判定梅森质数的卢卡斯序列

yangchuanju

蔡家雄 ysr  同邻距的三生素数  博贴索引

184楼  蔡家雄  发表于 2021-8-2 08:26
同邻距的三生素数且前一组三生素数之和是后一组三生素数的首项，
最小解：p=7，  ( p, p+30, p+100 ) 与 ( 3p+130, 3p+160, 3p+230 )
最小解：p=11，( p, p+20, p+120 ) 与 ( 3p+140, 3p+160, 3p+260 )
最小解：p=13，( p, p+10, p+30 ) 与 ( 3p+40, 3p+50, 3p+70 )
最小解：p=17，( p, p+150, p+560 ) 与 ( 3p+710, 3p+860, 3p+1270 )
最小解：p=19，( p, p+40, p+180 ) 与 ( 3p+220, 3p+260, 3p+400 )
最小解：p=23，(  p, p+20, p+90 ) 与 ( 3p+110, 3p+130, 3p+200 )
最小解：p=23，(  p, p+30, p+260 ) 与 ( 3p+290, 3p+320, 3p+550 )
最小解：p=29，( p, p+30, p+80 ) 与 ( 3p+110, 3p+140, 3p+190 )
最小解：p=29，( p, p+30, p+110 ) 与 ( 3p+140, 3p+170, 3p+250 )
最小解：p=29，( p, p+30, p+740 ) 与 ( 3p+770, 3p+800, 3p+1510 )
最小解：p=31，( p, p+30, p+160 ) 与 ( 3p+190, 3p+220, 3p+350 )
最小解：p=31，( p, p+30, p+490 ) 与 ( 3p+520, 3p+550, 3p+1010 )
最小解：p=37，( p, p+30, p+520 ) 与 ( 3p+550, 3p+580, 3p+1070 )
最小解：p=37，( p, p+30, p+1150 ) 与 ( 3p+1180, 3p+1210, 3p+2330 )
最小解：p=41，( p, p+20, p+150 ) 与 ( 3p+170, 3p+190, 3p+320 )
最小解：p=43，( p, p+30, p+250 ) 与 ( 3p+280, 3p+310, 3p+530 )
最小解：p=47，( p, p+80, p+270 ) 与 ( 3p+350, 3p+430, 3p+620 )
最小解：p=53，( p, p+30, p+620 ) 与 ( 3p+650, 3p+680, 3p+1270 )
最小解：p=59，( p, p+30, p+350 ) 与 ( 3p+380, 3p+410, 3p+730 )
最小解：p=61，( p, p+40, p+600 ) 与 ( 3p+640, 3p+680, 3p+1240 )
最小解：p=67，( p, p+30, p+400 ) 与 ( 3p+430, 3p+460, 3p+830 )
最小解：p=71，( p, p+30, p+920 ) 与 ( 3p+950, 3p+980, 3p+1870 )
最小解：p=73，( p, p+30, p+1420 ) 与 ( 3p+1450, 3p+1480, 3p+2870 )
最小解：p=79，( p, p+30, p+280 ) 与 ( 3p+310, 3p+340, 3p+590 )
最小解：p=83，( p, p+30, p+290 ) 与 ( 3p+320, 3p+350, 3p+610 )
最小解：p=89，( p, p+60, p+2450 ) 与 ( 3p+2510, 3p+2570, 3p+4960 )
最小解：p=97，( p, p+60, p+880 ) 与 ( 3p+940, 3p+1000, 3p+1820 )
这种 同邻距的三生素数 有 无限多组 ！！！

yangchuanju

172楼  蔡家雄  发表于 2021-7-30 21:00
同邻距的三生素数且前一组三生素数之和是后一组三生素数的首项，
最小解：p=7，  ( p, p+30, p+100 ) 与 ( 3p+130, 3p+160, 3p+230 )还有解吗？p <= 10^6
173-174楼  ysr  发表于 2021-7-31 09:00
1与1000之间的素数打头有8组6生素数对: (用时0.0390625秒）
1000与1000000之间的素数打头有83组6生素数对: (用时103.6992秒）

181楼  蔡家雄  发表于 2021-7-31 16:14
最小解：p=11，( p, p+20, p+120 ) 与 ( 3p+140, 3p+160, 3p+260 )
182楼  ysr  发表于 2021-7-31 21:47
1与1000000之间的素数打头有50组6生素数对: (用时52.00781秒）

185楼  蔡家雄  发表于 2021-8-2 13:49
最小解：p=13，( p, p+10, p+30 ) 与 ( 3p+40, 3p+50, 3p+70 )
186楼  ysr  发表于 2021-8-2 16:04
1与1000000之间的素数打头有36组6生素数对: (用时51.90234秒）

187楼  蔡家雄  发表于 2021-8-2 16:43
最小解：p=17，( p, p+150, p+560 ) 与 ( 3p+710, 3p+860, 3p+1270 )
188楼  ysr  发表于 2021-8-2 18:20
1与1000000之间的素数打头有63组6生素数对: (用时50.38281秒）

189楼  蔡家雄  发表于 2021-8-2 20:37
最小解：p=19，( p, p+40, p+180 ) 与 ( 3p+220, 3p+260, 3p+400 )
190楼  ysr  发表于 2021-8-2 23:00
1与1000000之间的素数打头有87组6生素数对: (用时51.23438秒）

191楼  蔡家雄  发表于 2021-8-2 23:56
最小解：p=23，(  p, p+20, p+90 ) 与 ( 3p+110, 3p+130, 3p+200 )
———   p <= 10^6，有几组解 ？？？
192楼  ysr  发表于 2021-8-3 01:11
1与1000000之间的素数打头有95组6生素数对: (用时51.68701秒）

193楼  蔡家雄  发表于 2021-8-3 06:13
最小解：p=23，(  p, p+30, p+260 ) 与 ( 3p+290, 3p+320, 3p+550 )
194楼  ysr  发表于 2021-8-3 12:49
1与1000000之间的素数打头有58组6生素数对: (用时51.625秒）

195楼  蔡家雄  发表于 2021-8-3 16:13
最小解：p=29，( p, p+30, p+80 ) 与 ( 3p+110, 3p+140, 3p+190 )
196楼  ysr  发表于 2021-8-3 17:55
1与1000000之间的素数打头有40组6生素数对: (用时107.9258秒）

197楼  蔡家雄  发表于 2021-8-3 18:07
最小解：p=29，( p, p+30, p+110 ) 与 ( 3p+140, 3p+170, 3p+250 )
198楼  ysr  发表于 2021-8-3 18:13
1与1000000之间的素数打头有48组6生素数对: (用时106.3984秒）

199楼  蔡家雄  发表于 2021-8-3 18:17
最小解：p=29，( p, p+30, p+740 ) 与 ( 3p+770, 3p+800, 3p+1510 )
200楼  ysr  发表于 2021-8-3 18:33
1与1000000之间的素数打头有48组6生素数对: (用时109.8438秒）

201楼  蔡家雄  发表于 2021-8-3 18:37
最小解：p=31，( p, p+30, p+160 ) 与 ( 3p+190, 3p+220, 3p+350 )
202楼  ysr  发表于 2021-8-3 18:45
1与1000000之间的素数打头有61组6生素数对: (用时111.0703秒）

203楼  蔡家雄  发表于 2021-8-3 19:03
最小解：p=31，( p, p+30, p+490 ) 与 ( 3p+520, 3p+550, 3p+1010 )
204楼  ysr  发表于 2021-8-3 19:14
1与1000000之间的素数打头有85组6生素数对: (用时141.6797秒）

205楼  蔡家雄  发表于 2021-8-3 19:18
最小解：p=37，( p, p+30, p+520 ) 与 ( 3p+550, 3p+580, 3p+1070 )
206楼  ysr  发表于 2021-8-3 19:31
1与1000000之间的素数打头有115组6生素数对: (用时133.7734秒）

207楼  蔡家雄  发表于 2021-8-3 20:00
最小解：p=41，( p, p+20, p+150 ) 与 ( 3p+170, 3p+190, 3p+320 )
208楼  ysr  发表于 2021-8-3 22:17
1与1000000之间的素数打头有69组6生素数对: (用时112.1172秒）

209楼  蔡家雄  发表于 2021-8-3 22:23
最小解：p=43，( p, p+30, p+250 ) 与 ( 3p+280, 3p+310, 3p+530 )
210楼  ysr  发表于 2021-8-3 22:28
1与1000000之间的素数打头有59组6生素数对: (用时139.6406秒）

211楼  蔡家雄  发表于 2021-8-3 22:35
最小解：p=47，( p, p+80, p+270 ) 与 ( 3p+350, 3p+430, 3p+620 )
212楼  ysr  发表于 2021-8-4 00:04
1与1000000之间的素数打头有47组6生素数对: (用时115.841秒）

213楼  蔡家雄  发表于 2021-8-4 07:44
最小解：p=53，( p, p+30, p+620 ) 与 ( 3p+650, 3p+680, 3p+1270 )
216楼  ysr  发表于 2021-8-4 08:39
1与1000000之间的素数打头有55组6生素数对: (用时119.7168秒）

233楼  蔡家雄  发表于 2021-8-4 14:11
最小解：p=59，( p, p+30, p+350 ) 与 ( 3p+380, 3p+410, 3p+730 )
234楼  ysr  发表于 2021-8-4 15:02
1与1000000之间的素数打头有57组6生素数对: (用时103.9219秒）

yangchuanju

Ysr先生太厉害了，对蔡家雄的各个问题对答如流，100秒就解决一个问题！
Ysr先生已经圆满回答了蔡先生的素数7-59之问题，何不把下8个问题（素数61-97）一块答完呢？还要蔡先生问一个，答一个吗？

ysr

yangchuanju 发表于 2021-8-5 00:41
Ysr先生太厉害了，对蔡家雄的各个问题对答如流，100秒就解决一个问题！
Ysr先生已经圆满回答了蔡先生的素 ...

整理幸苦了，谢谢鼓励和指导！下面的几个问题在哪儿呢？我找一下吧

ysr

代码：

Private Sub Command1_Click() '求由2个孪生素数对组成的4生素数组的程序
Dim A, B
A = Val(Text1)
a1 = A
q = Val(Text2)
ts = Timer
m = Sqr(q)
t = Trim(Text4)

s = 0
a2 = A
Do While a2 <= 40

B1 = Val(a2 * (a2 + 1) * (a2 + 2) - 1)
b2 = Val(a2 * (a2 + 1) * (a2 + 2) + 1)
b3 = Val((a2 + 3) * (a2 + 1) * (a2 + 2) - 1)
b4 = Val((a2 + 3) * (a2 + 1) * (a2 + 2) + 1)

C1 = fenjieyinzi0(Val(B1))
C2 = fenjieyinzi0(Val(b2))
C3 = fenjieyinzi0(Val(b3))
C4 = fenjieyinzi0(Val(b4))

If InStr(C1, "*") = 0 And InStr(C2, "*") = 0 And InStr(C3, "*") = 0 And InStr(C4, "*") = 0 Then
s = s + 1
Print B1, b2, b3, b4
Text3 = Text3 & "/" & B1 & "/" & b2 & "/" & b3 & "/" & b4 & "n=" & a2 & vbCrLf
Else
s = s
End If
a2 = a2 + 1

Loop
a2 = a2
s1 = s
Do While a2 <= q

B1 = Val(a2 * (a2 + 1) * (a2 + 2) - 1)
b2 = Val(a2 * (a2 + 1) * (a2 + 2) + 1)
b3 = Val((a2 + 3) * (a2 + 1) * (a2 + 2) - 1)
b4 = Val((a2 + 3) * (a2 + 1) * (a2 + 2) + 1)

C1 = fenjieyinzi0(Val(B1))
C2 = fenjieyinzi0(Val(b2))
C3 = fenjieyinzi0(Val(b3))
C4 = fenjieyinzi0(Val(b4))
If InStr(C1, "*") = 0 And InStr(C2, "*") = 0 And InStr(C3, "*") = 0 And InStr(C4, "*") = 0 Then
s1 = s1 + 1
Print B1, b2, b3, b4
Text3 = Text3 & "/" & B1 & "/" & b2 & "/" & b3 & "/" & b4 & "n=" & a2 & vbCrLf
s1 = s1
End If
a2 = a2 + 1

Loop
Combo1 = a1 & "与" & q & "之间的n(n+1)(n+2) -1 与 n(n+1)(n+2)+1,(n+1)(n+2)(n+3) -1 与 (n+1)(n+2)(n+3)+1 均为孪生素数" & s1 & "组4生素数对: (用时" & Timer - ts & "秒）" & vbCrLf & Text3

End Sub

ysr

yangchuanju 发表于 2021-8-5 00:41
Ysr先生太厉害了，对蔡家雄的各个问题对答如流，100秒就解决一个问题！
Ysr先生已经圆满回答了蔡先生的素 ...

额，找到了：

最小解：p=61，( p, p+40, p+600 ) 与 ( 3p+640, 3p+680, 3p+1240 )
最小解：p=67，( p, p+30, p+400 ) 与 ( 3p+430, 3p+460, 3p+830 )
最小解：p=71，( p, p+30, p+920 ) 与 ( 3p+950, 3p+980, 3p+1870 )
最小解：p=73，( p, p+30, p+1420 ) 与 ( 3p+1450, 3p+1480, 3p+2870 )
最小解：p=79，( p, p+30, p+280 ) 与 ( 3p+310, 3p+340, 3p+590 )
最小解：p=83，( p, p+30, p+290 ) 与 ( 3p+320, 3p+350, 3p+610 )
最小解：p=89，( p, p+60, p+2450 ) 与 ( 3p+2510, 3p+2570, 3p+4960 )
最小解：p=97，( p, p+60, p+880 ) 与 ( 3p+940, 3p+1000, 3p+1820 )
猜想：这种 同邻距的三生素数 有 无限多组 ！！！（相关程序在18页179#楼）

ysr

最小解：p=61，( p, p+40, p+600 ) 与 ( 3p+640, 3p+680, 3p+1240 )

1与1000000之间的素数打头有79组6生素数对: (用时51.5625秒）
/101/661/823/863/1423p=61
/167/727/1021/1061/1621p=127
/449/1009/1867/1907/2467p=409
/2129/2689/6907/6947/7507p=2089
/2411/2971/7753/7793/8353p=2371
/7001/7561/21523/21563/22123p=6961
/13763/14323/41809/41849/42409p=13723
/16421/16981/49783/49823/50383p=16381
/18353/18913/55579/55619/56179p=18313
/20147/20707/60961/61001/61561p=20107
/28631/29191/86413/86453/87013p=28591
/32789/33349/98887/98927/99487p=32749
/33053/33613/99679/99719/100279p=33013
/43331/43891/130513/130553/131113p=43291
/50261/50821/151303/151343/151903p=50221
/56477/57037/169951/169991/170551p=56437
/76481/77041/229963/230003/230563p=76441
/80111/80671/240853/240893/241453p=80071
/80789/81349/242887/242927/243487p=80749
/86297/86857/259411/259451/260011p=86257
/94727/95287/284701/284741/285301p=94687
/107897/108457/324211/324251/324811p=107857
/109103/109663/327829/327869/328429p=109063
/112247/112807/337261/337301/337861p=112207
/126989/127549/381487/381527/382087p=126949
/138977/139537/417451/417491/418051p=138937
/152939/153499/459337/459377/459937p=152899
/177323/177883/532489/532529/533089p=177283
/182279/182839/547357/547397/547957p=182239
/190283/190843/571369/571409/571969p=190243
/199457/200017/598891/598931/599491p=199417
/207719/208279/623677/623717/624277p=207679
/208049/208609/624667/624707/625267p=208009
/240869/241429/723127/723167/723727p=240829
/255173/255733/766039/766079/766639p=255133
/265961/266521/798403/798443/799003p=265921
/269219/269779/808177/808217/808777p=269179
/273653/274213/821479/821519/822079p=273613
/286421/286981/859783/859823/860383p=286381
/365129/365689/1095907/1095947/1096507p=365089
/403661/404221/1211503/1211543/1212103p=403621
/403889/404449/1212187/1212227/1212787p=403849
/427997/428557/1284511/1284551/1285111p=427957
/433469/434029/1300927/1300967/1301527p=433429
/461639/462199/1385437/1385477/1386037p=461599
/493067/493627/1479721/1479761/1480321p=493027
/497741/498301/1493743/1493783/1494343p=497701
/498053/498613/1494679/1494719/1495279p=498013
/503267/503827/1510321/1510361/1510921p=503227
/545789/546349/1637887/1637927/1638487p=545749
/549551/550111/1649173/1649213/1649773p=549511
/568109/568669/1704847/1704887/1705447p=568069
/578957/579517/1737391/1737431/1737991p=578917
/581597/582157/1745311/1745351/1745911p=581557
/598439/598999/1795837/1795877/1796437p=598399
/616181/616741/1849063/1849103/1849663p=616141
/630017/630577/1890571/1890611/1891171p=629977
/700001/700561/2100523/2100563/2101123p=699961
/700241/700801/2101243/2101283/2101843p=700201
/755903/756463/2268229/2268269/2268829p=755863
/775613/776173/2327359/2327399/2327959p=775573
/793439/793999/2380837/2380877/2381437p=793399
/869039/869599/2607637/2607677/2608237p=868999
/870743/871303/2612749/2612789/2613349p=870703
/886427/886987/2659801/2659841/2660401p=886387
/900551/901111/2702173/2702213/2702773p=900511
/905963/906523/2718409/2718449/2719009p=905923
/906383/906943/2719669/2719709/2720269p=906343
/906461/907021/2719903/2719943/2720503p=906421
/909329/909889/2728507/2728547/2729107p=909289
/921677/922237/2765551/2765591/2766151p=921637
/929069/929629/2787727/2787767/2788327p=929029
/944729/945289/2834707/2834747/2835307p=944689
/949691/950251/2849593/2849633/2850193p=949651
/950519/951079/2852077/2852117/2852677p=950479
/964973/965533/2895439/2895479/2896039p=964933
/969677/970237/2909551/2909591/2910151p=969637
/974177/974737/2923051/2923091/2923651p=974137
/986177/986737/2959051/2959091/2959651p=986137

ysr

最小解：p=67，( p, p+30, p+400 ) 与 ( 3p+430, 3p+460, 3p+830 )

1与1000000之间的素数打头有49组6生素数对: (用时51.03125秒）
/97/467/631/661/1031p=67
/223/593/1009/1039/1409p=193
/1063/1433/3529/3559/3929p=1033
/1579/1949/5077/5107/5477p=1549
/5683/6053/17389/17419/17789p=5653
/6367/6737/19441/19471/19841p=6337
/8971/9341/27253/27283/27653p=8941
/9463/9833/28729/28759/29129p=9433
/10429/10799/31627/31657/32027p=10399
/18043/18413/54469/54499/54869p=18013
/28657/29027/86311/86341/86711p=28627
/35053/35423/105499/105529/105899p=35023
/38821/39191/116803/116833/117203p=38791
/42697/43067/128431/128461/128831p=42667
/45289/45659/136207/136237/136607p=45259
/59611/59981/179173/179203/179573p=59581
/69031/69401/207433/207463/207833p=69001
/80317/80687/241291/241321/241691p=80287
/84349/84719/253387/253417/253787p=84319
/95101/95471/285643/285673/286043p=95071
/118873/119243/356959/356989/357359p=118843
/120607/120977/362161/362191/362561p=120577
/155719/156089/467497/467527/467897p=155689
/181759/182129/545617/545647/546017p=181729
/197371/197741/592453/592483/592853p=197341
/216481/216851/649783/649813/650183p=216451
/228883/229253/686989/687019/687389p=228853
/246271/246641/739153/739183/739553p=246241
/310741/311111/932563/932593/932963p=310711
/316033/316403/948439/948469/948839p=316003
/351859/352229/1055917/1055947/1056317p=351829
/360037/360407/1080451/1080481/1080851p=360007
/369361/369731/1108423/1108453/1108823p=369331
/445507/445877/1336861/1336891/1337261p=445477
/550309/550679/1651267/1651297/1651667p=550279
/584707/585077/1754461/1754491/1754861p=584677
/617791/618161/1853713/1853743/1854113p=617761
/623977/624347/1872271/1872301/1872671p=623947
/673609/673979/2021167/2021197/2021567p=673579
/699271/699641/2098153/2098183/2098553p=699241
/714781/715151/2144683/2144713/2145083p=714751
/777013/777383/2331379/2331409/2331779p=776983
/798151/798521/2394793/2394823/2395193p=798121
/865087/865457/2595601/2595631/2596001p=865057
/906931/907301/2721133/2721163/2721533p=906901
/926587/926957/2780101/2780131/2780501p=926557
/936499/936869/2809837/2809867/2810237p=936469
/957361/957731/2872423/2872453/2872823p=957331
/971851/972221/2915893/2915923/2916293p=971821

ysr

最小解：p=71，( p, p+30, p+920 ) 与 ( 3p+950, 3p+980, 3p+1870 )

1与1000000之间的素数打头有57组6生素数对: (用时52.44922秒）
/101/991/1163/1193/2083p=71
/197/1087/1451/1481/2371p=167
/911/1801/3593/3623/4513p=881
/1877/2767/6491/6521/7411p=1847
/2411/3301/8093/8123/9013p=2381
/7673/8563/23879/23909/24799p=7643
/11831/12721/36353/36383/37273p=11801
/12743/13633/39089/39119/40009p=12713
/14549/15439/44507/44537/45427p=14519
/20231/21121/61553/61583/62473p=20201
/27947/28837/84701/84731/85621p=27917
/28547/29437/86501/86531/87421p=28517
/36683/37573/110909/110939/111829p=36653
/45293/46183/136739/136769/137659p=45263
/50261/51151/151643/151673/152563p=50231
/55373/56263/166979/167009/167899p=55343
/61643/62533/185789/185819/186709p=61613
/75041/75931/225983/226013/226903p=75011
/84731/85621/255053/255083/255973p=84701
/101111/102001/304193/304223/305113p=101081
/103421/104311/311123/311153/312043p=103391
/107747/108637/324101/324131/325021p=107717
/111539/112429/335477/335507/336397p=111509
/121997/122887/366851/366881/367771p=121967
/127709/128599/383987/384017/384907p=127679
/153107/153997/460181/460211/461101p=153077
/170873/171763/513479/513509/514399p=170843
/189407/190297/569081/569111/570001p=189377
/200609/201499/602687/602717/603607p=200579
/222041/222931/666983/667013/667903p=222011
/227531/228421/683453/683483/684373p=227501
/228959/229849/687737/687767/688657p=228929
/233297/234187/700751/700781/701671p=233267
/255473/256363/767279/767309/768199p=255443
/260753/261643/783119/783149/784039p=260723
/277007/277897/831881/831911/832801p=276977
/284777/285667/855191/855221/856111p=284747
/309737/310627/930071/930101/930991p=309707
/341057/341947/1024031/1024061/1024951p=341027
/388823/389713/1167329/1167359/1168249p=388793
/417119/418009/1252217/1252247/1253137p=417089
/442499/443389/1328357/1328387/1329277p=442469
/465041/465931/1395983/1396013/1396903p=465011
/470501/471391/1412363/1412393/1413283p=470471
/481211/482101/1444493/1444523/1445413p=481181
/542921/543811/1629623/1629653/1630543p=542891
/558083/558973/1675109/1675139/1676029p=558053
/573371/574261/1720973/1721003/1721893p=573341
/643553/644443/1931519/1931549/1932439p=643523
/730619/731509/2192717/2192747/2193637p=730589
/786047/786937/2359001/2359031/2359921p=786017
/822347/823237/2467901/2467931/2468821p=822317
/847967/848857/2544761/2544791/2545681p=847937
/872189/873079/2617427/2617457/2618347p=872159
/949439/950329/2849177/2849207/2850097p=949409
/974849/975739/2925407/2925437/2926327p=974819
/978041/978931/2934983/2935013/2935903p=978011

ysr

最小解：p=73，( p, p+30, p+1420 ) 与 ( 3p+1450, 3p+1480, 3p+2870 )

1与1000000之间的素数打头有41组6生素数对: (用时52.66016秒）
/103/1493/1669/1699/3089p=73
/307/1697/2281/2311/3701p=277
/1069/2459/4567/4597/5987p=1039
/1489/2879/5827/5857/7247p=1459
/9931/11321/31153/31183/32573p=9901
/12487/13877/38821/38851/40241p=12457
/15937/17327/49171/49201/50591p=15907
/20173/21563/61879/61909/63299p=20143
/28621/30011/87223/87253/88643p=28591
/42187/43577/127921/127951/129341p=42157
/42859/44249/129937/129967/131357p=42829
/43189/44579/130927/130957/132347p=43159
/88681/90071/267403/267433/268823p=88651
/105229/106619/317047/317077/318467p=105199
/134077/135467/403591/403621/405011p=134047
/135211/136601/406993/407023/408413p=135181
/140551/141941/423013/423043/424433p=140521
/160669/162059/483367/483397/484787p=160639
/183973/185363/553279/553309/554699p=183943
/185947/187337/559201/559231/560621p=185917
/222913/224303/670099/670129/671519p=222883
/239671/241061/720373/720403/721793p=239641
/244291/245681/734233/734263/735653p=244261
/246217/247607/740011/740041/741431p=246187
/275911/277301/829093/829123/830513p=275881
/279949/281339/841207/841237/842627p=279919
/286411/287801/860593/860623/862013p=286381
/295363/296753/887449/887479/888869p=295333
/296581/297971/891103/891133/892523p=296551
/341773/343163/1026679/1026709/1028099p=341743
/350881/352271/1054003/1054033/1055423p=350851
/352939/354329/1060177/1060207/1061597p=352909
/375157/376547/1126831/1126861/1128251p=375127
/481843/483233/1446889/1446919/1448309p=481813
/514561/515951/1545043/1545073/1546463p=514531
/517207/518597/1552981/1553011/1554401p=517177
/663661/665051/1992343/1992373/1993763p=663631
/707467/708857/2123761/2123791/2125181p=707437
/749803/751193/2250769/2250799/2252189p=749773
/843841/845231/2532883/2532913/2534303p=843811
/897049/898439/2692507/2692537/2693927p=897019