Pandiagonal squares of order 4 composed of consecutive prime numbers


#1 (author M. Alekseyev)

170693941183817 +
  0 116 132 164
162 134  30  86
 74  42 206  90
176 120  44  72

S=682775764735680

#2 (author D. Petukhov)

11796223202765101 +
  0 148 232 336
268 300  36 112
126  22 358 210
322 246  90  58

S=47184892811061120

#3 (author D. Petukhov)

12548708437706431 +
  0  58 222 256
240 238  18  40
 46  12 268 210
250 228  28  30

S=50194833750826260

#4 (author D. Petukhov)

17537780902038437 +
  0 192 150 330
210 270  60 132
186   6 336 144
276 204 126  66

S=70151123608154420

#5 (author D. Petukhov)

19171351137406219 +
  0 100 112 168
142 138  30  70
 78  22 190  90
160 120  48  52

S=76685404549625256

#6 (anonymous author)

23323776496051501 +
  0 208  96 172
138 130  42 166
142  66 238  30
196  72 100 108

S=93295105984206480

#7 (anonymous author)

23653934725904299 +
  0 160  60 124
 82 102  22 138
112  48 172  12
150  34  90  70

S=94615738903617540

#8 (author A. Andreyev)

30870839193095093 +
  0 180  80 128
110  98  30 150
114  66 194  14
164  44  84  96

S=123483356772380760

#9 (author A. Andreyev)

35384185528375907 +
  0 270 110 212
170 152  60 210
186  84 296  26
236  86 126 144

S=141536742113504220

#10 (anonymous author)

52820951046679703 +
  0 174  86 128
110 104  24 150
108  66 194  20
170  44  84  90

S=211283804186719200

#11 (author D. Ivanov)

53517627231758089 +
  0 292 138 214
208 144  70 222
184 108 322  30
252 100 114 178

S=214070508927033000