启发式计算

重生888@

        外国的月亮并不比中国的圆

可惜老了，学不了了！希望对哥猜感兴趣的朋友（特别是年轻朋友）好好研究我的理论，绝对能为祖国（中国）争光！用我的理论有三种途径解决“哥猜”问题：
一，断定任意（大于14）偶数素数对范围；范围不小于D/0.99，不大于D/0.9；
二，断定凡大于等于14的偶数，其素数对大于等于2.  公式：5/8*30n/(ln30n)^2. 陆元鸿教授有证明；
三，证明哥德巴赫猜想0+0=1，自费出版《哥德巴赫猜想0+0=1》一书！
为什么自费出版，大家懂得，不须说！

ysr

6~10000的偶数的拆分素数和对个数的结果：
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/72/76/187/76/94/138/74/74/150/111/67/148/74/79/183/69/91/138/73/107/145/66/76/188/95/69/163/72/72/193/82/72/149/72/109/138/76/94/151/105/78/140/64/67/241/74/75/148/66/94/145/84/79/152/97/82/166/77/83/190/69/75/141/69/101/184/71/81/137/99/78/137/85/70/202/70/78/149/89/117/142/75/73/145/91/75/177/73/76/211/70/89/138/85/97/149/79/70/142/91/105/149/73/71/218/66/72/176/69/92/142/86/69/138/114/70/151/80/78/194/69/89/165/68/108/147/76/75/177/99/81/148/77/83/187/83/69/153/75/104/145/77/89/169/105/78/149/72/79/239/71/71/151/76/95/175/101/72/144/94/82/144/79/91/188/73/77/151/71/112/172/81/78/147/95/71/141/98/74/191/71/80/159/70/122/151/81/73/162/100/81/183/79/82/195/79/78/146/88/107/152/76/76/136/93/95/166/73/77/205/78/80/170/75/99/146/77/74/144/119/77/178/73/81/192/77/97/154/80/103/162/77/83/178/117/83/151/68/77/206/100/76/148/76/99/146/77/101/154/94/78/151/67/82/268/73/73/162/70/103/160/102/79/147/100/90/162/76/94/205/73/77/157/77/115/186/92/73/145/96/79/151/95/78/206/78/82/161/72/119/150/83/84/155/96/83/180/76/87/231/72/77/157/84/121/158/79/75/168/104/93/153/75/78/210/75/75/186/72/103/171/77/75/168/113/89/162/81/79/198/71/108/157/75/108/152/79/75/195/105/83/159/93/82/204/91/82/150/67/100/154/79/94/161/107/84/166/71/89/258/72/82/154/79/123/147/87/76/145/99/82/162/76/94/200/82/87/175/77/106/193/75/74/160/107/85/163/93/76/198/78/75/147/77/126/152/78/95/150/105/80/189/79/89/206/74/83/157/98/108/167/76/80/150/104/95/176/76/86/229/73/80/183/80/103/152/78/85/153/135/88/152/77/77/203/67/102/160/81/112/164/86/83/188/112/89/172/85/80/212/82/82/174/76/101/162/85/99/158/104/81/158/80/92/254/76/83/157/77/116/157/95/82/155/106/87/155/74/106/217/75/81/156/79/108/205/81/79/147/104/84/151/98/79/236/76/86/154/77/131/150/78/80/155/99/81/191/98/82/210/74/73/167/98/98/157/79/77/176/107/110/157/77/74/214/74/81/183/78/127/163/81/86/167/116/77/152/79/86/206/84/98/160/68/103/155/91/74/191/107/83/194/84/79/209/81/81/158/73/126/157/84/106/176/104/84/161/74/76/251/82/87/182/88/107/157/93/83/161/103/97/168/77/98/250/90/85/151/74/117/190/76/86/161/105/99/159/105/94/218/79/83/170/77/132/159/84/82/168/102/83/213/81/86/224/81/81/189/97/105/163/80/88/161/114/102/166/87/86/211/83/91/204/78/110/165/77/99/158/142/81/169/83/89/223/72/107/159/86/115/192/73/79/197/116/88/169/80/86/217/87/94/162/87/119/183/78/99/168/110/86/166/86/86/267/80/95/161/82/118/164/101/85/189/119/85/163/88/98/233/80/85/160/79/126/199/84/84/164/118/84/169/108/90/225/89/84/165/77/134/158/84/90/162/105/94/233/88/82/210/71/83/183/96/112/171/96/95/178/106/104/159/79/94/220/77/86/208/87/113/159/94/84/163/121/92/166/86/86/243/78/106/167/72/133/164/80/93/197/108/100/165/87/86/216/98/93/200/85/113/170/89/99/174/114/83/167/76/86/274/85/83/185/77/122/169/99/88/170/106/80/178/77/121/219/80/90/171/75/112/200/94/85/157/125/83/186/98/79/224/70/80/169/72/140/182/82/92/175/110/89/198/91/83/212/82/101/170/98/111/167/86/91/167/112/110/172/96/90/230/76/85/200/81/116/173/82/87/184/138/91/176/91/90/227/87/108/172/82/134/185/78/89/208/113/90/157/83/87/238/104/93/163/83/125/157/91/106/182/106/92/194/79/93/292/76/97/163/84/123/160/102/95/180/104/91/169/91/100/225/86/88/167/96/112/193/86/95/171/111/97/171/105/81/251/88/82/177/81/144/175/86/94/190/100/101/207/94/93/238/83/103/174/98/114/165/106/98/166/119/107/180/81/89/219/84/85/228/82/119/188/78/96/172/145/82/183/85/101/226/88/109/195/80/117/174/83/95/202/134/90/182/92/88/228/109/83/172/76/117/184/86/100/163/118/90/169/86/108/271/80/97/177/85/132/160/102/86/182/111/88/186/97/107/228/91/86/188/87/114/214/82/93/195/130/85/171/102/84/240/80/89/176/92/158/173/94/97/182/111/87/207/90/89/232/93/98/166/105/124/195/90/83/167/114/108/195/89/84/231/78/86/215/96/125/185/89/105/169/139/85/175/92/87/247/75/114/187/100/126/171/81/96/226/113/80/180/86/87/272/94/90/185/89/116/172/89/104/166/116/109/185/94/85/282/88/92/180/93/117/166/108/95/170/106/93/176/92/108/239/95/90/198/84/117/214/87/87/191/118/88/182/107/95/251/86/92/174/83/142/171/94/91/173/125/100/229/89/90/242/96/97/181/106/132/195/88/92/168/115/112/176/95/88/239/88/101/238/99/136/182/93/96/173/138/86/180/104/95/244/88/111/175/90/114/195/91/96/244/115/91/182/95/98/236/105/92/177/91/125/179/92/125/181/124/91/195/95/87/281/102/90/181/87/126/190/93/91/175/141/93/204/83/103/244/91/102/188/90/116/211/93/118/177/121/93/194/102/93/256/89/93/182/95/148/199/91/94/180/117/88/218/93/95/262/96/93/184/114/125/178/93/95/182/120/125/182/95/92/246/87/101/226/90/129/178/104/95/173/141/90/191/96/96/273/84/104/220/89/117/178/88/91/214/127/94/191/96/101/242/110/95/202/90/133/185/96/119/183/136/99/184/89/93/303/89/93/191/92/126/203/122/96/210/120/102/177/90/115/247/98/105/182/92/128/209/101/90/193/124/96/175/123/92/241/86/93/186/90/164/194/100/98/211/123/104/227/96/89/259/98/87/199/104/136/184/94/90/190/119/110/182/96/90/245/109/96/224/96/121/188/101/98/176/150/95/211/100/102/252/87/116/189/97/122/183/93/108/215/138/97/215/88/96/249/118/99/197/102/120/184/87/112/179/133/96/189/89/94/329/96/95/204/98/129/181/116/107/186/124/103/188/96/109/252/93/97/179/91/121/254/104/95/186/116/97/183/118/93/261/86/87/209/107/155/189/91/105/189/121/97/233/107/107/249/95/100/189/123/129/182/94/94/203/148/113/194/93/95/264/95/90/229/89/120/215/96/92/182/152/99/214/108/107/243/92/123/203/100/138/183/85/95/223/125/99/199/105/96/255/115/111/188/94/126/185/104/114/225/130/98/193/96/97/298/97/108/195/102/142/199/120/91/186/128/102/197/99/113/257/106/93/213/88/145/224/94/93/187/135/100/209/117/97/253/97/105/211/86/170/199/101/109/188/123/94/232/97/104/257/104/103/202/120/130/199/104/102/193/123/121/191/94/110/295/97/98/245/90/132/194/93/94/199/159/109/221/96/97/261/77/127/197/91/137/190/117/93/234/135/100/194/93/106/264/112/97/212/91/126/191/93/124/202/123/105/192/99/114/324/101/110/194/97/140/220/119/98/191/140/101/197/96/118/284/93/101/193/106/121/254/98/104/184/134/99/192/117/102/254/96/128/195/103/161/193/103/101/196/133/101/235/113/93/286/108/99/194/124/135/185/98/90/219/132/117/191/108/99/260/103/99/230/98/151/205/102/110/200/147/118/205/95/101/258/101/118/206/94/135/206/98/100/259/124/98/219/96/91/264/129/104/196/100/130/195/103/130/202/144/104/204/86/99/316/102/104/208/110/156/200/117/101/196/146/103/214/96/118/301/98/102/211/94/134/233/100/109/223/141/112/200/122/108/266/105/103/202/103/162/200/113/113/196/126/95/248/98/105/269/113/99/217/120/139/194/93/104/195/136/135/211/103/110/269/102/98/255/99/127

ysr

ysr 发表于 2023-2-26 01:48
“得到一串数:

1, 6, 34, 64, 76, 94, 166, 199, 244, 244, 316, 346, 496, 496, 556, 556, 556, 706, 7 ...

还是不明白为啥出现折磨多相同的：496, 496, 556, 556, 556, 706, 706，724, 724，1024, 1024, 1024, 1024，
1336, 1336,1468, 1468, 1468, 1489, 1489, 1489,1609,1609, 1877, 1877, 2239, 2239, ......

重生888@

ysr 发表于 2023-2-26 10:22
6~10000的偶数的拆分素数和对个数的结果：
/1/1/2/1/2/2/2/2/3/3/3/2/3/2/4/4/2/3/4/3/4/5/4/3/5/3/4/6/3/ ...

请解释符号的意义，给我们科普一下，谢谢！
我有新型质数表，相对一合，就出来了：（10000以内）

王守恩

ysr 发表于 2023-2-26 10:35
还是不明白为啥出现折磨多相同的：496, 496, 556, 556, 556, 706, 706，724, 724，1024, 1024, 1024, 102 ...

看主帖第1句：
偶数分拆为 2 个素数之和, 恰好有 n 种分拆方式，我们取其中最大的那个数。譬如：
0种分拆方式，不会有比1*2更大的偶数。
1种分拆方式，不会有比6*2更大的偶数。
2种分拆方式，不会有比34*2更大的偶数。
3种分拆方式，不会有比64*2更大的偶数。
4种分拆方式，不会有比76*2更大的偶数。
5种分拆方式，不会有比94*2更大的偶数。
6种分拆方式，不会有比166*2更大的偶数。
7种分拆方式，不会有比199*2更大的偶数。
8种分拆方式，不会有比244*2更大的偶数。
9种分拆方式，不会有比244*2更大的偶数。
10种分拆方式，不会有比316*2更大的偶数。
11种分拆方式，不会有比346*2更大的偶数。
12种分拆方式，不会有比496*2更大的偶数。
13种分拆方式，不会有比496*2更大的偶数。
14种分拆方式，不会有比556*2更大的偶数。
15种分拆方式，不会有比556*2更大的偶数。
16种分拆方式，不会有比556*2更大的偶数。
.......
这些数有一个共同的特点：都是3倍余1的数。

ysr

a(8)=244: 19+349, 31+337, 037+331, 061+307, 097+271, 127+241, 139+229, 157+211,
a(9)=244: 31+457, 67+421, 079+409, 109+379, 139+349, 151+337, 157+331, 181+307, 211+277,

实际244的拆分素数和对个数是9，这是咋回事？

368拆分个数是8个，488是9个，为啥这里都些上了244？

ysr

ysr 发表于 2023-2-26 02:22
6~10000的偶数的拆分素数和对个数的结果：
/1/1/2/1/2/2/2/2/3/3/3/2/3/2/4/4/2/3/4/3/4/5/4/3/5/3/4/6/3/ ...

把这个结果（就是6~10000的哥德巴赫猜想拆分解的个数）排序并合并相同的值：
1/2/3/4/5/6/7/8/9/10/11/12/13/14/15/16/17/18/19/20/
21/22/23/24/25/26/27/28/29/30/31/32/33/34/35/36/37/38/39/40/
41/42/43/44/45/46/47/48/49/50/51/52/53/54/55/56/57/58/59/60/
61/62/63/64/65/66/67/68/69/70/71/72/73/74/75/76/77/78/79/80/
81/82/83/84/85/86/87/88/89/90/91/92/93/94/95/96/97/98/99/100/
101/102/103/104/105/106/107/108/109/110/111/112/113/114/115/116/117/118/119/120/
121/122/123/124/125/126/127/128/129/130/131/132/133/134/135/136/137/138/139/140/
141/142/143/144/145/146/147/148/149/150/151/152/153/154/155/156/157/158/159/160/
161/162/163/164/165/166/167/168/169/170/171/172/173/174/175/176/177/178/179/180/
181/182/183/184/185/186/187/188/189/190/191/192/193/194/195/196/197/198/199/200/
202/203/204/205/206/207/208/209/210/211/212/213/214/215/216/217/218/219/220/221/
222/223/224/225/226/227/228/229/230/231/232/233/234/235/236/238/239/240/241/242/
243/244/245/246/247/248/249/250/251/252/253/254/255/256/257/258/259/260/261/262/
264/266/267/268/269/271/272/273/274/281/282/284/286/292/295/298/301/303/316/324/
329/

ysr

ysr 发表于 2023-2-26 04:50
把这个结果（就是6~10000的哥德巴赫猜想拆分解的个数）排序并合并相同的值：
1/2/3/4/5/6/7/8/9/10/11/1 ...

没有或者说缺少：201，237，263，265，270，275，276，277，278，279，280，283，285，287，290，291，293，294，296，297，299，300，302，304~315，317~323.

也许再增大再多算一些偶数就有了，其他都是连续的。就是200内是连续的。

ysr

ysr 发表于 2023-2-26 02:22
6~10000的偶数的拆分素数和对个数的结果：
/1/1/2/1/2/2/2/2/3/3/3/2/3/2/4/4/2/3/4/3/4/5/4/3/5/3/4/6/3/ ...

排序而不合并相同值的结果：
/1/1/1/2/2/2/2/2/2/2/2/2/3/3/3/3/3/3/3/3
/3/3/3/4/4/4/4/4/4/4/4/4/4/4/5/5/5/5/5/5
/5/5/5/5/5/5/5/5/5/5/6/6/6/6/6/6/6/6/6/6
/6/6/6/6/6/6/7/7/7/7/7/7/7/7/7/7/7/7/7/7
/7/7/7/7/8/8/8/8/8/8/8/8/8/8/8/8/8/8/8/8
/8/8/8/8/9/9/9/9/9/9/9/9/9/9/9/9/9/9/9/9
/9/9/9/9/9/9/9/10/10/10/10/10/10/10/10/10/10/10/10/10
/10/10/10/11/11/11/11/11/11/11/11/11/11/11/11/11/11/11/11/11
/11/11/11/11/11/11/11/11/11/11/11/11/12/12/12/12/12/12/12/12
/12/12/12/12/12/12/12/12/13/13/13/13/13/13/13/13/13/13/13/13
/13/13/13/13/13/13/13/13/13/13/13/13/13/14/14/14/14/14/14/14
/14/14/14/14/14/14/14/14/14/14/14/14/14/14/14/14/14/14/14/14
/15/15/15/15/15/15/15/15/15/15/15/15/15/15/15/15/15/15/15/15
/15/15/15/16/16/16/16/16/16/16/16/16/16/16/16/16/16/16/16/16
/16/16/16/16/16/17/17/17/17/17/17/17/17/17/17/17/17/17/17/17
/17/17/17/17/17/17/17/17/17/17/18/18/18/18/18/18/18/18/18/18
/18/18/18/18/18/18/18/18/18/18/18/18/18/18/18/18/18/18/18/18
/18/18/18/18/18/19/19/19/19/19/19/19/19/19/19/19/19/19/19/19
/19/19/19/19/19/19/19/19/19/19/19/19/19/19/20/20/20/20/20/20
/20/20/20/20/20/20/20/20/20/20/20/20/20/20/20/20/20/20/20/20
/21/21/21/21/21/21/21/21/21/21/21/21/21/21/21/21/21/21/21/21
/21/21/21/21/21/22/22/22/22/22/22/22/22/22/22/22/22/22/22/22
/22/22/22/22/22/22/22/22/22/22/22/22/23/23/23/23/23/23/23/23
/23/23/23/23/23/23/23/23/23/23/23/23/23/23/23/23/23/23/23/24
/24/24/24/24/24/24/24/24/24/24/24/24/24/24/24/24/24/24/24/24
/24/24/24/24/24/24/25/25/25/25/25/25/25/25/25/25/25/25/25/25
/25/25/25/25/25/25/25/25/25/25/25/25/25/25/25/25/25/25/25/26
/26/26/26/26/26/26/26/26/26/26/26/26/26/26/26/26/26/26/26/26
/26/26/26/26/26/26/26/27/27/27/27/27/27/27/27/27/27/27/27/27
/27/27/27/27/27/27/27/27/27/27/27/27/27/27/27/27/27/27/27/27
/27/27/27/27/27/27/27/27/27/27/27/28/28/28/28/28/28/28/28/28
/28/28/28/28/28/28/28/28/28/28/28/28/28/28/28/28/28/28/28/28
/28/28/28/28/28/28/29/29/29/29/29/29/29/29/29/29/29/29/29/29
/29/29/29/29/29/29/29/30/30/30/30/30/30/30/30/30/30/30/30/30
/30/30/30/30/30/30/30/30/30/30/30/30/30/30/30/30/31/31/31/31
/31/31/31/31/31/31/31/31/31/31/31/31/31/31/31/31/31/31/31/31
/31/31/31/31/31/31/31/31/31/31/31/32/32/32/32/32/32/32/32/32
/32/32/32/32/32/32/32/32/32/32/32/32/32/32/32/32/32/32/32/32
/32/32/32/32/32/32/32/32/32/33/33/33/33/33/33/33/33/33/33/33
/33/33/33/33/33/33/33/33/33/33/33/33/33/33/33/33/33/33/33/33
/33/33/34/34/34/34/34/34/34/34/34/34/34/34/34/34/34/34/34/34
/34/34/34/34/34/34/34/34/34/34/34/34/34/34/34/34/34/34/34/34
/34/35/35/35/35/35/35/35/35/35/35/35/35/35/35/35/35/35/35/35
/35/35/35/35/35/35/35/35/35/35/35/35/35/35/35/35/35/35/36/36
/36/36/36/36/36/36/36/36/36/36/36/36/36/36/36/36/36/36/36/36
/36/36/36/36/36/36/36/36/36/36/36/36/37/37/37/37/37/37/37/37
/37/37/37/37/37/37/37/37/37/37/37/37/37/37/37/37/37/37/37/37
/37/37/37/37/37/37/37/38/38/38/38/38/38/38/38/38/38/38/38/38
/38/38/38/38/38/38/38/38/38/38/38/38/38/38/38/38/38/38/39/39
/39/39/39/39/39/39/39/39/39/39/39/39/39/39/39/39/39/39/39/39
/39/39/39/39/39/39/39/39/39/40/40/40/40/40/40/40/40/40/40/40
/40/40/40/40/40/40/40/40/40/40/40/40/40/40/40/40/40/41/41/41
/41/41/41/41/41/41/41/41/41/41/41/41/41/41/41/41/41/41/41/41
/41/41/41/41/41/41/41/41/41/41/41/41/41/41/41/41/41/41/42/42
/42/42/42/42/42/42/42/42/42/42/42/42/42/42/42/42/42/42/42/42
/42/42/42/42/42/42/42/42/42/42/42/42/42/42/42/43/43/43/43/43
/43/43/43/43/43/43/43/43/43/43/43/43/43/43/43/43/43/43/43/43
/43/43/43/43/43/43/43/44/44/44/44/44/44/44/44/44/44/44/44/44
/44/44/44/44/44/44/44/44/44/44/44/44/44/44/44/44/44/44/44/44
/44/44/44/44/44/44/44/44/44/44/44/45/45/45/45/45/45/45/45/45
/45/45/45/45/45/45/45/45/45/45/45/45/45/45/45/45/45/45/45/45
/45/45/45/45/45/45/46/46/46/46/46/46/46/46/46/46/46/46/46/46
/46/46/46/46/46/46/46/46/46/46/46/46/46/46/46/46/46/46/46/46
/46/46/46/47/47/47/47/47/47/47/47/47/47/47/47/47/47/47/47/47
/47/47/47/47/47/47/47/47/47/47/47/47/47/47/47/47/47/47/47/47
/47/47/47/47/48/48/48/48/48/48/48/48/48/48/48/48/48/48/48/48
/48/48/48/48/48/48/48/48/48/48/48/48/48/48/48/48/48/48/48/48
/48/48/48/48/48/48/48/48/49/49/49/49/49/49/49/49/49/49/49/49
/49/49/49/49/49/49/49/49/49/49/49/49/49/49/49/49/49/49/49/49
/49/50/50/50/50/50/50/50/50/50/50/50/50/50/50/50/50/50/50/50
/50/50/50/50/50/50/50/50/50/50/50/50/50/50/50/50/50/50/51/51
/51/51/51/51/51/51/51/51/51/51/51/51/51/51/51/51/51/51/51/51
/51/51/51/51/51/51/51/51/51/51/52/52/52/52/52/52/52/52/52/52
/52/52/52/52/52/52/52/52/52/52/52/52/52/52/52/52/52/52/52/52
/52/52/52/52/52/52/52/52/52/52/52/52/52/52/52/52/52/53/53/53
/53/53/53/53/53/53/53/53/53/53/53/53/53/53/53/53/53/53/53/53
/53/53/53/53/53/53/53/53/53/53/53/53/53/53/53/53/54/54/54/54
/54/54/54/54/54/54/54/54/54/54/54/54/54/54/54/54/54/54/54/54
/54/54/54/54/54/54/54/54/54/54/54/54/54/54/54/54/54/54/54/55
/55/55/55/55/55/55/55/55/55/55/55/55/55/55/55/55/55/55/55/55
/55/55/55/55/55/55/55/55/55/55/55/55/55/55/55/55/55/55/55/55
/55/55/55/55/55/55/56/56/56/56/56/56/56/56/56/56/56/56/56/56
/56/56/56/56/56/56/56/56/56/56/56/56/56/56/56/56/56/56/56/57
/57/57/57/57/57/57/57/57/57/57/57/57/57/57/57/57/57/57/57/57
/57/57/57/57/57/57/57/57/57/57/57/57/57/57/57/57/58/58/58/58
/58/58/58/58/58/58/58/58/58/58/58/58/58/58/58/58/58/58/58/58
/58/58/58/58/58/58/58/58/58/58/58/58/58/58/58/58/58/58/58/58
/58/58/58/58/59/59/59/59/59/59/59/59/59/59/59/59/59/59/59/59
/59/59/59/59/59/59/59/59/59/59/59/59/59/59/59/59/59/59/59/59
/59/59/59/59/59/60/60/60/60/60/60/60/60/60/60/60/60/60/60/60
/60/60/60/60/60/60/60/60/60/60/60/60/60/60/60/60/60/60/60/60
/60/60/61/61/61/61/61/61/61/61/61/61/61/61/61/61/61/61/61/61
/61/61/61/61/61/61/61/61/61/61/61/61/61/61/61/61/61/61/61/61
/61/61/61/61/61/61/61/61/61/61/62/62/62/62/62/62/62/62/62/62
/62/62/62/62/62/62/62/62/62/62/62/62/62/62/62/62/62/62/62/62
/62/62/62/62/63/63/63/63/63/63/63/63/63/63/63/63/63/63/63/63
/63/63/63/63/63/63/63/63/63/63/63/63/63/63/63/63/63/63/63/64
/64/64/64/64/64/64/64/64/64/64/64/64/64/64/64/64/64/64/64/64
/64/64/64/64/64/64/64/64/64/64/64/64/64/64/64/64/64/64/64/64
/64/64/64/64/64/64/65/65/65/65/65/65/65/65/65/65/65/65/65/65
/65/65/65/65/65/65/65/65/65/65/65/65/65/65/65/65/65/65/65/65
/65/65/66/66/66/66/66/66/66/66/66/66/66/66/66/66/66/66/66/66
/66/66/66/66/66/66/66/66/66/66/66/67/67/67/67/67/67/67/67/67
/67/67/67/67/67/67/67/67/67/67/67/67/67/67/67/67/67/67/67/67
/67/67/67/67/67/67/67/68/68/68/68/68/68/68/68/68/68/68/68/68
/68/68/68/68/68/68/68/68/68/68/68/68/68/68/68/68/68/68/68/68
/68/68/68/68/68/68/68/68/68/68/68/68/68/69/69/69/69/69/69/69
/69/69/69/69/69/69/69/69/69/69/69/69/69/69/69/69/69/69/69/69
/69/69/69/69/69/69/69/69/69/69/69/69/69/69/69/69/69/70/70/70
/70/70/70/70/70/70/70/70/70/70/70/70/70/70/70/70/70/70/70/70
/70/70/70/70/70/70/70/70/70/70/70/70/70/70/70/70/70/70/70/70
/71/71/71/71/71/71/71/71/71/71/71/71/71/71/71/71/71/71/71/71
/71/71/71/71/71/71/71/71/71/71/71/71/71/71/71/71/71/71/72/72
/72/72/72/72/72/72/72/72/72/72/72/72/72/72/72/72/72/72/72/72
/72/72/72/72/72/72/72/72/72/72/72/72/72/72/72/72/72/72/72/72
/72/72/72/72/72/72/73/73/73/73/73/73/73/73/73/73/73/73/73/73
/73/73/73/73/73/73/73/73/73/73/73/73/73/73/73/73/73/73/73/73
/73/73/73/73/73/73/73/73/73/73/73/73/73/73/73/73/74/74/74/74
/74/74/74/74/74/74/74/74/74/74/74/74/74/74/74/74/74/74/74/74
/74/74/74/74/74/74/74/74/74/74/74/75/75/75/75/75/75/75/75/75
/75/75/75/75/75/75/75/75/75/75/75/75/75/75/75/75/75/75/75/75
/75/75/75/75/75/75/75/75/75/75/75/75/75/75/75/75/75/75/75/75
/75/75/75/76/76/76/76/76/76/76/76/76/76/76/76/76/76/76/76/76
/76/76/76/76/76/76/76/76/76/76/76/76/76/76/76/76/76/76/76/76
/76/76/76/76/76/76/76/76/76/76/76/76/76/76/76/77/77/77/77/77
/77/77/77/77/77/77/77/77/77/77/77/77/77/77/77/77/77/77/77/77
/77/77/77/77/77/77/77/77/77/77/77/77/77/77/77/77/77/77/77/77
/77/77/77/77/77/77/77/77/77/77/77/77/78/78/78/78/78/78/78/78
/78/78/78/78/78/78/78/78/78/78/78/78/78/78/78/78/78/78/78/78
/78/78/78/78/78/78/78/78/78/78/78/78/78/78/78/79/79/79/79/79
/79/79/79/79/79/79/79/79/79/79/79/79/79/79/79/79/79/79/79/79
/79/79/79/79/79/79/79/79/79/79/79/79/79/79/79/79/79/79/79/80
/80/80/80/80/80/80/80/80/80/80/80/80/80/80/80/80/80/80/80/80
/80/80/80/80/80/80/80/80/80/80/80/80/80/80/80/80/80/80/81/81
/81/81/81/81/81/81/81/81/81/81/81/81/81/81/81/81/81/81/81/81
/81/81/81/81/81/81/81/81/81/81/81/81/81/81/81/81/81/81/81/81
/82/82/82/82/82/82/82/82/82/82/82/82/82/82/82/82/82/82/82/82
/82/82/82/82/82/82/82/82/82/82/82/82/82/82/82/82/82/82/82/82
/82/82/82/82/82/82/82/83/83/83/83/83/83/83/83/83/83/83/83/83
/83/83/83/83/83/83/83/83/83/83/83/83/83/83/83/83/83/83/83/83
/83/83/83/83/83/83/83/83/83/83/83/83/83/84/84/84/84/84/84/84
/84/84/84/84/84/84/84/84/84/84/84/84/84/84/84/84/84/84/84/84
/84/84/84/84/84/84/84/84/84/84/84/84/84/84/84/85/85/85/85/85
/85/85/85/85/85/85/85/85/85/85/85/85/85/85/85/85/85/85/85/85
/85/85/85/85/85/85/85/85/85/85/86/86/86/86/86/86/86/86/86/86
/86/86/86/86/86/86/86/86/86/86/86/86/86/86/86/86/86/86/86/86
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/87/87/87/87/87/87/87/87/87/87/87/87/87/87/87/87/87/87/87/87
/87/87/87/87/87/87/87/87/87/87/87/87/88/88/88/88/88/88/88/88
/88/88/88/88/88/88/88/88/88/88/88/88/88/88/88/88/88/88/88/88
/88/88/89/89/89/89/89/89/89/89/89/89/89/89/89/89/89/89/89/89
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/90/90/90/90/90/90/90/90/90/90/90/90/90/90/90/90/90/90/90/90
/90/90/90/90/90/90/90/90/91/91/91/91/91/91/91/91/91/91/91/91
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/95/96/96/96/96/96/96/96/96/96/96/96/96/96/96/96/96/96/96/96
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/98/98/98/98/98/98/98/98/99/99/99/99/99/99/99/99/99/99/99/99
/99/99/99/99/99/99/99/99/99/99/99/99/99/99/99/99/99/99/99/99
/99/99/99/100/100/100/100/100/100/100/100/100/100/100/100/100/100/100/100/100
/100/100/100/100/100/100/100/100/100/100/100/100/100/101/101/101/101/101/101/101
/101/101/101/101/101/101/101/101/101/101/101/101/101/101/101/101/101/101/101/101
/101/101/101/101/102/102/102/102/102/102/102/102/102/102/102/102/102/102/102/102
/102/102/102/102/102/102/102/102/102/102/102/102/102/102/102/103/103/103/103/103
/103/103/103/103/103/103/103/103/103/103/103/103/103/103/103/103/103/103/103/103
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/269/269/271/272/273/274/281/282/284/286/292/295/298/301/303/316/324/329

ysr

(偶数)(方根内的素数和对个数)(总个数)
9238   3   94
(偶数)(方根内的素数和对个数)(总个数)
9240   11   329
(偶数)(方根内的素数和对个数)(总个数)
9242   3   96
(偶数)(方根内的素数和对个数)(总个数)
9244   7   95
(偶数)(方根内的素数和对个数)(总个数)
9246   9   204
(偶数)(方根内的素数和对个数)(总个数)
9248   3   98