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福利彩票双色球开奖结果  

竞彩
竞彩足球 竞彩篮球
二选一

单场
胜平负 比分
半全场 胜负

高频
江苏快311运夺金
吉林快3江西11选5
安徽快3上海11选5
湖北快3广东11选5
淘宝快3浙江快乐彩
福彩
体彩
双色球 大乐透
七乐彩 七星彩
3D 排五
排三

足彩
14场胜负 任选9场
6场半全场 4场进球

高频彩
江苏快3河北快3河南快3吉林快3安徽快3
湖北快3淘宝快3江西快3贵州快3上???
福建快3内蒙古快3青???北京快3甘肃快3
广东11选5湖北11选5广西11选5新疆11选5山东11选5
浙江11选5江苏11选5辽宁11选5安徽11选5河南11选5
河北11选5江西11选5上海11选5云南11选5陕西11选5
贵州11选5吉林11选5山西11选5福建11选5黑龙11选5
甘肃11选5内蒙11选5天津11选5青海11选5宁夏11选5
西藏11选5
浙江快乐12辽宁快乐12四川快乐12

数字彩
双色球大乐透福彩3D排列3排列5

竞技彩
竞彩足球竞彩蓝球北京单场 胜负彩
更多彩票资讯>>

高频彩
江苏快3河北快3河南快3吉林快3安徽快3
湖北快3淘宝快3北京快3福建快3甘肃快3
上???青???贵州快3内蒙快3江西快3
广东11选5湖北11选5广西11选5新疆11选5山东11选5
浙江11选5江苏11选5辽宁11选5安徽11选5河南11选5
河北11选5江西11选5上海11选5云南11选5陕西11选5
贵州11选5吉林11选5山西11选5福建11选5黑龙11选5
甘肃11选5内蒙11选5天津11选5北京11选5青海11选5
宁夏11选5西藏11选5
广东快乐10湖南快乐10天津快乐10云南快乐10重庆快乐10
浙江快乐12辽宁快乐12四川快乐12
山东扑克3

数字彩
双色球3D七乐彩
大乐透排列3排列5七星彩
更多走势图表>>

高频彩
江苏快3河北快3河南快3吉林快3安徽快3
湖北快3淘宝快3北京快3福建快3甘肃快3
上???青???贵州快3内蒙快3江西快3
广东11选5湖北11选5广西11选5新疆11选5山东11选5
浙江11选5江苏11选5辽宁11选5安徽11选5河南11选5
河北11选5江西11选5上海11选5云南11选5陕西11选5
贵州11选5吉林11选5山西11选5福建11选5黑龙11选5
甘肃11选5内蒙11选5天津11选5北京11选5青海11选5
宁夏11选5西藏11选5
广东快乐10湖南快乐10天津快乐10云南快乐10重庆快乐10
浙江快乐12辽宁快乐12四川快乐12
山东扑克3

数字彩
双色球3D七乐彩
大乐透排列3排列5七星彩
更多遗漏数据>>

高频彩
江苏快3河北快3河南快3吉林快3安徽快3
北京快3福建快3甘肃快3上???青???
湖北快3淘宝快3贵州快3内蒙快3
广东11选5湖北11选5广西11选5新疆11选5山东11选5
浙江11选5江苏11选5辽宁11选5安徽11选5河南11选5
河北11选5江西11选5上海11选5云南11选5陕西11选5
贵州11选5吉林11选5山西11选5福建11选5黑龙11选5
甘肃11选5内蒙11选5天津11选5青海11选5宁夏11选5
西藏11选5
广东快乐10湖南快乐10天津快乐10云南快乐10重庆快乐10
浙江快乐12辽宁快乐12四川快乐12

数字彩
双色球大乐透福彩3D排列3排列5
七乐彩七星彩

竞技彩
竞彩足球竞彩蓝球北京单场 北单胜负胜负彩
更多开奖公告>>
体赛比分直播
竞彩足球 竞彩篮球
北京单场 北单胜负
胜负彩 六场半全场 四场进球
彩票开奖直播
双色球 大乐透
七乐彩 七星彩
您现在的位置:一定牛彩票网 >> 福利彩票双色球开奖结果 >> 甘肃快三遗漏数据 >> 甘肃快三三不同三组遗漏
  • 11选5
    遗漏表
  • 快3
    遗漏表
  • 数字快乐12快乐10
  • 号码 实出次数 理论次数 近三次遗漏 周期 近三周期出现次数 投资价值 回补几率
    前3次 前2次 前1次 当前 平均 最大 图表 前3周期 前2周期 前1周期 当前 图表
    123,124,1251050610597.17307273021.331021210002.5-0.25
    123,124,1261063010597.17051767.331221231100.50.92
    123,124,1341054110597.1719222414.331131220100.331.5
    123,124,1351045010597.17201122717.67941210100.581.25
    123,124,1361057410597.17133529025.6712512100102.42
    123,124,1451054110597.1793272131011220010.172.08
    123,124,1461058610597.176025310.331021230100.251.83
    123,124,1561050810597.1727742512.671251221002.08-1.75
    123,124,2341052910597.17213223018.331041220002.5-2.33
    123,124,2351046710597.1735931615.671031212001.33-1.08
    123,124,2361050010597.17430353023951210002.50.42
    123,124,2451053110597.17210353018.67911210002.50.42
    123,124,2461058510597.173035111825.331161211001.5-0.58
    123,124,2561049610597.171222121715.331061211001.42-0.42
    123,124,3451058210597.171415353021.331021210002.50.42
    123,124,3461061110597.1757213011951210002.5-0.75
    123,124,3561036710597.171020841371211300.67-0.67
    123,124,4561048610597.1714283011971210002.5-0.17
    123,125,1261060410597.17051767.331131231100.50.92
    123,125,1341051510597.1719222414.331211220100.331.5
    123,125,1351042410597.171511227161061210100.581.25
    123,125,1361054810597.17212729025.6711112100102.42
    123,125,1451051510597.1793272131131220010.172.08
    123,125,1461056010597.176025310.331181230100.251.83
    123,125,1561048210597.17197425101121221002.08-1.75
    123,125,2341050310597.17292423018.331461220002.5-2.33
    123,125,2351044110597.17279316131561212001.33-1.08
    123,125,2361047410597.17338273022.671451210002.5-0.25
    123,125,2451050510597.17218273018.671221210002.5-0.25
    123,125,2461055910597.173827111825.331281211001.5-0.58
    123,125,2561047010597.17422121712.67991211001.42-0.42
    123,125,3451055610597.171423273021.331421210002.5-0.25
    123,125,3461058510597.1715213091121210002.5-0.75
    123,125,3561034110597.171020841531211300.67-0.67
    123,125,4561046010597.1740273010.331591210002.5-0.25
    123,126,1341063910597.17217146.671181241200.33-0.25
    123,126,1351054810597.17516067901231200.5-0.5
    123,126,1361067210597.1751750912712311100.42
    123,126,1451063910597.17517328.331131241110.170.08
    123,126,1461068410597.17417237.671151251200.25-0.08
    123,126,1561060610597.174017671091242100.50.92
    123,126,2341062710597.17051767.331051241100.50.92
    123,126,2351056510597.17339651011233100.50.25
    123,126,2361059810597.17051767.331111231100.50.92
    123,126,2451062910597.17051767.331241231100.50.92
    123,126,2461068310597.17551167921232100.50.42
    123,126,2561059410597.175610671021232100.50.33
    123,126,3451068010597.17051767.331231231100.50.92
    123,126,3461070910597.17051767.331061231100.50.92
    123,126,3561046510597.17201611111232400.5-0.42
    123,126,4561058410597.17051767.33971231100.50.92
    123,134,1351045910597.17219247.671351220200.33-0.17
    123,134,1361058310597.1722230913212201100.25
    123,134,1451055010597.17222128.33961230110.17-0.08
    123,134,1461059510597.17122037.671191240200.25-0.25
    123,134,1561051710597.17212047.671051231100.331.33
    123,134,2341053810597.17222248.671061230100.331.5
    123,134,2351047610597.17631146.671001222100.330.58
    123,134,2361050910597.1719222414.331231220100.331.5
    123,134,2451054010597.1719222414.331041220100.331.5
    123,134,2461059410597.17281347.671211221100.330.75
    123,134,2561050510597.17291247.671191221100.330.67
    123,134,3451059110597.1719222414.331081220100.331.5
    123,134,3461062010597.1719222414.331161220100.331.5
    123,134,3561037610597.1720341.671011221400.33-0.08
    123,134,4561049510597.1719222414.331161220100.331.5
    123,135,1361049210597.171122601310212101100.5
    123,135,1451045910597.17322429.671031220110.170.17
    123,135,1461050410597.170213381351230200.250
    123,135,1561042610597.17741779.331101221100.580.83
    123,135,2341044710597.178222710.671061220100.581.25
    123,135,2351038510597.1793876.671141212100.580.08
    123,135,2361041810597.17201122717.671591210100.581.25
    123,135,2451044910597.17201122717.671041210100.581.25
    123,135,2461050310597.17111110710.671031211100.580.25
    123,135,2561041410597.1711129710.671171211100.580.17
    123,135,3451050010597.17201122717.671191210100.581.25
    123,135,3461052910597.1791122714881210100.581.25
    123,135,3561028510597.1720070.671041211400.58-0.58
    123,135,4561040410597.17161122716.331211210100.581.25
    123,136,1451058310597.173271010.3312212200200.08
    123,136,1461062810597.1702520910812301100.17
    123,136,1561055010597.177424011.679812210102
    123,136,2341057110597.1746229025.679712200102.42
    123,136,2351050910597.179315099512120101.25
    123,136,2361054210597.170492902612912100102.42
    123,136,2451057310597.17123629025.679512100102.42
    123,136,2461062710597.17491117025.6710012110101.42
    123,136,2561053810597.17221216016.6711512110101.33
    123,136,3451062410597.170492902613412100102.42
    123,136,3461065310597.177212901911612100102.42
    123,136,3561040910597.172070316912113100.58
    123,136,4561052810597.1742829020.3311112100102.42
    123,145,1461059510597.17025028.33971240110.17-0.17
    123,145,1561051710597.17342229.67971231010.171.67
    123,145,2341053810597.17022729.67991230010.172.08
    123,145,2351047610597.17931328.33921222010.170.92
    123,145,2361050910597.1793272131031220010.172.08
    123,145,2451054010597.1793272131121220010.172.08
    123,145,2461059410597.173111529.671151221010.171.08
    123,145,2561050510597.173121429.671121221010.171
    123,145,3451059110597.1793272131011220010.172.08
    123,145,3461062010597.1793272131121220010.172.08
    123,145,3561037610597.1720522.331141221310.170.25
    123,145,4561049510597.1793272131051220010.172.08
    123,146,1561056210597.170321381051241100.251.5
    123,146,2341058310597.172025391011240100.251.83
    123,146,2351052110597.17831237.671381232100.250.75
    123,146,2361055410597.176025310.331531230100.251.83
    123,146,2451058510597.176025310.331071230100.251.83
    123,146,2461063910597.1701014381251231100.250.92
    123,146,2561055010597.1701113381211231100.250.83
    123,146,3451063610597.176025310.331261230100.251.83
    123,146,3461066510597.176025310.331151230100.251.83
    123,146,3561042110597.17204321221231400.250.08
    123,146,4561054010597.176025310.331261230100.251.83
    123,156,2341050510597.17424253.331191231002.08-1.75
    123,156,2351044310597.17443163.671051223001.33-1.08
    123,156,2361047610597.17587425231101221002.08-1.75
    123,156,2451050710597.17287425131031221002.08-1.75
    123,156,2461056110597.17746185.67941222001.5-1
    123,156,2561047210597.177471761011222001.42-0.83
    123,156,3451055810597.17437425181051221002.08-1.75
    123,156,3461058710597.171374258951221002.08-1.75
    123,156,3561034310597.171020841001222300.67-0.67
    123,156,4561046210597.1720742510.331101221002.08-1.75
    123,234,2351046410597.17293164.671601222001.33-1.08
    123,234,2361049710597.1785423021.331321220002.5-2.33
    123,234,2451052810597.17203323018.331221220002.5-2.33
    123,234,2461058210597.17542111822.331171221001.5-0.58
    123,234,2561049310597.171921217111221221001.42-0.42
    123,234,3451057910597.1754823018.331061220002.5-2.33
    123,234,3461060810597.1771823091231220002.5-2.33
    123,234,3561036410597.171020841191221300.67-0.67
    123,234,4561048310597.1742523010.331631220002.5-2.33
    123,235,2361043510597.1759931623.671451212001.33-1.08
    123,235,2451046610597.17369316161281212001.33-1.08
    123,235,2461052010597.17911163.671221213001.33-1.25
    123,235,2561043110597.17920163.671131213001.33-1.33
    123,235,3451051710597.17519316211131212001.33-1.08
    123,235,3461054610597.17219316111121212001.33-1.08
    123,235,3561030210597.1732081.671481213300.67-0.67
    123,235,4561042110597.1728931613.331561212001.33-1.08
    123,236,2451049910597.17721363021.331111210002.50.5
    123,236,2461055310597.17666111827.671221211001.5-0.58
    123,236,2561046410597.1732221217221261211001.42-0.42
    123,236,3451055010597.171014513025901210002.51.75
    123,236,3461057910597.17347213020.671211210002.5-0.75
    123,236,3561033510597.171020841411211300.67-0.67
    123,236,4561045410597.17274283019.671171210002.5-0.17
    123,245,2461058410597.172136111822.671121211001.5-0.58
    123,245,2561049510597.171322121715.671171211001.42-0.42
    123,245,3451058110597.17614363018.671181210002.50.5
    123,245,3461061010597.1767213011.331261210002.5-0.75
    123,245,3561036610597.171020841281211300.67-0.67
    123,245,4561048510597.1724283011.331221210002.5-0.17
    123,246,2561054910597.172211017111221212001.42-1.42
    123,246,3451063510597.171451111825.331081211001.5-0.58
    123,246,3461066410597.177211118131241211001.5-0.58
    123,246,3561042010597.1752082.331031212300.67-0.67
    123,246,4561053910597.17428111814.331171211001.5-0.58
    123,256,3451054610597.172822121720.671181211001.42-0.42
    123,256,3461057510597.170211217111161211001.42-0.42
    123,256,3561033110597.17420821311212300.67-0.67
    123,256,4561045010597.175221217131131211001.42-0.42
    123,345,3461066110597.17217213016.331171210002.5-0.75
    123,345,3561041710597.171020841341211300.67-0.67
    123,345,4561053610597.17174283016.331341210002.5-0.17
    123,346,3561044610597.17102084891211300.67-0.67
    123,346,4561056510597.1706213091081210002.5-0.75
    123,356,4561032110597.171020841001211300.67-0.67
    124,125,1261066210597.17361768.671031221100.50.92
    124,125,1341057310597.17722224171561210100.331.5
    124,125,1351048210597.1741534717.671001200100.582.25
    124,125,1361060610597.1713757025.6710612000104.75
    124,125,1451057310597.17119312171001210010.172.42
    124,125,1461061810597.1720725317.331371220100.251.83
    124,125,1561054010597.17719122512.671211211002.08-1.08
    124,125,2341056110597.17217243317.331201210002.75-0.75
    124,125,2351049910597.1773731615.671561202001.33-1.08
    124,125,2361053210597.1703475813.671171200004.83-4.25
    124,125,2451056310597.172107589.331071200004.83-4.25
    124,125,2461061710597.17347391826.671431201001.51.75
    124,125,2561052810597.1774351715.331171201001.421.5
    124,125,3451061410597.17181575813.331181200004.83-4.25
    124,125,3461064310597.17515523.671041200004.33-3.92
    124,125,3561039910597.171020841101201300.67-0.67
    124,125,4561051810597.17140581.671261200004.83-4.83
    124,126,1341069710597.17217146.671021231200.33-0.25
    124,126,1351060610597.17616067.331021221200.5-0.5
    124,126,1361073010597.17617509.3310612211100.42
    124,126,1451069710597.17617328.671161231110.170.08
    124,126,1461074210597.17417237.67971241200.25-0.08
    124,126,1561066410597.17501767.33841232100.50.92
    124,126,2341068510597.171617681211231100.50.92
    124,126,2351062310597.17339651191223100.50.25
    124,126,2361065610597.17361768.671171221100.50.92
    124,126,2451068710597.17361768.67971221100.50.92
    124,126,2461074110597.17651167.331671222100.50.42
    124,126,2561065210597.17661067.331141222100.50.33
    124,126,3451073810597.17361768.671121221100.50.92
    124,126,3461076710597.17361768.671261221100.50.92
    124,126,3561052310597.17201611231222400.5-0.42
    124,126,4561064210597.17361768.67971221100.50.92
    124,134,1351051710597.1714192411.671361210200.33-0.17
    124,134,1361064110597.1722223015.6713012101100.25
    124,134,1451060810597.17622129.671471220110.17-0.08
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    246,345,4561064710597.17174401820.331151201001.51.83
    246,346,3561055710597.1752082.331241202300.67-0.67
    246,346,4561067610597.17063318131371201001.51.25
    246,356,4561043210597.1752082.331171202300.67-0.67
    256,345,3461068310597.1760341713.331181201001.421.42
    256,345,3561043910597.17420821031202300.67-0.67
    256,345,4561055810597.1745351714.671241201001.421.5
    256,346,3561046810597.17420821341202300.67-0.67
    256,346,4561058710597.17503417131511201001.421.42
    256,356,4561034310597.17420821031202300.67-0.67
    345,346,3561055410597.17102084981201300.67-0.67
    345,346,4561067310597.17306523971200004.33-3.83
    345,356,4561042910597.171020841171201300.67-0.67
    346,356,4561045810597.171020841141201300.67-0.67
    甘肃快三三不同三组遗漏统计参数说明:
    • [近三次遗漏]该组号码统计期内近三次的遗漏值
      当前:该组号码在本期的遗漏值
      前1次:该组号码往前第一次出现时的遗漏值
      前2次:该组号码往前第两次出现时的遗漏值
      前3次:该组号码往前第三次出现时的遗漏值
      最大:该组号码在历史上的最大遗漏值
      平均:统计期内,近三次遗漏的平均值
    • [近三周期出现次数]本组号码在近三个周期内,各周期的出现次数,用以判断冷热情况
      前1周期:从本期算起,该组号码往前第一个周期内的出现次数
      前2周期:从本期算起,该组号码往前第二个周期内的出现次数
      前3周期:从本期算起,该组号码往前第三个周期内的出现次数
    • [投资价值]【本期遗漏÷循环周期】投资价值是用本期遗漏除以循环周期得到的,相对于欲出几率而言,投资价值更趋理想化,平均遗漏是一个统计值,而循环周期是一个理论值。
    • [回补几率]【(上期遗漏-本期遗漏)÷循环周期】因为虽然某些组合会出现一个比较大的冷态,但是在冷态之后一般不会接着再出一个大冷态,而是在一个周期内便再次出现甚至多次出现,因此回补几率越大的组合,从统计规律来看近期越容易出。
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