类型 | 出现次数/理论次数 | 出现频率 | 平均遗漏 | 理论遗漏 | 最大遗漏(期间) | 上次遗漏 | 本期遗漏 | 欲出几率 | 回补几率 |
---|---|---|---|---|---|---|---|---|---|
01 | 35/164 | 0.48% | 204.39 | 45.0 | 721(23234~25238) | 81 | 721 | 3.53 | -14.22 |
02 | 31/164 | 0.42% | 229.94 | 45.0 | 1277(09247~13090) | 560 | 240 | 1.04 | 7.11 |
03 | 41/164 | 0.56% | 175.19 | 45.0 | 867(20049~22199) | 181 | 116 | 0.66 | 1.44 |
04 | 49/164 | 0.67% | 147.16 | 45.0 | 463(20186~21290) | 213 | 83 | 0.56 | 2.89 |
05 | 39/164 | 0.53% | 183.95 | 45.0 | 871(05197~07352) | 241 | 27 | 0.15 | 4.76 |
06 | 49/164 | 0.67% | 147.16 | 45.0 | 754(20211~22248) | 284 | 16 | 0.11 | 5.96 |
07 | 42/164 | 0.57% | 171.12 | 45.0 | 771(06186~08244) | 76 | 338 | 1.98 | -5.82 |
08 | 56/164 | 0.76% | 129.09 | 45.0 | 761(11277~13320) | 37 | 276 | 2.14 | -5.31 |
09 | 58/164 | 0.79% | 124.71 | 45.0 | 592(19302~21177) | 159 | 13 | 0.1 | 3.24 |
12 | 49/164 | 0.67% | 147.16 | 45.0 | 684(20227~22194) | 15 | 38 | 0.26 | -0.51 |
13 | 37/164 | 0.5% | 193.63 | 45.0 | 625(20062~21328) | 95 | 64 | 0.33 | 0.69 |
14 | 48/164 | 0.65% | 150.16 | 45.0 | 617(05089~06347) | 380 | 134 | 0.89 | 5.47 |
15 | 44/164 | 0.6% | 163.51 | 45.0 | 701(15251~17235) | 96 | 2 | 0.01 | 2.09 |
16 | 47/164 | 0.64% | 153.29 | 45.0 | 829(09144~11256) | 368 | 128 | 0.84 | 5.33 |
17 | 41/164 | 0.56% | 175.19 | 45.0 | 648(12318~14249) | 14 | 40 | 0.23 | -0.58 |
18 | 38/164 | 0.52% | 188.67 | 45.0 | 444(09174~10259) | 86 | 260 | 1.38 | -3.87 |
19 | 34/164 | 0.46% | 210.23 | 45.0 | 594(21143~23020) | 274 | 137 | 0.65 | 3.04 |
23 | 58/164 | 0.79% | 124.71 | 45.0 | 501(06121~07264) | 109 | 26 | 0.21 | 1.84 |
24 | 51/164 | 0.69% | 141.5 | 45.0 | 505(23332~25120) | 95 | 21 | 0.15 | 1.64 |
25 | 41/164 | 0.56% | 175.19 | 45.0 | 928(11112~13322) | 74 | 120 | 0.68 | -1.02 |
26 | 43/164 | 0.58% | 167.23 | 45.0 | 864(06230~09022) | 478 | 28 | 0.17 | 10.0 |
27 | 44/164 | 0.6% | 163.51 | 45.0 | 794(08048~10126) | 103 | 89 | 0.54 | 0.31 |
28 | 41/164 | 0.56% | 175.19 | 45.0 | 874(13182~15339) | 75 | 4 | 0.02 | 1.58 |
29 | 50/164 | 0.68% | 144.27 | 45.0 | 718(07010~09013) | 578 | 220 | 1.52 | 7.96 |
34 | 40/164 | 0.54% | 179.46 | 45.0 | 826(15235~17344) | 59 | 96 | 0.53 | -0.82 |
35 | 64/164 | 0.87% | 113.2 | 45.0 | 416(15197~16254) | 134 | 18 | 0.16 | 2.58 |
36 | 42/164 | 0.57% | 171.12 | 45.0 | 502(15081~16224) | 207 | 200 | 1.17 | 0.16 |
37 | 47/164 | 0.64% | 153.29 | 45.0 | 536(04001~06136) | 173 | 12 | 0.08 | 3.58 |
38 | 44/164 | 0.6% | 163.51 | 45.0 | 728(08004~10016) | 384 | 399 | 2.44 | -0.33 |
39 | 42/164 | 0.57% | 171.12 | 45.0 | 440(12197~13277) | 141 | 148 | 0.86 | -0.16 |
45 | 43/164 | 0.58% | 167.23 | 45.0 | 758(19174~21215) | 85 | 582 | 3.48 | -11.04 |
46 | 48/164 | 0.65% | 150.16 | 45.0 | 745(19033~21061) | 204 | 175 | 1.17 | 0.64 |
47 | 53/164 | 0.72% | 136.26 | 45.0 | 834(20125~22242) | 372 | 86 | 0.63 | 6.36 |
48 | 60/164 | 0.82% | 120.62 | 45.0 | 497(11150~12288) | 40 | 216 | 1.79 | -3.91 |
49 | 52/164 | 0.71% | 138.83 | 45.0 | 646(09111~11040) | 13 | 48 | 0.35 | -0.78 |
56 | 48/164 | 0.65% | 150.16 | 45.0 | 684(18294~20261) | 124 | 49 | 0.33 | 1.67 |
57 | 52/164 | 0.71% | 138.83 | 45.0 | 673(19215~21171) | 448 | 90 | 0.65 | 7.96 |
58 | 41/164 | 0.56% | 175.19 | 45.0 | 564(14254~16101) | 71 | 127 | 0.72 | -1.24 |
59 | 43/164 | 0.58% | 167.23 | 45.0 | 606(17022~18269) | 171 | 360 | 2.15 | -4.2 |
67 | 39/164 | 0.53% | 183.95 | 45.0 | 839(11224~13345) | 81 | 75 | 0.41 | 0.13 |
68 | 45/164 | 0.61% | 159.96 | 45.0 | 614(17111~19008) | 61 | 25 | 0.16 | 0.8 |
69 | 43/164 | 0.58% | 167.23 | 45.0 | 588(11309~13179) | 21 | 47 | 0.28 | -0.58 |
78 | 51/164 | 0.69% | 141.5 | 45.0 | 523(22249~24055) | 84 | 130 | 0.92 | -1.02 |
79 | 47/164 | 0.64% | 153.29 | 45.0 | 590(17287~19160) | 76 | 61 | 0.4 | 0.33 |
89 | 46/164 | 0.63% | 156.55 | 45.0 | 837(16009~18129) | 25 | 58 | 0.37 | -0.73 |