偶数N方根以内素数对的个数

ysr · 发表于 2023-2-19 07:10

偶数460000和480000之间的偶数的方根内最少拆分个数为：3，分别列表如下：
（偶数）（偶数方根内的素数和对个数,仅输出个数低于4的）（总素数和对个数）
460048 3  2132
460946 4  2166
461972 4  2547
463058 4  2087
463984 4  2210

ysr · 发表于 2023-2-19 08:30

单位电脑上有一个程序还没有出来结果，计算范围是48万到50万，我下班没有关电脑，如果通识不关机的话明天就可以看到结果了，我下班回来了，在家里计算从50万开始吧。

1718的方根为41.4487635521254,方根内有1个总数有21个:1718=19+ 1699
61+ 1657
97+ 1621
109+ 1609
139+ 1579
151+ 1567
229+ 1489
271+ 1447
337+ 1381
397+ 1321
421+ 1297
439+ 1279
487+ 1231
547+ 1171
601+ 1117
631+ 1087
709+ 1009
727+ 991
751+ 967
811+ 907
859+ 859

ysr · 发表于 2023-2-19 08:46

本帖最后由 ysr 于 2023-2-19 02:21 编辑

460048的方根为678.268383458937,方根内有3个总数有2132个:460048=257+ 459791
401+ 459647
569+ 459479
839+ 459209
881+ 459167
1019+ 459029
1061+ 458987
1091+ 458957
1151+ 458897
1229+ 458819

……

后面还多，超长了，发不出来不发了

ysr · 发表于 2023-2-19 08:57

本帖最后由 ysr 于 2023-2-19 01:03 编辑

“计算的临时数据保存到EXCEL表中，一个表几列就可以保存100多万组数据”
谢谢您的指导！我的电脑里没有激活Excel，单位电脑里是不敢存入这个的，我的电脑里有记事本，但存的多了，我的电脑就更慢了，对我来说数据太多了没用，把关键数据对论点有用的作为给力的论据发一下算了。其实用不着发多长的，有人关注，为了让人清楚道理，适当多发一点儿而已，实际增长速度比预期好，目前这些数据已经足够说明说清问题，为了完成陈诺，我必须算到160万！
（当时临时存了数据的，事后也都删掉了）
程序速度快的话也简单，只是我的程序无法提高速度了，消耗一点时间吧！

谢谢您！非常感谢，欢迎关注和沟通！

Treenewbee · 发表于 2023-2-19 10:01

ysr 发表于 2023-2-19 08:57
“计算的临时数据保存到EXCEL表中，一个表几列就可以保存100多万组数据”
谢谢您的指导！我的电脑里没有激 ...

列出你的代码，我帮你优化下

ysr · 发表于 2023-2-19 10:18

Treenewbee 发表于 2023-2-19 02:01
列出你的代码，我帮你优化下

'代码如下，有vb6.0的话复制黏贴就可以运行的（对于小数据用这个程序会把结果全部显示的而不是仅仅显示低于某值的低谷值数据）：

Private Function fenjieyinzi(sa As String) As String
Dim x, A, B
x = sa
B = Int(Sqr(Val(x)) / 2)
If x = 3 Or x = 2 Then
A = True
Else
If x Mod 2 = 0 Then
A = False
Else

For I = 3 To 2 * B + 1 Step 2
If x Mod I = 0 Then
A = False
Exit For

Else: A = True

End If
Next
End If
End If
If A = True Then
fenjieyinzi = "这是个素数"
Else
fenjieyinzi = "2*2"
End If

End Function

Private Sub Command1_Click()
Dim a, b
a = Val(Text1)
a3 = a
q = Val(Text2)
Do While a <= q
s = 0
m = Sqr(a)
a1 = 3
Do While a1 <= m
b = a - a1
c = fenjieyinzi(Val(a1))
d = fenjieyinzi(Val(b))
If InStr(c, "*") = 0 And InStr(d, "*") = 0 Then
s = s + 1

Else
s = s
End If
a1 = a1 + 2
Loop
a2 = a1
s1 = s
Do While a2 <= a / 2
B1 = a - a2
C1 = fenjieyinzi(Val(a2))
D1 = fenjieyinzi(Val(B1))

If InStr(C1, "*") = 0 And InStr(D1, "*") = 0 Then
s1 = s1 + 1

Else
s1 = s1
End If

a2 = a2 + 2

Loop

Text3 = Text3 & CStr(a) & " " & CStr(s) & " " & CStr(s1) & vbCrLf
Print a, s, s1
s2 = s2 & "/" & s
If s = 0 Then s5 = s5 & CStr(a) & " " & CStr(s) & " " & CStr(s1) & vbCrLf: s7 = s7 + 1

a = a + 2
Loop
s3 = Mid(s2, 2)
s4 = min(Trim(s3))
s6 = "（偶数）（偶数方根内的素数和对个数,仅输出个数低于6的）（总素数和对个数）"
s8 = "含有0个小根拆的偶数有" & s7 & "个分别如下："
Combo1.Text = "偶数" & a3 & "和" & q & "之间的偶数的方根内最少拆分个数为：" & s4 & "，分别列表如下：" & vbCrLf & s6 & vbCrLf & Text3.Text
Text4 = s8 & vbCrLf & s5
End Sub

Private Sub Command2_Click()
Text1 = ""
Text2 = ""
Text3 = ""
Text4 = ""
Combo1 = ""
Form1.Cls
End Sub

Private Function min(ByVal lists As String) As String
Dim temp As Long
Dim a() As String
a = Split(lists, "/")
Dim b As Long
temp = a(0)
For b = 0 To UBound(a)
If temp > a(b) Then temp = a(b)
Next
min = temp
End Function

ysr · 发表于 2023-2-19 10:19

本帖最后由 ysr 于 2023-2-19 02:27 编辑

Treenewbee 发表于 2023-2-19 02:01
列出你的代码，我帮你优化下

'代码如下，有vb6.0的话复制黏贴就可以运行的（这个程序仅仅显示小根拆个数低于6的低谷值数据）：

Private Function fenjieyinzi(sa As String) As String
Dim x, A, B
x = sa
B = Int(Sqr(Val(x)) / 2)
If x = 3 Or x = 2 Then
A = True
Else
If x Mod 2 = 0 Then
A = False
Else

For I = 3 To 2 * B + 1 Step 2
If x Mod I = 0 Then
A = False
Exit For

Else: A = True

End If
Next
End If
End If
If A = True Then
fenjieyinzi = "这是个素数"
Else
fenjieyinzi = "2*2"
End If

End Function

Private Sub Command1_Click()
Dim a, b
a = Val(Text1)
a3 = a
q = Val(Text2)
Do While a <= q
s = 0
m = Sqr(a)
a1 = 3
Do While a1 <= m
b = a - a1
c = fenjieyinzi(Val(a1))
d = fenjieyinzi(Val(b))
If InStr(c, "*") = 0 And InStr(d, "*") = 0 Then
s = s + 1

Else
s = s
End If
a1 = a1 + 2
Loop
a2 = a1
s1 = s
Do While a2 <= a / 2
B1 = a - a2
C1 = fenjieyinzi(Val(a2))
D1 = fenjieyinzi(Val(B1))

If InStr(C1, "*") = 0 And InStr(D1, "*") = 0 Then
s1 = s1 + 1

Else
s1 = s1
End If

a2 = a2 + 2

Loop
If s <= 6 Then
Text3 = Text3 & CStr(a) & " " & CStr(s) & " " & CStr(s1) & vbCrLf
Print a, s, s1
s2 = s2 & "/" & s
If s = 0 Then s5 = s5 & CStr(a) & " " & CStr(s) & " " & CStr(s1) & vbCrLf: s7 = s7 + 1
Else
s2 = s2
End If
a = a + 2
Loop
s3 = Mid(s2, 2)
s4 = min(Trim(s3))
s6 = "（偶数）（偶数方根内的素数和对个数,仅输出个数低于6的）（总素数和对个数）"
s8 = "含有0个小根拆的偶数有" & s7 & "个分别如下："
Combo1.Text = "偶数" & a3 & "和" & q & "之间的偶数的方根内最少拆分个数为：" & s4 & "，分别列表如下：" & vbCrLf & s6 & vbCrLf & Text3.Text
Text4 = s8 & vbCrLf & s5
End Sub

Private Sub Command2_Click()
Text1 = ""
Text2 = ""
Text3 = ""
Text4 = ""
Combo1 = ""
Form1.Cls
End Sub

Private Function min(ByVal lists As String) As String
Dim temp As Long
Dim a() As String
a = Split(lists, "/")
Dim b As Long
temp = a(0)
For b = 0 To UBound(a)
If temp > a(b) Then temp = a(b)
Next
min = temp
End Function

ysr · 发表于 2023-2-19 10:23

ysr 发表于 2023-2-19 00:46
460048的方根为678.268383458937,方根内有3个总数有2132个:460048=257+ 459791
401+ 459647
569+ 459479
...

T先生：“这些没必要保存，保存个总数就够了发表于 2023-2-19 01:48”

是的，临时存一下，都删了没有保存

愚工688 · 发表于 2023-2-19 16:21

ysr 发表于 2023-2-19 02:23
T先生：“这些没必要保存，保存个总数就够了发表于 2023-2-19 01:48”

是的，临时存一下，都删了没 ...

20万后面的连续100个偶数的根号内的素数对情况：（超字数了，缩小些）

M= 200000    ,S(m)= 1417 ( s1= 1405 ,s2= 12 ), Sp(m)≈ 1469 ,δ(m)≈ .037 ,δ1(m)≈ .046
M= 200002    ,S(m)= 1172 ( s1= 1160 ,s2= 12 ), Sp(m)≈ 1224 ,δ(m)≈ .044 ,δ1(m)≈ .055
M= 200004    ,S(m)= 2547 ( s1= 2522 ,s2= 25 ), Sp(m)≈ 2644 ,δ(m)≈ .038 ,δ1(m)≈ .048
M= 200006    ,S(m)= 1071 ( s1= 1059 ,s2= 12 ), Sp(m)≈ 1102 ,δ(m)≈ .029 ,δ1(m)≈ .041
M= 200008    ,S(m)= 1113 ( s1= 1105 ,s2= 8 ), Sp(m)≈ 1154 ,δ(m)≈ .037 ,δ1(m)≈ .044
M= 200010    ,S(m)= 2884 ( s1= 2857 ,s2= 27 ), Sp(m)≈ 3017 ,δ(m)≈ .046 ,δ1(m)≈ .056
M= 200012    ,S(m)= 1065 ( s1= 1053 ,s2= 12 ), Sp(m)≈ 1140 ,δ(m)≈ .07 ,δ1(m)≈ .083
M= 200014    ,S(m)= 1085 ( s1= 1075 ,s2= 10 ), Sp(m)≈ 1113 ,δ(m)≈ .026 ,δ1(m)≈ .035
M= 200016    ,S(m)= 2137 ( s1= 2119 ,s2= 18 ), Sp(m)≈ 2204 ,δ(m)≈ .031 ,δ1(m)≈ .04
M= 200018    ,S(m)= 1397 ( s1= 1387 ,s2= 10 ), Sp(m)≈ 1452 ,δ(m)≈ .039 ,δ1(m)≈ .047
M= 200020    ,S(m)= 1458 ( s1= 1445 ,s2= 13 ), Sp(m)≈ 1501 ,δ(m)≈ .029 ,δ1(m)≈ .039
M= 200022    ,S(m)= 2403 ( s1= 2379 ,s2= 24 ), Sp(m)≈ 2465 ,δ(m)≈ .026 ,δ1(m)≈ .036
M= 200024    ,S(m)= 1187 ( s1= 1176 ,s2= 11 ), Sp(m)≈ 1224 ,δ(m)≈ .031 ,δ1(m)≈ .041
M= 200026    ,S(m)= 1053 ( s1= 1041 ,s2= 12 ), Sp(m)≈ 1113 ,δ(m)≈ .057 ,δ1(m)≈ .069
M= 200028    ,S(m)= 2146 ( s1= 2128 ,s2= 18 ), Sp(m)≈ 2243 ,δ(m)≈ .045 ,δ1(m)≈ .054
M= 200030    ,S(m)= 1451 ( s1= 1439 ,s2= 12 ), Sp(m)≈ 1494 ,δ(m)≈ .03 ,δ1(m)≈ .038
M= 200032    ,S(m)= 1367 ( s1= 1354 ,s2= 13 ), Sp(m)≈ 1431 ,δ(m)≈ .047 ,δ1(m)≈ .057
M= 200034    ,S(m)= 2118 ( s1= 2094 ,s2= 24 ), Sp(m)≈ 2204 ,δ(m)≈ .041 ,δ1(m)≈ .053
M= 200036    ,S(m)= 1086 ( s1= 1070 ,s2= 16 ), Sp(m)≈ 1129 ,δ(m)≈ .04 ,δ1(m)≈ .055
M= 200038    ,S(m)= 1045 ( s1= 1035 ,s2= 10 ), Sp(m)≈ 1102 ,δ(m)≈ .055 ,δ1(m)≈ .065
M= 200040    ,S(m)= 2868 ( s1= 2841 ,s2= 27 ), Sp(m)≈ 2939 ,δ(m)≈ .025 ,δ1(m)≈ .034
M= 200042    ,S(m)= 1079 ( s1= 1068 ,s2= 11 ), Sp(m)≈ 1143 ,δ(m)≈ .059 ,δ1(m)≈ .07
M= 200044    ,S(m)= 1158 ( s1= 1147 ,s2= 11 ), Sp(m)≈ 1202 ,δ(m)≈ .038 ,δ1(m)≈ .048
M= 200046    ,S(m)= 2866 ( s1= 2837 ,s2= 29 ), Sp(m)≈ 2946 ,δ(m)≈ .028 ,δ1(m)≈ .038
M= 200048    ,S(m)= 1064 ( s1= 1054 ,s2= 10 ), Sp(m)≈ 1102 ,δ(m)≈ .036 ,δ1(m)≈ .046
M= 200050    ,S(m)= 1417 ( s1= 1406 ,s2= 11 ), Sp(m)≈ 1469 ,δ(m)≈ .037 ,δ1(m)≈ .045
M= 200052    ,S(m)= 2122 ( s1= 2101 ,s2= 21 ), Sp(m)≈ 2204 ,δ(m)≈ .039 ,δ1(m)≈ .049
M= 200054    ,S(m)= 1104 ( s1= 1092 ,s2= 12 ), Sp(m)≈ 1155 ,δ(m)≈ .046 ,δ1(m)≈ .058
M= 200056    ,S(m)= 1107 ( s1= 1096 ,s2= 11 ), Sp(m)≈ 1176 ,δ(m)≈ .062 ,δ1(m)≈ .073
M= 200058    ,S(m)= 2111 ( s1= 2091 ,s2= 20 ), Sp(m)≈ 2204 ,δ(m)≈ .044 ,δ1(m)≈ .054
M= 200060    ,S(m)= 1698 ( s1= 1682 ,s2= 16 ), Sp(m)≈ 1763 ,δ(m)≈ .038 ,δ1(m)≈ .048
M= 200062    ,S(m)= 1087 ( s1= 1076 ,s2= 11 ), Sp(m)≈ 1119 ,δ(m)≈ .029 ,δ1(m)≈ .04
M= 200064    ,S(m)= 2136 ( s1= 2118 ,s2= 18 ), Sp(m)≈ 2204 ,δ(m)≈ .032 ,δ1(m)≈ .041
M= 200066    ,S(m)= 1089 ( s1= 1077 ,s2= 12 ), Sp(m)≈ 1109 ,δ(m)≈ .018 ,δ1(m)≈ .03
M= 200068    ,S(m)= 1180 ( s1= 1167 ,s2= 13 ), Sp(m)≈ 1225 ,δ(m)≈ .038 ,δ1(m)≈ .05
M= 200070    ,S(m)= 3210 ( s1= 3179 ,s2= 31 ), Sp(m)≈ 3395 ,δ(m)≈ .058 ,δ1(m)≈ .068
M= 200072    ,S(m)= 1059 ( s1= 1050 ,s2= 9 ), Sp(m)≈ 1119 ,δ(m)≈ .057 ,δ1(m)≈ .066
M= 200074    ,S(m)= 1325 ( s1= 1316 ,s2= 9 ), Sp(m)≈ 1368 ,δ(m)≈ .032 ,δ1(m)≈ .04
M= 200076    ,S(m)= 2140 ( s1= 2117 ,s2= 23 ), Sp(m)≈ 2204 ,δ(m)≈ .03 ,δ1(m)≈ .041
M= 200078    ,S(m)= 1087 ( s1= 1078 ,s2= 9 ), Sp(m)≈ 1118 ,δ(m)≈ .029 ,δ1(m)≈ .037
M= 200080    ,S(m)= 1468 ( s1= 1455 ,s2= 13 ), Sp(m)≈ 1533 ,δ(m)≈ .044 ,δ1(m)≈ .054
M= 200082    ,S(m)= 2142 ( s1= 2122 ,s2= 20 ), Sp(m)≈ 2205 ,δ(m)≈ .029 ,δ1(m)≈ .039
M= 200084    ,S(m)= 1055 ( s1= 1044 ,s2= 11 ), Sp(m)≈ 1102 ,δ(m)≈ .045 ,δ1(m)≈ .056
M= 200086    ,S(m)= 1060 ( s1= 1053 ,s2= 7 ), Sp(m)≈ 1102 ,δ(m)≈ .04 ,δ1(m)≈ .047
M= 200088    ,S(m)= 2557 ( s1= 2532 ,s2= 25 ), Sp(m)≈ 2652 ,δ(m)≈ .037 ,δ1(m)≈ .047
M= 200090    ,S(m)= 1709 ( s1= 1694 ,s2= 15 ), Sp(m)≈ 1758 ,δ(m)≈ .029 ,δ1(m)≈ .038
M= 200092    ,S(m)= 1064 ( s1= 1053 ,s2= 11 ), Sp(m)≈ 1102 ,δ(m)≈ .036 ,δ1(m)≈ .047
M= 200094    ,S(m)= 2135 ( s1= 2117 ,s2= 18 ), Sp(m)≈ 2205 ,δ(m)≈ .033 ,δ1(m)≈ .042
M= 200096    ,S(m)= 1215 ( s1= 1203 ,s2= 12 ), Sp(m)≈ 1237 ,δ(m)≈ .018 ,δ1(m)≈ .028
M= 200098    ,S(m)= 1072 ( s1= 1063 ,s2= 9 ), Sp(m)≈ 1102 ,δ(m)≈ .028 ,δ1(m)≈ .037
M= 200100    ,S(m)= 3104 ( s1= 3078 ,s2= 26 ), Sp(m)≈ 3194 ,δ(m)≈ .029 ,δ1(m)≈ .038
M= 200102    ,S(m)= 1249 ( s1= 1237 ,s2= 12 ), Sp(m)≈ 1323 ,δ(m)≈ .059 ,δ1(m)≈ .07
M= 200104    ,S(m)= 1042 ( s1= 1030 ,s2= 12 ), Sp(m)≈ 1102 ,δ(m)≈ .058 ,δ1(m)≈ .07
M= 200106    ,S(m)= 2178 ( s1= 2158 ,s2= 20 ), Sp(m)≈ 2205 ,δ(m)≈ .012 ,δ1(m)≈ .022
M= 200108    ,S(m)= 1138 ( s1= 1128 ,s2= 10 ), Sp(m)≈ 1167 ,δ(m)≈ .025 ,δ1(m)≈ .035
M= 200110    ,S(m)= 1437 ( s1= 1425 ,s2= 12 ), Sp(m)≈ 1470 ,δ(m)≈ .023 ,δ1(m)≈ .032
M= 200112    ,S(m)= 2388 ( s1= 2366 ,s2= 22 ), Sp(m)≈ 2456 ,δ(m)≈ .028 ,δ1(m)≈ .038
M= 200114    ,S(m)= 1062 ( s1= 1052 ,s2= 10 ), Sp(m)≈ 1102 ,δ(m)≈ .038 ,δ1(m)≈ .048
M= 200116    ,S(m)= 1276 ( s1= 1264 ,s2= 12 ), Sp(m)≈ 1323 ,δ(m)≈ .037 ,δ1(m)≈ .047
M= 200118    ,S(m)= 2103 ( s1= 2085 ,s2= 18 ), Sp(m)≈ 2205 ,δ(m)≈ .049 ,δ1(m)≈ .058
M= 200120    ,S(m)= 1374 ( s1= 1362 ,s2= 12 ), Sp(m)≈ 1470 ,δ(m)≈ .07 ,δ1(m)≈ .079
M= 200122    ,S(m)= 1201 ( s1= 1190 ,s2= 11 ), Sp(m)≈ 1239 ,δ(m)≈ .032 ,δ1(m)≈ .041
M= 200124    ,S(m)= 2324 ( s1= 2305 ,s2= 19 ), Sp(m)≈ 2374 ,δ(m)≈ .022 ,δ1(m)≈ .03
M= 200126    ,S(m)= 1094 ( s1= 1083 ,s2= 11 ), Sp(m)≈ 1127 ,δ(m)≈ .03 ,δ1(m)≈ .041
M= 200128    ,S(m)= 1120 ( s1= 1111 ,s2= 9 ), Sp(m)≈ 1144 ,δ(m)≈ .021 ,δ1(m)≈ .03
M= 200130    ,S(m)= 3358 ( s1= 3331 ,s2= 27 ), Sp(m)≈ 3528 ,δ(m)≈ .051 ,δ1(m)≈ .059
M= 200132    ,S(m)= 1063 ( s1= 1055 ,s2= 8 ), Sp(m)≈ 1103 ,δ(m)≈ .038 ,δ1(m)≈ .045
M= 200134    ,S(m)= 1181 ( s1= 1170 ,s2= 11 ), Sp(m)≈ 1225 ,δ(m)≈ .037 ,δ1(m)≈ .047
M= 200136    ,S(m)= 2201 ( s1= 2183 ,s2= 18 ), Sp(m)≈ 2290 ,δ(m)≈ .04 ,δ1(m)≈ .049
M= 200138    ,S(m)= 1061 ( s1= 1052 ,s2= 9 ), Sp(m)≈ 1103 ,δ(m)≈ .04 ,δ1(m)≈ .048
M= 200140    ,S(m)= 1413 ( s1= 1400 ,s2= 13 ), Sp(m)≈ 1470 ,δ(m)≈ .04 ,δ1(m)≈ .05
M= 200142    ,S(m)= 2122 ( s1= 2106 ,s2= 16 ), Sp(m)≈ 2205 ,δ(m)≈ .039 ,δ1(m)≈ .047
M= 200144    ,S(m)= 1284 ( s1= 1274 ,s2= 10 ), Sp(m)≈ 1323 ,δ(m)≈ .03 ,δ1(m)≈ .038
M= 200146    ,S(m)= 1158 ( s1= 1148 ,s2= 10 ), Sp(m)≈ 1228 ,δ(m)≈ .06 ,δ1(m)≈ .07
M= 200148    ,S(m)= 2275 ( s1= 2258 ,s2= 17 ), Sp(m)≈ 2406 ,δ(m)≈ .058 ,δ1(m)≈ .066
M= 200150    ,S(m)= 1414 ( s1= 1400 ,s2= 14 ), Sp(m)≈ 1470 ,δ(m)≈ .04 ,δ1(m)≈ .05
M= 200152    ,S(m)= 1054 ( s1= 1047 ,s2= 7 ), Sp(m)≈ 1117 ,δ(m)≈ .06 ,δ1(m)≈ .067
M= 200154    ,S(m)= 2103 ( s1= 2088 ,s2= 15 ), Sp(m)≈ 2205 ,δ(m)≈ .049 ,δ1(m)≈ .056
M= 200156    ,S(m)= 1168 ( s1= 1158 ,s2= 10 ), Sp(m)≈ 1225 ,δ(m)≈ .049 ,δ1(m)≈ .058
M= 200158    ,S(m)= 1360 ( s1= 1348 ,s2= 12 ), Sp(m)≈ 1464 ,δ(m)≈ .076 ,δ1(m)≈ .086
M= 200160    ,S(m)= 2877 ( s1= 2849 ,s2= 28 ), Sp(m)≈ 2962 ,δ(m)≈ .03 ,δ1(m)≈ .04
M= 200162    ,S(m)= 1106 ( s1= 1094 ,s2= 12 ), Sp(m)≈ 1131 ,δ(m)≈ .023 ,δ1(m)≈ .034
M= 200164    ,S(m)= 1045 ( s1= 1035 ,s2= 10 ), Sp(m)≈ 1113 ,δ(m)≈ .065 ,δ1(m)≈ .075
M= 200166    ,S(m)= 2148 ( s1= 2127 ,s2= 21 ), Sp(m)≈ 2236 ,δ(m)≈ .041 ,δ1(m)≈ .051
M= 200168    ,S(m)= 1070 ( s1= 1063 ,s2= 7 ), Sp(m)≈ 1117 ,δ(m)≈ .044 ,δ1(m)≈ .051
M= 200170    ,S(m)= 1460 ( s1= 1446 ,s2= 14 ), Sp(m)≈ 1512 ,δ(m)≈ .036 ,δ1(m)≈ .046
M= 200172    ,S(m)= 2549 ( s1= 2525 ,s2= 24 ), Sp(m)≈ 2647 ,δ(m)≈ .038 ,δ1(m)≈ .048
M= 200174    ,S(m)= 1169 ( s1= 1160 ,s2= 9 ), Sp(m)≈ 1203 ,δ(m)≈ .029 ,δ1(m)≈ .037
M= 200176    ,S(m)= 1056 ( s1= 1048 ,s2= 8 ), Sp(m)≈ 1103 ,δ(m)≈ .045 ,δ1(m)≈ .052
M= 200178    ,S(m)= 2359 ( s1= 2343 ,s2= 16 ), Sp(m)≈ 2458 ,δ(m)≈ .042 ,δ1(m)≈ .049
M= 200180    ,S(m)= 1408 ( s1= 1395 ,s2= 13 ), Sp(m)≈ 1470 ,δ(m)≈ .044 ,δ1(m)≈ .054
M= 200182    ,S(m)= 1067 ( s1= 1055 ,s2= 12 ), Sp(m)≈ 1114 ,δ(m)≈ .044 ,δ1(m)≈ .056
M= 200184    ,S(m)= 2257 ( s1= 2236 ,s2= 21 ), Sp(m)≈ 2341 ,δ(m)≈ .037 ,δ1(m)≈ .047
M= 200186    ,S(m)= 1288 ( s1= 1278 ,s2= 10 ), Sp(m)≈ 1348 ,δ(m)≈ .047 ,δ1(m)≈ .055
M= 200188    ,S(m)= 1061 ( s1= 1050 ,s2= 11 ), Sp(m)≈ 1103 ,δ(m)≈ .04 ,δ1(m)≈ .05
M= 200190    ,S(m)= 2866 ( s1= 2839 ,s2= 27 ), Sp(m)≈ 2941 ,δ(m)≈ .026 ,δ1(m)≈ .036
M= 200192    ,S(m)= 1163 ( s1= 1153 ,s2= 10 ), Sp(m)≈ 1232 ,δ(m)≈ .059 ,δ1(m)≈ .069
M= 200194    ,S(m)= 1065 ( s1= 1051 ,s2= 14 ), Sp(m)≈ 1108 ,δ(m)≈ .04 ,δ1(m)≈ .054
M= 200196    ,S(m)= 2222 ( s1= 2201 ,s2= 21 ), Sp(m)≈ 2267 ,δ(m)≈ .02 ,δ1(m)≈ .03
M= 200198    ,S(m)= 1058 ( s1= 1049 ,s2= 9 ), Sp(m)≈ 1141 ,δ(m)≈ .078 ,δ1(m)≈ .088
M= 200200    ,S(m)= 2060 ( s1= 2042 ,s2= 18 ), Sp(m)≈ 2139 ,δ(m)≈ .038 ,δ1(m)≈ .048

愚工688 · 发表于 2023-2-19 16:23

本帖最后由愚工688 于 2023-2-19 10:10 编辑

（接上贴）

M= 200202    ,S(m)= 2160 ( s1= 2140 ,s2= 20 ), Sp(m)≈ 2243 ,δ(m)≈ .038 ,δ1(m)≈ .048
M= 200204    ,S(m)= 1098 ( s1= 1087 ,s2= 11 ), Sp(m)≈ 1103 ,δ(m)≈ .005 ,δ1(m)≈ .015
M= 200206    ,S(m)= 1073 ( s1= 1062 ,s2= 11 ), Sp(m)≈ 1103 ,δ(m)≈ .028 ,δ1(m)≈ .039
M= 200208    ,S(m)= 2240 ( s1= 2224 ,s2= 16 ), Sp(m)≈ 2283 ,δ(m)≈ .019 ,δ1(m)≈ .027
M= 200210    ,S(m)= 1431 ( s1= 1421 ,s2= 10 ), Sp(m)≈ 1471 ,δ(m)≈ .028 ,δ1(m)≈ .035
M= 200212    ,S(m)= 1071 ( s1= 1060 ,s2= 11 ), Sp(m)≈ 1103 ,δ(m)≈ .03 ,δ1(m)≈ .041
M= 200214    ,S(m)= 2566 ( s1= 2544 ,s2= 22 ), Sp(m)≈ 2659 ,δ(m)≈ .036 ,δ1(m)≈ .045
M= 200216    ,S(m)= 1114 ( s1= 1106 ,s2= 8 ), Sp(m)≈ 1144 ,δ(m)≈ .027 ,δ1(m)≈ .034
M= 200218    ,S(m)= 1066 ( s1= 1057 ,s2= 9 ), Sp(m)≈ 1103 ,δ(m)≈ .035 ,δ1(m)≈ .044
M= 200220    ,S(m)= 2934 ( s1= 2912 ,s2= 22 ), Sp(m)≈ 3050 ,δ(m)≈ .04 ,δ1(m)≈ .047
M= 200222    ,S(m)= 1263 ( s1= 1254 ,s2= 9 ), Sp(m)≈ 1298 ,δ(m)≈ .028 ,δ1(m)≈ .035
M= 200224    ,S(m)= 1057 ( s1= 1045 ,s2= 12 ), Sp(m)≈ 1103 ,δ(m)≈ .044 ,δ1(m)≈ .056
M= 200226    ,S(m)= 2448 ( s1= 2430 ,s2= 18 ), Sp(m)≈ 2584 ,δ(m)≈ .056 ,δ1(m)≈ .063
M= 200228    ,S(m)= 1258 ( s1= 1249 ,s2= 9 ), Sp(m)≈ 1324 ,δ(m)≈ .052 ,δ1(m)≈ .06
M= 200230    ,S(m)= 1442 ( s1= 1427 ,s2= 15 ), Sp(m)≈ 1471 ,δ(m)≈ .02 ,δ1(m)≈ .031
M= 200232    ,S(m)= 2166 ( s1= 2146 ,s2= 20 ), Sp(m)≈ 2228 ,δ(m)≈ .029 ,δ1(m)≈ .038
M= 200234    ,S(m)= 1069 ( s1= 1061 ,s2= 8 ), Sp(m)≈ 1125 ,δ(m)≈ .052 ,δ1(m)≈ .06
M= 200236    ,S(m)= 1050 ( s1= 1038 ,s2= 12 ), Sp(m)≈ 1116 ,δ(m)≈ .063 ,δ1(m)≈ .075
M= 200238    ,S(m)= 2218 ( s1= 2198 ,s2= 20 ), Sp(m)≈ 2311 ,δ(m)≈ .042 ,δ1(m)≈ .051
M= 200240    ,S(m)= 1433 ( s1= 1420 ,s2= 13 ), Sp(m)≈ 1471 ,δ(m)≈ .027 ,δ1(m)≈ .036
M= 200242    ,S(m)= 1247 ( s1= 1231 ,s2= 16 ), Sp(m)≈ 1324 ,δ(m)≈ .062 ,δ1(m)≈ .076
M= 200244    ,S(m)= 2496 ( s1= 2474 ,s2= 22 ), Sp(m)≈ 2586 ,δ(m)≈ .036 ,δ1(m)≈ .045
M= 200246    ,S(m)= 1091 ( s1= 1083 ,s2= 8 ), Sp(m)≈ 1123 ,δ(m)≈ .029 ,δ1(m)≈ .037
M= 200248    ,S(m)= 1038 ( s1= 1028 ,s2= 10 ), Sp(m)≈ 1103 ,δ(m)≈ .063 ,δ1(m)≈ .073
M= 200250    ,S(m)= 2909 ( s1= 2888 ,s2= 21 ), Sp(m)≈ 2976 ,δ(m)≈ .023 ,δ1(m)≈ .03
M= 200252    ,S(m)= 1162 ( s1= 1153 ,s2= 9 ), Sp(m)≈ 1203 ,δ(m)≈ .035 ,δ1(m)≈ .043
M= 200254    ,S(m)= 1070 ( s1= 1057 ,s2= 13 ), Sp(m)≈ 1108 ,δ(m)≈ .036 ,δ1(m)≈ .048
M= 200256    ,S(m)= 2571 ( s1= 2553 ,s2= 18 ), Sp(m)≈ 2666 ,δ(m)≈ .037 ,δ1(m)≈ .044
M= 200258    ,S(m)= 1079 ( s1= 1071 ,s2= 8 ), Sp(m)≈ 1103 ,δ(m)≈ .022 ,δ1(m)≈ .03
M= 200260    ,S(m)= 1650 ( s1= 1635 ,s2= 15 ), Sp(m)≈ 1719 ,δ(m)≈ .042 ,δ1(m)≈ .051
M= 200262    ,S(m)= 2153 ( s1= 2133 ,s2= 20 ), Sp(m)≈ 2206 ,δ(m)≈ .025 ,δ1(m)≈ .034
M= 200264    ,S(m)= 1072 ( s1= 1065 ,s2= 7 ), Sp(m)≈ 1103 ,δ(m)≈ .029 ,δ1(m)≈ .036
M= 200266    ,S(m)= 1174 ( s1= 1163 ,s2= 11 ), Sp(m)≈ 1226 ,δ(m)≈ .044 ,δ1(m)≈ .054
M= 200268    ,S(m)= 2112 ( s1= 2093 ,s2= 19 ), Sp(m)≈ 2207 ,δ(m)≈ .045 ,δ1(m)≈ .054
M= 200270    ,S(m)= 1727 ( s1= 1716 ,s2= 11 ), Sp(m)≈ 1765 ,δ(m)≈ .022 ,δ1(m)≈ .029
M= 200272    ,S(m)= 1062 ( s1= 1051 ,s2= 11 ), Sp(m)≈ 1103 ,δ(m)≈ .039 ,δ1(m)≈ .049
M= 200274    ,S(m)= 2237 ( s1= 2215 ,s2= 22 ), Sp(m)≈ 2288 ,δ(m)≈ .023 ,δ1(m)≈ .033
M= 200276    ,S(m)= 1073 ( s1= 1069 ,s2= 4 ), Sp(m)≈ 1103 ,δ(m)≈ .028 ,δ1(m)≈ .032
M= 200278    ,S(m)= 1184 ( s1= 1172 ,s2= 12 ), Sp(m)≈ 1204 ,δ(m)≈ .017 ,δ1(m)≈ .027
M= 200280    ,S(m)= 2847 ( s1= 2823 ,s2= 24 ), Sp(m)≈ 2942 ,δ(m)≈ .033 ,δ1(m)≈ .042
M= 200282    ,S(m)= 1067 ( s1= 1061 ,s2= 6 ), Sp(m)≈ 1111 ,δ(m)≈ .041 ,δ1(m)≈ .047
M= 200284    ,S(m)= 1373 ( s1= 1358 ,s2= 15 ), Sp(m)≈ 1392 ,δ(m)≈ .014 ,δ1(m)≈ .025
M= 200286    ,S(m)= 2139 ( s1= 2122 ,s2= 17 ), Sp(m)≈ 2207 ,δ(m)≈ .032 ,δ1(m)≈ .04
M= 200288    ,S(m)= 1149 ( s1= 1142 ,s2= 7 ), Sp(m)≈ 1226 ,δ(m)≈ .067 ,δ1(m)≈ .074
M= 200290    ,S(m)= 1385 ( s1= 1371 ,s2= 14 ), Sp(m)≈ 1471 ,δ(m)≈ .062 ,δ1(m)≈ .073
M= 200292    ,S(m)= 2093 ( s1= 2077 ,s2= 16 ), Sp(m)≈ 2207 ,δ(m)≈ .054 ,δ1(m)≈ .063
M= 200294    ,S(m)= 1163 ( s1= 1155 ,s2= 8 ), Sp(m)≈ 1215 ,δ(m)≈ .045 ,δ1(m)≈ .052
M= 200296    ,S(m)= 1030 ( s1= 1019 ,s2= 11 ), Sp(m)≈ 1103 ,δ(m)≈ .071 ,δ1(m)≈ .082
M= 200298    ,S(m)= 2712 ( s1= 2691 ,s2= 21 ), Sp(m)≈ 2815 ,δ(m)≈ .038 ,δ1(m)≈ .046
M= 200300    ,S(m)= 1391 ( s1= 1381 ,s2= 10 ), Sp(m)≈ 1471 ,δ(m)≈ .058 ,δ1(m)≈ .065
M= 200302    ,S(m)= 1049 ( s1= 1040 ,s2= 9 ), Sp(m)≈ 1103 ,δ(m)≈ .051 ,δ1(m)≈ .061
M= 200304    ,S(m)= 2322 ( s1= 2303 ,s2= 19 ), Sp(m)≈ 2430 ,δ(m)≈ .047 ,δ1(m)≈ .055
M= 200306    ,S(m)= 1045 ( s1= 1037 ,s2= 8 ), Sp(m)≈ 1103 ,δ(m)≈ .056 ,δ1(m)≈ .064
M= 200308    ,S(m)= 1069 ( s1= 1059 ,s2= 10 ), Sp(m)≈ 1103 ,δ(m)≈ .032 ,δ1(m)≈ .042
M= 200310    ,S(m)= 3158 ( s1= 3131 ,s2= 27 ), Sp(m)≈ 3270 ,δ(m)≈ .035 ,δ1(m)≈ .044
M= 200312    ,S(m)= 1271 ( s1= 1264 ,s2= 7 ), Sp(m)≈ 1343 ,δ(m)≈ .057 ,δ1(m)≈ .063
M= 200314    ,S(m)= 1108 ( s1= 1094 ,s2= 14 ), Sp(m)≈ 1128 ,δ(m)≈ .018 ,δ1(m)≈ .031
M= 200316    ,S(m)= 2150 ( s1= 2130 ,s2= 20 ), Sp(m)≈ 2207 ,δ(m)≈ .027 ,δ1(m)≈ .036
M= 200318    ,S(m)= 1096 ( s1= 1091 ,s2= 5 ), Sp(m)≈ 1135 ,δ(m)≈ .036 ,δ1(m)≈ .04
M= 200320    ,S(m)= 1422 ( s1= 1406 ,s2= 16 ), Sp(m)≈ 1476 ,δ(m)≈ .038 ,δ1(m)≈ .05
M= 200322    ,S(m)= 2184 ( s1= 2172 ,s2= 12 ), Sp(m)≈ 2290 ,δ(m)≈ .049 ,δ1(m)≈ .054
M= 200324    ,S(m)= 1043 ( s1= 1037 ,s2= 6 ), Sp(m)≈ 1122 ,δ(m)≈ .076 ,δ1(m)≈ .082
M= 200326    ,S(m)= 1323 ( s1= 1311 ,s2= 12 ), Sp(m)≈ 1362 ,δ(m)≈ .029 ,δ1(m)≈ .039
M= 200328    ,S(m)= 2292 ( s1= 2275 ,s2= 17 ), Sp(m)≈ 2354 ,δ(m)≈ .027 ,δ1(m)≈ .035
M= 200330    ,S(m)= 1635 ( s1= 1623 ,s2= 12 ), Sp(m)≈ 1708 ,δ(m)≈ .045 ,δ1(m)≈ .052
M= 200332    ,S(m)= 1240 ( s1= 1230 ,s2= 10 ), Sp(m)≈ 1280 ,δ(m)≈ .032 ,δ1(m)≈ .041
M= 200334    ,S(m)= 2150 ( s1= 2130 ,s2= 20 ), Sp(m)≈ 2232 ,δ(m)≈ .038 ,δ1(m)≈ .048
M= 200336    ,S(m)= 1163 ( s1= 1155 ,s2= 8 ), Sp(m)≈ 1169 ,δ(m)≈ .005 ,δ1(m)≈ .012
M= 200338    ,S(m)= 1079 ( s1= 1072 ,s2= 7 ), Sp(m)≈ 1104 ,δ(m)≈ .023 ,δ1(m)≈ .03
M= 200340    ,S(m)= 3446 ( s1= 3420 ,s2= 26 ), Sp(m)≈ 3601 ,δ(m)≈ .045 ,δ1(m)≈ .053
M= 200342    ,S(m)= 1083 ( s1= 1075 ,s2= 8 ), Sp(m)≈ 1114 ,δ(m)≈ .029 ,δ1(m)≈ .036
M= 200344    ,S(m)= 1100 ( s1= 1087 ,s2= 13 ), Sp(m)≈ 1122 ,δ(m)≈ .02 ,δ1(m)≈ .032
M= 200346    ,S(m)= 2127 ( s1= 2111 ,s2= 16 ), Sp(m)≈ 2207 ,δ(m)≈ .038 ,δ1(m)≈ .045
M= 200348    ,S(m)= 1084 ( s1= 1077 ,s2= 7 ), Sp(m)≈ 1104 ,δ(m)≈ .018 ,δ1(m)≈ .025
M= 200350    ,S(m)= 1415 ( s1= 1400 ,s2= 15 ), Sp(m)≈ 1472 ,δ(m)≈ .04 ,δ1(m)≈ .051
M= 200352    ,S(m)= 2095 ( s1= 2079 ,s2= 16 ), Sp(m)≈ 2207 ,δ(m)≈ .053 ,δ1(m)≈ .062
M= 200354    ,S(m)= 1408 ( s1= 1395 ,s2= 13 ), Sp(m)≈ 1472 ,δ(m)≈ .045 ,δ1(m)≈ .055
M= 200356    ,S(m)= 1169 ( s1= 1157 ,s2= 12 ), Sp(m)≈ 1204 ,δ(m)≈ .03 ,δ1(m)≈ .041
M= 200358    ,S(m)= 2128 ( s1= 2110 ,s2= 18 ), Sp(m)≈ 2208 ,δ(m)≈ .038 ,δ1(m)≈ .046
M= 200360    ,S(m)= 1438 ( s1= 1428 ,s2= 10 ), Sp(m)≈ 1472 ,δ(m)≈ .024 ,δ1(m)≈ .031
M= 200362    ,S(m)= 1155 ( s1= 1145 ,s2= 10 ), Sp(m)≈ 1209 ,δ(m)≈ .047 ,δ1(m)≈ .056
M= 200364    ,S(m)= 2169 ( s1= 2147 ,s2= 22 ), Sp(m)≈ 2254 ,δ(m)≈ .039 ,δ1(m)≈ .05
M= 200366    ,S(m)= 1065 ( s1= 1055 ,s2= 10 ), Sp(m)≈ 1104 ,δ(m)≈ .037 ,δ1(m)≈ .046
M= 200368    ,S(m)= 1265 ( s1= 1252 ,s2= 13 ), Sp(m)≈ 1325 ,δ(m)≈ .047 ,δ1(m)≈ .058
M= 200370    ,S(m)= 2801 ( s1= 2778 ,s2= 23 ), Sp(m)≈ 2944 ,δ(m)≈ .051 ,δ1(m)≈ .06
M= 200372    ,S(m)= 1049 ( s1= 1040 ,s2= 9 ), Sp(m)≈ 1104 ,δ(m)≈ .052 ,δ1(m)≈ .062
M= 200374    ,S(m)= 1131 ( s1= 1119 ,s2= 12 ), Sp(m)≈ 1169 ,δ(m)≈ .034 ,δ1(m)≈ .045
M= 200376    ,S(m)= 2506 ( s1= 2485 ,s2= 21 ), Sp(m)≈ 2570 ,δ(m)≈ .026 ,δ1(m)≈ .034
M= 200378    ,S(m)= 1045 ( s1= 1039 ,s2= 6 ), Sp(m)≈ 1104 ,δ(m)≈ .056 ,δ1(m)≈ .063
M= 200380    ,S(m)= 1482 ( s1= 1468 ,s2= 14 ), Sp(m)≈ 1514 ,δ(m)≈ .022 ,δ1(m)≈ .031
M= 200382    ,S(m)= 2803 ( s1= 2780 ,s2= 23 ), Sp(m)≈ 2898 ,δ(m)≈ .034 ,δ1(m)≈ .042
M= 200384    ,S(m)= 1094 ( s1= 1086 ,s2= 8 ), Sp(m)≈ 1154 ,δ(m)≈ .055 ,δ1(m)≈ .063
M= 200386    ,S(m)= 1061 ( s1= 1048 ,s2= 13 ), Sp(m)≈ 1104 ,δ(m)≈ .041 ,δ1(m)≈ .053
M= 200388    ,S(m)= 2134 ( s1= 2114 ,s2= 20 ), Sp(m)≈ 2208 ,δ(m)≈ .035 ,δ1(m)≈ .044
M= 200390    ,S(m)= 1457 ( s1= 1447 ,s2= 10 ), Sp(m)≈ 1526 ,δ(m)≈ .047 ,δ1(m)≈ .055
M= 200392    ,S(m)= 1097 ( s1= 1087 ,s2= 10 ), Sp(m)≈ 1135 ,δ(m)≈ .035 ,δ1(m)≈ .044
M= 200394    ,S(m)= 2134 ( s1= 2110 ,s2= 24 ), Sp(m)≈ 2208 ,δ(m)≈ .035 ,δ1(m)≈ .046
M= 200396    ,S(m)= 1359 ( s1= 1350 ,s2= 9 ), Sp(m)≈ 1416 ,δ(m)≈ .042 ,δ1(m)≈ .049
M= 200398    ,S(m)= 1208 ( s1= 1196 ,s2= 12 ), Sp(m)≈ 1227 ,δ(m)≈ .016 ,δ1(m)≈ .026
M= 200400    ,S(m)= 2848 ( s1= 2821 ,s2= 27 ), Sp(m)≈ 2962 ,δ(m)≈ .04 ,δ1(m)≈ .05
M= 200402    ,S(m)= 1079 ( s1= 1069 ,s2= 10 ), Sp(m)≈ 1116 ,δ(m)≈ .034 ,δ1(m)≈ .044
M= 200404    ,S(m)= 1053 ( s1= 1038 ,s2= 15 ), Sp(m)≈ 1104 ,δ(m)≈ .048 ,δ1(m)≈ .064
M= 200406    ,S(m)= 2146 ( s1= 2131 ,s2= 15 ), Sp(m)≈ 2234 ,δ(m)≈ .041 ,δ1(m)≈ .048
M= 200408    ,S(m)= 1212 ( s1= 1202 ,s2= 10 ), Sp(m)≈ 1263 ,δ(m)≈ .042 ,δ1(m)≈ .051
M= 200410    ,S(m)= 1700 ( s1= 1682 ,s2= 18 ), Sp(m)≈ 1771 ,δ(m)≈ .042 ,δ1(m)≈ .053
M= 200412    ,S(m)= 2273 ( s1= 2253 ,s2= 20 ), Sp(m)≈ 2346 ,δ(m)≈ .032 ,δ1(m)≈ .041
M= 200414    ,S(m)= 1049 ( s1= 1039 ,s2= 10 ), Sp(m)≈ 1104 ,δ(m)≈ .052 ,δ1(m)≈ .063
M= 200416    ,S(m)= 1073 ( s1= 1064 ,s2= 9 ), Sp(m)≈ 1104 ,δ(m)≈ .029 ,δ1(m)≈ .038
M= 200418    ,S(m)= 2151 ( s1= 2135 ,s2= 16 ), Sp(m)≈ 2208 ,δ(m)≈ .026 ,δ1(m)≈ .034
M= 200420    ,S(m)= 1575 ( s1= 1563 ,s2= 12 ), Sp(m)≈ 1636 ,δ(m)≈ .039 ,δ1(m)≈ .047
M= 200422    ,S(m)= 1087 ( s1= 1075 ,s2= 12 ), Sp(m)≈ 1157 ,δ(m)≈ .064 ,δ1(m)≈ .076
M= 200424    ,S(m)= 2558 ( s1= 2532 ,s2= 26 ), Sp(m)≈ 2650 ,δ(m)≈ .036 ,δ1(m)≈ .047
M= 200426    ,S(m)= 1107 ( s1= 1100 ,s2= 7 ), Sp(m)≈ 1104 ,δ(m)≈-.003 ,δ1(m)≈ .004
M= 200428    ,S(m)= 1066 ( s1= 1055 ,s2= 11 ), Sp(m)≈ 1117 ,δ(m)≈ .048 ,δ1(m)≈ .059
M= 200430    ,S(m)= 3102 ( s1= 3076 ,s2= 26 ), Sp(m)≈ 3165 ,δ(m)≈ .02 ,δ1(m)≈ .029
M= 200432    ,S(m)= 1050 ( s1= 1042 ,s2= 8 ), Sp(m)≈ 1104 ,δ(m)≈ .051 ,δ1(m)≈ .06
M= 200434    ,S(m)= 1174 ( s1= 1160 ,s2= 14 ), Sp(m)≈ 1205 ,δ(m)≈ .026 ,δ1(m)≈ .039
M= 200436    ,S(m)= 2156 ( s1= 2140 ,s2= 16 ), Sp(m)≈ 2208 ,δ(m)≈ .024 ,δ1(m)≈ .032
M= 200438    ,S(m)= 1295 ( s1= 1283 ,s2= 12 ), Sp(m)≈ 1348 ,δ(m)≈ .041 ,δ1(m)≈ .051
M= 200440    ,S(m)= 1427 ( s1= 1415 ,s2= 12 ), Sp(m)≈ 1472 ,δ(m)≈ .032 ,δ1(m)≈ .04
M= 200442    ,S(m)= 2364 ( s1= 2342 ,s2= 22 ), Sp(m)≈ 2454 ,δ(m)≈ .038 ,δ1(m)≈ .048
M= 200444    ,S(m)= 1071 ( s1= 1062 ,s2= 9 ), Sp(m)≈ 1104 ,δ(m)≈ .031 ,δ1(m)≈ .04
M= 200446    ,S(m)= 1157 ( s1= 1146 ,s2= 11 ), Sp(m)≈ 1184 ,δ(m)≈ .023 ,δ1(m)≈ .033
M= 200448    ,S(m)= 2199 ( s1= 2181 ,s2= 18 ), Sp(m)≈ 2290 ,δ(m)≈ .041 ,δ1(m)≈ .05
M= 200450    ,S(m)= 1477 ( s1= 1464 ,s2= 13 ), Sp(m)≈ 1566 ,δ(m)≈ .06 ,δ1(m)≈ .07
M= 200452    ,S(m)= 1276 ( s1= 1265 ,s2= 11 ), Sp(m)≈ 1325 ,δ(m)≈ .038 ,δ1(m)≈ .047
M= 200454    ,S(m)= 2123 ( s1= 2099 ,s2= 24 ), Sp(m)≈ 2209 ,δ(m)≈ .041 ,δ1(m)≈ .052
M= 200456    ,S(m)= 1107 ( s1= 1098 ,s2= 9 ), Sp(m)≈ 1104 ,δ(m)≈-.003 ,δ1(m)≈ .005
M= 200458    ,S(m)= 1098 ( s1= 1093 ,s2= 5 ), Sp(m)≈ 1120 ,δ(m)≈ .02 ,δ1(m)≈ .025
M= 200460    ,S(m)= 3129 ( s1= 3104 ,s2= 25 ), Sp(m)≈ 3225 ,δ(m)≈ .031 ,δ1(m)≈ .039
M= 200462    ,S(m)= 1079 ( s1= 1070 ,s2= 9 ), Sp(m)≈ 1114 ,δ(m)≈ .032 ,δ1(m)≈ .041
M= 200464    ,S(m)= 1322 ( s1= 1306 ,s2= 16 ), Sp(m)≈ 1329 ,δ(m)≈ .005 ,δ1(m)≈ .018
M= 200466    ,S(m)= 2648 ( s1= 2629 ,s2= 19 ), Sp(m)≈ 2793 ,δ(m)≈ .055 ,δ1(m)≈ .062
M= 200468    ,S(m)= 1109 ( s1= 1097 ,s2= 12 ), Sp(m)≈ 1157 ,δ(m)≈ .043 ,δ1(m)≈ .055
M= 200470    ,S(m)= 1399 ( s1= 1385 ,s2= 14 ), Sp(m)≈ 1473 ,δ(m)≈ .053 ,δ1(m)≈ .064
M= 200472    ,S(m)= 2141 ( s1= 2122 ,s2= 19 ), Sp(m)≈ 2209 ,δ(m)≈ .032 ,δ1(m)≈ .041
M= 200474    ,S(m)= 1088 ( s1= 1077 ,s2= 11 ), Sp(m)≈ 1104 ,δ(m)≈ .015 ,δ1(m)≈ .025
M= 200476    ,S(m)= 1082 ( s1= 1074 ,s2= 8 ), Sp(m)≈ 1104 ,δ(m)≈ .02 ,δ1(m)≈ .028
M= 200478    ,S(m)= 2106 ( s1= 2091 ,s2= 15 ), Sp(m)≈ 2209 ,δ(m)≈ .049 ,δ1(m)≈ .056
M= 200480    ,S(m)= 1711 ( s1= 1697 ,s2= 14 ), Sp(m)≈ 1777 ,δ(m)≈ .039 ,δ1(m)≈ .047
M= 200482    ,S(m)= 1082 ( s1= 1076 ,s2= 6 ), Sp(m)≈ 1124 ,δ(m)≈ .039 ,δ1(m)≈ .045
M= 200484    ,S(m)= 2141 ( s1= 2118 ,s2= 23 ), Sp(m)≈ 2209 ,δ(m)≈ .032 ,δ1(m)≈ .043
M= 200486    ,S(m)= 1282 ( s1= 1273 ,s2= 9 ), Sp(m)≈ 1339 ,δ(m)≈ .044 ,δ1(m)≈ .052
M= 200488    ,S(m)= 1122 ( s1= 1112 ,s2= 10 ), Sp(m)≈ 1169 ,δ(m)≈ .042 ,δ1(m)≈ .051
M= 200490    ,S(m)= 2922 ( s1= 2899 ,s2= 23 ), Sp(m)≈ 3040 ,δ(m)≈ .04 ,δ1(m)≈ .049
M= 200492    ,S(m)= 1053 ( s1= 1048 ,s2= 5 ), Sp(m)≈ 1104 ,δ(m)≈ .048 ,δ1(m)≈ .053
M= 200494    ,S(m)= 1257 ( s1= 1246 ,s2= 11 ), Sp(m)≈ 1325 ,δ(m)≈ .054 ,δ1(m)≈ .063
M= 200496    ,S(m)= 2093 ( s1= 2075 ,s2= 18 ), Sp(m)≈ 2209 ,δ(m)≈ .055 ,δ1(m)≈ .065
M= 200498    ,S(m)= 1118 ( s1= 1108 ,s2= 10 ), Sp(m)≈ 1178 ,δ(m)≈ .054 ,δ1(m)≈ .063
M= 200500    ,S(m)= 1400 ( s1= 1391 ,s2= 9 ), Sp(m)≈ 1476 ,δ(m)≈ .054 ,δ1(m)≈ .061

在20万后面连续的251个偶数中，
由根号内的素数对造成的波动值最大为22；
M= 200400    ,S(m)= 2848 ( s1= 2821 ,s2= 27 ),
M= 200400    ,S(m)= 2848 ( s1= 2821 ,s2= 27 ),
M= 200458    ,S(m)= 1098 ( s1= 1093 ,s2= 5 ),
M= 200492    ,S(m)= 1053 ( s1= 1048 ,s2= 5 ),

由SI的计算值的相对误差引起的波动值最大为92；
M= 200426    ,S(m)= 1107 ( s1= 1100 ,s2= 7 ), Sp(m)≈ 1104 , δ1(m)≈ .004 (+4)
M= 200496    ,S(m)= 2093 ( s1= 2075 ,s2= 18 ), Sp(m)≈ 2209 , δ1(m)≈ .065 (+66)
M= 200422    ,S(m)= 1087 ( s1= 1075 ,s2= 12 ), Sp(m)≈ 1157 , δ1(m)≈ .076 (+18)
M= 200198    ,S(m)= 1058 ( s1= 1049 ,s2= 9 ), Sp(m)≈ 1141 , δ1(m)≈ .088 (+92)

而大家公认的由素因子引起的波动是偶数素数对数量波动的最主要的因素，
那么在连乘式素因子基础上的波动再叠加相对误差引起的波动与根号内的素数对形成的偶数总素数对数量的波动中，
由根号内的素数对造成的波动的影响还能够有多少呢？

因此化大精力去研究一个连次要因素也算不上的对象的波动影响，不能说是个明智之举。

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偶数N方根以内素数对的个数

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