Completed 4070-4071:
[code]
4070-4071e15 114 kgaps, largest 1166 @ 4070929441813272767
[/code]

On to 4071-4072...

Reserving 4600e15 to 4620e15

[QUOTE=Antonio;460919]I think the problem is that qsort expects one of three possible values from your compare i.e.
a > b (return +ve integer)
a = b (return 0)
a < b (return -ve integer)

your comp() can only return a>b or a=b
since a = b cannot occur in our case we should replace:
[CODE]int comp(const void *a,const void *b){
GAP *gap1=(GAP*)a;
GAP *gap2=(GAP*)b;
return(gap2->p1<gap1->p1);
}
[/CODE]with:
[CODE]int comp(const void *a, const void *b){
GAP *gap1=(GAP*)a;
GAP *gap2=(GAP*)b;
// if (gap2->p1 == gap1->p1) return 0;
return((gap2->p1 < gap1->p1) ? 1 : -1);
}
[/CODE][/QUOTE]
You can go one step further: the comparison function doesn't have to return +/-1 just some number >0 or <0. So you could do something like this (untested):
[code]int comp(const void *a, const void *b){
GAP *gap1=(GAP*)a;
GAP *gap2=(GAP*)b;

return gap1->p1 - gap2->p1;
}
[/code]

[QUOTE=ldesnogu;461023]You can go one step further: the comparison function doesn't have to return +/-1 just some number >0 or <0. So you could do something like this (untested):
[code]int comp(const void *a, const void *b){
GAP *gap1=(GAP*)a;
GAP *gap2=(GAP*)b;

return gap1->p1 - gap2->p1;
}
[/code][/QUOTE]
Except that p1 and p2 are ui64, quicksort expects an int, I believe, which is why it was done as shown (so there's no chance of an overflow).

[QUOTE=Antonio;461032]Except that p1 and p2 are ui64, quicksort expects an int, I believe, which is why it was done as shown (so there's no chance of an overflow).[/QUOTE]
Ha missed that, forget what I wrote :)

4096-4100 done.

4184-4196e15 and 4400-4004e15 completed:
[CODE]4184-4185e15 84 kgaps, largest 1182 @ 4184105947076030317
4185-4186e15 106 kgaps, largest 1140 @ 4185221968738606721
4186-4187e15 81 kgaps, largest 1234 @ 4186935144258909583
4187-4188e15 80 kgaps, largest 1140 @ 4187053848896995261
4188-4189e15 93 kgaps, largest 1196 @ 4188112887548189927
4189-4190e15 96 kgaps, largest 1238 @ 4189208379676421609
4190-4191e15 96 kgaps, largest 1248 @ 4190594469897518143
4191-4192e15 81 kgaps, largest 1178 @ 4191718705578065759
4192-4193e15 86 kgaps, largest 1170 @ 4192792837363597297
4193-4194e15 69 kgaps, largest 1184 @ 4193061283696301363
4194-4195e15 75 kgaps, largest 1188 @ 4194797531040686093
4195-4196e15 89 kgaps, largest 1224 @ 4195035377750178967

4400-4401e15 90 kgaps, largest 1170 @ 4400590877408154797
4401-4402e15 98 kgaps, largest 1270 @ 4401169548456297013
4402-4403e15 79 kgaps, largest 1284 @ 4402195023349518107
4403-4404e15 68 kgaps, largest 1246 @ 4403177805154279381
[/CODE]

Anyone here tried the binaries on AMD Ryzen machines?

4300-4399 will be complete later today. Results at [URL="http://www.mersenneforum.org/showpost.php?p=460275&postcount=163"]post 163[/URL].

Taking 4700-4799e15.

[code]
4700e15 36 gaps >= 1050 max: 1192 4700348399859588367
4701e15 30 gaps >= 1050 max: 1200 4701939873176098661
4702e15 28 gaps >= 1050 max: 1198 4702302679922458213
4703e15 27 gaps >= 1050 max: 1196 4703345653565948531
4704e15 28 gaps >= 1050 max: 1182 4704672638506128241
4705e15 37 gaps >= 1050 max: 1218 4705500419580437443
4706e15 30 gaps >= 1050 max: 1308 4706452766579003281
4707e15 29 gaps >= 1050 max: 1170 4707096188735710171
4708e15 37 gaps >= 1050 max: 1152 4708544496100267037
4709e15 45 gaps >= 1050 max: 1374 4709939493140870509
4710e15 45 gaps >= 1050 max: 1260 4710391266666071587
4711e15 25 gaps >= 1050 max: 1192 4711583600310715627
4712e15 20 gaps >= 1050 max: 1240 4712955479320536829
4713e15 37 gaps >= 1050 max: 1308 4713856225411581673
4714e15 42 gaps >= 1050 max: 1260 4714484841208689671
4715e15 41 gaps >= 1050 max: 1212 4715716518009761489
4716e15 39 gaps >= 1050 max: 1266 4716972179498331017
4717e15 34 gaps >= 1050 max: 1186 4717871334828786457
4718e15 34 gaps >= 1050 max: 1206 4718053544317530601
4719e15 35 gaps >= 1050 max: 1160 4719220153467276227
4720e15 36 gaps >= 1050 max: 1206 4720862346967035091
4721e15 29 gaps >= 1050 max: 1260 4721139465819041323
4722e15 38 gaps >= 1050 max: 1218 4722911503940692193
4723e15 37 gaps >= 1050 max: 1268 4723736685140198951
4724e15 33 gaps >= 1050 max: 1192 4724724160999316809
4725e15 23 gaps >= 1050 max: 1344 4725029836591901519
4726e15 27 gaps >= 1050 max: 1276 4726827575164405213
4727e15 32 gaps >= 1050 max: 1248 4727572574106226711
4728e15 37 gaps >= 1050 max: 1190 4728619861925933903
4729e15 34 gaps >= 1050 max: 1290 4729969779831049681
4730e15 26 gaps >= 1050 max: 1116 4730975274536806787
4731e15 29 gaps >= 1050 max: 1154 4731154376151649169
4732e15 40 gaps >= 1050 max: 1312 4732600249465863001
4733e15 36 gaps >= 1050 max: 1190 4733043473635812947
4734e15 35 gaps >= 1050 max: 1210 4734176406333636217
4735e15 31 gaps >= 1050 max: 1152 4735991362830488087
4736e15 37 gaps >= 1050 max: 1168 4736226492690199009
4737e15 36 gaps >= 1050 max: 1206 4737339023708519887
4738e15 29 gaps >= 1050 max: 1242 4738182549992007691
4739e15 41 gaps >= 1050 max: 1152 4739088673490173777
4740e15 28 gaps >= 1050 max: 1270 4740788890339922941
4741e15 36 gaps >= 1050 max: 1212 4741988049990429661
4742e15 30 gaps >= 1050 max: 1272 4742796531023458891
4743e15 39 gaps >= 1050 max: 1332 4743680514279380087
4744e15 34 gaps >= 1050 max: 1210 4744160187941730229
4745e15 33 gaps >= 1050 max: 1192 4745562502415150257
4746e15 32 gaps >= 1050 max: 1176 4746439531751807987
4747e15 32 gaps >= 1050 max: 1182 4747219668854061041
4748e15 24 gaps >= 1050 max: 1152 4748016212739141077
4748e15 24 gaps >= 1050 max: 1152 4748016212739141077
4749e15 40 gaps >= 1050 max: 1194 4749797846069098363
4750e15 28 gaps >= 1050 max: 1214 4750573912550573879
4751e15 34 gaps >= 1050 max: 1158 4751995353173044993
4752e15 33 gaps >= 1050 max: 1254 4752437104574607803
4753e15 29 gaps >= 1050 max: 1206 4753140625897479713
4754e15 34 gaps >= 1050 max: 1134 4754157611841259859
4755e15 39 gaps >= 1050 max: 1206 4755594880388718671
4756e15 36 gaps >= 1050 max: 1230 4756737919759084013
4757e15 38 gaps >= 1050 max: 1220 4757066620485672821
4758e15 36 gaps >= 1050 max: 1208 4758088214231097443
4759e15 21 gaps >= 1050 max: 1164 4759666659002267483
4760e15 29 gaps >= 1050 max: 1174 4760537828216488267
4761e15 29 gaps >= 1050 max: 1204 4761829804100786107
4762e15 29 gaps >= 1050 max: 1180 4762622400155106577
4763e15 27 gaps >= 1050 max: 1146 4763364313318425203
4764e15 28 gaps >= 1050 max: 1322 4764570331567200599
4765e15 31 gaps >= 1050 max: 1206 4765542879217506143
4766e15 35 gaps >= 1050 max: 1180 4766123312637770173
4767e15 35 gaps >= 1050 max: 1226 4767244580368076567
4768e15 27 gaps >= 1050 max: 1302 4768473734187515609
4769e15 35 gaps >= 1050 max: 1260 4769159331046156019
4770e15 30 gaps >= 1050 max: 1240 4770166487667210277
4771e15 24 gaps >= 1050 max: 1238 4771148412932459231
4772e15 31 gaps >= 1050 max: 1300 4772580061570673881
4773e15 38 gaps >= 1050 max: 1182 4773296920906335439
4774e15 44 gaps >= 1050 max: 1344 4774714979356611059
4775e15 33 gaps >= 1050 max: 1206 4775318348774464331
4776e15 32 gaps >= 1050 max: 1314 4776579613427377039
4777e15 30 gaps >= 1050 max: 1236 4777897030569583897
4778e15 36 gaps >= 1050 max: 1200 4778000899780290911 / 4778020861062335833
4779e15 37 gaps >= 1050 max: 1152 4779104548975804651
4780e15 29 gaps >= 1050 max: 1194 4780226911508534147
4781e15 40 gaps >= 1050 max: 1272 4781371972825746271
4782e15 33 gaps >= 1050 max: 1184 4782972494362478147
4783e15 34 gaps >= 1050 max: 1248 4783766684385485933
4784e15 36 gaps >= 1050 max: 1292 4784725102993160561
4785e15 33 gaps >= 1050 max: 1164 4785918072706394609
4786e15 29 gaps >= 1050 max: 1146 4786642826722336441
4787e15 23 gaps >= 1050 max: 1144 4787536488083837977
4788e15 25 gaps >= 1050 max: 1144 4788317934040957273
4789e15 26 gaps >= 1050 max: 1184 4789120945339231139
4790e15 33 gaps >= 1050 max: 1278 4790725479201911099
4791e15 33 gaps >= 1050 max: 1134 4791199635955610929
4792e15 30 gaps >= 1050 max: 1142 4792895930371503971
4793e15 35 gaps >= 1050 max: 1212 4793236229087327521
4794e15 24 gaps >= 1050 max: 1140 4794941194494579637
4795e15 33 gaps >= 1050 max: 1180 4795295518583258149
4796e15 32 gaps >= 1050 max: 1294 4796064701370467599
4797e15 36 gaps >= 1050 max: 1262 4797041789728897367
4798e15 26 gaps >= 1050 max: 1134 4798175609358994157
4799e15 41 gaps >= 1050 max: 1164 4799363204775485147
[/code]

With gap5_f.c on Linux / gcc:
[FONT="Courier New"] 19e9 n/s E5-2666v3 2.9GHz 8 thread
28e9 n/s i7-4770k 4.3GHz 8 thread
33e9 n/s i7-6700k 4.2GHz 8 thread
34e9 n/s E5-2666v3 2.9GHz 16 thread
59e9 n/s E5-2686v4 2.7GHz 48 thread[/FONT]
gap5_g.c on Windows/Cygwin:
[FONT="Courier New"] 6e9 n/s i3-530 2.9GHz 3 thread[/FONT]

[QUOTE=danaj;461106]4400-4499 will be complete later today. Results at [URL="http://www.mersenneforum.org/showpost.php?p=460275&postcount=163"]post 163[/URL].
[/QUOTE]

You meant 4300-4399....

[QUOTE=pinhodecarlos;461111]You meant 4300-4399....[/QUOTE]

Doh! Yes I did.