ncsupanda
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Activity: 1628
Merit: 1012
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January 29, 2015, 10:42:31 PM |
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Hey,
I am not much of a mathematician, but I'll give it a try. I have two questions: 1. The a in the formula. Does it mean it can be any number? 2. You said the z value is always 1. What does that mean? I can't find a value z.
With z I believe he is referring to the standard deviation. http://en.wikipedia.org/wiki/Standard_score
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jsmit332
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January 29, 2015, 10:53:01 PM |
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I love all these bounties that Evil-Knievel puts up. Why do you put up all these bounties?
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NeuroticFish
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Activity: 3850
Merit: 6583
Looking for campaign manager? Contact icopress!
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January 30, 2015, 09:29:28 AM |
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I love all these bounties that Evil-Knievel puts up. Why do you put up all these bounties?
If you want to make money, you have to invest money or knowledge. I can bet that he has some interesting idea to get some coins in a way we cannot think of. And I am almost sure that he will not actually share with us, especially seeing this big bounty.
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lili song
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January 30, 2015, 03:01:12 PM |
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But OP still doesn't post anything here I want to ask : Are we looking for simplify the formula or looking x value ? Why x must be start from 9 ? If we are looking for x value, How "a" value (coefficient from x variable ) on denominator ?
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bitspill
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Activity: 2087
Merit: 1015
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January 31, 2015, 09:09:31 AM |
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The funds from that address got used to fund another of his projects it seems, he likely just used Armory and it chose those coins to send because they are all in his wallet. I'd be willing to bet this bounty is still open as Evil-Knievel has much more in his wallet than just that. 1PayC5RCF2aXZ6Rjg2DpVM73gaQbndiZVX is the payout address for his "nxt-miner" https://bitcointalk.org/index.php?topic=929196.0
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josef2000
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January 31, 2015, 10:43:46 AM |
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So may OP share the winner?
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██████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████████
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bitspill
Legendary
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Activity: 2087
Merit: 1015
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January 31, 2015, 10:45:11 AM |
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So may OP share the winner?
There isn't a winner.
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bitspill
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Activity: 2087
Merit: 1015
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January 31, 2015, 11:04:50 AM Last edit: January 31, 2015, 11:23:09 AM by bitspill |
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1,000 results in tiny text
[Code ] box will get a scroll bar rather than a blob of tiny text
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ndnh
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Activity: 1302
Merit: 1005
New Decentralized Nuclear Hobbit
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January 31, 2015, 11:11:39 AM |
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thanks^ What is a? I got this one: (I am assuming a=1, since idk what it is) 9 1.953601954 0.149948812 1.358801291 0.031339645 7.712182578 1.625637989 0.078769584 2.889055988 0.381709759 0.312945674 0.460740556 0.201244259 0.921033115 0.002255532 110.5874785 27.39240964 6.580847436 1.336211484 0.028005331 8.663456865 1.868025191 0.130466357 1.613546373 0.076363603 2.98997913 0.40767413 0.270883791 0.589492542 0.093216439 2.391787739 0.255614927 0.646806509 0.063317151 3.669714186 0.583799923 0.096679727 2.294468653 0.231518604 0.752591451 0.026932304 9.019610481 1.958585999 0.151098845 1.345786783 0.029402551 8.238610265 1.759869199 0.106669049 2.048809999 0.172174344 1.137614004 0.005541273 44.86324202 10.95503797 2.449320368 0.269977664 0.5927125 0.091300256 2.448772224 0.269840452 0.593201979 0.091011637 2.457561175 0.272041321 0.585410551 0.095689937 2.321570462 0.238201645 0.721120533 0.035638524 6.748013008 1.379068856 0.034440483 6.992567751 1.441706497 0.044622888 5.331685144 1.014766746 7.16266E-05 3490.073113 872.2681351 217.8164615 54.20183568 13.29148935 3.039477402 0.420435954 0.252305319 0.660144274 0.057518061 4.070175306 0.687879137 0.046675606 5.084409583 0.950866273 0.00084611 295.2193777 73.55315938 18.13163065 4.257606312 0.736569682 0.03116577 7.756766112 1.637016039 0.081051295 2.798838011 0.35857591 0.356009608 0.361155265 0.350915894 0.37160454 0.331050186 0.415590211 0.259209398 0.632705995 0.069893928 3.29554887 0.486667776 0.173587197 1.125438442 0.004654943 53.45403898 13.10441831 2.992293432 0.40827044 0.269986797 0.592679938 0.091319482 2.448188737 0.269694401 0.593723541 0.09070487 2.466963483 0.274397693 0.577207825 0.100813923 2.186962104 0.205248845 0.895937489 0.004024887 61.86153767 15.20749778 3.522225814 0.545483822 0.122702054 1.737247097 0.101827836 2.161914605 0.199189946 0.934292898 0.001539761 162.1120947 40.27496793 9.806789416 2.158437809 0.198350941 0.939786199 0.001285589 194.2126867 48.30061706 11.81512378 2.666799654 0.324883475 0.430385653 0.238677683 0.718945573 0.036300337 6.619825275 1.346207583 0.029464503 8.220704144 1.755307454 0.105688703 2.070886743 0.177399534 1.093537067 0.002665163 93.55155045 23.13262865 5.512941724 1.061548213 0.001189162 209.9815474 52.24302269 12.80145971 2.915857717 0.388596962 0.301188943 0.493051236 0.167316235 1.18102277 0.009227643 26.83795985 6.441899509 1.300561857 0.023022449 10.59785242 2.358907524 0.247444017 0.680380424 0.049452428 4.782467163 0.872715073 0.006178627 40.20900346 9.790279449 2.154250183 0.197341068 0.94645927 0.001009336 247.4370236 61.60724742 15.14389348 3.506213729 0.541325675 0.125833042 1.68555381 0.090967571 2.458907941 0.272378722 0.584227279 0.096416333 2.301626986 0.233281593 0.744115722 0.029121959 8.320661977 1.780769137 0.111186314 1.952054788 0.149592138 1.362877643 0.031955187 7.558243624 1.586336732 0.071023217 3.238229615 0.471817626 0.188981004 1.004398048 6.41937E-06 38944.41004 9735.852497 2433.713073 608.1780629 151.7936956 37.69516251 9.161053789 1.994526151 0.159437463 1.256950373 0.017433589 14.08164518 3.23866864 0.471931323 0.18885869 1.005283222 9.25523E-06 27011.5178 6752.629432 1687.907284 421.726525 105.1804499 26.04042652 6.242010173 1.24923272 0.016507133 14.88691846 3.441512998 0.524528143 0.139155949 1.4912481 0.053252228 4.420134291 0.778764279 0.020842487 11.73463397 2.646459932 0.319714059 0.443243512 0.222096043 0.800150842 0.016570322 14.82913487 3.426962432 0.520751653 0.142306651 1.450540096 0.046126437 5.14841458 0.967415162 0.000365811 683.1620151 170.5397735 42.38203729 10.33412918 2.292112326 0.230938627 0.755407789 0.026228958 9.268851193 2.021907818 0.165841708 1.194692901 0.01054836 23.44517579 5.591329662 1.081764546 0.002058983 121.1681297 30.03795701 7.243673984 1.505950987 0.055901493 4.196538515 0.720708743 0.035763206 6.723501283 1.372786762 0.033468633 7.203785606 1.495750362 0.054059368 4.349701446 0.760482388 0.024991544 9.741355738 2.141840112 0.194352652 0.966606421 0.000384515 649.9195398 162.2291174 40.30422578 9.814112222 2.160295131 0.198799079 0.936846373 0.001418578 175.9821686 43.74272517 10.67464259 2.378350226 0.252272176 0.660279604 0.057461243 4.074496667 0.689002028 0.04626928 5.13162078 0.963073617 0.000471891 529.5332676 132.1323753 32.77935271 7.930282051 1.681280705 0.090083185 2.486212365 0.279227783 0.560829269 0.111686983 1.941806905 0.147233572 1.390322297 0.036204866 6.638028519 1.350875265 0.030154773 8.026165399 1.70572905 0.095171341 2.335993001 0.241767057 0.705037401 0.040727669 5.869211393 1.153357744 0.006785666 36.58900711 8.884146286 1.924151875 0.143186542 1.439486752 0.044247567 5.379369971 1.02707876 0.000237962 1050.339942 262.3345101 65.33173247 16.07545554 3.740652283 0.602235512 0.085808993 2.626028252 0.314527546 0.456581905 0.206030882 0.891148974 0.004427047 56.21884996 13.7960559 3.166693024 0.453301871 0.209879191 0.868098249 0.006669448 37.23106177 9.044876482 1.965007007 0.152582768 1.329279022 0.027008926 8.993241497 1.951884202 0.149552822 1.363328151 0.032023469 7.5415311 1.582068541 0.070195091 3.280083644 0.482659954 0.177628563 1.091663476 0.002563921 97.25561772 24.05884262 5.745221852 1.121427096 0.00437789 56.85295467 13.95467601 3.20667178 0.463646905 0.197959191 0.942366851 0.001174562 212.5946799 52.89633467 12.96489917 2.957096547 0.399205688 0.283943206 0.545381304 0.122778479 1.735954361 0.101552753 2.168661315 0.200819456 0.923753121 0.002096716 118.983032 29.49160869 7.106809551 1.470943486 0.049658463 4.761404541 0.867258523 0.006761024 36.72330048 8.917765517 1.932698898 0.145143148 1.415380403 0.040238071 5.944114829 1.172636713 0.008454122 29.3171998 7.063116736 1.459763273 0.047712973 4.967512295 0.920625914 0.002279848 109.4053093 27.09681982 6.506772733 1.317209324 0.025305297 9.617181907 2.110335517 0.186796377 1.020379759 0.000135675 1842.386726 460.3464104 114.83552 28.45458281 6.846999049 1.404430574 0.038458287 6.232428097 1.246770829 0.016215745 15.15920427 3.510068223 0.542326605 0.12507349 1.69785975 0.093526205 2.382792815 0.253376806 0.655788107 0.059368416 3.933943741 0.652474961 0.060803853 3.833942812 0.626482967 0.072949455 3.144527175 0.447569282 0.216763683 0.828877534 0.01174186 21.0355781 4.986816553 0.925621169 0.001991261 125.2975794 31.07045211 7.502296691 1.572047408 0.06826131 3.381745599 0.50901897 0.152480147 1.330410442 0.027170664 8.938068142 1.937860042 0.146327031 1.401102557 0.037922645 6.324482927 1.270417097 0.019096419 12.83218513 2.923610943 0.390590437 0.297870087 0.502643834 0.158262032 1.26891524 0.018908111 12.96265294 2.956529837 0.399059811 0.284173532 0.544639999 0.123332254 1.726634363 0.099574675 2.218261075 0.212854389 0.850841242 0.008697382 28.48999024 6.855870449 1.406702991 0.038825459 6.170790131 1.23093143 0.014390059 17.1160647 4.002355703 0.670255068 0.053381278 4.408730675 0.775804684 0.021482168 11.37716392 2.556096636 0.296827118 0.505703454 0.155464207 1.298110529 0.022693032 10.75563724 2.39885438 0.257374707 0.639854017 0.066500981 3.479395655 0.534362278 0.131222274 1.602274062 0.074138591 3.089095118 0.433244071 0.234893873 0.736475003 0.031191989 7.750011448 1.635292321 0.080704542 2.812222481 0.362002794 0.349259018 0.375072801 0.324718033 0.430790608 0.238138146 0.721411304 0.035550659 6.765389897 1.383521927 0.035135095 6.848750007 1.404879091 0.038530666 6.22018497 1.243625063 0.015846365 15.51875368 3.600571444 0.565834364 0.108270681 2.013592227 0.163892279 1.213137106 0.01244361 19.83452657 4.685324889 0.84754389 0.009120562 27.15609412 6.521627142 1.321020438 0.025838902 9.412914519 2.058489359 0.174462209 1.11799513 0.004146846 60.03471819 14.75055907 3.407174998 0.515616707 0.146686388 1.396813529 0.037236025 6.446348803 1.301703787 0.023176503 10.52560129 2.340611419 0.242910055 0.699980803 0.042423356 5.623116038 1.089959688 0.00247341 100.8238141 24.95106814 5.968930667 1.179022165 0.00904054 27.39875775 6.58243823 1.33661949 0.028064374 8.64464911 1.863240218 0.129392767 1.629778864 0.079598016 2.855706957 0.373149083 0.328214635 0.422321828 0.24966651 0.671031411 0.053072577 4.436101226 0.782907944 0.019967095 12.26091488 2.779407256 0.35360445 0.3660496 0.341460268 0.391873056 0.295754181 0.508873889 0.152609697 1.328982375 0.026966577 9.007797045 1.955583622 0.150405878 1.353605393 0.030561103 7.915752295 1.677575176 0.089317995 2.510268835 0.285275171 0.541111107 0.125996355 1.682926992 0.090423659 2.475638018 0.276573393 0.569758858 0.105650283 2.071760178 0.17760677 1.091841546 0.002573467 96.89394598 23.96840609 5.722544068 1.115584545 0.003987897 62.43770792 15.35161133 3.558502724 0.554905894 0.115840436 1.8601655 0.128703844 1.640335825 0.081720204 2.773336798 0.35205216 0.36924593 0.33542934 0.40542628 0.274291435 0.577574668 0.100580306 2.19280409 0.206665586 0.887288882 0.004766847 52.19320273 12.78899611 2.912712579 0.387788441 0.30254562 0.489191729 0.171083656 1.147148522 0.006281907 39.54371863 9.623764756 2.112005911 0.187195895 1.017429638 9.95269E-05 2511.634885 627.6585223 156.6638359 38.91279798 9.465845242 2.071926507 0.177646239 1.091519073 0.002556192 97.55043992 24.13256323 5.763707613 1.126189088 0.00470762 52.85305222 12.95407125 2.954364715 0.398502507 0.285055172 0.541813629 0.125462291 1.691542202 0.092210511 2.421410234 0.26300006 0.618253319 0.077140174 2.956721804 0.399109225 0.284095491 0.544891037 0.123144495 1.729785075 0.100242368 2.201302466 0.208728885 0.874900508 0.005953703 41.73772474 10.1728819 2.251254239 0.220910547 0.806418844 0.015430676 15.94395722 3.707568901 0.593637369 0.090755499 2.465407383 0.274007574 0.578556064 0.099957399 2.208512947 0.210481656 0.864564889 0.007059608 35.15923975 8.52619516 1.833097445 0.122671565 1.737763274 0.101937723 2.159229591 0.198541966 0.938531458 0.001341499 186.1080839 46.27435602 11.30813398 2.538640848 0.292422274 0.518870063 0.143898584 1.430639364 0.042761755 5.576333837 1.077897813 0.001875635 133.0372723 33.00560211 7.986939444 1.695728218 0.093081787 2.395716233 0.256593069 0.642930335 0.065078269 3.562152801 0.555854014 0.115167443 1.872999388 0.131584275 1.596921047 0.073088172 3.137968568 0.445873531 0.218839732 0.817528845 0.0135303 18.2204196 4.279915875 0.742363198 0.029588598 8.185062405 1.746226585 0.103743318 2.115916161 0.188131632 1.010568244 3.68396E-05 6785.928176 1696.23197 423.807698 105.7007489 26.17052401 6.274619058 1.25760989 0.017513665 14.01604116 3.222136601 0.467650448 0.193513228 0.972375861 0.000261573 955.5043348 238.6255612 59.40430815 14.59287261 3.367461363 0.50531358 0.155818354 1.294357997 0.022192166 11.00450951 2.461838197 0.27311297 0.581662412 0.098005534 2.259014943 0.22281105 0.79640232 0.017275727 14.2127571 3.271705346 0.48048905 0.179851994 1.073718541 0.001686393 147.9945357 36.74528966 8.923270295 1.934098301 0.145463973 1.411488607 0.039602465 6.044111628 1.198361966 0.01091517 22.6485358 5.391516855 1.030214486 0.000295358 846.1789154 211.294139 52.57118518 12.88355666 2.936573337 0.393924373 0.292401466 0.518933217 0.143844911 1.431303267 0.042872682 5.561158773 1.073984523 0.001698159 146.967423 36.48848835 8.858982036 1.917753824 0.141725147 1.457919203 0.047394419 5.002866594 0.929773927 0.001767285 141.2090783 35.04876633 8.498535804 1.826057422 0.121112513 1.764499138 0.107666134 2.026763796 0.166981876 1.184101743 0.009518712 26.00936705 6.234225011 1.247232513 0.016270235 15.10754479 3.497062747 0.538949458 0.127651314 1.65668146 0.085034115 2.652866653 0.321341691 0.43914905 0.227255356 0.773625994 0.021960839 11.12328152 2.491886708 0.28065314 0.556104494 0.114990172 1.876404586 0.132350662 1.585683477 0.070896298 3.244581142 0.473462585 0.187218238 1.017265019 9.76716E-05 2559.348435 639.5869134 159.6459484 39.6583846 9.652465041 2.119288281 0.188939151 1.004700808 7.33139E-06 34099.70114 8524.67527 2130.918759 532.4794552 132.8689274 32.96351124 7.976399137 1.693040684 0.092522176 2.412164184 0.260692611 0.627000868 0.072691487 3.156790116 0.450740468 0.212930029 0.850408717 0.008752226 28.30984228 6.810733548 1.395140164 0.036969277 6.494911017 1.314165828 0.024882075 9.785416709 2.153016755 0.19704376 0.948436679 0.000934224 267.3514443 66.58600136 16.38916038 3.81956457 0.62274577 0.074831045 3.057621882 0.425117993 0.245802579 0.687393287 0.046852174 5.06414853 0.945626369 0.001041892 239.6975254 59.67230844 14.65990858 3.384345171 0.509693366 0.151879176 1.337066496 0.028129112 8.624118011 1.858016489 0.128222776 1.647773927 0.083224032 2.717489668 0.337791963 0.400056597 0.282603387 0.549717704 0.119579293 1.791462479 0.113513462 1.905178646 0.138861127 1.49515033 0.053951586 4.358985324 0.762892473 0.024417161 9.976938992 2.20158571 0.208797701 0.87449149 0.005995439 41.44539319 10.09972061 2.232711451 0.21637807 0.83100918 0.011422674 21.63068093 5.136154603 0.964245746 0.000441874 565.5218591 141.129583 35.02889056 8.493559458 1.824790749 0.120832444 1.769374066 0.108718224 2.003934593 0.161633141 1.235058912 0.014857519 16.56923423 3.864854642 0.634517598 0.069022343 3.341061605 0.498466793 0.162151298 1.22997781 0.014282899 17.24646085 4.035137282 0.678774222 0.050061745 4.720677448 0.856705856 0.007973381 31.10039013 7.509795195 1.573962774 0.068629765 3.361936491 0.503880547 0.157125996 1.280646429 0.020397734 11.99637628 2.712593085 0.33654351 0.402884239 0.278195849 0.564280384 0.109322369 1.991021516 0.158620901 1.265243773 0.018450775 13.29059593 3.039252085 0.420377826 0.252387079 0.659810575 0.057658335 4.059542955 0.68511631 0.04768581 4.970508575 0.921401281 0.002233668 111.6723954 27.66368159 6.648824959 1.353643498 0.030566788 7.914228357 1.677186515 0.08923783 2.512812751 0.285915356 0.539073023 0.127556236 1.658171095 0.085337782 2.642291376 0.318655366 0.445929902 0.218770425 0.817904276 0.0134687 18.30495576 4.301155945 0.747878523 0.028136219 8.621869825 1.857444463 0.128094786 1.649762134 0.083627192 2.70285616 0.33406188 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0.017360797 14.14180644 3.25382819 0.475857713 0.184677766 1.036233972 0.000422286 591.7652376 147.6904666 36.66926558 8.904238366 1.929259987 0.144355309 1.42500961 0.041824851 5.707704924 1.111761082 0.003741478 66.56665417 16.3843215 3.818347478 0.622429424 0.074991948 3.050391174 0.423251924 0.248374837 0.676444606 0.050954741 4.632779906 0.833923164 0.010994748 22.48272304 5.349922414 1.019475935 0.000124018 2015.585463 503.6461178 125.6605397 31.16120343 7.525026878 1.577853273 0.069379855 3.322255493 0.493590616 0.166795511 1.185823173 0.009683081 25.56345705 6.122451088 1.218505905 0.013018933 18.94641977 4.462298547 0.789705894 0.018581186 13.19543803 3.015252134 0.414188064 0.261240957 0.624908078 0.073738061 3.107567746 0.438016126 0.228702563 0.766398482 0.023596682 10.333329 2.291909604 0.230888738 0.755650703 0.026168851 9.290771435 2.027474835 0.167148935 1.182561853 0.009372669 26.41867901 6.336816849 1.273584476 0.019495877 12.56376116 2.855866975 0.373190134 0.328139614 0.422501568 0.249416396 0.672075237 0.052659491 4.473226801 0.792541426 0.018021246 13.6137473 3.120735752 0.441418948 0.224381485 0.788252078 0.01887239 12.98769552 2.962847846 0.400686275 0.281615947 0.552940279 0.117245719 1.833835756 0.122835308 1.734994109 0.101348531 2.173693496 0.20203607 0.915993261 0.002566472 97.1587115 24.0346111 5.739145624 1.119861731 0.004271819 58.27095418 14.30937876 3.296048782 0.486797341 0.173457904 1.126544542 0.004732656 52.57211654 12.88378966 2.936632127 0.393939497 0.292376889 0.519007821 0.143781528 1.432087897 0.043003901 5.54330868 1.069380968 0.001499907 166.4262625 41.35358837 10.07674456 2.226887549 0.214957021 0.838929885 0.010281911 24.0594854 5.745383033 1.121468618 0.00438072 56.81607148 13.94544981 3.204346574 0.463045039 0.198635474 0.93791812 0.001369289 182.3258749 45.32874893 11.07152155 2.47879256 0.277365002 0.567077804 0.107434939 2.031839664 0.168175058 1.17316942 0.008502412 29.14922249 7.021034191 1.448993067 0.045861982 5.179781489 0.975523019 0.000204708 1221.001987 305.0000876 75.99839063 18.7431484 4.411239825 0.7764559 0.021340375 11.45455415 2.575664155 0.30177143 0.491389828 0.168929058 1.166339355 0.007892075 31.42344916 7.590709407 1.594627328 0.072639317 3.159280653 0.451384607 0.212158999 0.854831916 0.008200767 30.23090372 7.292006347 1.518308685 0.05815757 4.022116412 0.675390471 0.051362439 4.593662485 0.823780717 0.01252635 19.70178262 4.651994706 0.838904465 0.010285459 24.05109591 5.743279312 1.120926662 0.004343855 57.300407 14.06660417 3.234878439 0.470949779 0.189916962 0.99766179 1.82668E-06 136860.0879 34214.77197 8553.442978 2138.110686 534.2774378 133.3184262 33.07589834 8.004542777 1.700216438 0.094018163 2.368628014 0.249856612 0.670239428 0.05338751 4.408181355 0.775662114 0.021513289 11.36031453 2.551836068 0.295751475 0.508881916 0.152602527 1.329061352 0.02697785 9.00391821 1.954597797 0.150178469 1.356186676 0.030947024 7.813565283 1.651508863 0.083981795 2.690100239 0.330812726 0.416149347 0.258403544 0.635833138 0.068394416 3.374565031 0.507156236 0.154150596 1.312177659 0.024607009 9.897857463 2.181533655 0.20393359 0.904072645 0.003389948 73.49575047 18.11727333 4.253998726 0.735632791 0.031425857 7.69025967 1.620042396 0.077653734 2.935090747 0.393542981 0.293021926 0.517053993 0.145449228 1.411667106 0.039631545 6.039466829 1.197167352 0.010795175 22.90318381 5.4553921 1.046700268 0.000694416 359.7643346 89.68969963 22.16694336 5.270703097 0.999016452 3.22773E-07 774538.5666 193634.3916 48408.34791 12101.83697 3025.2092 756.0521349 188.7623737 46.93796564 11.47417932 2.580625835 0.303026219 0.48783296 0.172427486 1.135418064 0.005376435 46.24655073 11.30117658 2.536881401 0.291978606 0.520218599 0.142756139 1.444876786 0.045160677 5.264735741 0.997474917 2.13073E-06 117330.5744 29332.3936 7332.848382 1832.962027 457.9902343 114.2464704 28.30729856 6.810096199 1.394976875 0.036943282 6.499680924 1.315389719 0.025051955 9.717205703 2.135713648 0.1928798 0.976762221 0.000184272 1356.440686 338.8598033 84.46348182 20.86005585 4.942764512 0.914221261 0.002680996 92.99759547 22.99410909 5.478198503 1.052584969 0.000875487 285.3048377 71.07446612 17.51173009 4.101818412 0.69610121 0.043756392 5.443006046 1.043503988 0.000604473 413.3328607 103.0820099 25.51572254 6.110485155 1.215429574 0.012687992 19.4474465 4.588129394 0.822345922 0.012752665 19.3474912 4.563028184 0.81583638 0.0138101 17.84593049 4.185813005 0.7179227 0.036614392 6.560613133 1.331021527 0.027258163 8.908492331 1.930341456 0.144602983 1.421971336 0.041322023 5.78066015 1.13055568 0.005019207 49.55617654 12.12925985 2.746158435 0.345107593 0.383916715 0.309128455 0.470955664 0.189910601 0.997707348 1.75611E-06 142359.8281 35589.70702 8897.17674 2224.044129 555.7608075 138.6893046 34.41875997 8.34079561 1.785896646 0.112300874 1.929364678 0.144379282 1.424715084 0.041776021 5.714712859 1.113566791 0.00385698 64.56562891 15.88384304 3.692443881 0.589706667 0.093088064 2.395532853 0.256547401 0.64311065 0.064995568 3.567074137 0.557132375 0.114265001 1.890442999 0.135519413 1.54054935 0.062282955 3.735696631 0.600947541 0.086536576 2.601261547 0.30824943 0.473344712 0.187344063 1.016338684 8.75518E-05 2855.203474 713.5506934 178.1369741 44.28146033 10.80945597 2.4124771 0.260770668 0.626702421 0.072840063 3.14971681 0.44891123 0.2151337 0.837939476 0.010420691 23.73560332 5.664164419 1.100540547 0.003059311 81.46621799 20.11052998 4.754619985 0.865500761 0.006955031 35.69176006 8.659519472 1.867023482 0.130241459 1.616924947 0.077033886 2.961234383 0.400270888 0.282266959 0.550813104 0.118781918 1.805756564 0.116640488 1.845098758 0.125338808 1.693544467 0.092627013 2.409067847 0.259920355 0.6299632 0.071228822 3.227988005 0.469165513 0.1918543 0.983924061 8.75509E-05 2855.233279 713.5581448 178.138837 44.28192607 10.80957252 2.4125066 0.260778027 0.626674294 0.072854076 3.14905113 0.448739089 0.215342154 0.83677301 0.010585547 23.36189948 5.570444274 1.076379075 0.001805787 138.1929156 34.29465004 8.309720139 1.777982395 0.110581593 1.964554624 0.152478136 1.330432639 0.02717384 8.936991115 1.937586258 0.146264185 1.401854777 0.038043496 6.30348771 1.265025016 0.018423661 13.31054975 3.044284345 0.421676149 0.25056698 0.667290577 0.054571672 4.30607285 0.749155211 0.027806736 8.727303497 1.884266704 0.134123488 1.560173343 0.065989511 3.50873876 0.541981369 0.125335047 1.693605505 0.092639717 2.408693107 0.259826907 0.630322854 0.071052725 3.236756132 0.471436036 0.189392033 1.001431724 6.82301E-07 366407.1904 91601.5476 22900.1369 5724.784202 1430.945963 357.4861417 89.12014265 22.02451968 5.234971044 0.989785057 3.51403E-05 7114.081479 1778.270299 444.3172939 110.828202 27.45260006 6.595930694 1.340079901 0.028566907 8.487713196 1.823302622 0.120503585 1.77512678 0.109962684 1.977488295 0.155474607 1.298000093 0.022678232 10.76283337 2.40067596 0.257828534 0.638076428 0.06733328 3.43259352 0.522213107 0.141080377 1.466171147 0.048825066 4.847692146 0.88960844 0.004560976 54.5605628 13.38122843 3.062108281 0.426275982 0.244219174 0.69424711 0.044403433 5.359469549 1.021940975 0.000157017 1591.930336 397.7322702 99.18181516 24.54048878 5.865991078 1.152528706 0.006717441 36.96322635 8.977828174 1.947966608 0.148650418 1.373732866 0.033614388 7.171330734 1.487449424 0.052574085 4.480975054 0.794551761 0.017630643 13.92127524 3.19825395 0.461468106 0.200417306 0.926338553 0.001951542 127.8528631 31.7093509 7.662314697 1.612909058 0.076237339 2.995450049 0.409083845 0.268767926 0.597045328 0.088769605 2.527762054 0.289679985 0.527272362 0.136903124 1.521486117 0.05874189 3.979115237 0.664215122 0.055826252 4.202597294 0.722282519 0.035288256 6.817798598 1.396950194 0.037257838 6.44240823 1.300692424
Can somone tell me I am in the right path or what?
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bitspill
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January 31, 2015, 11:27:06 AM |
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mailmansDOGE
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January 31, 2015, 11:42:39 AM |
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Has the winner been found or you are still looking for an answer? Please update the OP. And if the bounty is still on then where are the coins?
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bitspill
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January 31, 2015, 11:46:33 AM |
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Has the winner been found or you are still looking for an answer? Please update the OP. And if the bounty is still on then where are the coins? 2 posts below that I offer insight into how that happened: https://bitcointalk.org/index.php?topic=939215.msg10317539#msg10317539Also, that transaction happened less than 24 hours ago during which time OP hasn't even logged into the forums yet. Spam your signature somewhere else.
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ndnh
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New Decentralized Nuclear Hobbit
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January 31, 2015, 11:57:43 AM |
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I read that, but what is 'a' exactly? If it is an unknown constant, then how will I find when the said result will occur. Is it 1? Or does the value of a has no impact on the result (but it certainly does)? Or on calculation the value of 'a' will be given? I think I did not understand the question properly.
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bitspill
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January 31, 2015, 12:01:00 PM |
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Evil-Knievel is this algorithm related to your project over at https://bitcointalk.org/index.php?topic=929196.0 ? I was looking at curve25519 and notice that it's starting parameter is x=9 I read that, but what is 'a' exactly? If it is an unknown constant, then how will I find when the said result will occur. Is it 1? Or does the value of a has no impact on the result (but it certainly does)? Or on calculation the value of 'a' will be given? I think I did not understand the question properly. That I cannot answer. I'm currently doing some reading on the curves and trying to see what I can get out of it. (so far not much )
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ndnh
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January 31, 2015, 12:13:43 PM Last edit: January 31, 2015, 12:24:02 PM by ndnhc |
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Evil-Knievel is this algorithm related to your project over at https://bitcointalk.org/index.php?topic=929196.0 ? I was looking at curve25519 and notice that it's starting parameter is x=9 I read that, but what is 'a' exactly? If it is an unknown constant, then how will I find when the said result will occur. Is it 1? Or does the value of a has no impact on the result (but it certainly does)? Or on calculation the value of 'a' will be given? I think I did not understand the question properly. That I cannot answer. I'm currently doing some reading on the curves and trying to see what I can get out of it. (so far not much ) But I know nothing about coding. I am trying kind of mathematically. It is okay, right? Hereby I am offering a bounty of 30 BTC to the first one solving the following mathematical problem either mathematically or using an algorithm: I just need OP to tell me whether the results I got are correct or not to proceed any further. I want to be sure whether I am in the correct understanding of it or not.
Thanks for the link. Now i think 'a' is a value input by the user.
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ncsupanda
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January 31, 2015, 01:59:51 PM |
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Evil-Knievel is this algorithm related to your project over at https://bitcointalk.org/index.php?topic=929196.0 ? I was looking at curve25519 and notice that it's starting parameter is x=9 I read that, but what is 'a' exactly? If it is an unknown constant, then how will I find when the said result will occur. Is it 1? Or does the value of a has no impact on the result (but it certainly does)? Or on calculation the value of 'a' will be given? I think I did not understand the question properly. That I cannot answer. I'm currently doing some reading on the curves and trying to see what I can get out of it. (so far not much ) But I know nothing about coding. I am trying kind of mathematically. It is okay, right? Hereby I am offering a bounty of 30 BTC to the first one solving the following mathematical problem either mathematically or using an algorithm: I just need OP to tell me whether the results I got are correct or not to proceed any further. I want to be sure whether I am in the correct understanding of it or not.
Thanks for the link. Now i think 'a' is a value input by the user. Mathematically as long as the "a" value remains constant during each new iteration then the effect it has is constant - it's not unnecessary, it just doesn't need to be evaluated for, so it should be fine to set as any integer and leave it alone. As got the results you got, I don't think you are substituting the equation back into itself for each new x value, I think you are just increasing x by 1 and then repeating the calculation. What you want to be doing is leaving x constant (in this case 9) and then reevaluating each iteration until your new x value matches the next incremented integer value of x (in this case 10). If I've misunderstood anything, feel free to correct me. That's just how I understand it.
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bitspill
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January 31, 2015, 02:22:23 PM |
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No, I am substituting the equation back into itself. Please check if I was wrong.
Are you using standard division where the / is or are you using "multiplication by the modular inverse" http://cs.brown.edu/courses/cs007/modmult/node2.htmlShould we be knowing what 'p' is or is this another arbitrary number like 'a'? (basically all operations modulo some sumber p)
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ndnh
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January 31, 2015, 02:27:33 PM |
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No, I am substituting the equation back into itself. Please check if I was wrong.
Are you using standard division where the / is or are you using "multiplication by the modular inverse" http://cs.brown.edu/courses/cs007/modmult/node2.htmlShould we be knowing what 'p' is or is this another arbitrary number like 'a'? (basically all operations modulo some sumber p) lol, sorry, I did a mistake. I simply substituted the equation back in after each process. I skipped adding it. understood the question better now. But still have things unclear. You can start multiple such chains beginning at x=9, and add the resulting x values using the addition algorithm from http://en.wikipedia.org/wiki/Montgomery_curve (Montgomery arithmetic section). Note, that the x value, is the value you get at the end of such calculation-chain, and the z value is always 1. what is meant by multiple chains? aand where is this 'z'? and is this the reqd formula?
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bitspill
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January 31, 2015, 02:37:53 PM |
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You can start multiple such chains beginning at x=9, and add the resulting x values using the addition algorithm from http://en.wikipedia.org/wiki/Montgomery_curve (Montgomery arithmetic section). Note, that the x value, is the value you get at the end of such calculation-chain, and the z value is always 1. wHat is meant by multiple chains? aand where is this 'z'? I don't know what he is referring to by 'multiple chains' Another user suggested 'z' might be Standard_Score/Standard_Deviation although I don't think that is correct
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