### Recent Posts

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91
##### Roulette Strategy Discussion / Re: Are Some Bets Worse Than Others?
« Last post by Reyth on November 20, 2017, 09:56:17 PM »
I am doing some intense training at work and am not currently available to Skype, sorry.
92
##### Roulette Strategy Discussion / Re: Are Some Bets Worse Than Others?
« Last post by MrPerfect. on November 20, 2017, 09:00:05 PM »
Reyth, l already told you to add me in Skype,  if you wish.
If you had done this already, what you say ( gaps) would be a bit clear for you .
93
##### Roulette Strategy Discussion / Re: Are Some Bets Worse Than Others?
« Last post by Reyth on November 20, 2017, 05:58:55 PM »
For now I have given up on predicting hot streaks (beginning or end) but as I have been discussing here, I have some testing that I would like to do on it.

Right now my priority is on gaps and finding additional ways to analyze the probabilities.

There are times when one selection is less likely to gap than any other (or at least the vast majority of the other selections).  There are also internal gap statistics that apply to the selection alone, regardless of the state of the board.
94
##### Roulette Strategy Discussion / Re: Are Some Bets Worse Than Others?
« Last post by MrPerfect. on November 20, 2017, 05:45:41 PM »
Stats are good... but it's just a tool.
Gapping  does stay there..  but wich numbers gonna gap?
We are not there for millions spins either... at least me! No patience to play for so long.
It's not about what is better, just what can be used. You yourself say that you wanna know when steak start and when it ends... we all want it. But these who use physics do it during the spin, not after few past results. Even like that it's not easy to win.... imagine if you are few spins behind in your decisions.
Recearch is always good... as long as you like what you do, by any means,  continue to do it.
I'm here not criticise, just to help if posible.
95
##### Casino Lounge / Re: Dobbelsteen`Blog
« Last post by Reyth on November 20, 2017, 05:33:24 PM »
Thank you!  I see there is no reliable DTOP for gaps in general.  I guess I would need to specify the hottest DS every time.  Thanks!
96
##### Roulette Strategy Discussion / Re: Are Some Bets Worse Than Others?
« Last post by Reyth on November 20, 2017, 05:27:16 PM »
Your method is more reliable, there is no doubt of this but its not the only possible way.

Gapping is the most reliable example (the only one) that I have found so far that stands up to millions of trials and does not deviate (its not just variance).
97
##### Casino Lounge / Re: Dobbelsteen`Blog
« Last post by dobbelsteen on November 20, 2017, 04:49:41 PM »

Reyth

I have programmed the gabs of the double streets.
Here the results of a 500 spins sample.
The largest gab is 32 spins.

98
##### Roulette Strategy Discussion / Re: Are Some Bets Worse Than Others?
« Last post by MrPerfect. on November 20, 2017, 04:37:56 PM »
Dobbelsteen,  mostly you are right...
For the reasons you mentioned thing becomes predictable. Not on every spin, but in general, definitely yes.
@ Reyth, " physics of stats"..  or whatever it means...
Instead l would prefer you guys to use "stats of physics"... so you get results that are logical, reliable, can be reproduced , modeled and used on other wheels as a reference.
Physics comes first... action happens on the wheel, not in your simulation program.  It brings money...  and money is good, right?
I want you guys make a lot of money for yourself, a bit for me and help to work towards encreasing understanding of situations faced by players out there. What is an idea of " physics of stats "? Multiply fallacy? It's already a lot...
99
##### Roulette Strategy Discussion / Re: Progression dilemma
« Last post by Reyth on November 20, 2017, 03:48:00 PM »
Here is the proof about loss chances based on per coup taken:

Code: [Select]
`1  157  7.182725E-03  2  175  1.518895E-02  3  180  2.342392E-02  4  200  3.257389E-02  5  157  3.975661E-02  6  177  4.785433E-02  7  186  .0563638  8  168  6.404977E-02  9  202  7.329124E-02  10  168  8.097722E-02  11  167  8.861744E-02  12  159  9.589166E-02  13  161  .1032574  14  175  .1112636  15  164  .1187666  16  169  .1264983  17  160  .1338183  18  137  .140086  19  161  .1474517  20  158  .1546802  21  164  .1621832  22  160  .1695032  23  154  .1765486  24  144  .1831366  25  141  .1895873  26  162  .1969988  27  143  .203541  28  145  .2101748  29  165  .2177235  30  169  .2254552  31  142  .2319517  32  131  .2379449  33  145  .2445786  34  130  .2505261  35  143  .2570683  36  136  .2632903  37  150  .2701528  38  133  .2762375  39  143  .2827798  40  127  .28859  41  127  .2944002  42  121  .2999359  43  133  .3060207  44  115  .3112819  45  122  .3168634  46  130  .3228109  47  135  .3289871  48  135  .3351633  49  114  .3403788  50  135  .346555  51  118  .3519535  52  113  .3571233  53  119  .3625675  54  102  .367234  55  131  .3732272  56  104  .3779852  57  113  .3831549  58  119  .3885991  59  137  .3948669  60  112  .3999909  61  121  .4055266  62  116  .4108336  63  101  .4154543  64  102  .4201208  65  116  .4254278  66  107  .430323  67  103  .4350352  68  105  .4398389  69  118  .4452374  70  86  .4491719  71  86  .4531064  72  107  .4580016  73  104  .4627596  74  100  .4673346  75  100  .4719096  76  95  .4762558  77  98  .4807393  78  112  .4858633  79  80  .4895233  80  103  .4942355  81  100  .4988105  82  92  .5030195  83  96  .5074115  84  85  .5113002  85  102  .5159667  86  70  .5191692  87  86  .5231037  88  86  .5270382  89  73  .5303779  90  86  .5343124  91  83  .5381096  92  102  .5427761  93  91  .5469393  94  102  .5516058  95  103  .556318  96  77  .5598408  97  103  .564553  98  77  .5680758  99  78  .5716442  100  83  .5754415  101  71  .5786898  102  78  .5822582  103  78  .5858267  104  72  .5891207  105  71  .5923689  106  72  .5956629  107  82  .5994144  108  92  .6036234  109  74  .6070089  110  58  .6096624  111  75  .6130936  112  61  .6158844  113  90  .6200019  114  74  .6233873  115  72  .6266813  116  74  .6300668  117  78  .6336353  118  78  .6372038  119  74  .6405892  120  58  .6432428  121  56  .6458048  122  75  .649236  123  65  .6522097  124  83  .6560069  125  63  .6588892  126  58  .6615427  127  77  .6650654  128  64  .6679934  129  54  .6704639  130  59  .6731631  131  50  .6754506  132  66  .6784701  133  54  .6809406  134  53  .6833653  135  39  .6851496  136  62  .6879861  137  59  .6906853  138  61  .6934761  139  52  .6958551  140  56  .6984171  141  55  .7009333  142  50  .7032208  143  55  .7057371  144  64  .708665  145  44  .710678  146  50  .7129655  147  49  .7152072  148  61  .717998  149  46  .7201025  150  47  .7222527  151  56  .7248147  152  58  .7274682  153  42  .7293897  154  41  .7312654  155  41  .7331412  156  49  .7353829  157  40  .7372129  158  63  .7400951  159  39  .7418794  160  52  .7442584  161  45  .7463171  162  43  .7482844  163  53  .7507091  164  55  .7532254  165  55  .7557416  166  53  .7581664  167  49  .7604081  168  46  .7625126  169  43  .7644798  170  31  .765898  171  42  .7678196  172  32  .7692835  173  29  .7706103  174  44  .7726233  175  42  .7745448  176  56  .7771068  177  46  .7792113  178  39  .7809955  179  40  .7828255  180  38  .784564  181  37  .7862567  182  43  .788224  183  41  .7900997  184  35  .791701  185  37  .7933937  186  44  .7954067  187  38  .7971452  188  40  .7989752  189  31  .8003935  190  41  .8022692  191  34  .8038247  192  38  .8055632  193  29  .80689  194  24  .8079879  195  32  .8094519  196  29  .8107787  197  37  .8124714  198  29  .8137981  199  38  .8155366  200  29  .8168634  201  36  .8185104  202  42  .8204319  203  44  .8224449  204  26  .8236344  205  39  .8254186  206  33  .8269284  207  27  .8281636  208  36  .8298106  209  24  .8309086  210  24  .8320066  211  35  .8336079  212  29  .8349346  213  32  .8363986  214  25  .8375423  215  29  .838869  216  32  .840333  217  29  .8416598  218  21  .8426206  219  26  .84381  220  36  .845457  221  30  .8468295  222  31  .8482478  223  21  .8492085  224  36  .8508555  225  17  .8516333  226  19  .8525025  227  22  .853509  228  22  .8545155  229  22  .855522  230  16  .856254  231  23  .8573062  232  21  .858267  233  19  .8591362  234  14  .8597767  235  20  .8606917  236  32  .8621557  237  18  .8629792  238  25  .864123  239  18  .8649465  240  22  .865953  241  15  .8666392  242  14  .8672797  243  17  .8680575  244  27  .8692927  245  24  .8703907  246  26  .8715802  247  22  .8725867  248  22  .8735932  249  18  .8744167  250  30  .8757892  251  15  .8764755  252  23  .8775277  253  25  .8786714  254  19  .8795407  255  14  .8801812  256  26  .8813707  257  18  .8821942  258  10  .8826517  259  26  .8838412  260  23  .8848934  261  20  .8858084  262  25  .8869522  263  19  .8878214  264  27  .8890566  265  20  .8899716  266  13  .8905664  267  21  .8915271  268  22  .8925336  269  19  .8934029  270  21  .8943636  271  27  .8955989  272  20  .8965139  273  19  .8973831  274  18  .8982066  275  25  .8993503  276  16  .9000823  277  9  .9004941  278  20  .9014091  279  19  .9022784  280  24  .9033763  281  15  .9040626  282  19  .9049318  283  20  .9058468  284  13  .9064416  285  18  .9072651  286  14  .9079056  287  21  .9088663  288  28  .9101473  289  22  .9111538  290  15  .9118401  291  19  .9127093  292  16  .9134413  293  20  .9143563  294  17  .9151341  295  16  .915866  296  14  .9165065  297  15  .9171928  298  15  .917879  299  20  .918794  300  10  .9192516  301  11  .9197548  302  20  .9206698  303  10  .9211273  304  16  .9218593  305  12  .9224083  306  16  .9231403  307  13  .923735  308  18  .9245585  309  10  .925016  310  14  .9256565  311  12  .9262055  312  15  .9268917  313  13  .9274865  314  13  .9280813  315  17  .928859  316  18  .9296825  317  15  .9303687  318  11  .930872  319  17  .9316497  320  13  .9322445  321  9  .9326562  322  12  .9332052  323  11  .9337085  324  10  .934166  325  19  .9350352  326  11  .9355385  327  6  .935813  328  12  .936362  329  12  .936911  330  14  .9375514  331  9  .9379632  332  12  .9385122  333  12  .9390612  334  17  .9398389  335  10  .9402965  336  17  .9410742  337  12  .9416232  338  9  .942035  339  17  .9428127  340  10  .9432702  341  17  .9440479  342  8  .944414  343  10  .9448714  344  9  .9452832  345  11  .9457864  346  9  .9461982  347  7  .9465184  348  8  .9468845  349  10  .9473419  350  6  .9476165  351  7  .9479367  352  5  .9481654  353  11  .9486687  354  10  .9491262  355  6  .9494007  356  8  .9497667  357  11  .9502699  358  6  .9505444  359  8  .9509104  360  10  .9513679  361  7  .9516882  362  5  .9519169  363  8  .9522829  364  11  .9527861  365  11  .9532894  366  7  .9536096  367  4  .9537927  368  8  .9541587  369  5  .9543874  370  9  .9547992  371  7  .9551194  372  7  .9554396  373  9  .9558514  374  7  .9561716  375  13  .9567664  376  9  .9571782  377  2  .9572697  378  5  .9574984  379  8  .9578644  380  10  .9583219  381  5  .9585506  382  5  .9587794  383  8  .9591454  384  8  .9595114  385  6  .9597859  386  13  .9603806  387  8  .9607466  388  8  .9611126  389  2  .9612041  390  12  .9617531  391  5  .9619819  392  9  .9623936  393  5  .9626224  394  9  .9630342  395  5  .9632629  396  4  .9634459  397  3  .9635831  398  6  .9638577  399  6  .9641321  400  13  .9647269  401  3  .9648641  402  6  .9651386  403  7  .9654589  404  10  .9659164  405  7  .9662366  406  8  .9666026  407  6  .9668771  408  6  .9671516  409  6  .9674261  410  5  .9676549  411  8  .9680209  412  7  .9683411  413  6  .9686156  414  4  .9687986  415  3  .9689358  416  6  .9692104  417  12  .9697593  418  4  .9699423  419  3  .9700796  420  9  .9704913  421  6  .9707658  422  5  .9709946  423  3  .9711319  424  10  .9715893  425  3  .9717266  426  2  .9718181  427  4  .9720011  428  9  .9724128  429  7  .9727331  430  8  .9730991  431  5  .9733278  432  2  .9734194  433  3  .9735566  434  1  .9736024  435  1  .9736481  436  7  .9739683  437  4  .9741513  438  4  .9743344  439  6  .9746088  440  4  .9747918  441  4  .9749748  442  3  .9751121  443  7  .9754323  444  10  .9758899  445  2  .9759814  446  6  .9762558  447  5  .9764846  448  2  .9765761  449  3  .9767134  450  9  .9771251  451  0  .9771251  452  4  .9773081  453  4  .9774911  454  5  .9777198  455  3  .9778571  456  4  .9780401  457  5  .9782688  458  5  .9784976  459  7  .9788178  460  3  .9789551  461  4  .9791381  462  1  .9791838  463  4  .9793668  464  1  .9794126  465  3  .9795498  466  2  .9796413  467  2  .9797328  468  3  .9798701  469  1  .9799158  470  4  .9800988  471  2  .9801903  472  3  .9803275  473  4  .9805106  474  4  .9806936  475  4  .9808766  476  2  .9809681  477  2  .9810596  478  1  .9811053  479  4  .9812883  480  5  .9815171  481  2  .9816086  482  7  .9819288  483  3  .982066  484  3  .9822033  485  8  .9825693  486  0  .9825693  487  3  .9827065  488  3  .9828438  489  2  .9829353  490  4  .9831183  491  1  .9831641  492  2  .9832556  493  3  .9833928  494  3  .98353  495  6  .9838046  496  3  .9839418  497  4  .9841248  498  6  .9843993  499  6  .9846738  500  4  .9848568  501  1  .9849026  502  3  .9850398  503  2  .9851313  504  7  .9854516  505  3  .9855888  506  3  .9857261  507  1  .9857718  508  4  .9859548  509  3  .986092  510  5  .9863208  511  5  .9865496  512  4  .9867325  513  2  .986824  514  2  .9869155  515  3  .9870528  516  6  .9873273  517  3  .9874645  518  4  .9876475  519  1  .9876933  520  2  .9877848  521  3  .987922  522  0  .987922  523  2  .9880136  524  4  .9881966  525  1  .9882423  526  2  .9883338  527  0  .9883338  528  2  .9884253  529  3  .9885625  530  2  .988654  531  4  .9888371  532  0  .9888371  533  2  .9889286  534  1  .9889743  535  2  .9890658  536  2  .9891573  537  1  .989203  538  5  .9894318  539  0  .9894318  540  3  .989569  541  3  .9897063  542  2  .9897978  543  3  .989935  544  2  .9900265  545  0  .9900265  546  4  .9902095  547  3  .9903468  548  2  .9904383  549  1  .9904841  550  2  .9905756  551  2  .990667  552  6  .9909415  553  4  .9911245  554  2  .991216  ... 1401  1  1`
The more coups we gain, the greater chances for our progression to fail.  This particular table is based on a DS with a 27 step progression, which has a static 99.16% chance of hitting.

Tables can be generated for any betting scheme.

The general principle is that the more coups we take, the greater the chances of getting a failure; the shorter our recovery, the more success we will have.

Dividing the recovery into smaller chunks at decreasing bet amounts should improve our results.
100
##### Roulette Strategy Discussion / Re: Hey, KAV.......
« Last post by Reyth on November 20, 2017, 03:37:12 PM »
Wow sounds awesome!

I think Kav would suggest that you use a Google Drive link?
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