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Topic closed. 54 replies. Last post 1 year ago by dr san.

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bgonçalves
Brasil
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Posted: July 14, 2015, 9:21 am - IP Logged

Hello, is there any study on this?
Greater, or less based on the last draw
In 49/6?
  example
10 12 26 35 42 49 last draw (base)
08 10 25 30 38 45 next are all smaller numbers
So we have three conditions in each position of the last to close
  Most smaller and equal,
  How can put together a study on this with the endings (last digit)?

    garyo1954's avatar - garyo
    Dallas, Texas
    United States
    Member #4549
    May 2, 2004
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    Posted: July 15, 2015, 6:29 pm - IP Logged

    Hello, is there any study on this?
    Greater, or less based on the last draw
    In 49/6?
      example
    10 12 26 35 42 49 last draw (base)
    08 10 25 30 38 45 next are all smaller numbers
    So we have three conditions in each position of the last to close
      Most smaller and equal,
      How can put together a study on this with the endings (last digit)?

    Time waster. Doesn't even scratch the surface of what you are looking for.

    You do that, you'll want to know how many time evens follow evens, odds follow odds, evens follows odd, odds follow even (all by position) biggest jump (by position), least jump (by position),  how often each stays within a certain range (by position), and 30 other things along the same line. 

    How can you do it?

    Get a list and start comparing them.

    My greatest accomplishment is teaching cats about Vienna Sausage. When I need a friend, all I need do is walk outside, pop open a can, and every little critter in the neighborhood drops by to say "Hi!"

      JADELottery's avatar - MeAtWork 03.PNG
      The Quantum Master
      West Concord, MN
      United States
      Member #21
      December 7, 2001
      3675 Posts
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      Posted: July 15, 2015, 8:00 pm - IP Logged

      Hello, is there any study on this?
      Greater, or less based on the last draw
      In 49/6?
        example
      10 12 26 35 42 49 last draw (base)
      08 10 25 30 38 45 next are all smaller numbers
      So we have three conditions in each position of the last to close
        Most smaller and equal,
        How can put together a study on this with the endings (last digit)?

      Last DrawZ1,1Z1,2Z1,3Z1,4Z1,5Z1,6
      Next DrawZ2,1Z2,2Z2,3Z2,4Z2,5Z2,6
      -ΔZ = Z2,C - Z1,C

       

      Differential Distribution Between Draws
      -C - Column
      ΔZ123456
      -4317123047848060150282001502820078480601712304
      -42118077635270875599585420995854205270875511807763
      -414653277220220684037682964037682964020220684046532772
      -4013754802658156082610686743761068674376581560826137548026
      -393388532841393259560252374276025237427601393259560338853284
      -387346747312936052875524080998052408099802936052875734674731
      -37144820300856222259809885984360988598436056222259801448203008
      -3626510806409992307520173024259201730242592099923075202651080640
      -354573547472167265241522851188475228511884752167265241524573547472
      -347515161862266524610304470776388044707763880266524610307515161862
      -33118560238164074851872067239776240672397762404074851872011856023816
      -32180684340206014287370097590576720975905767206014287370018068434020
      -3126728929864861077526401373450114401373450114408610775264026728929864
      -303853064609812004892097818815284112818815284112812004892097838530646098
      -295429595374416349036476025168596696025168596696016349036476054295953744
      -287498933634421805421212032959131888032959131888021805421212074989336344
      -27101730467584285435997940423440661400423440661400285435997940101730467584
      -26135807458829367375422925534678633300534678633300367375422925135807458829
      -25178690249164465622797304664570368504664570368504465622797304178690249164
      -24232044114190581901390350814150048600814150048600581901390350232044114190
      -23297743273100717865930600984171715800984171715800717865930600297743273100
      -2237788457648587505751872511750636313001175063631300875057518725377884576485
      -214748012599201054855226100138688740060013868874006001054855226100474801259920
      -205910767506801258424657880161930300688016193030068801258424657880591076750680
      -197295585169601486663760400187154079840018715407984001486663760400729558516960
      -188933719507441740146149560214238136840021423813684001740146149560893371950744
      -17108593427700820190622300802430144148320243014414832020190622300801085934277008
      -16131096848327223231583656402732685409440273268540944023231583656401310968483272
      -15157251726465626516743474563047406236256304740623625626516743474561572517264656
      -14187495698056430032793942603371270898960337127089896030032793942601874956980564
      -13222301161993633760069004003700835914080370083591408033760069004002223011619936
      -12262176677268837671881312804032289943360403228994336037671881312802621766772688
      -11307668360552041733850470204361504542920436150454292041733850470203076683605520
      -10359361284072745903224164074684095639132468409563913245903224164073593612840727
      -9417880873701250128193642804995495475880499549547588050128193642804178808737012
      -8483894307158654347204767705291034651240529103465124054347204767704838943071586
      -7558111912306058488265706005566033741320556603374132058488265706005581119123060
      -6641288565479962468252152155815903896140581590389614062468252152156412885654799
      -5734225089852866192210801086036255688008603625568800866192210801087342250898528
      -4837769653806469552661645606223015397760622301539776069552661645608377696538064
      -3952819169310472428899533206372547839280637254783928072428899533209528191693104
      -210803206903034746862952969064817847486006481784748600746862952969010803206903034
      -112212728110744761755966720065483577012006548357701200761755966720012212728110744
      013767270646444767322291268465707344703846570734470384767322291268413767270646444
      112212728110744761755966720065483577012006548357701200761755966720012212728110744
      210803206903034746862952969064817847486006481784748600746862952969010803206903034
      3952819169310472428899533206372547839280637254783928072428899533209528191693104
      4837769653806469552661645606223015397760622301539776069552661645608377696538064
      5734225089852866192210801086036255688008603625568800866192210801087342250898528
      6641288565479962468252152155815903896140581590389614062468252152156412885654799
      7558111912306058488265706005566033741320556603374132058488265706005581119123060
      8483894307158654347204767705291034651240529103465124054347204767704838943071586
      9417880873701250128193642804995495475880499549547588050128193642804178808737012
      10359361284072745903224164074684095639132468409563913245903224164073593612840727
      11307668360552041733850470204361504542920436150454292041733850470203076683605520
      12262176677268837671881312804032289943360403228994336037671881312802621766772688
      13222301161993633760069004003700835914080370083591408033760069004002223011619936
      14187495698056430032793942603371270898960337127089896030032793942601874956980564
      15157251726465626516743474563047406236256304740623625626516743474561572517264656
      16131096848327223231583656402732685409440273268540944023231583656401310968483272
      17108593427700820190622300802430144148320243014414832020190622300801085934277008
      188933719507441740146149560214238136840021423813684001740146149560893371950744
      197295585169601486663760400187154079840018715407984001486663760400729558516960
      205910767506801258424657880161930300688016193030068801258424657880591076750680
      214748012599201054855226100138688740060013868874006001054855226100474801259920
      2237788457648587505751872511750636313001175063631300875057518725377884576485
      23297743273100717865930600984171715800984171715800717865930600297743273100
      24232044114190581901390350814150048600814150048600581901390350232044114190
      25178690249164465622797304664570368504664570368504465622797304178690249164
      26135807458829367375422925534678633300534678633300367375422925135807458829
      27101730467584285435997940423440661400423440661400285435997940101730467584
      287498933634421805421212032959131888032959131888021805421212074989336344
      295429595374416349036476025168596696025168596696016349036476054295953744
      303853064609812004892097818815284112818815284112812004892097838530646098
      3126728929864861077526401373450114401373450114408610775264026728929864
      32180684340206014287370097590576720975905767206014287370018068434020
      33118560238164074851872067239776240672397762404074851872011856023816
      347515161862266524610304470776388044707763880266524610307515161862
      354573547472167265241522851188475228511884752167265241524573547472
      3626510806409992307520173024259201730242592099923075202651080640
      37144820300856222259809885984360988598436056222259801448203008
      387346747312936052875524080998052408099802936052875734674731
      393388532841393259560252374276025237427601393259560338853284
      4013754802658156082610686743761068674376581560826137548026
      414653277220220684037682964037682964020220684046532772
      42118077635270875599585420995854205270875511807763
      4317123047848060150282001502820078480601712304

      Presented 'AS IS' and for Entertainment Purposes Only.
      Any gain or loss is your responsibility.
      Use at your own risk.

      Order is a Subset of Chaos
      Knowledge is Beyond Belief
      Wisdom is Not Censored
      Douglas Paul Smallish
      Jehocifer

        psykomo's avatar - animal shark.jpg

        United States
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        Posted: July 15, 2015, 9:57 pm - IP Logged

           Psyko thinks this Differential Distribution is a perfectly good explanation, thank you............Thinking of.................Thud

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          bgonçalves
          Brasil
          Member #92564
          June 9, 2010
          2125 Posts
          Online
          Posted: July 15, 2015, 10:47 pm - IP Logged

          Hello jade, thank you, well, it's like an electrocardiogram, where the last draw is the basis, then the three patterns = greater than, less equal and the last draw for next
          The power ball is more favorable to give all numbers greater or smaller than last draw
          Because of recurrence, the whole number in each position

            SergeM's avatar - slow icon.png
            Economy class
            Belgium
            Member #123700
            February 27, 2012
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            Posted: July 16, 2015, 8:13 am - IP Logged

            What about the decision making?

              Avatar
              bgonçalves
              Brasil
              Member #92564
              June 9, 2010
              2125 Posts
              Online
              Posted: July 16, 2015, 8:26 am - IP Logged

              Hello, sergem, good if you can keep for several sweepstakes until the pattern is drawn
              All smaller numbers or all bigger in relation to the last draw
                The final draw is the reference, to play all numbers greater or smaller
              It also has the last digits of each number that harder to do the calculation
                But when the whole number (digit first and last together) have recurrence
                Powerball
              13,16,34,45,50 base last draw
              11 14 29 38 45 next = all lower numbers

                JADELottery's avatar - MeAtWork 03.PNG
                The Quantum Master
                West Concord, MN
                United States
                Member #21
                December 7, 2001
                3675 Posts
                Offline
                Posted: July 16, 2015, 9:08 am - IP Logged

                   Psyko thinks this Differential Distribution is a perfectly good explanation, thank you............Thinking of.................Thud

                Mathemagics, aye.

                Works wonders.

                Cool

                Presented 'AS IS' and for Entertainment Purposes Only.
                Any gain or loss is your responsibility.
                Use at your own risk.

                Order is a Subset of Chaos
                Knowledge is Beyond Belief
                Wisdom is Not Censored
                Douglas Paul Smallish
                Jehocifer

                  Avatar
                  bgonçalves
                  Brasil
                  Member #92564
                  June 9, 2010
                  2125 Posts
                  Online
                  Posted: July 16, 2015, 9:54 am - IP Logged

                  My lottery is 60/6
                  There are 60 numbers in the draw of 6 numbers
                    Can you make the distribuiaçao of 60/6 (mega sena)

                   diffrencial distribuiton  draw 60/6, please!!

                    BobP's avatar - bobp avatar.png
                    Dump Water Florida
                    United States
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                    June 5, 2002
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                    Posted: July 16, 2015, 6:57 pm - IP Logged

                    Like most rare low percentage oppertunities you end up waiting a year only to find yourself covering too many numbers, i.e.: three up or three down = winning a three or four number prize.

                    BobP

                    It's what happens when vagueness stays in vagueness.

                      JADELottery's avatar - MeAtWork 03.PNG
                      The Quantum Master
                      West Concord, MN
                      United States
                      Member #21
                      December 7, 2001
                      3675 Posts
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                      Posted: July 16, 2015, 8:13 pm - IP Logged

                      My lottery is 60/6
                      There are 60 numbers in the draw of 6 numbers
                        Can you make the distribuiaçao of 60/6 (mega sena)

                       diffrencial distribuiton  draw 60/6, please!!

                      60/6 - Differential Distribution Between Draws
                      -C - Column
                      ΔZ123456
                      -545006386233348504506040045060400233348505006386
                      -533462043215800400030187080030187080015800400034620432
                      -5213681390861120290011550924001155092400611202900136813908
                      -514055245041772774300331342220033134222001772774300405524504
                      -50100173001542837753757916881500791688150042837753751001730015
                      -4921776850369106801800166382622001663826220091068018002177685036
                      -484304027342175951239503177297740031772977400175951239504304027342
                      -477899483228315580746005631276300056312763000315580746007899483228
                      -46136629219095332048312593999769500939997695005332048312513662921909
                      -4522507528680857742795001493585730001493585730008577427950022507528680
                      -443559688496013242069360022770452640022770452640013242069360035596884960
                      -435438276064019740175260033512767080033512767080019740175260054382760640
                      -428064444037028552003285047845213780047845213780028552003285080644440370
                      -41116529420600402245853600665171600400665171600400402245853600116529420600
                      -40164595328380553711309500903361878000903361878000553711309500164595328380
                      -3922785292616874669072800012015722740001201572274000746690728000227852926168
                      -3830981007923698856730770015686976270001568697627000988567307700309810079236
                      -374145165737441287285845400201383339280020138333928001287285845400414516573744
                      -365466096842121651291594100254611634840025461163484001651291594100546609684212
                      -357113603990002089455412500317455372500031745537250002089455412500711360399000
                      -349147202215452610985469625390784373850039078437385002610985469625914720221545
                      -33116336847354032253258570004754190597000475419059700032253258570001163368473540
                      -32146476003401039420425362505721117129000572111712900039420425362501464760034010
                      -31182717345538047706971130006815278197000681527819700047706971130001827173455380
                      -30225975940417557207089793758042278042500804227804250057207089793752259759404175
                      -29277258937997668012064081009406494653400940649465340068012064081002772589379976
                      -2833767046717128020867212000109109141568001091091415680080208672120003376704671712
                      -2740841655153289387749604400125569781224001255697812240093877496044004084165515328
                      -264908100421364109091139093001434444651720014344446517200109091139093004908100421364
                      -255862755645040125912357760001627127888400016271278884000125912357760005862755645040
                      -246963544775096144392115518001833353612720018333536127200144392115518006963544775096
                      -238227098420912164567564592002052530508240020525305082400164567564592008227098420912
                      -229671313980358186459962113502283864782400022838647824000186459962113509671313980358
                      -21113154054734242100725268200025263577430000252635774300002100725268200011315405473424
                      -20131799534289802353882422450027788061678000277880616780002353882422450013179953428980
                      -19152869548140402623676120910030398055893400303980558934002623676120910015286954814040
                      -18176598729966752909463731947533077565912300330775659123002909463731947517659872996675
                      -17203236877352603210331711860035808741859800358087418598003210331711860020323687735260
                      -16233049451880703525072036135038572003181400385720031814003525072036135023304945188070
                      -15266318079383803852158349700041346195103000413461951030003852158349700026631807938380
                      -14303341050311934189721876962544108776435500441087764355004189721876962530334105031193
                      -13344433820185364535527128870046836038385000468360383850004535527128870034443382018536
                      -12389929510109444886947440640049503353780800495033537808004886947440640038992951010944
                      -11440179407333125240940370260052085455892400520854558924005240940370260044017940733312
                      -10495553465837505594022984375054556745775000545567457750005594022984375049555346583750
                      -9556440806944405942247054800056891626862000568916268620005942247054800055644080694440
                      -8623250219937806281174185650059064865314000590648653140006281174185650062325021993780
                      -7696410662693206605850888000061051974438000610519744380006605850888000069641066269320
                      -6776371762311606910783616100062829621309000628296213090006910783616100077637176231160
                      -5863604315756007189913776500064376053560000643760535600007189913776500086360431575600
                      -4958600790489167436592719010065671544156400656715441564007436592719010095860079048916
                      -310618758251119276435567162500666988518378006669885183780076435567162500106187582511192
                      -211739667300017378029019366525674436947949006744369479490078029019366525117396673000173
                      -112954339879512479060594141800678952350522006789523505220079060594141800129543398795124
                      014268617548069079437700167250680465709490006804657094900079437700167250142686175480690
                      112954339879512479060594141800678952350522006789523505220079060594141800129543398795124
                      211739667300017378029019366525674436947949006744369479490078029019366525117396673000173
                      310618758251119276435567162500666988518378006669885183780076435567162500106187582511192
                      4958600790489167436592719010065671544156400656715441564007436592719010095860079048916
                      5863604315756007189913776500064376053560000643760535600007189913776500086360431575600
                      6776371762311606910783616100062829621309000628296213090006910783616100077637176231160
                      7696410662693206605850888000061051974438000610519744380006605850888000069641066269320
                      8623250219937806281174185650059064865314000590648653140006281174185650062325021993780
                      9556440806944405942247054800056891626862000568916268620005942247054800055644080694440
                      10495553465837505594022984375054556745775000545567457750005594022984375049555346583750
                      11440179407333125240940370260052085455892400520854558924005240940370260044017940733312
                      12389929510109444886947440640049503353780800495033537808004886947440640038992951010944
                      13344433820185364535527128870046836038385000468360383850004535527128870034443382018536
                      14303341050311934189721876962544108776435500441087764355004189721876962530334105031193
                      15266318079383803852158349700041346195103000413461951030003852158349700026631807938380
                      16233049451880703525072036135038572003181400385720031814003525072036135023304945188070
                      17203236877352603210331711860035808741859800358087418598003210331711860020323687735260
                      18176598729966752909463731947533077565912300330775659123002909463731947517659872996675
                      19152869548140402623676120910030398055893400303980558934002623676120910015286954814040
                      20131799534289802353882422450027788061678000277880616780002353882422450013179953428980
                      21113154054734242100725268200025263577430000252635774300002100725268200011315405473424
                      229671313980358186459962113502283864782400022838647824000186459962113509671313980358
                      238227098420912164567564592002052530508240020525305082400164567564592008227098420912
                      246963544775096144392115518001833353612720018333536127200144392115518006963544775096
                      255862755645040125912357760001627127888400016271278884000125912357760005862755645040
                      264908100421364109091139093001434444651720014344446517200109091139093004908100421364
                      2740841655153289387749604400125569781224001255697812240093877496044004084165515328
                      2833767046717128020867212000109109141568001091091415680080208672120003376704671712
                      29277258937997668012064081009406494653400940649465340068012064081002772589379976
                      30225975940417557207089793758042278042500804227804250057207089793752259759404175
                      31182717345538047706971130006815278197000681527819700047706971130001827173455380
                      32146476003401039420425362505721117129000572111712900039420425362501464760034010
                      33116336847354032253258570004754190597000475419059700032253258570001163368473540
                      349147202215452610985469625390784373850039078437385002610985469625914720221545
                      357113603990002089455412500317455372500031745537250002089455412500711360399000
                      365466096842121651291594100254611634840025461163484001651291594100546609684212
                      374145165737441287285845400201383339280020138333928001287285845400414516573744
                      3830981007923698856730770015686976270001568697627000988567307700309810079236
                      3922785292616874669072800012015722740001201572274000746690728000227852926168
                      40164595328380553711309500903361878000903361878000553711309500164595328380
                      41116529420600402245853600665171600400665171600400402245853600116529420600
                      428064444037028552003285047845213780047845213780028552003285080644440370
                      435438276064019740175260033512767080033512767080019740175260054382760640
                      443559688496013242069360022770452640022770452640013242069360035596884960
                      4522507528680857742795001493585730001493585730008577427950022507528680
                      46136629219095332048312593999769500939997695005332048312513662921909
                      477899483228315580746005631276300056312763000315580746007899483228
                      484304027342175951239503177297740031772977400175951239504304027342
                      4921776850369106801800166382622001663826220091068018002177685036
                      50100173001542837753757916881500791688150042837753751001730015
                      514055245041772774300331342220033134222001772774300405524504
                      5213681390861120290011550924001155092400611202900136813908
                      533462043215800400030187080030187080015800400034620432
                      545006386233348504506040045060400233348505006386

                      Presented 'AS IS' and for Entertainment Purposes Only.
                      Any gain or loss is your responsibility.
                      Use at your own risk.

                      Order is a Subset of Chaos
                      Knowledge is Beyond Belief
                      Wisdom is Not Censored
                      Douglas Paul Smallish
                      Jehocifer

                        Avatar
                        bgonçalves
                        Brasil
                        Member #92564
                        June 9, 2010
                        2125 Posts
                        Online
                        Posted: July 16, 2015, 8:24 pm - IP Logged
                        60/6 - Differential Distribution Between Draws
                        -C - Column
                        ΔZ123456
                        -545006386233348504506040045060400233348505006386
                        -533462043215800400030187080030187080015800400034620432
                        -5213681390861120290011550924001155092400611202900136813908
                        -514055245041772774300331342220033134222001772774300405524504
                        -50100173001542837753757916881500791688150042837753751001730015
                        -4921776850369106801800166382622001663826220091068018002177685036
                        -484304027342175951239503177297740031772977400175951239504304027342
                        -477899483228315580746005631276300056312763000315580746007899483228
                        -46136629219095332048312593999769500939997695005332048312513662921909
                        -4522507528680857742795001493585730001493585730008577427950022507528680
                        -443559688496013242069360022770452640022770452640013242069360035596884960
                        -435438276064019740175260033512767080033512767080019740175260054382760640
                        -428064444037028552003285047845213780047845213780028552003285080644440370
                        -41116529420600402245853600665171600400665171600400402245853600116529420600
                        -40164595328380553711309500903361878000903361878000553711309500164595328380
                        -3922785292616874669072800012015722740001201572274000746690728000227852926168
                        -3830981007923698856730770015686976270001568697627000988567307700309810079236
                        -374145165737441287285845400201383339280020138333928001287285845400414516573744
                        -365466096842121651291594100254611634840025461163484001651291594100546609684212
                        -357113603990002089455412500317455372500031745537250002089455412500711360399000
                        -349147202215452610985469625390784373850039078437385002610985469625914720221545
                        -33116336847354032253258570004754190597000475419059700032253258570001163368473540
                        -32146476003401039420425362505721117129000572111712900039420425362501464760034010
                        -31182717345538047706971130006815278197000681527819700047706971130001827173455380
                        -30225975940417557207089793758042278042500804227804250057207089793752259759404175
                        -29277258937997668012064081009406494653400940649465340068012064081002772589379976
                        -2833767046717128020867212000109109141568001091091415680080208672120003376704671712
                        -2740841655153289387749604400125569781224001255697812240093877496044004084165515328
                        -264908100421364109091139093001434444651720014344446517200109091139093004908100421364
                        -255862755645040125912357760001627127888400016271278884000125912357760005862755645040
                        -246963544775096144392115518001833353612720018333536127200144392115518006963544775096
                        -238227098420912164567564592002052530508240020525305082400164567564592008227098420912
                        -229671313980358186459962113502283864782400022838647824000186459962113509671313980358
                        -21113154054734242100725268200025263577430000252635774300002100725268200011315405473424
                        -20131799534289802353882422450027788061678000277880616780002353882422450013179953428980
                        -19152869548140402623676120910030398055893400303980558934002623676120910015286954814040
                        -18176598729966752909463731947533077565912300330775659123002909463731947517659872996675
                        -17203236877352603210331711860035808741859800358087418598003210331711860020323687735260
                        -16233049451880703525072036135038572003181400385720031814003525072036135023304945188070
                        -15266318079383803852158349700041346195103000413461951030003852158349700026631807938380
                        -14303341050311934189721876962544108776435500441087764355004189721876962530334105031193
                        -13344433820185364535527128870046836038385000468360383850004535527128870034443382018536
                        -12389929510109444886947440640049503353780800495033537808004886947440640038992951010944
                        -11440179407333125240940370260052085455892400520854558924005240940370260044017940733312
                        -10495553465837505594022984375054556745775000545567457750005594022984375049555346583750
                        -9556440806944405942247054800056891626862000568916268620005942247054800055644080694440
                        -8623250219937806281174185650059064865314000590648653140006281174185650062325021993780
                        -7696410662693206605850888000061051974438000610519744380006605850888000069641066269320
                        -6776371762311606910783616100062829621309000628296213090006910783616100077637176231160
                        -5863604315756007189913776500064376053560000643760535600007189913776500086360431575600
                        -4958600790489167436592719010065671544156400656715441564007436592719010095860079048916
                        -310618758251119276435567162500666988518378006669885183780076435567162500106187582511192
                        -211739667300017378029019366525674436947949006744369479490078029019366525117396673000173
                        -112954339879512479060594141800678952350522006789523505220079060594141800129543398795124
                        014268617548069079437700167250680465709490006804657094900079437700167250142686175480690
                        112954339879512479060594141800678952350522006789523505220079060594141800129543398795124
                        211739667300017378029019366525674436947949006744369479490078029019366525117396673000173
                        310618758251119276435567162500666988518378006669885183780076435567162500106187582511192
                        4958600790489167436592719010065671544156400656715441564007436592719010095860079048916
                        5863604315756007189913776500064376053560000643760535600007189913776500086360431575600
                        6776371762311606910783616100062829621309000628296213090006910783616100077637176231160
                        7696410662693206605850888000061051974438000610519744380006605850888000069641066269320
                        8623250219937806281174185650059064865314000590648653140006281174185650062325021993780
                        9556440806944405942247054800056891626862000568916268620005942247054800055644080694440
                        10495553465837505594022984375054556745775000545567457750005594022984375049555346583750
                        11440179407333125240940370260052085455892400520854558924005240940370260044017940733312
                        12389929510109444886947440640049503353780800495033537808004886947440640038992951010944
                        13344433820185364535527128870046836038385000468360383850004535527128870034443382018536
                        14303341050311934189721876962544108776435500441087764355004189721876962530334105031193
                        15266318079383803852158349700041346195103000413461951030003852158349700026631807938380
                        16233049451880703525072036135038572003181400385720031814003525072036135023304945188070
                        17203236877352603210331711860035808741859800358087418598003210331711860020323687735260
                        18176598729966752909463731947533077565912300330775659123002909463731947517659872996675
                        19152869548140402623676120910030398055893400303980558934002623676120910015286954814040
                        20131799534289802353882422450027788061678000277880616780002353882422450013179953428980
                        21113154054734242100725268200025263577430000252635774300002100725268200011315405473424
                        229671313980358186459962113502283864782400022838647824000186459962113509671313980358
                        238227098420912164567564592002052530508240020525305082400164567564592008227098420912
                        246963544775096144392115518001833353612720018333536127200144392115518006963544775096
                        255862755645040125912357760001627127888400016271278884000125912357760005862755645040
                        264908100421364109091139093001434444651720014344446517200109091139093004908100421364
                        2740841655153289387749604400125569781224001255697812240093877496044004084165515328
                        2833767046717128020867212000109109141568001091091415680080208672120003376704671712
                        29277258937997668012064081009406494653400940649465340068012064081002772589379976
                        30225975940417557207089793758042278042500804227804250057207089793752259759404175
                        31182717345538047706971130006815278197000681527819700047706971130001827173455380
                        32146476003401039420425362505721117129000572111712900039420425362501464760034010
                        33116336847354032253258570004754190597000475419059700032253258570001163368473540
                        349147202215452610985469625390784373850039078437385002610985469625914720221545
                        357113603990002089455412500317455372500031745537250002089455412500711360399000
                        365466096842121651291594100254611634840025461163484001651291594100546609684212
                        374145165737441287285845400201383339280020138333928001287285845400414516573744
                        3830981007923698856730770015686976270001568697627000988567307700309810079236
                        3922785292616874669072800012015722740001201572274000746690728000227852926168
                        40164595328380553711309500903361878000903361878000553711309500164595328380
                        41116529420600402245853600665171600400665171600400402245853600116529420600
                        428064444037028552003285047845213780047845213780028552003285080644440370
                        435438276064019740175260033512767080033512767080019740175260054382760640
                        443559688496013242069360022770452640022770452640013242069360035596884960
                        4522507528680857742795001493585730001493585730008577427950022507528680
                        46136629219095332048312593999769500939997695005332048312513662921909
                        477899483228315580746005631276300056312763000315580746007899483228
                        484304027342175951239503177297740031772977400175951239504304027342
                        4921776850369106801800166382622001663826220091068018002177685036
                        50100173001542837753757916881500791688150042837753751001730015
                        514055245041772774300331342220033134222001772774300405524504
                        5213681390861120290011550924001155092400611202900136813908
                        533462043215800400030187080030187080015800400034620432
                        545006386233348504506040045060400233348505006386

                        ok JADE. perfect, conglatulations, thanks you

                          Avatar
                          bgonçalves
                          Brasil
                          Member #92564
                          June 9, 2010
                          2125 Posts
                          Online
                          Posted: July 16, 2015, 8:38 pm - IP Logged

                          Jade how can I use this data to predict up to the next draw
                            Within the patterns 3 = greater, smaller or equal in each position?

                            RJOh's avatar - chipmunk
                            mid-Ohio
                            United States
                            Member #9
                            March 24, 2001
                            19830 Posts
                            Offline
                            Posted: July 17, 2015, 3:36 pm - IP Logged

                            Jade how can I use this data to predict up to the next draw
                              Within the patterns 3 = greater, smaller or equal in each position?

                            One of the problem of generating all this data is knowing what to do with it once you have it.

                            I too have generated data about MegaMillions that I haven't found a way to use, for example the last winning combination have a form that 16(10%) of the winning combinations have had since the last matrix change and 8(14%) of them this year alone but only a few of the combinations I have ever played had it.  Tonight all ten of my picks will have this form and I'll see if it makes any difference. It could be that this form cover so many combinations that a player would have to spend a small fortune to cover them.

                             * you don't need to buy more tickets, just buy a winning ticket * 
                               
                                         Evil Looking       

                              RJOh's avatar - chipmunk
                              mid-Ohio
                              United States
                              Member #9
                              March 24, 2001
                              19830 Posts
                              Offline
                              Posted: July 17, 2015, 3:58 pm - IP Logged

                              Like most rare low percentage oppertunities you end up waiting a year only to find yourself covering too many numbers, i.e.: three up or three down = winning a three or four number prize.

                              BobP

                              It's what happens when vagueness stays in vagueness.

                              Could you be less vague? What?

                               * you don't need to buy more tickets, just buy a winning ticket * 
                                 
                                           Evil Looking