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that expl randgen behaving ok:mean=%g(should be 1) min=%f max=%g variance=%g(should be 2?) Performing 100000 randgen calls to test that normal randgen behaving ok:mean=%g(should be 0) min=%f max=%g variance=%g(should be 1) Performing 100000 randgen calls to test that radial normal randgen behaving ok:mean=%g(should be ~1.25) min=%f max=%g meansq=%g(should be 2) Performing 100000 randgen calls to test that normal randgen behaving ok radially:(SortedIntKey(N,Perm,Key)&(~1))==0(SortedRealKey(N,Perm,Key)&(~1))==0SelectedRightInt( 0, N-1, N/2, A )SelectedRightReal( 0, N-1, N/2, A )i!=j || E->MarginsMatrix[i*E->NumCands + j] == 0E->DefeatsMatrix[i*E->NumCands+j] + E->DefeatsMatrix[j*E->NumCands+i] <= E->NumVotersE->DefeatsMatrix[i*E->NumCands+j] >= 0E->DefeatsMatrix[i*E->NumCands+j] <= E->NumVotersUtilitySum[BestWinner] >= UtilitySum[j]CopeWinOnlyWinner < E->NumCandsUncoveredSt[i]?SchwartzMembs[i]:(0<1)E->TopDownPrefs[ j+IFav[i] ] == RdLoserE->TopDownPrefs[j+IFav[i]] == RdLoserMedianRank[j] <= 2*(E->NumCands - 1)[Unsupported voting method %d] returned erroneous winner %d FUCK! major failure, r=%g<0 u[best]=%g u[w]=%g u[w[0]]=%g w=%d m=%d BestWinner=%d E->NumCands=%d B->Winners[0]=%d B->AgreeCount[j*46+m] == B->AgreeCount[m*46+j]IsPerm(E->NumCands, E->TopDownPrefs+offset)IsPerm(E->NumCands, E->CandRankings+offset)bitsperpixel==1 || bitsperpixel==4 || bitsperpixel==8 || bitsperpixel==24(NumVoters=%d, NumCands=%d, NumElections=%d, IgnoranceAmplitude=%f) Regrets & #Agreements with Condorcet Winner (when CW exists)ErrorBar for RandomWinner's regret=This (experimentally always?) upperbounds the error bar for every other regret. Scaling AgreeCounts into 0-999.IEVS (Warren D. Smith's infinitely extendible voting system comparator) at your service!Version=%f Year=%d Month=%d What do you want to do? 1=BayesianRegrets 2=YeePictureWrong choice %d, moron - try again Which voting method? Your choices:. What filename [.bmp suffix will be auto-added for you]?how many point-sites do you want [1 to 16]?out of bounds value %d moron, using 16 instead Do you want to: 1. enter the %d coord-pairs yourself; 2. random coordinate auto-generation?What max election size (#voters) would you like?256 recommended as good compromise between speed and randomness.You're allowed to go as high as %d (for slowest speed). Algorithm keeps redoing elections with 10%% more voters each time until either confident know the winner, or reach this voter# bound.What standard deviation on the 1D gaussian do you want? (Whole picture width is 200.)sidelength of subsquare in which you want the random points (200 for full square):Enter coord pairs X Y with space (not comma) between X & Y, newline between pairs(0,0) is in the lower left. For example an equilateral triangle would be99 197 186 47 12 47 Coords outside of the [[0,199] range are permitted. Your coords:Answer a sequence of questions indicating what output format you want forI. voting methods (1) sorted-by-regret or (2) by voting-method-number?[The latter, while arbitrary, has the advantage of invariance throughout the run.]II. output (1) plain ASCII (2) TeX table formatting (3) HTML table formatting?III. BRs (1) plain (2) normalized so SociallyBest=0, RandomWinner=1 (3) normalized so SociallyBest=100, RandomWinner=0, WorseThanRandom<0?IV. Error bars (1) on every BR value (2) omit & only compute for RandomWinnersorting by voting method number.using side=%d centered subsquare LCMfact[%d]=%u rare loopIEVS.cu>0%u %u %u %u %u %8x %8x %8x %8x %8x %.6f N<32IsPerm(N,RandPerm)winner>=0Arr[winner] <= Arr[0]Arr[winner] <= Arr[N-1](SortedReal(N,Arr)&(~1))==0(SortedInt(N,Arr)&(~1))==0SortedReal(N,Arr)<=0SortedInt(N,Arr)<=0SortedIntKey(N,Perm,Key)<=0SortedRealKey(N,Perm,Key)<=0N>0NumVoters=%d NumCands=%d Voter %2d: Utility: %6.3fPercUti: RnScore: CndRank: %2dTopDown: Approve: E->NumCands <= 32PSecond>=0BordaLoser>=0highestb >= 0rRmark[highestb]k=0E->NumCands >= 2tiect>=1beater >= 0RayLoser >= 0chump >= 0ARLoser >= 0CopeWinOnlyWinner>=0bozo!%d %d %d %d %d %d %d %d %d CopeWinOnlyWinner=%d Sc=%d%d%d Un=%d%d%d yikes!IFav[i] >= 0IFav[i] < E->NumCandsx >= 0x < E->NumCandsstillthere==1RdLoser>=0RdLoser < E->NumCandsRdLoser2>=0IFav[i]<= E->NumCandsIFav[i]>=0x>=0E->NumCands <= 2048MedianRank[j] >= 0winner >= 0j>=0pp>=0CopeWinr >= 0BSSmithMembs[CopeWinr]MajApproved[CopeWinr]RouseTidemanRankedPairsHeitzigRiverIterCopelandContinCumulTop3IRVCoombsBramsSanverPrAVUncoveredSetCondorcetApprovalVenzkeDisqPlurMDDAKeenerEigSinkhornArrowRaynaudRaynaudElimLoMedianRankTopMedianRatingNauruNansonBaldwinRandomPairRandomBallotBlackPlurIRSchulzeBeatpathsVtForAgainstDabaghDMCBTRIRVSmithIRVSimmonsCondBucklinSimpsonKramerCondorcetLRTop2RunoffAntiPluralitySchwartzSetSmithSetRangeBordaRandomWinnerSociallyWorstSociallyBest Available Voting methods:Voting method %d=Unsupported voting method %d r>=0.0BestWinner == B->Winners[0]E->NumVoters <= 2048 Constants:sizeof(uint)=%d bytes sizeof(uint32)=%d sizeof(uint64)=%d sizeof(real)=%d sizeof(edata)=%d MaxNumCands=%d MaxNumVoters=%d MaxNumIssues=%d NumMethods=%d NumCoreMethods=%d TRUE=%d FALSE=%d BROutputMode=%x NumElections=%d<1, error GenNormalUtils:AddIgnorance:HonestyStrat:BuildDefetasMatrix:PrintEdata:imgsize == 20000N<256oldpix<16imgsize <= 20000col=0w%s: %d bytes coordinates:(%d,%d), failed to open %s %8.5g\pm%5.2g %7d <\td>%5.2g; AGREE 0 %3d %2d %4d * & +-± \\ <\td><\tr> Please enter random seed%u Test edata structure:using %d=%s%d out of range, moron Using TopYeeVoters=%d. Using GaussStdDev=%d. grinding...Using full square (200)Your coords are:(%d, %d) %d %dthe regret tables:filename too long, moronomit errors bars.all error bars.plain.Best=100, Random=0.Best=0, Random=1.plain ASCII.HTML.TeX.sorted by regrets.AUUUUUU?G?$@j@?@rZ| ?h㈵>333333?-DT! @333333$@p@`@`AApDpF0GXIL@MN(POhPSTU8 XhP]]]ape PfHgx`hpi`jk lH@ox`q ruw@`0p @@pP  H0`0 @@h@P@ 0@ `xп@8x@``x  @ 4 @L @d @ | @ @0 @P @` @ @  @$ @3< @I\ @C$| @AG4@BDB A(A0@@D$@AED <@qAJ`\@,D|0@<Dp@|AJ`@-D@ @JAJ`p@mD @AJp<@wAJp$\ @+AAD P@+D@'A@{G0@,P@BDD I,@@D`@\@t@@@@$@JY0$@JLO0$$@JLO0,L0 @BHG D(F0,| @BHG D(F0$P!@tALI $!@tALI P"@!"@,"@;D"@(\#@6tP#@p#@$#@x $@r$@@%@%@D$&@DD'@Dd(@ D$)@+BNF $ +@@AFF $`,@BNF $-@0AFF $.@H</@J<TP/@BGB E(D0A8G`,2@BBD D(D0<2@BGB E(D0A8G`, 5@BBD D(D04 6@$L P7@BFD ,t P9@ BDA A(G0, `<@BAA G0, =@BAA G0 @?@(A$ p?@NP $D ?@BAA $l @@BAA $ A@BAA $ B@BAA < PC@BBE B(D0D8D@,$ `E@:BBA D(D0$T G@JQ0$| I@BHD $ J@JL $ K@U , pL@&BBA A(G04$ N@ BBB A(A04\ P@BBB A(A0$ PR@BAA  0S@G$ S@ADD0$ @V@ADD0$, @X@BDG <T X@BBB E(A0A8D@< `[@|BBB E(A0A8D@ ]@#G, _@ERQH<$_@HBBE B(A0A8D@<d a@HBBE B(A0A8D@,pb@BAA G@4e@BGB A(D0$ f@BGF ,4`g@BBA D(D0,di@!BBA A(G0 o@:D`o@"D$o@AAG Ps@A$@w@BAA ,D x@#BBA A(G0$tPy@AAD $0z@AED ,@{@BAD D0$0|@BAD $|@AKD ,D~@KBBA C(G0$t@AAG ,0@EQQH<@BBB B(A0D8D@, @BBA A(G0<p@&D\@UA<|@3BEB B(D0A8Dp<@@BBB B(A0A8G`<@BBB B(D0A8G,<@QBDA D04lp@aBHE F(A0$@;AHD < @BBE E(A0A8F`4 @BBB D(C0F@D@\@D<|@BNE B(A0A8G<@BBB E(A0A8Gp@RJF л@7JF $<@GBJF d`@$<|@BEE B(A0A8DP<@ BEB E(A0C8GP @A@A<@A\@x4tp@'BHB B(A0A8@4@RBHE D(I04@JBHE D(I0<4`@ BHB E(A0A8G<t`@'BEE B(A0D8J݅<@BEB B(A0A8Gb,@HBGA A(GczRx VJP <9ARL C @ @@@@@ 1Q8@@0 o@oo@(0Q@@@.@>@N@^@n@~@@@@@@@@@0QGCC: (GNU) 3.4.2 20041017 (Red Hat 3.4.2-6.fc3)GCC: (GNU) 3.4.2 20041017 (Red Hat 3.4.2-6.fc3)GCC: (GNU) 3.4.2 20041017 (Red Hat 3.4.2-6.fc3)GCC: (GNU) 3.4.2 20041017 (Red Hat 3.4.2-6.fc3)GCC: (GNU) 3.4.2 20041017 (Red Hat 3.4.2-6.fc3)GCC: (GNU) 3.4.2 20041017 (Red Hat 3.4.2-6.fc3).symtab.strtab.shstrtab.interp.note.ABI-tag.hash.dynsym.dynstr.gnu.version.gnu.version_r.rela.dyn.rela.plt.init.text.fini.rodata.eh_frame_hdr.eh_frame.ctors.dtors.jcr.dynamic.got.got.plt.data.bss.comment@#@ 1@@@7 @?@Go@*To@@c@0m8@8 w@r@ } @ @@! 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