop construction for design number 11041 |
Tran van Trung construction with supplementary design for design number 11046 |
11045:
11045 4-(26,11,20064) (complement has $\lambda=150480$) TvT: 4-(25,10,6384) $\cup$ 4-(25,11,13680) |
design of number 11051 with respect to smaller t |
derived from number 11079 |
11046:
11046 5-(23,11,2520) (complement has $\lambda=16044$) TvT: 5-(22,10,840) $\cup$ 5-(22,11,1680) |
11047:
11047 5-(23,12,4320) (complement has $\lambda=27504$) supplementary design of number 11046 |
11048:
11048 4-(22,12,5940) (complement has $\lambda=37818$) residual design of number 11047 |
11049:
11049 5-(24,11,3192) (complement has $\lambda=23940$) TvT: 5-(23,10,1008) $\cup$ 5-(23,11,2184) |
11050:
11050 5-(25,11,4560) (complement has $\lambda=34200$)
TvT: 5-(24,10,1368) $\cup$ 5-(24,11,3192) |
11051:
11051 5-(26,11,6384) (complement has $\lambda=47880$) TvT: 5-(25,10,1824) $\cup$ 5-(25,11,4560) |
11052:
11052 5-(23,6,6) (complement has $\lambda=12$) $Hol(C_{23})$ >=2 solutions |
11053:
11053 4-(22,5,6) (complement has $\lambda=12$) derived from number 11052 |
11054:
11054 4-(22,6,51) (complement has $\lambda=102$) residual design of number 11052 |
11055:
11055 4-(25,12,23940) (complement has $\lambda=179550$) TvT: 4-(24,11,9120) $\cup$ 4-(24,12,14820) |
derived from number 11058 |
design of number 11072 with respect to smaller t |
residual design of number 11078 |
11056:
11056 4-(25,13,34580) (complement has $\lambda=259350$) supplementary design of number 11055 |
residual design of number 11058 |
design of number 11073 with respect to smaller t |
11057:
11057 4-(26,13,58520) (complement has $\lambda=438900$) Tran van Trung construction with supplementary design for design number 11055 |
design of number 11058 with respect to smaller t |
residual design of number 11120 |
derived from number 11121 |
11058:
11058 5-(26,13,23940) (complement has $\lambda=179550$) Alltop construction for design number 11055 |
Tran van Trung construction with supplementary design for design number 11072 |
11059:
11059 4-(25,12,35910) (complement has $\lambda=167580$) TvT: 4-(24,11,13680) $\cup$ 4-(24,12,22230) |
derived from number 11062 |
11060:
11060 4-(25,13,51870) (complement has $\lambda=242060$)
supplementary design of number 11059 |
residual design of number 11062 |
11061:
11061 4-(26,13,87780) (complement has $\lambda=409640$) Tran van Trung construction with supplementary design for design number 11059 |
design of number 11062 with respect to smaller t |
11062:
11062 5-(26,13,35910) (complement has $\lambda=167580$) Alltop construction for design number 11059 |
11063:
11063 4-(25,12,89775) (complement has $\lambda=113715$) TvT: 4-(24,11,34200) $\cup$ 4-(24,12,55575) |
derived from number 11066 |
design of number 11075 with respect to smaller t |
11064:
11064 4-(25,13,129675) (complement has $\lambda=164255$) supplementary design of number 11063 |
residual design of number 11066 |
design of number 11076 with respect to smaller t |
11065:
11065 4-(26,13,219450) (complement has $\lambda=277970$) Tran van Trung construction with supplementary design for design number 11063 |
design of number 11066 with respect to smaller t |
11066:
11066 5-(26,13,89775) (complement has $\lambda=113715$) Alltop construction for design number 11063 |
Tran van Trung construction with supplementary design for design number 11075 |
11067:
11067 4-(26,12,37620) (complement has $\lambda=282150$) TvT: 4-(25,11,13680) $\cup$ 4-(25,12,23940) |
design of number 11078 with respect to smaller t |
residual design of number 11079 |
derived from number 11120 |
11068:
11068 4-(26,12,56430) (complement has $\lambda=263340$) TvT: 4-(25,11,20520) $\cup$ 4-(25,12,35910) |
11069:
11069 4-(26,12,141075) (complement has $\lambda=178695$) TvT: 4-(25,11,51300) $\cup$ 4-(25,12,89775) |
11070:
11070 4-(27,12,57684) (complement has $\lambda=432630$)
TvT: 4-(26,11,20064) $\cup$ 4-(26,12,37620) |
design of number 11079 with respect to smaller t |
derived from number 11124 |
11071:
11071 4-(27,12,216315) (complement has $\lambda=273999$) TvT: 4-(26,11,75240) $\cup$ 4-(26,12,141075) |
11072:
11072 5-(25,12,9120) (complement has $\lambda=68400$) TvT: 5-(24,11,3192) $\cup$ 5-(24,12,5928) |
11073:
11073 5-(25,13,14820) (complement has $\lambda=111150$) supplementary design of number 11072 |
11074:
11074 4-(24,13,19760) (complement has $\lambda=148200$) residual design of number 11073 |
11075:
11075 5-(25,12,34200) (complement has $\lambda=43320$) TvT: 5-(24,11,11970) $\cup$ 5-(24,12,22230) |
11076:
11076 5-(25,13,55575) (complement has $\lambda=70395$) supplementary design of number 11075 |
11077:
11077 4-(24,13,74100) (complement has $\lambda=93860$) residual design of number 11076 |
11078:
11078 5-(26,12,13680) (complement has $\lambda=102600$) TvT: 5-(25,11,4560) $\cup$ 5-(25,12,9120) |
11079:
11079 5-(27,12,20064) (complement has $\lambda=150480$) TvT: 5-(26,11,6384) $\cup$ 5-(26,12,13680) |
11080:
11080 4-(25,12,17955) (complement has $\lambda=185535$)
TvT: 4-(24,11,6840) $\cup$ 4-(24,12,11115) |
derived from number 11083 |
design of number 11090 with respect to smaller t |
residual design of number 11093 |
11081:
11081 4-(25,13,25935) (complement has $\lambda=267995$) supplementary design of number 11080 |
residual design of number 11083 |
design of number 11091 with respect to smaller t |
11082:
11082 4-(26,13,43890) (complement has $\lambda=453530$) Tran van Trung construction with supplementary design for design number 11080 |
design of number 11083 with respect to smaller t |
residual design of number 11112 |
derived from number 11113 |
11083:
11083 5-(26,13,17955) (complement has $\lambda=185535$) Alltop construction for design number 11080 |
Tran van Trung construction with supplementary design for design number 11090 |
11084:
11084 4-(26,12,28215) (complement has $\lambda=291555$) TvT: 4-(25,11,10260) $\cup$ 4-(25,12,17955) |
design of number 11093 with respect to smaller t |
residual design of number 11094 |
derived from number 11112 |
11085:
11085 4-(27,12,43263) (complement has $\lambda=447051$) TvT: 4-(26,11,15048) $\cup$ 4-(26,12,28215) |
design of number 11094 with respect to smaller t |
derived from number 11123 |
11086:
11086 4-(29,14,683100) (complement has $\lambda=2585660$) TvT: 4-(28,13,273240) $\cup$ 4-(28,14,409860) |
derived from number 11089 |
design of number 11095 with respect to smaller t |
11087:
11087 4-(29,15,931500) (complement has $\lambda=3525900$) supplementary design of number 11086 |
residual design of number 11089 |
design of number 11096 with respect to smaller t |
11088:
11088 4-(30,15,1614600) (complement has $\lambda=6111560$) Tran van Trung construction with supplementary design for design number 11086 |
design of number 11089 with respect to smaller t |
11089:
11089 5-(30,15,683100) (complement has $\lambda=2585660$) Alltop construction for design number 11086 |
Tran van Trung construction with supplementary design for design number 11095 |
11090:
11090 5-(25,12,6840) (complement has $\lambda=70680$)
TvT: 5-(24,11,2394) $\cup$ 5-(24,12,4446) |
11091:
11091 5-(25,13,11115) (complement has $\lambda=114855$) supplementary design of number 11090 |
11092:
11092 4-(24,13,14820) (complement has $\lambda=153140$) residual design of number 11091 |
11093:
11093 5-(26,12,10260) (complement has $\lambda=106020$) TvT: 5-(25,11,3420) $\cup$ 5-(25,12,6840) |
11094:
11094 5-(27,12,15048) (complement has $\lambda=155496$) TvT: 5-(26,11,4788) $\cup$ 5-(26,12,10260) |
11095:
11095 5-(29,14,273240) (complement has $\lambda=1034264$) TvT: 5-(28,13,102465) $\cup$ 5-(28,14,170775) |
11096:
11096 5-(29,15,409860) (complement has $\lambda=1551396$) supplementary design of number 11095 |
11097:
11097 4-(28,15,521640) (complement has $\lambda=1974504$) residual design of number 11096 |
11098:
11098 4-(27,13,72105) (complement has $\lambda=745085$) TvT: 4-(26,12,28215) $\cup$ 4-(26,13,43890) |
derived from number 11101 |
design of number 11112 with respect to smaller t |
residual design of number 11123 |
11099:
11099 4-(27,14,100947) (complement has $\lambda=1043119$) supplementary design of number 11098 |
residual design of number 11101 |
design of number 11113 with respect to smaller t |
11100:
11100 4-(28,14,173052) (complement has $\lambda=1788204$)
Tran van Trung construction with supplementary design for design number 11098 |
design of number 11101 with respect to smaller t |
residual design of number 11140 |
derived from number 11141 |
11101:
11101 5-(28,14,72105) (complement has $\lambda=745085$) Alltop construction for design number 11098 |
Tran van Trung construction with supplementary design for design number 11112 |
11102:
11102 4-(27,13,144210) (complement has $\lambda=672980$) TvT: 4-(26,12,56430) $\cup$ 4-(26,13,87780) |
derived from number 11105 |
11103:
11103 4-(27,14,201894) (complement has $\lambda=942172$) supplementary design of number 11102 |
residual design of number 11105 |
11104:
11104 4-(28,14,346104) (complement has $\lambda=1615152$) Tran van Trung construction with supplementary design for design number 11102 |
design of number 11105 with respect to smaller t |
11105:
11105 5-(28,14,144210) (complement has $\lambda=672980$) Alltop construction for design number 11102 |
11106:
11106 4-(27,13,360525) (complement has $\lambda=456665$) TvT: 4-(26,12,141075) $\cup$ 4-(26,13,219450) |
derived from number 11109 |
11107:
11107 4-(27,14,504735) (complement has $\lambda=639331$) supplementary design of number 11106 |
residual design of number 11109 |
11108:
11108 4-(28,14,865260) (complement has $\lambda=1095996$) Tran van Trung construction with supplementary design for design number 11106 |
design of number 11109 with respect to smaller t |
11109:
11109 5-(28,14,360525) (complement has $\lambda=456665$) Alltop construction for design number 11106 |
11110:
11110 4-(28,13,115368) (complement has $\lambda=1192136$)
TvT: 4-(27,12,43263) $\cup$ 4-(27,13,72105) |
design of number 11123 with respect to smaller t |
derived from number 11140 |
11111:
11111 4-(28,13,576840) (complement has $\lambda=730664$) TvT: 4-(27,12,216315) $\cup$ 4-(27,13,360525) |
11112:
11112 5-(27,13,28215) (complement has $\lambda=291555$) TvT: 5-(26,12,10260) $\cup$ 5-(26,13,17955) |
11113:
11113 5-(27,14,43890) (complement has $\lambda=453530$) supplementary design of number 11112 |
11114:
11114 4-(26,14,57057) (complement has $\lambda=589589$) residual design of number 11113 |
11115:
11115 4-(27,13,96140) (complement has $\lambda=721050$) TvT: 4-(26,12,37620) $\cup$ 4-(26,13,58520) |
derived from number 11118 |
design of number 11120 with respect to smaller t |
residual design of number 11124 |
11116:
11116 4-(27,14,134596) (complement has $\lambda=1009470$) supplementary design of number 11115 |
residual design of number 11118 |
design of number 11121 with respect to smaller t |
11117:
11117 4-(28,14,230736) (complement has $\lambda=1730520$) Tran van Trung construction with supplementary design for design number 11115 |
design of number 11118 with respect to smaller t |
residual design of number 11133 |
derived from number 11134 |
11118:
11118 5-(28,14,96140) (complement has $\lambda=721050$) Alltop construction for design number 11115 |
Tran van Trung construction with supplementary design for design number 11120 |
11119:
11119 4-(28,13,153824) (complement has $\lambda=1153680$) TvT: 4-(27,12,57684) $\cup$ 4-(27,13,96140) |
design of number 11124 with respect to smaller t |
derived from number 11133 |
11120:
11120 5-(27,13,37620) (complement has $\lambda=282150$)
TvT: 5-(26,12,13680) $\cup$ 5-(26,13,23940) |
11121:
11121 5-(27,14,58520) (complement has $\lambda=438900$) supplementary design of number 11120 |
11122:
11122 4-(26,14,76076) (complement has $\lambda=570570$) residual design of number 11121 |
11123:
11123 5-(28,13,43263) (complement has $\lambda=447051$) TvT: 5-(27,12,15048) $\cup$ 5-(27,13,28215) |
11124:
11124 5-(28,13,57684) (complement has $\lambda=432630$) TvT: 5-(27,12,20064) $\cup$ 5-(27,13,37620) |
11125:
11125 4-(29,14,288420) (complement has $\lambda=2980340$) TvT: 4-(28,13,115368) $\cup$ 4-(28,14,173052) |
derived from number 11128 |
design of number 11140 with respect to smaller t |
11126:
11126 4-(29,15,393300) (complement has $\lambda=4064100$) supplementary design of number 11125 |
residual design of number 11128 |
design of number 11141 with respect to smaller t |
11127:
11127 4-(30,15,681720) (complement has $\lambda=7044440$) Tran van Trung construction with supplementary design for design number 11125 |
design of number 11128 with respect to smaller t |
11128:
11128 5-(30,15,288420) (complement has $\lambda=2980340$) Alltop construction for design number 11125 |
Tran van Trung construction with supplementary design for design number 11140 |
11129:
11129 4-(29,14,1442100) (complement has $\lambda=1826660$) TvT: 4-(28,13,576840) $\cup$ 4-(28,14,865260) |
derived from number 11132 |
11130:
11130 4-(29,15,1966500) (complement has $\lambda=2490900$)
supplementary design of number 11129 |
residual design of number 11132 |
11131:
11131 4-(30,15,3408600) (complement has $\lambda=4317560$) Tran van Trung construction with supplementary design for design number 11129 |
design of number 11132 with respect to smaller t |
11132:
11132 5-(30,15,1442100) (complement has $\lambda=1826660$) Alltop construction for design number 11129 |
11133:
11133 5-(29,14,153824) (complement has $\lambda=1153680$) TvT: 5-(28,13,57684) $\cup$ 5-(28,14,96140) |
11134:
11134 5-(29,15,230736) (complement has $\lambda=1730520$) supplementary design of number 11133 |
11135:
11135 4-(29,14,384560) (complement has $\lambda=2884200$) design of number 11133 with respect to smaller t |
derived from number 11136 |
TvT: 4-(28,13,153824) $\cup$ 4-(28,14,230736) |
11136:
11136 5-(30,15,384560) (complement has $\lambda=2884200$) Tran van Trung construction with supplementary design for design number 11133 |
Alltop construction for design number 11135 |
11137:
11137 4-(29,15,524400) (complement has $\lambda=3933000$) design of number 11134 with respect to smaller t |
supplementary design of number 11135 |
residual design of number 11136 |
11138:
11138 4-(28,15,293664) (complement has $\lambda=2202480$) residual design of number 11134 |
11139:
11139 4-(30,15,908960) (complement has $\lambda=6817200$) Tran van Trung construction with supplementary design for design number 11135 |
design of number 11136 with respect to smaller t |
11140:
11140 5-(29,14,115368) (complement has $\lambda=1192136$)
TvT: 5-(28,13,43263) $\cup$ 5-(28,14,72105) |
11141:
11141 5-(29,15,173052) (complement has $\lambda=1788204$) supplementary design of number 11140 |
11142:
11142 4-(28,15,220248) (complement has $\lambda=2275896$) residual design of number 11141 |
11143:
11143 4-(23,11,24624) (complement has $\lambda=25764$) TvT: 4-(22,10,9072) $\cup$ 4-(22,11,15552) |
derived from number 11146 |
11144:
11144 4-(23,12,36936) (complement has $\lambda=38646$) supplementary design of number 11143 |
residual design of number 11146 |
11145:
11145 4-(24,12,61560) (complement has $\lambda=64410$) Tran van Trung construction with supplementary design for design number 11143 |
design of number 11146 with respect to smaller t |
11146:
11146 5-(24,12,24624) (complement has $\lambda=25764$) Alltop construction for design number 11143 |
11147:
11147 4-(23,11,21888) (complement has $\lambda=28500$) TvT: 4-(22,10,8064) $\cup$ 4-(22,11,13824) |
derived from number 11150 |
11148:
11148 4-(23,12,32832) (complement has $\lambda=42750$) supplementary design of number 11147 |
residual design of number 11150 |
11149:
11149 4-(24,12,54720) (complement has $\lambda=71250$) Tran van Trung construction with supplementary design for design number 11147 |
design of number 11150 with respect to smaller t |
11150:
11150 5-(24,12,21888) (complement has $\lambda=28500$)
Alltop construction for design number 11147 |
11151:
11151 4-(27,12,77418) (complement has $\lambda=412896$) TvT: 4-(26,11,26928) $\cup$ 4-(26,12,50490) |
design of number 11201 with respect to smaller t |
residual design of number 11231 |
derived from number 11359 |
11152:
11152 4-(27,12,118404) (complement has $\lambda=371910$) TvT: 4-(26,11,41184) $\cup$ 4-(26,12,77220) |
design of number 11202 with respect to smaller t |
residual design of number 11234 |
derived from number 11238 |
11153:
11153 4-(27,12,214038) (complement has $\lambda=276276$) TvT: 4-(26,11,74448) $\cup$ 4-(26,12,139590) |
design of number 11205 with respect to smaller t |
residual design of number 11236 |
derived from number 11242 |
11154:
11154 4-(27,13,99935) (complement has $\lambda=717255$) TvT: 4-(26,12,39105) $\cup$ 4-(26,13,60830) |
derived from number 11157 |
design of number 11206 with respect to smaller t |
residual design of number 11390 |
11155:
11155 4-(27,14,139909) (complement has $\lambda=1004157$) supplementary design of number 11154 |
residual design of number 11157 |
design of number 11207 with respect to smaller t |
11156:
11156 4-(28,14,239844) (complement has $\lambda=1721412$) Tran van Trung construction with supplementary design for design number 11154 |
design of number 11157 with respect to smaller t |
residual design of number 11481 |
derived from number 11482 |
11157:
11157 5-(28,14,99935) (complement has $\lambda=717255$) Alltop construction for design number 11154 |
Tran van Trung construction with supplementary design for design number 11206 |
11158:
11158 4-(27,13,307395) (complement has $\lambda=509795$) TvT: 4-(26,12,120285) $\cup$ 4-(26,13,187110) |
derived from number 11161 |
design of number 11212 with respect to smaller t |
residual design of number 11240 |
11159:
11159 4-(27,14,430353) (complement has $\lambda=713713$) supplementary design of number 11158 |
residual design of number 11161 |
design of number 11213 with respect to smaller t |
11160:
11160 4-(28,14,737748) (complement has $\lambda=1223508$)
Tran van Trung construction with supplementary design for design number 11158 |
design of number 11161 with respect to smaller t |
residual design of number 11447 |
derived from number 11448 |
11161:
11161 5-(28,14,307395) (complement has $\lambda=509795$) Alltop construction for design number 11158 |
Tran van Trung construction with supplementary design for design number 11212 |
11162:
11162 4-(28,12,116127) (complement has $\lambda=619344$) TvT: 4-(27,11,38709) $\cup$ 4-(27,12,77418) |
design of number 11231 with respect to smaller t |
residual design of number 11247 |
derived from number 11362 |
11163:
11163 4-(28,12,122958) (complement has $\lambda=612513$) TvT: 4-(27,11,40986) $\cup$ 4-(27,12,81972) |
design of number 11232 with respect to smaller t |
derived from number 11249 |
11164:
11164 4-(28,12,136620) (complement has $\lambda=598851$) TvT: 4-(27,11,45540) $\cup$ 4-(27,12,91080) |
design of number 11233 with respect to smaller t |
derived from number 11298 |
11165:
11165 4-(28,12,177606) (complement has $\lambda=557865$) TvT: 4-(27,11,59202) $\cup$ 4-(27,12,118404) |
design of number 11234 with respect to smaller t |
derived from number 11250 |
11166:
11166 4-(28,12,284625) (complement has $\lambda=450846$) TvT: 4-(27,11,94875) $\cup$ 4-(27,12,189750) |
design of number 11358 with respect to smaller t |
derived from number 11393 |
11167:
11167 4-(28,12,305118) (complement has $\lambda=430353$) TvT: 4-(27,11,101706) $\cup$ 4-(27,12,203412) |
design of number 11235 with respect to smaller t |
derived from number 11252 |
11168:
11168 4-(28,12,321057) (complement has $\lambda=414414$) TvT: 4-(27,11,107019) $\cup$ 4-(27,12,214038) |
design of number 11236 with respect to smaller t |
derived from number 11254 |
11169:
11169 4-(28,12,341550) (complement has $\lambda=393921$) TvT: 4-(27,11,113850) $\cup$ 4-(27,12,227700) |
design of number 11237 with respect to smaller t |
derived from number 11255 |
11170:
11170 4-(28,13,159896) (complement has $\lambda=1147608$)
TvT: 4-(27,12,59961) $\cup$ 4-(27,13,99935) |
design of number 11390 with respect to smaller t |
derived from number 11481 |
11171:
11171 4-(28,13,206448) (complement has $\lambda=1101056$) TvT: 4-(27,12,77418) $\cup$ 4-(27,13,129030) |
design of number 11359 with respect to smaller t |
residual design of number 11362 |
derived from number 11363 |
11172:
11172 4-(28,13,315744) (complement has $\lambda=991760$) TvT: 4-(27,12,118404) $\cup$ 4-(27,13,197340) |
design of number 11238 with respect to smaller t |
residual design of number 11250 |
derived from number 11256 |
11173:
11173 4-(28,13,570768) (complement has $\lambda=736736$) TvT: 4-(27,12,214038) $\cup$ 4-(27,13,356730) |
design of number 11242 with respect to smaller t |
residual design of number 11254 |
derived from number 11262 |
11174:
11174 4-(29,13,322575) (complement has $\lambda=1720400$) TvT: 4-(28,12,116127) $\cup$ 4-(28,13,206448) |
design of number 11362 with respect to smaller t |
residual design of number 11370 |
derived from number 11371 |
11175:
11175 4-(29,13,341550) (complement has $\lambda=1701425$) TvT: 4-(28,12,122958) $\cup$ 4-(28,13,218592) |
design of number 11249 with respect to smaller t |
derived from number 11265 |
11176:
11176 4-(29,13,790625) (complement has $\lambda=1252350$) TvT: 4-(28,12,284625) $\cup$ 4-(28,13,506000) |
design of number 11393 with respect to smaller t |
derived from number 11398 |
11177:
11177 4-(29,13,891825) (complement has $\lambda=1151150$) TvT: 4-(28,12,321057) $\cup$ 4-(28,13,570768) |
design of number 11254 with respect to smaller t |
derived from number 11270 |
11178:
11178 4-(29,13,948750) (complement has $\lambda=1094225$) TvT: 4-(28,12,341550) $\cup$ 4-(28,13,607200) |
design of number 11255 with respect to smaller t |
derived from number 11271 |
11179:
11179 4-(29,14,789360) (complement has $\lambda=2479400$) TvT: 4-(28,13,315744) $\cup$ 4-(28,14,473616) |
derived from number 11182 |
design of number 11256 with respect to smaller t |
residual design of number 11266 |
11180:
11180 4-(29,15,1076400) (complement has $\lambda=3381000$)
supplementary design of number 11179 |
residual design of number 11182 |
design of number 11257 with respect to smaller t |
11181:
11181 4-(30,15,1865760) (complement has $\lambda=5860400$) Tran van Trung construction with supplementary design for design number 11179 |
design of number 11182 with respect to smaller t |
residual design of number 11463 |
derived from number 11464 |
11182:
11182 5-(30,15,789360) (complement has $\lambda=2479400$) Alltop construction for design number 11179 |
Tran van Trung construction with supplementary design for design number 11256 |
11183:
11183 4-(29,14,1426920) (complement has $\lambda=1841840$) TvT: 4-(28,13,570768) $\cup$ 4-(28,14,856152) |
derived from number 11186 |
design of number 11262 with respect to smaller t |
residual design of number 11270 |
11184:
11184 4-(29,15,1945800) (complement has $\lambda=2511600$) supplementary design of number 11183 |
residual design of number 11186 |
design of number 11263 with respect to smaller t |
derived from number 11583 |
11185:
11185 4-(30,15,3372720) (complement has $\lambda=4353440$) Tran van Trung construction with supplementary design for design number 11183 |
design of number 11186 with respect to smaller t |
residual design of number 11470 |
derived from number 11582 |
11186:
11186 5-(30,15,1426920) (complement has $\lambda=1841840$) Alltop construction for design number 11183 |
Tran van Trung construction with supplementary design for design number 11262 |
design of number 11573 with respect to smaller t |
residual design of number 11578 |
derived from number 11579 |
11187:
11187 4-(30,14,888030) (complement has $\lambda=4423705$) TvT: 4-(29,13,341550) $\cup$ 4-(29,14,546480) |
design of number 11265 with respect to smaller t |
derived from number 11272 |
11188:
11188 4-(30,14,2055625) (complement has $\lambda=3256110$) TvT: 4-(29,13,790625) $\cup$ 4-(29,14,1265000) |
design of number 11398 with respect to smaller t |
derived from number 11403 |
11189:
11189 4-(30,14,2318745) (complement has $\lambda=2992990$) TvT: 4-(29,13,891825) $\cup$ 4-(29,14,1426920) |
design of number 11270 with respect to smaller t |
derived from number 11470 |
11190:
11190 4-(30,14,2466750) (complement has $\lambda=2844985$)
TvT: 4-(29,13,948750) $\cup$ 4-(29,14,1518000) |
design of number 11271 with respect to smaller t |
derived from number 11320 |
11191:
11191 4-(31,15,2179710) (complement has $\lambda=10858185$) TvT: 4-(30,14,888030) $\cup$ 4-(30,15,1291680) |
derived from number 11194 |
design of number 11272 with respect to smaller t |
11192:
11192 4-(31,16,2906280) (complement has $\lambda=14477580$) supplementary design of number 11191 |
residual design of number 11194 |
design of number 11273 with respect to smaller t |
11193:
11193 4-(32,16,5085990) (complement has $\lambda=25335765$) Tran van Trung construction with supplementary design for design number 11191 |
design of number 11194 with respect to smaller t |
11194:
11194 5-(32,16,2179710) (complement has $\lambda=10858185$) Alltop construction for design number 11191 |
Tran van Trung construction with supplementary design for design number 11272 |
11195:
11195 4-(31,15,5045625) (complement has $\lambda=7992270$) TvT: 4-(30,14,2055625) $\cup$ 4-(30,15,2990000) |
derived from number 11197 |
design of number 11403 with respect to smaller t |
11196:
11196 4-(32,16,11773125) (complement has $\lambda=18648630$) Tran van Trung construction with supplementary design for design number 11195 |
design of number 11197 with respect to smaller t |
11197:
11197 5-(32,16,5045625) (complement has $\lambda=7992270$) Alltop construction for design number 11195 |
Tran van Trung construction with supplementary design for design number 11403 |
11198:
11198 4-(31,16,6727500) (complement has $\lambda=10656360$) residual design of number 11197 |
design of number 11404 with respect to smaller t |
11199:
11199 5-(26,12,33120) (complement has $\lambda=83160$) TvT: 5-(25,11,11040) $\cup$ 5-(25,12,22080) |
11200:
11200 5-(26,12,39600) (complement has $\lambda=76680$)
TvT: 5-(25,11,13200) $\cup$ 5-(25,12,26400) |
11201:
11201 5-(27,12,26928) (complement has $\lambda=143616$) TvT: 5-(26,11,8568) $\cup$ 5-(26,12,18360) |
11202:
11202 5-(27,12,41184) (complement has $\lambda=129360$) TvT: 5-(26,11,13104) $\cup$ 5-(26,12,28080) |
11203:
11203 5-(27,12,48576) (complement has $\lambda=121968$) TvT: 5-(26,11,15456) $\cup$ 5-(26,12,33120) |
11204:
11204 5-(27,12,58080) (complement has $\lambda=112464$) TvT: 5-(26,11,18480) $\cup$ 5-(26,12,39600) |
11205:
11205 5-(27,12,74448) (complement has $\lambda=96096$) TvT: 5-(26,11,23688) $\cup$ 5-(26,12,50760) |
design of number 11558 with respect to smaller t |
residual design of number 11559 |
derived from number 11569 |
11206:
11206 5-(27,13,39105) (complement has $\lambda=280665$) TvT: 5-(26,12,14220) $\cup$ 5-(26,13,24885) |
11207:
11207 5-(27,14,60830) (complement has $\lambda=436590$) supplementary design of number 11206 |
11208:
11208 4-(26,14,79079) (complement has $\lambda=567567$) residual design of number 11207 |
11209:
11209 5-(27,13,91080) (complement has $\lambda=228690$) TvT: 5-(26,12,33120) $\cup$ 5-(26,13,57960) |
11210:
11210 5-(27,14,141680) (complement has $\lambda=355740$)
supplementary design of number 11209 |
11211:
11211 4-(26,14,184184) (complement has $\lambda=462462$) residual design of number 11210 |
11212:
11212 5-(27,13,120285) (complement has $\lambda=199485$) TvT: 5-(26,12,43740) $\cup$ 5-(26,13,76545) |
11213:
11213 5-(27,14,187110) (complement has $\lambda=310310$) supplementary design of number 11212 |
11214:
11214 4-(26,14,243243) (complement has $\lambda=403403$) residual design of number 11213 |
11215:
11215 5-(27,13,146025) (complement has $\lambda=173745$) TvT: 5-(26,12,53100) $\cup$ 5-(26,13,92925) |
11216:
11216 5-(27,14,227150) (complement has $\lambda=270270$) supplementary design of number 11215 |
11217:
11217 4-(27,13,373175) (complement has $\lambda=444015$) design of number 11215 with respect to smaller t |
derived from number 11218 |
residual design of number 11243 |
TvT: 4-(26,12,146025) $\cup$ 4-(26,13,227150) |
11218:
11218 5-(28,14,373175) (complement has $\lambda=444015$) Tran van Trung construction with supplementary design for design number 11215 |
Alltop construction for design number 11217 |
11219:
11219 4-(27,14,522445) (complement has $\lambda=621621$) design of number 11216 with respect to smaller t |
supplementary design of number 11217 |
residual design of number 11218 |
11220:
11220 4-(26,14,295295) (complement has $\lambda=351351$)
residual design of number 11216 |
11221:
11221 4-(28,14,895620) (complement has $\lambda=1065636$) Tran van Trung construction with supplementary design for design number 11217 |
design of number 11218 with respect to smaller t |
residual design of number 11454 |
derived from number 11455 |
11222:
11222 5-(27,13,147015) (complement has $\lambda=172755$) TvT: 5-(26,12,53460) $\cup$ 5-(26,13,93555) |
design of number 11282 with respect to smaller t |
derived from number 11284 |
residual design of number 11296 |
11223:
11223 5-(27,14,228690) (complement has $\lambda=268730$) supplementary design of number 11222 |
design of number 11283 with respect to smaller t |
residual design of number 11284 |
11224:
11224 4-(27,13,375705) (complement has $\lambda=441485$) design of number 11222 with respect to smaller t |
derived from number 11225 |
residual design of number 11245 |
TvT: 4-(26,12,147015) $\cup$ 4-(26,13,228690) |
11225:
11225 5-(28,14,375705) (complement has $\lambda=441485$) Tran van Trung construction with supplementary design for design number 11222 |
Alltop construction for design number 11224 |
design of number 11284 with respect to smaller t |
residual design of number 11475 |
derived from number 11476 |
11226:
11226 4-(27,14,525987) (complement has $\lambda=618079$) design of number 11223 with respect to smaller t |
supplementary design of number 11224 |
residual design of number 11225 |
derived from number 11479 |
11227:
11227 4-(26,14,297297) (complement has $\lambda=349349$) residual design of number 11223 |
design of number 11286 with respect to smaller t |
11228:
11228 4-(28,14,901692) (complement has $\lambda=1059564$) Tran van Trung construction with supplementary design for design number 11224 |
design of number 11225 with respect to smaller t |
residual design of number 11457 |
derived from number 11458 |
11229:
11229 5-(28,11,15939) (complement has $\lambda=85008$) TvT: 5-(27,10,4158) $\cup$ 5-(27,11,11781) |
design of number 11288 with respect to smaller t |
11230:
11230 4-(28,11,54648) (complement has $\lambda=291456$)
design of number 11229 with respect to smaller t |
derived from number 11247 |
TvT: 4-(27,10,15939) $\cup$ 4-(27,11,38709) |
residual design of number 11361 |
11231:
11231 5-(28,12,38709) (complement has $\lambda=206448$) TvT: 5-(27,11,11781) $\cup$ 5-(27,12,26928) |
11232:
11232 5-(28,12,40986) (complement has $\lambda=204171$) TvT: 5-(27,11,12474) $\cup$ 5-(27,12,28512) |
design of number 11289 with respect to smaller t |
11233:
11233 5-(28,12,45540) (complement has $\lambda=199617$) TvT: 5-(27,11,13860) $\cup$ 5-(27,12,31680) |
design of number 11290 with respect to smaller t |
derived from number 11297 |
11234:
11234 5-(28,12,59202) (complement has $\lambda=185955$) TvT: 5-(27,11,18018) $\cup$ 5-(27,12,41184) |
11235:
11235 5-(28,12,101706) (complement has $\lambda=143451$) TvT: 5-(27,11,30954) $\cup$ 5-(27,12,70752) |
design of number 11294 with respect to smaller t |
derived from number 11373 |
11236:
11236 5-(28,12,107019) (complement has $\lambda=138138$) TvT: 5-(27,11,32571) $\cup$ 5-(27,12,74448) |
design of number 11559 with respect to smaller t |
derived from number 11570 |
11237:
11237 5-(28,12,113850) (complement has $\lambda=131307$) TvT: 5-(27,11,34650) $\cup$ 5-(27,12,79200) |
design of number 11295 with respect to smaller t |
derived from number 11300 |
11238:
11238 5-(28,13,118404) (complement has $\lambda=371910$) TvT: 5-(27,12,41184) $\cup$ 5-(27,13,77220) |
11239:
11239 5-(28,13,139656) (complement has $\lambda=350658$) TvT: 5-(27,12,48576) $\cup$ 5-(27,13,91080) |
11240:
11240 5-(28,13,184437) (complement has $\lambda=305877$)
TvT: 5-(27,12,64152) $\cup$ 5-(27,13,120285) |
11241:
11241 4-(28,13,491832) (complement has $\lambda=815672$) design of number 11240 with respect to smaller t |
TvT: 4-(27,12,184437) $\cup$ 4-(27,13,307395) |
derived from number 11447 |
11242:
11242 5-(28,13,214038) (complement has $\lambda=276276$) TvT: 5-(27,12,74448) $\cup$ 5-(27,13,139590) |
design of number 11569 with respect to smaller t |
residual design of number 11570 |
derived from number 11571 |
11243:
11243 5-(28,13,223905) (complement has $\lambda=266409$) TvT: 5-(27,12,77880) $\cup$ 5-(27,13,146025) |
11244:
11244 4-(28,13,597080) (complement has $\lambda=710424$) design of number 11243 with respect to smaller t |
TvT: 4-(27,12,223905) $\cup$ 4-(27,13,373175) |
derived from number 11454 |
11245:
11245 5-(28,13,225423) (complement has $\lambda=264891$) TvT: 5-(27,12,78408) $\cup$ 5-(27,13,147015) |
design of number 11296 with respect to smaller t |
derived from number 11475 |
11246:
11246 4-(28,13,601128) (complement has $\lambda=706376$) design of number 11245 with respect to smaller t |
TvT: 4-(27,12,225423) $\cup$ 4-(27,13,375705) |
derived from number 11457 |
11247:
11247 5-(29,12,54648) (complement has $\lambda=291456$) TvT: 5-(28,11,15939) $\cup$ 5-(28,12,38709) |
11248:
11248 4-(29,12,170775) (complement has $\lambda=910800$) design of number 11247 with respect to smaller t |
TvT: 4-(28,11,54648) $\cup$ 4-(28,12,116127) |
residual design of number 11369 |
derived from number 11370 |
11249:
11249 5-(29,13,122958) (complement has $\lambda=612513$) TvT: 5-(28,12,40986) $\cup$ 5-(28,13,81972) |
11250:
11250 5-(29,13,177606) (complement has $\lambda=557865$)
TvT: 5-(28,12,59202) $\cup$ 5-(28,13,118404) |
11251:
11251 4-(29,13,493350) (complement has $\lambda=1549625$) design of number 11250 with respect to smaller t |
derived from number 11266 |
TvT: 4-(28,12,177606) $\cup$ 4-(28,13,315744) |
11252:
11252 5-(29,13,305118) (complement has $\lambda=430353$) TvT: 5-(28,12,101706) $\cup$ 5-(28,13,203412) |
design of number 11373 with respect to smaller t |
derived from number 11374 |
11253:
11253 4-(29,13,847550) (complement has $\lambda=1195425$) design of number 11252 with respect to smaller t |
derived from number 11268 |
TvT: 4-(28,12,305118) $\cup$ 4-(28,13,542432) |
11254:
11254 5-(29,13,321057) (complement has $\lambda=414414$) TvT: 5-(28,12,107019) $\cup$ 5-(28,13,214038) |
design of number 11570 with respect to smaller t |
derived from number 11577 |
11255:
11255 5-(29,13,341550) (complement has $\lambda=393921$) TvT: 5-(28,12,113850) $\cup$ 5-(28,13,227700) |
design of number 11300 with respect to smaller t |
derived from number 11304 |
11256:
11256 5-(29,14,315744) (complement has $\lambda=991760$) TvT: 5-(28,13,118404) $\cup$ 5-(28,14,197340) |
11257:
11257 5-(29,15,473616) (complement has $\lambda=1487640$) supplementary design of number 11256 |
11258:
11258 4-(28,15,602784) (complement has $\lambda=1893360$) residual design of number 11257 |
11259:
11259 5-(29,14,372416) (complement has $\lambda=935088$) TvT: 5-(28,13,139656) $\cup$ 5-(28,14,232760) |
11260:
11260 5-(29,15,558624) (complement has $\lambda=1402632$)
supplementary design of number 11259 |
11261:
11261 4-(28,15,710976) (complement has $\lambda=1785168$) residual design of number 11260 |
11262:
11262 5-(29,14,570768) (complement has $\lambda=736736$) TvT: 5-(28,13,214038) $\cup$ 5-(28,14,356730) |
design of number 11571 with respect to smaller t |
derived from number 11573 |
residual design of number 11577 |
11263:
11263 5-(29,15,856152) (complement has $\lambda=1105104$) supplementary design of number 11262 |
design of number 11572 with respect to smaller t |
residual design of number 11573 |
11264:
11264 4-(28,15,1089648) (complement has $\lambda=1406496$) residual design of number 11263 |
design of number 11575 with respect to smaller t |
11265:
11265 5-(30,14,341550) (complement has $\lambda=1701425$) TvT: 5-(29,13,122958) $\cup$ 5-(29,14,218592) |
11266:
11266 5-(30,14,493350) (complement has $\lambda=1549625$) TvT: 5-(29,13,177606) $\cup$ 5-(29,14,315744) |
11267:
11267 4-(30,14,1282710) (complement has $\lambda=4029025$) design of number 11266 with respect to smaller t |
TvT: 4-(29,13,493350) $\cup$ 4-(29,14,789360) |
derived from number 11463 |
11268:
11268 5-(30,14,847550) (complement has $\lambda=1195425$) TvT: 5-(29,13,305118) $\cup$ 5-(29,14,542432) |
design of number 11374 with respect to smaller t |
derived from number 11375 |
11269:
11269 4-(30,14,2203630) (complement has $\lambda=3108105$) design of number 11268 with respect to smaller t |
derived from number 11275 |
TvT: 4-(29,13,847550) $\cup$ 4-(29,14,1356080) |
11270:
11270 5-(30,14,891825) (complement has $\lambda=1151150$)
TvT: 5-(29,13,321057) $\cup$ 5-(29,14,570768) |
design of number 11577 with respect to smaller t |
derived from number 11578 |
11271:
11271 5-(30,14,948750) (complement has $\lambda=1094225$) TvT: 5-(29,13,341550) $\cup$ 5-(29,14,607200) |
design of number 11304 with respect to smaller t |
derived from number 11318 |
11272:
11272 5-(31,15,888030) (complement has $\lambda=4423705$) TvT: 5-(30,14,341550) $\cup$ 5-(30,15,546480) |
11273:
11273 5-(31,16,1291680) (complement has $\lambda=6434480$) supplementary design of number 11272 |
11274:
11274 4-(30,16,1614600) (complement has $\lambda=8043100$) residual design of number 11273 |
11275:
11275 5-(31,15,2203630) (complement has $\lambda=3108105$) TvT: 5-(30,14,847550) $\cup$ 5-(30,15,1356080) |
design of number 11375 with respect to smaller t |
derived from number 11377 |
11276:
11276 5-(31,16,3205280) (complement has $\lambda=4520880$) supplementary design of number 11275 |
design of number 11376 with respect to smaller t |
residual design of number 11377 |
11277:
11277 4-(31,15,5408910) (complement has $\lambda=7628985$) design of number 11275 with respect to smaller t |
derived from number 11278 |
TvT: 4-(30,14,2203630) $\cup$ 4-(30,15,3205280) |
11278:
11278 5-(32,16,5408910) (complement has $\lambda=7628985$) Tran van Trung construction with supplementary design for design number 11275 |
Alltop construction for design number 11277 |
design of number 11377 with respect to smaller t |
11279:
11279 4-(31,16,7211880) (complement has $\lambda=10171980$) design of number 11276 with respect to smaller t |
residual design of number 11278 |
11280:
11280 4-(30,16,4006600) (complement has $\lambda=5651100$)
residual design of number 11276 |
design of number 11379 with respect to smaller t |
11281:
11281 4-(32,16,12620790) (complement has $\lambda=17800965$) Tran van Trung construction with supplementary design for design number 11277 |
design of number 11278 with respect to smaller t |
11282:
11282 6-(27,13,53460) (complement has $\lambda=62820$) TvT: 6-(26,12,17820) $\cup$ 6-(26,13,35640) |
derived from number 11285 |
11283:
11283 6-(27,14,93555) (complement has $\lambda=109935$) supplementary design of number 11282 |
residual design of number 11285 |
11284:
11284 6-(28,14,147015) (complement has $\lambda=172755$) Tran van Trung construction with supplementary design for design number 11282 |
design of number 11285 with respect to smaller t |
11285:
11285 7-(28,14,53460) (complement has $\lambda=62820$) Alltop construction for design number 11282 |
11286:
11286 5-(26,14,135135) (complement has $\lambda=158795$) residual design of number 11283 |
11287:
11287 4-(25,14,162162) (complement has $\lambda=190554$) residual design of number 11286 |
11288:
11288 6-(28,11,4158) (complement has $\lambda=22176$) TvT: 6-(27,10,945) $\cup$ 6-(27,11,3213) |
11289:
11289 6-(28,12,12474) (complement has $\lambda=62139$) TvT: 6-(27,11,3402) $\cup$ 6-(27,12,9072) |
design of number 11331 with respect to smaller t |
11290:
11290 6-(28,12,13860) (complement has $\lambda=60753$)
TvT: 6-(27,11,3780) $\cup$ 6-(27,12,10080) |
11291:
11291 6-(28,12,18480) (complement has $\lambda=56133$) TvT: 6-(27,11,5040) $\cup$ 6-(27,12,13440) |
design of number 11332 with respect to smaller t |
11292:
11292 5-(28,12,60720) (complement has $\lambda=184437$) design of number 11291 with respect to smaller t |
TvT: 5-(27,11,18480) $\cup$ 5-(27,12,42240) |
11293:
11293 4-(28,12,182160) (complement has $\lambda=553311$) design of number 11292 with respect to smaller t |
TvT: 4-(27,11,60720) $\cup$ 4-(27,12,121440) |
derived from number 11392 |
11294:
11294 6-(28,12,30954) (complement has $\lambda=43659$) TvT: 6-(27,11,8442) $\cup$ 6-(27,12,22512) |
design of number 11333 with respect to smaller t |
11295:
11295 6-(28,12,34650) (complement has $\lambda=39963$) TvT: 6-(27,11,9450) $\cup$ 6-(27,12,25200) |
11296:
11296 6-(28,13,78408) (complement has $\lambda=92136$) TvT: 6-(27,12,24948) $\cup$ 6-(27,13,53460) |
11297:
11297 6-(29,13,45540) (complement has $\lambda=199617$) TvT: 6-(28,12,13860) $\cup$ 6-(28,13,31680) |
11298:
11298 5-(29,13,136620) (complement has $\lambda=598851$) design of number 11297 with respect to smaller t |
derived from number 11301 |
TvT: 5-(28,12,45540) $\cup$ 5-(28,13,91080) |
11299:
11299 4-(29,13,379500) (complement has $\lambda=1663475$) design of number 11298 with respect to smaller t |
derived from number 11302 |
TvT: 4-(28,12,136620) $\cup$ 4-(28,13,242880) |
11300:
11300 6-(29,13,113850) (complement has $\lambda=131307$)
TvT: 6-(28,12,34650) $\cup$ 6-(28,13,79200) |
11301:
11301 6-(30,14,136620) (complement has $\lambda=598851$) TvT: 6-(29,13,45540) $\cup$ 6-(29,14,91080) |
11302:
11302 5-(30,14,379500) (complement has $\lambda=1663475$) design of number 11301 with respect to smaller t |
derived from number 11305 |
TvT: 5-(29,13,136620) $\cup$ 5-(29,14,242880) |
11303:
11303 4-(30,14,986700) (complement has $\lambda=4325035$) design of number 11302 with respect to smaller t |
derived from number 11307 |
TvT: 4-(29,13,379500) $\cup$ 4-(29,14,607200) |
11304:
11304 6-(30,14,341550) (complement has $\lambda=393921$) TvT: 6-(29,13,113850) $\cup$ 6-(29,14,227700) |
11305:
11305 6-(31,15,379500) (complement has $\lambda=1663475$) TvT: 6-(30,14,136620) $\cup$ 6-(30,15,242880) |
derived from number 11309 |
11306:
11306 6-(31,16,607200) (complement has $\lambda=2661560$) supplementary design of number 11305 |
residual design of number 11309 |
11307:
11307 5-(31,15,986700) (complement has $\lambda=4325035$) design of number 11305 with respect to smaller t |
derived from number 11308 |
TvT: 5-(30,14,379500) $\cup$ 5-(30,15,607200) |
11308:
11308 6-(32,16,986700) (complement has $\lambda=4325035$) Tran van Trung construction with supplementary design for design number 11305 |
design of number 11309 with respect to smaller t |
11309:
11309 7-(32,16,379500) (complement has $\lambda=1663475$) Alltop construction for design number 11305 |
11310:
11310 5-(31,16,1435200) (complement has $\lambda=6290960$)
design of number 11306 with respect to smaller t |
supplementary design of number 11307 |
residual design of number 11308 |
11311:
11311 5-(30,16,828000) (complement has $\lambda=3629400$) residual design of number 11306 |
11312:
11312 4-(31,15,2421900) (complement has $\lambda=10615995$) design of number 11307 with respect to smaller t |
derived from number 11313 |
TvT: 4-(30,14,986700) $\cup$ 4-(30,15,1435200) |
11313:
11313 5-(32,16,2421900) (complement has $\lambda=10615995$) Tran van Trung construction with supplementary design for design number 11307 |
design of number 11308 with respect to smaller t |
Alltop construction for design number 11312 |
11314:
11314 4-(31,16,3229200) (complement has $\lambda=14154660$) design of number 11310 with respect to smaller t |
supplementary design of number 11312 |
residual design of number 11313 |
11315:
11315 4-(30,16,1794000) (complement has $\lambda=7863700$) residual design of number 11310 |
design of number 11311 with respect to smaller t |
11316:
11316 4-(29,16,966000) (complement has $\lambda=4234300$) residual design of number 11311 |
11317:
11317 4-(32,16,5651100) (complement has $\lambda=24770655$) Tran van Trung construction with supplementary design for design number 11312 |
design of number 11313 with respect to smaller t |
11318:
11318 6-(31,15,948750) (complement has $\lambda=1094225$) TvT: 6-(30,14,341550) $\cup$ 6-(30,15,607200) |
derived from number 11322 |
11319:
11319 6-(31,16,1518000) (complement has $\lambda=1750760$) supplementary design of number 11318 |
residual design of number 11322 |
11320:
11320 5-(31,15,2466750) (complement has $\lambda=2844985$)
design of number 11318 with respect to smaller t |
derived from number 11321 |
TvT: 5-(30,14,948750) $\cup$ 5-(30,15,1518000) |
11321:
11321 6-(32,16,2466750) (complement has $\lambda=2844985$) Tran van Trung construction with supplementary design for design number 11318 |
design of number 11322 with respect to smaller t |
11322:
11322 7-(32,16,948750) (complement has $\lambda=1094225$) Alltop construction for design number 11318 |
11323:
11323 5-(31,16,3588000) (complement has $\lambda=4138160$) design of number 11319 with respect to smaller t |
residual design of number 11321 |
11324:
11324 5-(30,16,2070000) (complement has $\lambda=2387400$) residual design of number 11319 |
11325:
11325 4-(31,15,6054750) (complement has $\lambda=6983145$) design of number 11320 with respect to smaller t |
derived from number 11326 |
TvT: 4-(30,14,2466750) $\cup$ 4-(30,15,3588000) |
11326:
11326 5-(32,16,6054750) (complement has $\lambda=6983145$) Tran van Trung construction with supplementary design for design number 11320 |
design of number 11321 with respect to smaller t |
Alltop construction for design number 11325 |
11327:
11327 4-(31,16,8073000) (complement has $\lambda=9310860$) design of number 11323 with respect to smaller t |
residual design of number 11326 |
11328:
11328 4-(30,16,4485000) (complement has $\lambda=5172700$) residual design of number 11323 |
design of number 11324 with respect to smaller t |
11329:
11329 4-(29,16,2415000) (complement has $\lambda=2785300$) residual design of number 11324 |
11330:
11330 4-(32,16,14127750) (complement has $\lambda=16294005$)
Tran van Trung construction with supplementary design for design number 11325 |
design of number 11326 with respect to smaller t |
11331:
11331 7-(28,12,3402) (complement has $\lambda=16947$) TvT: 7-(27,11,810) $\cup$ 7-(27,12,2592) |
11332:
11332 7-(28,12,5040) (complement has $\lambda=15309$) TvT: 7-(27,11,1200) $\cup$ 7-(27,12,3840) |
11333:
11333 7-(28,12,8442) (complement has $\lambda=11907$) TvT: 7-(27,11,2010) $\cup$ 7-(27,12,6432) |
11334:
11334 4-(28,10,21252) (complement has $\lambda=113344$) TvT: 4-(27,9,5313) $\cup$ 4-(27,10,15939) |
design of number 11356 with respect to smaller t |
derived from number 11361 |
11335:
11335 4-(28,12,209484) (complement has $\lambda=525987$) TvT: 4-(27,11,69828) $\cup$ 4-(27,12,139656) |
design of number 11357 with respect to smaller t |
derived from number 11411 |
11336:
11336 4-(29,11,75900) (complement has $\lambda=404800$) TvT: 4-(28,10,21252) $\cup$ 4-(28,11,54648) |
design of number 11361 with respect to smaller t |
derived from number 11369 |
11337:
11337 4-(29,13,506000) (complement has $\lambda=1536975$) TvT: 4-(28,12,182160) $\cup$ 4-(28,13,323840) |
design of number 11392 with respect to smaller t |
derived from number 11397 |
11338:
11338 4-(29,13,581900) (complement has $\lambda=1461075$) TvT: 4-(28,12,209484) $\cup$ 4-(28,13,372416) |
design of number 11411 with respect to smaller t |
derived from number 11412 |
11339:
11339 4-(29,14,516120) (complement has $\lambda=2752640$) TvT: 4-(28,13,206448) $\cup$ 4-(28,14,309672) |
derived from number 11342 |
design of number 11363 with respect to smaller t |
residual design of number 11371 |
11340:
11340 4-(29,15,703800) (complement has $\lambda=3753600$)
supplementary design of number 11339 |
residual design of number 11342 |
design of number 11364 with respect to smaller t |
11341:
11341 4-(30,15,1219920) (complement has $\lambda=6506240$) Tran van Trung construction with supplementary design for design number 11339 |
design of number 11342 with respect to smaller t |
residual design of number 11460 |
derived from number 11461 |
11342:
11342 5-(30,15,516120) (complement has $\lambda=2752640$) Alltop construction for design number 11339 |
Tran van Trung construction with supplementary design for design number 11363 |
11343:
11343 4-(30,12,246675) (complement has $\lambda=1315600$) TvT: 4-(29,11,75900) $\cup$ 4-(29,12,170775) |
design of number 11369 with respect to smaller t |
derived from number 11372 |
11344:
11344 4-(30,13,493350) (complement has $\lambda=2631200$) TvT: 4-(29,12,170775) $\cup$ 4-(29,13,322575) |
design of number 11370 with respect to smaller t |
residual design of number 11372 |
derived from number 11399 |
11345:
11345 4-(30,14,838695) (complement has $\lambda=4473040$) TvT: 4-(29,13,322575) $\cup$ 4-(29,14,516120) |
design of number 11371 with respect to smaller t |
residual design of number 11399 |
derived from number 11460 |
11346:
11346 4-(30,14,1315600) (complement has $\lambda=3996135$) TvT: 4-(29,13,506000) $\cup$ 4-(29,14,809600) |
design of number 11397 with respect to smaller t |
derived from number 11400 |
11347:
11347 4-(30,14,1512940) (complement has $\lambda=3798795$) TvT: 4-(29,13,581900) $\cup$ 4-(29,14,931040) |
design of number 11412 with respect to smaller t |
derived from number 11413 |
11348:
11348 4-(31,13,740025) (complement has $\lambda=3946800$) TvT: 4-(30,12,246675) $\cup$ 4-(30,13,493350) |
design of number 11372 with respect to smaller t |
derived from number 11406 |
11349:
11349 4-(31,14,1332045) (complement has $\lambda=7104240$) TvT: 4-(30,13,493350) $\cup$ 4-(30,14,838695) |
design of number 11399 with respect to smaller t |
residual design of number 11406 |
derived from number 11471 |
11350:
11350 4-(32,14,2072070) (complement has $\lambda=11051040$)
TvT: 4-(31,13,740025) $\cup$ 4-(31,14,1332045) |
design of number 11406 with respect to smaller t |
derived from number 11473 |
11351:
11351 5-(26,12,45000) (complement has $\lambda=71280$) TvT: 5-(25,11,15000) $\cup$ 5-(25,12,30000) |
11352:
11352 5-(27,12,66000) (complement has $\lambda=104544$) TvT: 5-(26,11,21000) $\cup$ 5-(26,12,45000) |
11353:
11353 5-(27,13,108900) (complement has $\lambda=210870$) TvT: 5-(26,12,39600) $\cup$ 5-(26,13,69300) |
11354:
11354 5-(27,14,169400) (complement has $\lambda=328020$) supplementary design of number 11353 |
11355:
11355 4-(26,14,220220) (complement has $\lambda=426426$) residual design of number 11354 |
11356:
11356 5-(28,10,5313) (complement has $\lambda=28336$) TvT: 5-(27,9,1155) $\cup$ 5-(27,10,4158) |
11357:
11357 5-(28,12,69828) (complement has $\lambda=175329$) TvT: 5-(27,11,21252) $\cup$ 5-(27,12,48576) |
11358:
11358 5-(28,12,94875) (complement has $\lambda=150282$) TvT: 5-(27,11,28875) $\cup$ 5-(27,12,66000) |
11359:
11359 5-(28,13,77418) (complement has $\lambda=412896$) TvT: 5-(27,12,26928) $\cup$ 5-(27,13,50490) |
11360:
11360 5-(28,13,166980) (complement has $\lambda=323334$)
TvT: 5-(27,12,58080) $\cup$ 5-(27,13,108900) |
11361:
11361 5-(29,11,21252) (complement has $\lambda=113344$) TvT: 5-(28,10,5313) $\cup$ 5-(28,11,15939) |
11362:
11362 5-(29,13,116127) (complement has $\lambda=619344$) TvT: 5-(28,12,38709) $\cup$ 5-(28,13,77418) |
11363:
11363 5-(29,14,206448) (complement has $\lambda=1101056$) TvT: 5-(28,13,77418) $\cup$ 5-(28,14,129030) |
11364:
11364 5-(29,15,309672) (complement has $\lambda=1651584$) supplementary design of number 11363 |
11365:
11365 4-(28,15,394128) (complement has $\lambda=2102016$) residual design of number 11364 |
11366:
11366 5-(29,14,445280) (complement has $\lambda=862224$) TvT: 5-(28,13,166980) $\cup$ 5-(28,14,278300) |
11367:
11367 5-(29,15,667920) (complement has $\lambda=1293336$) supplementary design of number 11366 |
11368:
11368 4-(28,15,850080) (complement has $\lambda=1646064$) residual design of number 11367 |
11369:
11369 5-(30,12,75900) (complement has $\lambda=404800$) TvT: 5-(29,11,21252) $\cup$ 5-(29,12,54648) |
11370:
11370 5-(30,13,170775) (complement has $\lambda=910800$)
TvT: 5-(29,12,54648) $\cup$ 5-(29,13,116127) |
11371:
11371 5-(30,14,322575) (complement has $\lambda=1720400$) TvT: 5-(29,13,116127) $\cup$ 5-(29,14,206448) |
11372:
11372 5-(31,13,246675) (complement has $\lambda=1315600$) TvT: 5-(30,12,75900) $\cup$ 5-(30,13,170775) |
11373:
11373 6-(29,13,101706) (complement has $\lambda=143451$) TvT: 6-(28,12,30954) $\cup$ 6-(28,13,70752) |
11374:
11374 6-(30,14,305118) (complement has $\lambda=430353$) TvT: 6-(29,13,101706) $\cup$ 6-(29,14,203412) |
11375:
11375 6-(31,15,847550) (complement has $\lambda=1195425$) TvT: 6-(30,14,305118) $\cup$ 6-(30,15,542432) |
derived from number 11378 |
11376:
11376 6-(31,16,1356080) (complement has $\lambda=1912680$) supplementary design of number 11375 |
residual design of number 11378 |
11377:
11377 6-(32,16,2203630) (complement has $\lambda=3108105$) Tran van Trung construction with supplementary design for design number 11375 |
design of number 11378 with respect to smaller t |
11378:
11378 7-(32,16,847550) (complement has $\lambda=1195425$) Alltop construction for design number 11375 |
11379:
11379 5-(30,16,1849200) (complement has $\lambda=2608200$) residual design of number 11376 |
11380:
11380 4-(29,16,2157400) (complement has $\lambda=3042900$)
residual design of number 11379 |
11381:
11381 4-(28,12,250470) (complement has $\lambda=485001$) TvT: 4-(27,11,83490) $\cup$ 4-(27,12,166980) |
design of number 11389 with respect to smaller t |
derived from number 11422 |
11382:
11382 4-(31,15,3229200) (complement has $\lambda=9808695$) TvT: 4-(30,14,1315600) $\cup$ 4-(30,15,1913600) |
derived from number 11384 |
design of number 11400 with respect to smaller t |
11383:
11383 4-(32,16,7534800) (complement has $\lambda=22886955$) Tran van Trung construction with supplementary design for design number 11382 |
design of number 11384 with respect to smaller t |
11384:
11384 5-(32,16,3229200) (complement has $\lambda=9808695$) Alltop construction for design number 11382 |
Tran van Trung construction with supplementary design for design number 11400 |
11385:
11385 4-(31,16,4305600) (complement has $\lambda=13078260$) residual design of number 11384 |
design of number 11401 with respect to smaller t |
11386:
11386 5-(27,13,123750) (complement has $\lambda=196020$) TvT: 5-(26,12,45000) $\cup$ 5-(26,13,78750) |
11387:
11387 5-(27,14,192500) (complement has $\lambda=304920$) supplementary design of number 11386 |
11388:
11388 4-(26,14,250250) (complement has $\lambda=396396$) residual design of number 11387 |
11389:
11389 5-(28,12,83490) (complement has $\lambda=161667$) TvT: 5-(27,11,25410) $\cup$ 5-(27,12,58080) |
11390:
11390 5-(28,13,59961) (complement has $\lambda=430353$)
TvT: 5-(27,12,20856) $\cup$ 5-(27,13,39105) |
11391:
11391 5-(28,13,189750) (complement has $\lambda=300564$) TvT: 5-(27,12,66000) $\cup$ 5-(27,13,123750) |
11392:
11392 5-(29,13,182160) (complement has $\lambda=553311$) TvT: 5-(28,12,60720) $\cup$ 5-(28,13,121440) |
11393:
11393 5-(29,13,284625) (complement has $\lambda=450846$) TvT: 5-(28,12,94875) $\cup$ 5-(28,13,189750) |
11394:
11394 5-(29,14,506000) (complement has $\lambda=801504$) TvT: 5-(28,13,189750) $\cup$ 5-(28,14,316250) |
11395:
11395 5-(29,15,759000) (complement has $\lambda=1202256$) supplementary design of number 11394 |
11396:
11396 4-(28,15,966000) (complement has $\lambda=1530144$) residual design of number 11395 |
11397:
11397 5-(30,14,506000) (complement has $\lambda=1536975$) TvT: 5-(29,13,182160) $\cup$ 5-(29,14,323840) |
11398:
11398 5-(30,14,790625) (complement has $\lambda=1252350$) TvT: 5-(29,13,284625) $\cup$ 5-(29,14,506000) |
11399:
11399 5-(31,14,493350) (complement has $\lambda=2631200$) TvT: 5-(30,13,170775) $\cup$ 5-(30,14,322575) |
11400:
11400 5-(31,15,1315600) (complement has $\lambda=3996135$)
TvT: 5-(30,14,506000) $\cup$ 5-(30,15,809600) |
11401:
11401 5-(31,16,1913600) (complement has $\lambda=5812560$) supplementary design of number 11400 |
11402:
11402 4-(30,16,2392000) (complement has $\lambda=7265700$) residual design of number 11401 |
11403:
11403 5-(31,15,2055625) (complement has $\lambda=3256110$) TvT: 5-(30,14,790625) $\cup$ 5-(30,15,1265000) |
11404:
11404 5-(31,16,2990000) (complement has $\lambda=4736160$) supplementary design of number 11403 |
11405:
11405 4-(30,16,3737500) (complement has $\lambda=5920200$) residual design of number 11404 |
11406:
11406 5-(32,14,740025) (complement has $\lambda=3946800$) TvT: 5-(31,13,246675) $\cup$ 5-(31,14,493350) |
11407:
11407 4-(31,15,3713580) (complement has $\lambda=9324315$) TvT: 4-(30,14,1512940) $\cup$ 4-(30,15,2200640) |
derived from number 11409 |
design of number 11413 with respect to smaller t |
11408:
11408 4-(32,16,8665020) (complement has $\lambda=21756735$) Tran van Trung construction with supplementary design for design number 11407 |
design of number 11409 with respect to smaller t |
11409:
11409 5-(32,16,3713580) (complement has $\lambda=9324315$) Alltop construction for design number 11407 |
Tran van Trung construction with supplementary design for design number 11413 |
11410:
11410 4-(31,16,4951440) (complement has $\lambda=12432420$)
residual design of number 11409 |
design of number 11414 with respect to smaller t |
11411:
11411 5-(29,13,209484) (complement has $\lambda=525987$) TvT: 5-(28,12,69828) $\cup$ 5-(28,13,139656) |
11412:
11412 5-(30,14,581900) (complement has $\lambda=1461075$) TvT: 5-(29,13,209484) $\cup$ 5-(29,14,372416) |
11413:
11413 5-(31,15,1512940) (complement has $\lambda=3798795$) TvT: 5-(30,14,581900) $\cup$ 5-(30,15,931040) |
11414:
11414 5-(31,16,2200640) (complement has $\lambda=5525520$) supplementary design of number 11413 |
11415:
11415 4-(30,16,2750800) (complement has $\lambda=6906900$) residual design of number 11414 |
11416:
11416 4-(29,13,695750) (complement has $\lambda=1347225$) TvT: 4-(28,12,250470) $\cup$ 4-(28,13,445280) |
design of number 11422 with respect to smaller t |
derived from number 11423 |
11417:
11417 4-(30,14,1808950) (complement has $\lambda=3502785$) TvT: 4-(29,13,695750) $\cup$ 4-(29,14,1113200) |
design of number 11423 with respect to smaller t |
derived from number 11424 |
11418:
11418 4-(31,15,4440150) (complement has $\lambda=8597745$) TvT: 4-(30,14,1808950) $\cup$ 4-(30,15,2631200) |
derived from number 11420 |
design of number 11424 with respect to smaller t |
11419:
11419 4-(32,16,10360350) (complement has $\lambda=20061405$) Tran van Trung construction with supplementary design for design number 11418 |
design of number 11420 with respect to smaller t |
11420:
11420 5-(32,16,4440150) (complement has $\lambda=8597745$)
Alltop construction for design number 11418 |
Tran van Trung construction with supplementary design for design number 11424 |
11421:
11421 4-(31,16,5920200) (complement has $\lambda=11463660$) residual design of number 11420 |
design of number 11425 with respect to smaller t |
11422:
11422 5-(29,13,250470) (complement has $\lambda=485001$) TvT: 5-(28,12,83490) $\cup$ 5-(28,13,166980) |
11423:
11423 5-(30,14,695750) (complement has $\lambda=1347225$) TvT: 5-(29,13,250470) $\cup$ 5-(29,14,445280) |
11424:
11424 5-(31,15,1808950) (complement has $\lambda=3502785$) TvT: 5-(30,14,695750) $\cup$ 5-(30,15,1113200) |
11425:
11425 5-(31,16,2631200) (complement has $\lambda=5094960$) supplementary design of number 11424 |
11426:
11426 4-(30,16,3289000) (complement has $\lambda=6368700$) residual design of number 11425 |
11427:
11427 4-(29,14,399740) (complement has $\lambda=2869020$) TvT: 4-(28,13,159896) $\cup$ 4-(28,14,239844) |
derived from number 11430 |
design of number 11481 with respect to smaller t |
11428:
11428 4-(29,15,545100) (complement has $\lambda=3912300$) supplementary design of number 11427 |
residual design of number 11430 |
design of number 11482 with respect to smaller t |
11429:
11429 4-(30,15,944840) (complement has $\lambda=6781320$) Tran van Trung construction with supplementary design for design number 11427 |
design of number 11430 with respect to smaller t |
11430:
11430 5-(30,15,399740) (complement has $\lambda=2869020$)
Alltop construction for design number 11427 |
Tran van Trung construction with supplementary design for design number 11481 |
11431:
11431 4-(29,14,1492700) (complement has $\lambda=1776060$) TvT: 4-(28,13,597080) $\cup$ 4-(28,14,895620) |
derived from number 11434 |
design of number 11454 with respect to smaller t |
11432:
11432 4-(29,15,2035500) (complement has $\lambda=2421900$) supplementary design of number 11431 |
residual design of number 11434 |
design of number 11455 with respect to smaller t |
11433:
11433 4-(30,15,3528200) (complement has $\lambda=4197960$) Tran van Trung construction with supplementary design for design number 11431 |
design of number 11434 with respect to smaller t |
11434:
11434 5-(30,15,1492700) (complement has $\lambda=1776060$) Alltop construction for design number 11431 |
Tran van Trung construction with supplementary design for design number 11454 |
11435:
11435 4-(29,14,1502820) (complement has $\lambda=1765940$) TvT: 4-(28,13,601128) $\cup$ 4-(28,14,901692) |
derived from number 11438 |
design of number 11457 with respect to smaller t |
11436:
11436 4-(29,15,2049300) (complement has $\lambda=2408100$) supplementary design of number 11435 |
residual design of number 11438 |
design of number 11458 with respect to smaller t |
11437:
11437 4-(30,15,3552120) (complement has $\lambda=4174040$) Tran van Trung construction with supplementary design for design number 11435 |
design of number 11438 with respect to smaller t |
11438:
11438 5-(30,15,1502820) (complement has $\lambda=1765940$) Alltop construction for design number 11435 |
Tran van Trung construction with supplementary design for design number 11457 |
design of number 11477 with respect to smaller t |
11439:
11439 4-(31,15,2058615) (complement has $\lambda=10979280$) TvT: 4-(30,14,838695) $\cup$ 4-(30,15,1219920) |
derived from number 11442 |
design of number 11460 with respect to smaller t |
residual design of number 11471 |
11440:
11440 4-(31,16,2744820) (complement has $\lambda=14639040$)
supplementary design of number 11439 |
residual design of number 11442 |
design of number 11461 with respect to smaller t |
11441:
11441 4-(32,16,4803435) (complement has $\lambda=25618320$) Tran van Trung construction with supplementary design for design number 11439 |
design of number 11442 with respect to smaller t |
residual design of number 11487 |
11442:
11442 5-(32,16,2058615) (complement has $\lambda=10979280$) Alltop construction for design number 11439 |
Tran van Trung construction with supplementary design for design number 11460 |
11443:
11443 4-(31,15,5691465) (complement has $\lambda=7346430$) TvT: 4-(30,14,2318745) $\cup$ 4-(30,15,3372720) |
derived from number 11445 |
design of number 11470 with respect to smaller t |
11444:
11444 4-(32,16,13280085) (complement has $\lambda=17141670$) Tran van Trung construction with supplementary design for design number 11443 |
design of number 11445 with respect to smaller t |
11445:
11445 5-(32,16,5691465) (complement has $\lambda=7346430$) Alltop construction for design number 11443 |
Tran van Trung construction with supplementary design for design number 11470 |
design of number 11580 with respect to smaller t |
11446:
11446 4-(31,16,7588620) (complement has $\lambda=9795240$) residual design of number 11445 |
design of number 11582 with respect to smaller t |
11447:
11447 5-(29,14,491832) (complement has $\lambda=815672$) TvT: 5-(28,13,184437) $\cup$ 5-(28,14,307395) |
11448:
11448 5-(29,15,737748) (complement has $\lambda=1223508$) supplementary design of number 11447 |
11449:
11449 4-(29,14,1229580) (complement has $\lambda=2039180$) design of number 11447 with respect to smaller t |
derived from number 11450 |
TvT: 4-(28,13,491832) $\cup$ 4-(28,14,737748) |
11450:
11450 5-(30,15,1229580) (complement has $\lambda=2039180$)
Tran van Trung construction with supplementary design for design number 11447 |
Alltop construction for design number 11449 |
11451:
11451 4-(29,15,1676700) (complement has $\lambda=2780700$) design of number 11448 with respect to smaller t |
supplementary design of number 11449 |
residual design of number 11450 |
11452:
11452 4-(28,15,938952) (complement has $\lambda=1557192$) residual design of number 11448 |
11453:
11453 4-(30,15,2906280) (complement has $\lambda=4819880$) Tran van Trung construction with supplementary design for design number 11449 |
design of number 11450 with respect to smaller t |
11454:
11454 5-(29,14,597080) (complement has $\lambda=710424$) TvT: 5-(28,13,223905) $\cup$ 5-(28,14,373175) |
11455:
11455 5-(29,15,895620) (complement has $\lambda=1065636$) supplementary design of number 11454 |
11456:
11456 4-(28,15,1139880) (complement has $\lambda=1356264$) residual design of number 11455 |
11457:
11457 5-(29,14,601128) (complement has $\lambda=706376$) TvT: 5-(28,13,225423) $\cup$ 5-(28,14,375705) |
design of number 11475 with respect to smaller t |
derived from number 11477 |
11458:
11458 5-(29,15,901692) (complement has $\lambda=1059564$) supplementary design of number 11457 |
design of number 11476 with respect to smaller t |
residual design of number 11477 |
11459:
11459 4-(28,15,1147608) (complement has $\lambda=1348536$) residual design of number 11458 |
design of number 11479 with respect to smaller t |
11460:
11460 5-(31,15,838695) (complement has $\lambda=4473040$)
TvT: 5-(30,14,322575) $\cup$ 5-(30,15,516120) |
11461:
11461 5-(31,16,1219920) (complement has $\lambda=6506240$) supplementary design of number 11460 |
11462:
11462 4-(30,16,1524900) (complement has $\lambda=8132800$) residual design of number 11461 |
11463:
11463 5-(31,15,1282710) (complement has $\lambda=4029025$) TvT: 5-(30,14,493350) $\cup$ 5-(30,15,789360) |
11464:
11464 5-(31,16,1865760) (complement has $\lambda=5860400$) supplementary design of number 11463 |
11465:
11465 4-(31,15,3148470) (complement has $\lambda=9889425$) design of number 11463 with respect to smaller t |
derived from number 11466 |
TvT: 4-(30,14,1282710) $\cup$ 4-(30,15,1865760) |
11466:
11466 5-(32,16,3148470) (complement has $\lambda=9889425$) Tran van Trung construction with supplementary design for design number 11463 |
Alltop construction for design number 11465 |
11467:
11467 4-(31,16,4197960) (complement has $\lambda=13185900$) design of number 11464 with respect to smaller t |
residual design of number 11466 |
11468:
11468 4-(30,16,2332200) (complement has $\lambda=7325500$) residual design of number 11464 |
11469:
11469 4-(32,16,7346430) (complement has $\lambda=23075325$) Tran van Trung construction with supplementary design for design number 11465 |
design of number 11466 with respect to smaller t |
11470:
11470 5-(31,15,2318745) (complement has $\lambda=2992990$)
TvT: 5-(30,14,891825) $\cup$ 5-(30,15,1426920) |
design of number 11578 with respect to smaller t |
derived from number 11580 |
11471:
11471 5-(32,15,1332045) (complement has $\lambda=7104240$) TvT: 5-(31,14,493350) $\cup$ 5-(31,15,838695) |
11472:
11472 4-(32,15,3390660) (complement has $\lambda=18083520$) design of number 11471 with respect to smaller t |
residual design of number 11473 |
TvT: 4-(31,14,1332045) $\cup$ 4-(31,15,2058615) |
derived from number 11487 |
11473:
11473 5-(33,15,2072070) (complement has $\lambda=11051040$) TvT: 5-(32,14,740025) $\cup$ 5-(32,15,1332045) |
11474:
11474 4-(33,15,5462730) (complement has $\lambda=29134560$) design of number 11473 with respect to smaller t |
TvT: 4-(32,14,2072070) $\cup$ 4-(32,15,3390660) |
derived from number 11492 |
11475:
11475 6-(29,14,225423) (complement has $\lambda=264891$) TvT: 6-(28,13,78408) $\cup$ 6-(28,14,147015) |
derived from number 11478 |
11476:
11476 6-(29,15,375705) (complement has $\lambda=441485$) supplementary design of number 11475 |
residual design of number 11478 |
11477:
11477 6-(30,15,601128) (complement has $\lambda=706376$) Tran van Trung construction with supplementary design for design number 11475 |
design of number 11478 with respect to smaller t |
11478:
11478 7-(30,15,225423) (complement has $\lambda=264891$) Alltop construction for design number 11475 |
11479:
11479 5-(28,15,525987) (complement has $\lambda=618079$) residual design of number 11476 |
11480:
11480 4-(27,15,621621) (complement has $\lambda=730457$)
residual design of number 11479 |
11481:
11481 5-(29,14,159896) (complement has $\lambda=1147608$) TvT: 5-(28,13,59961) $\cup$ 5-(28,14,99935) |
11482:
11482 5-(29,15,239844) (complement has $\lambda=1721412$) supplementary design of number 11481 |
11483:
11483 4-(28,15,305256) (complement has $\lambda=2190888$) residual design of number 11482 |
11484:
11484 5-(23,11,3570) (complement has $\lambda=14994$) TvT: 5-(22,10,1190) $\cup$ 5-(22,11,2380) |
design of number 11494 with respect to smaller t |
derived from number 11496 |
11485:
11485 5-(23,12,6120) (complement has $\lambda=25704$) supplementary design of number 11484 |
design of number 11495 with respect to smaller t |
residual design of number 11496 |
11486:
11486 4-(22,12,8415) (complement has $\lambda=35343$) residual design of number 11485 |
design of number 11498 with respect to smaller t |
11487:
11487 5-(33,16,3390660) (complement has $\lambda=18083520$) TvT: 5-(32,15,1332045) $\cup$ 5-(32,16,2058615) |
11488:
11488 4-(33,16,8194095) (complement has $\lambda=43701840$) design of number 11487 with respect to smaller t |
derived from number 11489 |
residual design of number 11492 |
TvT: 4-(32,15,3390660) $\cup$ 4-(32,16,4803435) |
11489:
11489 5-(34,17,8194095) (complement has $\lambda=43701840$) Tran van Trung construction with supplementary design for design number 11487 |
Alltop construction for design number 11488 |
11490:
11490 4-(34,17,18909450) (complement has $\lambda=100850400$)
Tran van Trung construction with supplementary design for design number 11488 |
design of number 11489 with respect to smaller t |
residual design of number 11510 |
11491:
11491 4-(33,17,10715355) (complement has $\lambda=57148560$) residual design of number 11489 |
11492:
11492 5-(34,16,5462730) (complement has $\lambda=29134560$) TvT: 5-(33,15,2072070) $\cup$ 5-(33,16,3390660) |
11493:
11493 4-(34,16,13656825) (complement has $\lambda=72836400$) design of number 11492 with respect to smaller t |
TvT: 4-(33,15,5462730) $\cup$ 4-(33,16,8194095) |
derived from number 11510 |
11494:
11494 6-(23,11,1190) (complement has $\lambda=4998$) TvT: 6-(22,10,350) $\cup$ 6-(22,11,840) |
derived from number 11497 |
11495:
11495 6-(23,12,2380) (complement has $\lambda=9996$) supplementary design of number 11494 |
residual design of number 11497 |
11496:
11496 6-(24,12,3570) (complement has $\lambda=14994$) Tran van Trung construction with supplementary design for design number 11494 |
design of number 11497 with respect to smaller t |
11497:
11497 7-(24,12,1190) (complement has $\lambda=4998$) Alltop construction for design number 11494 |
11498:
11498 5-(22,12,3740) (complement has $\lambda=15708$) residual design of number 11495 |
11499:
11499 4-(21,12,4675) (complement has $\lambda=19635$) residual design of number 11498 |
11500:
11500 6-(23,11,2856) (complement has $\lambda=3332$)
TvT: 6-(22,10,840) $\cup$ 6-(22,11,2016) |
derived from number 11503 |
11501:
11501 6-(23,12,5712) (complement has $\lambda=6664$) supplementary design of number 11500 |
residual design of number 11503 |
11502:
11502 6-(24,12,8568) (complement has $\lambda=9996$) Tran van Trung construction with supplementary design for design number 11500 |
design of number 11503 with respect to smaller t |
11503:
11503 7-(24,12,2856) (complement has $\lambda=3332$) Alltop construction for design number 11500 |
11504:
11504 5-(22,12,8976) (complement has $\lambda=10472$) residual design of number 11501 |
11505:
11505 4-(21,12,11220) (complement has $\lambda=13090$) residual design of number 11504 |
11506:
11506 4-(35,17,32566275) (complement has $\lambda=173686800$) TvT: 4-(34,16,13656825) $\cup$ 4-(34,17,18909450) |
derived from number 11508 |
design of number 11510 with respect to smaller t |
11507:
11507 4-(36,18,74437200) (complement has $\lambda=396998400$) Tran van Trung construction with supplementary design for design number 11506 |
design of number 11508 with respect to smaller t |
11508:
11508 5-(36,18,32566275) (complement has $\lambda=173686800$) Alltop construction for design number 11506 |
Tran van Trung construction with supplementary design for design number 11510 |
11509:
11509 4-(35,18,41870925) (complement has $\lambda=223311600$) residual design of number 11508 |
11510:
11510 5-(35,17,13656825) (complement has $\lambda=72836400$)
TvT: 5-(34,16,5462730) $\cup$ 5-(34,17,8194095) |
11511:
11511 5-(25,12,34560) (complement has $\lambda=42960$) TvT: 5-(24,11,12096) $\cup$ 5-(24,12,22464) |
11512:
11512 5-(25,13,56160) (complement has $\lambda=69810$) supplementary design of number 11511 |
11513:
11513 4-(25,12,90720) (complement has $\lambda=112770$) design of number 11511 with respect to smaller t |
derived from number 11514 |
residual design of number 11518 |
TvT: 4-(24,11,34560) $\cup$ 4-(24,12,56160) |
11514:
11514 5-(26,13,90720) (complement has $\lambda=112770$) Tran van Trung construction with supplementary design for design number 11511 |
Alltop construction for design number 11513 |
11515:
11515 4-(25,13,131040) (complement has $\lambda=162890$) design of number 11512 with respect to smaller t |
supplementary design of number 11513 |
residual design of number 11514 |
11516:
11516 4-(24,13,74880) (complement has $\lambda=93080$) residual design of number 11512 |
11517:
11517 4-(26,13,221760) (complement has $\lambda=275660$) Tran van Trung construction with supplementary design for design number 11513 |
design of number 11514 with respect to smaller t |
residual design of number 11530 |
derived from number 11531 |
11518:
11518 5-(26,12,51840) (complement has $\lambda=64440$) TvT: 5-(25,11,17280) $\cup$ 5-(25,12,34560) |
11519:
11519 4-(26,12,142560) (complement has $\lambda=177210$) design of number 11518 with respect to smaller t |
TvT: 4-(25,11,51840) $\cup$ 4-(25,12,90720) |
residual design of number 11522 |
derived from number 11530 |
11520:
11520 4-(27,12,218592) (complement has $\lambda=271722$)
TvT: 4-(26,11,76032) $\cup$ 4-(26,12,142560) |
design of number 11522 with respect to smaller t |
residual design of number 11523 |
derived from number 11533 |
11521:
11521 4-(28,12,327888) (complement has $\lambda=407583$) TvT: 4-(27,11,109296) $\cup$ 4-(27,12,218592) |
design of number 11523 with respect to smaller t |
derived from number 11534 |
11522:
11522 5-(27,12,76032) (complement has $\lambda=94512$) TvT: 5-(26,11,24192) $\cup$ 5-(26,12,51840) |
11523:
11523 5-(28,12,109296) (complement has $\lambda=135861$) TvT: 5-(27,11,33264) $\cup$ 5-(27,12,76032) |
11524:
11524 4-(27,13,364320) (complement has $\lambda=452870$) TvT: 4-(26,12,142560) $\cup$ 4-(26,13,221760) |
derived from number 11527 |
design of number 11530 with respect to smaller t |
residual design of number 11533 |
11525:
11525 4-(27,14,510048) (complement has $\lambda=634018$) supplementary design of number 11524 |
residual design of number 11527 |
design of number 11531 with respect to smaller t |
11526:
11526 4-(28,14,874368) (complement has $\lambda=1086888$) Tran van Trung construction with supplementary design for design number 11524 |
design of number 11527 with respect to smaller t |
residual design of number 11540 |
derived from number 11541 |
11527:
11527 5-(28,14,364320) (complement has $\lambda=452870$) Alltop construction for design number 11524 |
Tran van Trung construction with supplementary design for design number 11530 |
11528:
11528 4-(28,13,582912) (complement has $\lambda=724592$) TvT: 4-(27,12,218592) $\cup$ 4-(27,13,364320) |
design of number 11533 with respect to smaller t |
residual design of number 11534 |
derived from number 11540 |
11529:
11529 4-(29,13,910800) (complement has $\lambda=1132175$) TvT: 4-(28,12,327888) $\cup$ 4-(28,13,582912) |
design of number 11534 with respect to smaller t |
derived from number 11543 |
11530:
11530 5-(27,13,142560) (complement has $\lambda=177210$)
TvT: 5-(26,12,51840) $\cup$ 5-(26,13,90720) |
11531:
11531 5-(27,14,221760) (complement has $\lambda=275660$) supplementary design of number 11530 |
11532:
11532 4-(26,14,288288) (complement has $\lambda=358358$) residual design of number 11531 |
11533:
11533 5-(28,13,218592) (complement has $\lambda=271722$) TvT: 5-(27,12,76032) $\cup$ 5-(27,13,142560) |
11534:
11534 5-(29,13,327888) (complement has $\lambda=407583$) TvT: 5-(28,12,109296) $\cup$ 5-(28,13,218592) |
11535:
11535 4-(29,14,1457280) (complement has $\lambda=1811480$) TvT: 4-(28,13,582912) $\cup$ 4-(28,14,874368) |
derived from number 11538 |
design of number 11540 with respect to smaller t |
residual design of number 11543 |
11536:
11536 4-(29,15,1987200) (complement has $\lambda=2470200$) supplementary design of number 11535 |
residual design of number 11538 |
design of number 11541 with respect to smaller t |
11537:
11537 4-(30,15,3444480) (complement has $\lambda=4281680$) Tran van Trung construction with supplementary design for design number 11535 |
design of number 11538 with respect to smaller t |
residual design of number 11548 |
11538:
11538 5-(30,15,1457280) (complement has $\lambda=1811480$) Alltop construction for design number 11535 |
Tran van Trung construction with supplementary design for design number 11540 |
11539:
11539 4-(30,14,2368080) (complement has $\lambda=2943655$) TvT: 4-(29,13,910800) $\cup$ 4-(29,14,1457280) |
design of number 11543 with respect to smaller t |
derived from number 11548 |
11540:
11540 5-(29,14,582912) (complement has $\lambda=724592$)
TvT: 5-(28,13,218592) $\cup$ 5-(28,14,364320) |
11541:
11541 5-(29,15,874368) (complement has $\lambda=1086888$) supplementary design of number 11540 |
11542:
11542 4-(28,15,1112832) (complement has $\lambda=1383312$) residual design of number 11541 |
11543:
11543 5-(30,14,910800) (complement has $\lambda=1132175$) TvT: 5-(29,13,327888) $\cup$ 5-(29,14,582912) |
11544:
11544 4-(31,15,5812560) (complement has $\lambda=7225335$) TvT: 4-(30,14,2368080) $\cup$ 4-(30,15,3444480) |
derived from number 11546 |
design of number 11548 with respect to smaller t |
11545:
11545 4-(32,16,13562640) (complement has $\lambda=16859115$) Tran van Trung construction with supplementary design for design number 11544 |
design of number 11546 with respect to smaller t |
11546:
11546 5-(32,16,5812560) (complement has $\lambda=7225335$) Alltop construction for design number 11544 |
Tran van Trung construction with supplementary design for design number 11548 |
11547:
11547 4-(31,16,7750080) (complement has $\lambda=9633780$) residual design of number 11546 |
11548:
11548 5-(31,15,2368080) (complement has $\lambda=2943655$) TvT: 5-(30,14,910800) $\cup$ 5-(30,15,1457280) |
11549:
11549 7-(27,12,6864) (complement has $\lambda=8640$) TvT: 7-(26,11,1716) $\cup$ 7-(26,12,5148) |
11550:
11550 7-(28,12,9009) (complement has $\lambda=11340$)
TvT: 7-(27,11,2145) $\cup$ 7-(27,12,6864) |
11551:
11551 7-(29,13,33033) (complement has $\lambda=41580$) TvT: 7-(28,12,9009) $\cup$ 7-(28,13,24024) |
11552:
11552 7-(30,14,108537) (complement has $\lambda=136620$) TvT: 7-(29,13,33033) $\cup$ 7-(29,14,75504) |
11553:
11553 7-(31,15,325611) (complement has $\lambda=409860$) TvT: 7-(30,14,108537) $\cup$ 7-(30,15,217074) |
11554:
11554 7-(31,16,578864) (complement has $\lambda=728640$) supplementary design of number 11553 |
11555:
11555 6-(30,16,868296) (complement has $\lambda=1092960$) residual design of number 11554 |
11556:
11556 5-(29,16,1105104) (complement has $\lambda=1391040$) residual design of number 11555 |
11557:
11557 4-(28,16,1197196) (complement has $\lambda=1506960$) residual design of number 11556 |
11558:
11558 6-(27,12,23688) (complement has $\lambda=30576$) TvT: 6-(26,11,6768) $\cup$ 6-(26,12,16920) |
11559:
11559 6-(28,12,32571) (complement has $\lambda=42042$) TvT: 6-(27,11,8883) $\cup$ 6-(27,12,23688) |
11560:
11560 7-(27,12,6144) (complement has $\lambda=9360$)
TvT: 7-(26,11,1536) $\cup$ 7-(26,12,4608) |
11561:
11561 7-(28,12,8064) (complement has $\lambda=12285$) TvT: 7-(27,11,1920) $\cup$ 7-(27,12,6144) |
11562:
11562 7-(29,13,29568) (complement has $\lambda=45045$) TvT: 7-(28,12,8064) $\cup$ 7-(28,13,21504) |
11563:
11563 7-(30,14,97152) (complement has $\lambda=148005$) TvT: 7-(29,13,29568) $\cup$ 7-(29,14,67584) |
11564:
11564 7-(31,15,291456) (complement has $\lambda=444015$) TvT: 7-(30,14,97152) $\cup$ 7-(30,15,194304) |
11565:
11565 7-(31,16,518144) (complement has $\lambda=789360$) supplementary design of number 11564 |
11566:
11566 6-(30,16,777216) (complement has $\lambda=1184040$) residual design of number 11565 |
11567:
11567 5-(29,16,989184) (complement has $\lambda=1506960$) residual design of number 11566 |
11568:
11568 4-(28,16,1071616) (complement has $\lambda=1632540$) residual design of number 11567 |
11569:
11569 6-(28,13,74448) (complement has $\lambda=96096$) TvT: 6-(27,12,23688) $\cup$ 6-(27,13,50760) |
11570:
11570 6-(29,13,107019) (complement has $\lambda=138138$)
TvT: 6-(28,12,32571) $\cup$ 6-(28,13,74448) |
11571:
11571 6-(29,14,214038) (complement has $\lambda=276276$) TvT: 6-(28,13,74448) $\cup$ 6-(28,14,139590) |
derived from number 11574 |
11572:
11572 6-(29,15,356730) (complement has $\lambda=460460$) supplementary design of number 11571 |
residual design of number 11574 |
11573:
11573 6-(30,15,570768) (complement has $\lambda=736736$) Tran van Trung construction with supplementary design for design number 11571 |
design of number 11574 with respect to smaller t |
11574:
11574 7-(30,15,214038) (complement has $\lambda=276276$) Alltop construction for design number 11571 |
11575:
11575 5-(28,15,499422) (complement has $\lambda=644644$) residual design of number 11572 |
11576:
11576 4-(27,15,590226) (complement has $\lambda=761852$) residual design of number 11575 |
11577:
11577 6-(30,14,321057) (complement has $\lambda=414414$) TvT: 6-(29,13,107019) $\cup$ 6-(29,14,214038) |
11578:
11578 6-(31,15,891825) (complement has $\lambda=1151150$) TvT: 6-(30,14,321057) $\cup$ 6-(30,15,570768) |
derived from number 11581 |
11579:
11579 6-(31,16,1426920) (complement has $\lambda=1841840$) supplementary design of number 11578 |
residual design of number 11581 |
11580:
11580 6-(32,16,2318745) (complement has $\lambda=2992990$)
Tran van Trung construction with supplementary design for design number 11578 |
design of number 11581 with respect to smaller t |
11581:
11581 7-(32,16,891825) (complement has $\lambda=1151150$) Alltop construction for design number 11578 |
11582:
11582 5-(31,16,3372720) (complement has $\lambda=4353440$) design of number 11579 with respect to smaller t |
residual design of number 11580 |
11583:
11583 5-(30,16,1945800) (complement has $\lambda=2511600$) residual design of number 11579 |
11584:
11584 4-(30,16,4215900) (complement has $\lambda=5441800$) residual design of number 11582 |
design of number 11583 with respect to smaller t |
11585:
11585 4-(29,16,2270100) (complement has $\lambda=2930200$) residual design of number 11583 |
11586:
11586 6-(27,13,38880) (complement has $\lambda=77400$) TvT: 6-(26,12,12960) $\cup$ 6-(26,13,25920) |
derived from number 11589 |
design of number 11594 with respect to smaller t |
residual design of number 11599 |
11587:
11587 6-(27,14,68040) (complement has $\lambda=135450$) supplementary design of number 11586 |
residual design of number 11589 |
design of number 11595 with respect to smaller t |
11588:
11588 6-(28,14,106920) (complement has $\lambda=212850$) Tran van Trung construction with supplementary design for design number 11586 |
design of number 11589 with respect to smaller t |
residual design of number 11607 |
derived from number 11608 |
11589:
11589 7-(28,14,38880) (complement has $\lambda=77400$) Alltop construction for design number 11586 |
Tran van Trung construction with supplementary design for design number 11594 |
11590:
11590 5-(26,14,98280) (complement has $\lambda=195650$)
residual design of number 11587 |
design of number 11596 with respect to smaller t |
11591:
11591 4-(25,14,117936) (complement has $\lambda=234780$) residual design of number 11590 |
design of number 11597 with respect to smaller t |
11592:
11592 6-(28,13,57024) (complement has $\lambda=113520$) TvT: 6-(27,12,18144) $\cup$ 6-(27,13,38880) |
design of number 11599 with respect to smaller t |
residual design of number 11600 |
derived from number 11607 |
11593:
11593 6-(29,13,81972) (complement has $\lambda=163185$) TvT: 6-(28,12,24948) $\cup$ 6-(28,13,57024) |
design of number 11600 with respect to smaller t |
derived from number 11612 |
11594:
11594 7-(27,13,12960) (complement has $\lambda=25800$) TvT: 7-(26,12,3888) $\cup$ 7-(26,13,9072) |
11595:
11595 7-(27,14,25920) (complement has $\lambda=51600$) supplementary design of number 11594 |
11596:
11596 6-(26,14,42120) (complement has $\lambda=83850$) residual design of number 11595 |
11597:
11597 5-(25,14,56160) (complement has $\lambda=111800$) residual design of number 11596 |
11598:
11598 4-(24,14,61776) (complement has $\lambda=122980$) residual design of number 11597 |
11599:
11599 7-(28,13,18144) (complement has $\lambda=36120$) TvT: 7-(27,12,5184) $\cup$ 7-(27,13,12960) |
11600:
11600 7-(29,13,24948) (complement has $\lambda=49665$)
TvT: 7-(28,12,6804) $\cup$ 7-(28,13,18144) |
11601:
11601 6-(29,14,163944) (complement has $\lambda=326370$) TvT: 6-(28,13,57024) $\cup$ 6-(28,14,106920) |
derived from number 11604 |
design of number 11607 with respect to smaller t |
residual design of number 11612 |
11602:
11602 6-(29,15,273240) (complement has $\lambda=543950$) supplementary design of number 11601 |
residual design of number 11604 |
design of number 11608 with respect to smaller t |
11603:
11603 6-(30,15,437184) (complement has $\lambda=870320$) Tran van Trung construction with supplementary design for design number 11601 |
design of number 11604 with respect to smaller t |
residual design of number 11614 |
derived from number 11615 |
11604:
11604 7-(30,15,163944) (complement has $\lambda=326370$) Alltop construction for design number 11601 |
Tran van Trung construction with supplementary design for design number 11607 |
11605:
11605 5-(28,15,382536) (complement has $\lambda=761530$) residual design of number 11602 |
design of number 11609 with respect to smaller t |
11606:
11606 4-(27,15,452088) (complement has $\lambda=899990$) residual design of number 11605 |
design of number 11610 with respect to smaller t |
11607:
11607 7-(29,14,57024) (complement has $\lambda=113520$) TvT: 7-(28,13,18144) $\cup$ 7-(28,14,38880) |
11608:
11608 7-(29,15,106920) (complement has $\lambda=212850$) supplementary design of number 11607 |
11609:
11609 6-(28,15,166320) (complement has $\lambda=331100$) residual design of number 11608 |
11610:
11610 5-(27,15,216216) (complement has $\lambda=430430$)
residual design of number 11609 |
11611:
11611 4-(26,15,235872) (complement has $\lambda=469560$) residual design of number 11610 |
11612:
11612 7-(30,14,81972) (complement has $\lambda=163185$) TvT: 7-(29,13,24948) $\cup$ 7-(29,14,57024) |
11613:
11613 6-(30,14,245916) (complement has $\lambda=489555$) design of number 11612 with respect to smaller t |
TvT: 6-(29,13,81972) $\cup$ 6-(29,14,163944) |
derived from number 11614 |
11614:
11614 7-(31,15,245916) (complement has $\lambda=489555$) TvT: 7-(30,14,81972) $\cup$ 7-(30,15,163944) |
11615:
11615 7-(31,16,437184) (complement has $\lambda=870320$) supplementary design of number 11614 |
11616:
11616 6-(31,15,683100) (complement has $\lambda=1359875$) design of number 11614 with respect to smaller t |
derived from number 11617 |
TvT: 6-(30,14,245916) $\cup$ 6-(30,15,437184) |
11617:
11617 7-(32,16,683100) (complement has $\lambda=1359875$) Tran van Trung construction with supplementary design for design number 11614 |
Alltop construction for design number 11616 |
11618:
11618 6-(31,16,1092960) (complement has $\lambda=2175800$) design of number 11615 with respect to smaller t |
supplementary design of number 11616 |
residual design of number 11617 |
11619:
11619 6-(30,16,655776) (complement has $\lambda=1305480$) residual design of number 11615 |
11620:
11620 6-(32,16,1776060) (complement has $\lambda=3535675$)
Tran van Trung construction with supplementary design for design number 11616 |
design of number 11617 with respect to smaller t |
11621:
11621 5-(30,16,1490400) (complement has $\lambda=2967000$) residual design of number 11618 |
design of number 11619 with respect to smaller t |
11622:
11622 5-(29,16,834624) (complement has $\lambda=1661520$) residual design of number 11619 |
11623:
11623 4-(29,16,1738800) (complement has $\lambda=3461500$) residual design of number 11621 |
design of number 11622 with respect to smaller t |
11624:
11624 4-(28,16,904176) (complement has $\lambda=1799980$) residual design of number 11622 |
11625:
11625 4-(27,12,135102) (complement has $\lambda=355212$) TvT: 4-(26,11,46992) $\cup$ 4-(26,12,88110) |
design of number 11634 with respect to smaller t |
residual design of number 11635 |
derived from number 11636 |
11626:
11626 4-(28,12,202653) (complement has $\lambda=532818$) TvT: 4-(27,11,67551) $\cup$ 4-(27,12,135102) |
design of number 11635 with respect to smaller t |
derived from number 11644 |
11627:
11627 4-(28,13,360272) (complement has $\lambda=947232$) TvT: 4-(27,12,135102) $\cup$ 4-(27,13,225170) |
design of number 11636 with respect to smaller t |
derived from number 11637 |
residual design of number 11644 |
11628:
11628 4-(29,13,562925) (complement has $\lambda=1480050$) TvT: 4-(28,12,202653) $\cup$ 4-(28,13,360272) |
design of number 11644 with respect to smaller t |
derived from number 11651 |
11629:
11629 4-(29,14,900680) (complement has $\lambda=2368080$) TvT: 4-(28,13,360272) $\cup$ 4-(28,14,540408) |
derived from number 11632 |
design of number 11637 with respect to smaller t |
residual design of number 11651 |
11630:
11630 4-(29,15,1228200) (complement has $\lambda=3229200$)
supplementary design of number 11629 |
residual design of number 11632 |
design of number 11638 with respect to smaller t |
derived from number 11663 |
11631:
11631 4-(30,15,2128880) (complement has $\lambda=5597280$) Tran van Trung construction with supplementary design for design number 11629 |
design of number 11632 with respect to smaller t |
residual design of number 11659 |
derived from number 11662 |
11632:
11632 5-(30,15,900680) (complement has $\lambda=2368080$) Alltop construction for design number 11629 |
Tran van Trung construction with supplementary design for design number 11637 |
design of number 11647 with respect to smaller t |
residual design of number 11657 |
derived from number 11658 |
11633:
11633 4-(30,14,1463605) (complement has $\lambda=3848130$) TvT: 4-(29,13,562925) $\cup$ 4-(29,14,900680) |
design of number 11651 with respect to smaller t |
derived from number 11659 |
11634:
11634 5-(27,12,46992) (complement has $\lambda=123552$) TvT: 5-(26,11,14952) $\cup$ 5-(26,12,32040) |
design of number 11640 with respect to smaller t |
residual design of number 11641 |
derived from number 11642 |
11635:
11635 5-(28,12,67551) (complement has $\lambda=177606$) TvT: 5-(27,11,20559) $\cup$ 5-(27,12,46992) |
design of number 11641 with respect to smaller t |
derived from number 11643 |
11636:
11636 5-(28,13,135102) (complement has $\lambda=355212$) TvT: 5-(27,12,46992) $\cup$ 5-(27,13,88110) |
design of number 11642 with respect to smaller t |
residual design of number 11643 |
derived from number 11645 |
11637:
11637 5-(29,14,360272) (complement has $\lambda=947232$) TvT: 5-(28,13,135102) $\cup$ 5-(28,14,225170) |
design of number 11645 with respect to smaller t |
derived from number 11647 |
residual design of number 11652 |
11638:
11638 5-(29,15,540408) (complement has $\lambda=1420848$) supplementary design of number 11637 |
design of number 11646 with respect to smaller t |
residual design of number 11647 |
11639:
11639 4-(28,15,687792) (complement has $\lambda=1808352$) residual design of number 11638 |
design of number 11649 with respect to smaller t |
11640:
11640 6-(27,12,14952) (complement has $\lambda=39312$)
TvT: 6-(26,11,4272) $\cup$ 6-(26,12,10680) |
11641:
11641 6-(28,12,20559) (complement has $\lambda=54054$) TvT: 6-(27,11,5607) $\cup$ 6-(27,12,14952) |
11642:
11642 6-(28,13,46992) (complement has $\lambda=123552$) TvT: 6-(27,12,14952) $\cup$ 6-(27,13,32040) |
11643:
11643 6-(29,13,67551) (complement has $\lambda=177606$) TvT: 6-(28,12,20559) $\cup$ 6-(28,13,46992) |
11644:
11644 5-(29,13,202653) (complement has $\lambda=532818$) design of number 11643 with respect to smaller t |
TvT: 5-(28,12,67551) $\cup$ 5-(28,13,135102) |
derived from number 11652 |
11645:
11645 6-(29,14,135102) (complement has $\lambda=355212$) TvT: 6-(28,13,46992) $\cup$ 6-(28,14,88110) |
derived from number 11648 |
11646:
11646 6-(29,15,225170) (complement has $\lambda=592020$) supplementary design of number 11645 |
residual design of number 11648 |
11647:
11647 6-(30,15,360272) (complement has $\lambda=947232$) Tran van Trung construction with supplementary design for design number 11645 |
design of number 11648 with respect to smaller t |
11648:
11648 7-(30,15,135102) (complement has $\lambda=355212$) Alltop construction for design number 11645 |
11649:
11649 5-(28,15,315238) (complement has $\lambda=828828$) residual design of number 11646 |
11650:
11650 4-(27,15,372554) (complement has $\lambda=979524$)
residual design of number 11649 |
11651:
11651 5-(30,14,562925) (complement has $\lambda=1480050$) TvT: 5-(29,13,202653) $\cup$ 5-(29,14,360272) |
design of number 11652 with respect to smaller t |
derived from number 11657 |
11652:
11652 6-(30,14,202653) (complement has $\lambda=532818$) TvT: 6-(29,13,67551) $\cup$ 6-(29,14,135102) |
11653:
11653 4-(31,15,3592485) (complement has $\lambda=9445410$) TvT: 4-(30,14,1463605) $\cup$ 4-(30,15,2128880) |
derived from number 11655 |
design of number 11659 with respect to smaller t |
11654:
11654 4-(32,16,8382465) (complement has $\lambda=22039290$) Tran van Trung construction with supplementary design for design number 11653 |
design of number 11655 with respect to smaller t |
11655:
11655 5-(32,16,3592485) (complement has $\lambda=9445410$) Alltop construction for design number 11653 |
Tran van Trung construction with supplementary design for design number 11659 |
design of number 11660 with respect to smaller t |
11656:
11656 4-(31,16,4789980) (complement has $\lambda=12593880$) residual design of number 11655 |
design of number 11662 with respect to smaller t |
11657:
11657 6-(31,15,562925) (complement has $\lambda=1480050$) TvT: 6-(30,14,202653) $\cup$ 6-(30,15,360272) |
derived from number 11661 |
11658:
11658 6-(31,16,900680) (complement has $\lambda=2368080$) supplementary design of number 11657 |
residual design of number 11661 |
11659:
11659 5-(31,15,1463605) (complement has $\lambda=3848130$) design of number 11657 with respect to smaller t |
derived from number 11660 |
TvT: 5-(30,14,562925) $\cup$ 5-(30,15,900680) |
11660:
11660 6-(32,16,1463605) (complement has $\lambda=3848130$)
Tran van Trung construction with supplementary design for design number 11657 |
design of number 11661 with respect to smaller t |
11661:
11661 7-(32,16,562925) (complement has $\lambda=1480050$) Alltop construction for design number 11657 |
11662:
11662 5-(31,16,2128880) (complement has $\lambda=5597280$) design of number 11658 with respect to smaller t |
supplementary design of number 11659 |
residual design of number 11660 |
11663:
11663 5-(30,16,1228200) (complement has $\lambda=3229200$) residual design of number 11658 |
11664:
11664 4-(30,16,2661100) (complement has $\lambda=6996600$) residual design of number 11662 |
design of number 11663 with respect to smaller t |
11665:
11665 4-(29,16,1432900) (complement has $\lambda=3767400$) residual design of number 11663 |
11666:
11666 5-(244,6,1) (complement has $\lambda=238$) $P\Sigma_L(2,3^5)$ \cite{BettenMolodtsovLaueWassermann98} >= 303 isomorphism types |
11667:
11667 4-(244,6,120) (complement has $\lambda=28560$) design of number 11666 with respect to smaller t |
11668:
11668 4-(243,5,1) (complement has $\lambda=238$) derived from number 11666 |
11669:
11669 4-(243,6,119) (complement has $\lambda=28322$) residual design of number 11666 |
11670:
11670 5-(244,6,2) (complement has $\lambda=237$)
$P\Sigma_L(2,3^5)$ \cite{BettenMolodtsovLaueWassermann98} |
11671:
11671 4-(244,6,240) (complement has $\lambda=28440$) design of number 11670 with respect to smaller t |
11672:
11672 4-(243,5,2) (complement has $\lambda=237$) derived from number 11670 |
11673:
11673 4-(243,6,238) (complement has $\lambda=28203$) residual design of number 11670 |
11674:
11674 4-(31,6,108) (complement has $\lambda=243$) TvT: 4-(30,5,8) $\cup$ 4-(30,6,100) |
11675:
11675 4-(32,7,1008) (complement has $\lambda=2268$) TvT: 4-(31,6,108) $\cup$ 4-(31,7,900) |
11676:
11676 4-(33,8,7308) (complement has $\lambda=16443$) TvT: 4-(32,7,1008) $\cup$ 4-(32,8,6300) |
11677:
11677 4-(33,8,10556) (complement has $\lambda=13195$) TvT: 4-(32,7,1456) $\cup$ 4-(32,8,9100) |
11678:
11678 4-(34,8,12180) (complement has $\lambda=15225$) TvT: 4-(33,7,1624) $\cup$ 4-(33,8,10556) |
11679:
11679 4-(34,9,43848) (complement has $\lambda=98658$) TvT: 4-(33,8,7308) $\cup$ 4-(33,9,36540) |
responsable for this page:
Anton Betten
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