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$ctcL\`.0=(aO|d`㿠㿠㿠㿠㿠㿠㿠㿠㿠㿠 㿠 㿠 㿠 㿠 㿠㿠㿠㿠㿠㿠㿠㿠㿠㿠㿠㿠㿠㿠㿠㿠㿠㿠㿠 㿠!㿠"㿠#㿠$㿠%㿠&㿠'㿠(㿠)㿠~*㿠{+㿠x,㿠u-㿠r.㿠o/㿠l0㿠i1@(#)_crt1.S 1.6 91/02/11 SMI N  Results of DIEHARD battery of tests sent to file  2  N No. missing words should average with sigma=----------------------------------- --------------- "  : BITSTREAM test results for   tst no : missing words, sigmas from mean, p-value= 4 > B T$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 4T N The 3DSPHERES test for file  +  sample no: r^3= p-value=    A KS test is applied to those 20 p-values.--------------------------------------------------------- , 9 3DSPHERES test for file p-value=$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ L  g =w N RESULTS OF SQUEEZE TEST FOR  (  Table of standardized frequency counts ( (obs-exp)/sqrt(exp) )^2 for j taking values <=6,7,8,...,47,>=48: /4 e 0 Chi-square with 42 degrees of freedom: )h z-score= p-value=______________________________________________________________   >$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 4 N CDPARK: result of ten tests on file Of 12,000 tries, the average no. of successes should be 3523 with sigma=21.9 %  /   Successes: z-score: p-value:     square size avg. no. parked sample sigma .   KSTEST for the above 10: p=  ($$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 4X N This is the MINIMUM DISTANCE test for random integers in the file Sample no. d^2 avg equiv uni  0  .R  4     MINIMUM DISTANCE TEST for   Result of KS test on 20 transformed mindist^2's: 0l p-value= $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$  8d N The RUNS test for file Up and down runs in a sample of 10000_________________________________________________  "0  *T 2 Run test for : D  U runs up; ks test for 10 p's:  runs down; ks test for 10 p's: L$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 4  N Results of craps test for No. of wins: Observed Expected (  !E    = No. of wins, z-score= pvalue= Analysis of Throws-per-Game: t   Chisq= for 20 degrees of freedom, p=Throws Observed Expected Chisq Sum   '    SUMMARY FOR  L  p-value for no. of wins:  p-value for throws/game: 4$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 4 N for using bits to   x   $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 4 N Test results for  Č  Chi-square with 5^5-5^4=2500 d.of f. for sample size:chisquare equiv normal p-value 6 , byte stream for      $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 4Ɣ  N Test results for    Chi-square with 5^5-5^4=2500 d.of f. for sample size: chisquare equiv normal p value 6D -| bits to  , >   $$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 4$ N Binary Rank Test for    Rank of a 6x8 binary matrix, rows formed from eight bits of the RNG  $\ ,˂  b-rank test for bits to    < OBSERVED EXPECTED (O-E)^2/E SUM 0      p=1-exp(-SUM/2)=  TEST SUMMARY, 25 tests on 100,000 random 6x8 matrices These should be 25 uniform [0,1] random variables: 8Έ 3  brank test summary for The KS test for those 25 supposed UNI's yields ψ  5Ϥ KS p-value= L$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 3 N Binary rank test for  ш  Rank test for x binary matrices:     rows from leftmost bits of each 32-bit integer Ҽ  rank observed expected (o-e)^2/e sum .`     chisquare= for 3 d. of f.; p-value=-------------------------------------------------------------- ` n >ԉ$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 7l  N OPERM5 test for file For a sample of 1,000,000 consecutive 5-tuples, x  4֚ chisquare for 99 degrees of freedom=; p-value= %@ g N Results for  4  BIRTHDAY SPACINGS TEST, M= N=2** LAMBDA= ؠ ؽ  using bits to    ـ َ  For a sample of size: mean  ڄ ڜ The 9 p-values were    A KSTEST for the 9 p-values yields  %$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 2| to        to INF \ _   Chisquare with d.o.f. = p-value=    & N Results of the OSUM test for  $  Test no. p-value    KSTEST on the above 10 p-values:  "D$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$$ 4tests.txt Enter filename (<=15 characters): directunformatted Enter name of output file (<=15 characters): Which tests do you want performed? For all tests, enter 15 1`s: 111111111111111 For, say, tests 1,3,7 and 14, enter 101000100000010 HERE ARE YOUR CHOICES: 1 Birthday Spacings 2 Overlapping Permutations 3 Ranks of 31x31 and 32x32 matrices 4 Ranks of 6x8 Matrices 5 Monkey Tests on 20-bit Words 6 Monkey Tests OPSO,OQSO,DNA 7 Count the 1`s in a Stream of Bytes 8 Count the 1`s in Specific Bytes 9 Parking Lot Test 10 Minimum Distance Test 11 Random Spheres Test 12 The Sqeeze Test 13 Overlapping Sums Test 14 Runs Test 15 The Craps Test Enter your choices, 1`s yes, 0`s no. using 15 columns:123456789012345tests.txt THE OVERLAPPING 20-tuples BITSTREAM TEST, 20 BITS PER WORD, 2^21 words. This test samples the bitstream 20 times.@CItests.txtK4yCA?tests.txt? ?=B(*?tests.txt? B?\0A33 A tests.txtK6?E@@?~R?tests.txt/??>?@@AA0BAD4AEDR>?tests.txt?@@ABAAB B\D"CtCC{0tests.txt test for generator Output: No. missing words (mw), equiv normal variate (z), p-value (p) mw z p Output: No. missing words (mw), equiv normal variate (z), p-value (p) mw z p@Itests.txtC@E@ Results for COUNT-THE-1's in successive bytes: Results fo COUNT-THE-1's in successive bytes:tests.txt@@E@ Results for COUNT-THE 1's in specified bytes: Results for COUNT-THE-1's in specified bytes:?tests.txt?GP@tests.txtoperm5d.atatests.txtDBM> ctests.txt@ @ duplicate  number number spacings observed expected :::::::::::::::::::::::::::::::::::::::::@?tests.txt0]׿@Bd ?<<# @?A=Kf?@?@T.?)?sY?p?{9>i?98ѷA A ??@@@@?L?fffB=L<# LA?zH}p=???gd@>c>;A?BH?5?n?$$p00tt$$ttttLL88PP((xxxxA=qBg(C/=CDzEqE FĤFT=FF=GaGKJGuvHG/GAGIGG4 GGyGUOG0G (FFWFpjF*EϮE{ES)ED{DTlD˅CT{C3cBzBj =BA=qAA3\),,DDXXppXXE3F SFbFTFGFVG [GT GoFG0GGG7FGYGrGH5H(PPhhhh””8888OPSOOQSO DNACCCPPĤĤLLLL%8F8%\\DDȬȬǜǜǜǜ%8F8%ppHH((88DD˰˰  ʬʬʬʬ4 8<b>^T?E r<=4 r =5 r =6  @ @ @ ըըӐӐѤѤHHHHHH> ?>n@;1 @ @ @ tt8888'&%$)(6789:;104523*+,-./! #"  ܰܰ,,44ٔٔڬڬPP44hh  hhHH:҉ #:>>o>)>49X>>\>He>RTa>\(>e>o>yrG>7>L0>(> >>X> >>>V>>>>o>?>>D>s>״>ܞ>S>>V>>>H??\?+?? )? ?.I??%?F? l?x? ? 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C:WeCU@?}B\BNkH AES'A.HW@ ϣ;?@ @ @P@ @(#)j1.c 1.4 91/02/11 SMI?_0mȃ?!TD-D?#h= 홙CǼ_ aBڭzYs@]An:@ɧQa @>JDO#h=C9u"Ck 8YBnxqB^J0A7*--A6aQ@f>?PtFZb)Y0O67?IYb`.wqPtFZbzXY޳w7/2 u?@8:O@ɒ M@(-b @6@pw@A.A%ѣA;B ЀA5īk&CAnHLF@GZ@@{?ĵ\HD~$/waPnC0ZÅcb(bC 3 i C‚ٓA@# D|PG'gDrjaXhCd+pJCx k"B{Bb Aљ=J$A7ڒAR@1q~k?@ ?@@ @?@P@ @(#)cbrt.c 1.9 91/02/11 SMI*x)x?__%24??mn?mm??񙙙@(#)pow.c 1.19 91/02/11 SMI?@?.B9?ο!?kz?TG?U؁VwC@@G`>d c@Ge+? 9KS?wrB@G`>d ]߇@Ge+? :?wlP?av?ԇP&CA?@P?@(#)r_erf_.c 1.6 91/02/11 SMI@(#)erf.c 1.8 91/02/11 SMInY?? PBm? PBm@S]@wÈR@\wNM6]@ I>C?ǐZ1"@8yB;@ wR@n~U@74/? >@!,5@P @r)b@&+@0]@(!#ok@9[>Wp<_X@/}f@]li@rt@U좝'@5m@ |@޼? @9[_a?ӊxe?$%? /?xDŵ?E q,9?B}}?c!G??@$@?@@$@<@0?@(#)r_exp_.S 1.11 91/02/11 SMI?Ge+?.B9???U]?.B9++.0TI%}??B8;?>*H=*/< : ???Yt?Xl?[Q?r<}Q{?ԇ1h?8znub8?? 1?q7:?ަL4"?N`a-?6*'?4+VO?HT)?$~:U?f;?u_t?s?%L?B*?77?đ?U>%\?蟙ZӮ?v^G?݅R? i?X?3{_??Pv[nE@@(#)r_ieee_vals_.c 1.6 91/02/11 SMI@(#)r_log_.S 1.10 91/02/11 SMI?@K?1r5>~'>/>})>q@?*;<=xQ==8;>>/>J>d>}>:>G> ^>>>ќ>ϙ>'>>P>{?*?? ?B??>?? ?%'?)Qi?-j@(#)r_pow_.S 1.7 91/02/11 SMI?.B9?Ge+@?2?Ut@*?URy?TI%}++.0?@@????Yt?Xl?[Q?r<}Q{?ԇ1h?8znub8?? 1?q7:?ަL4"?N`a-?6*'?4+VO?HT)?$~:U?f;?u_t?s?%L?B*?77?đ?U>%]?蟙Zӭ?v^G?݅R? i?X?3{_??Pv[nE@?x3? 0b?ҊkL?'n*?•R#?0p?RZV?̏ǚ"?Ϲm^>+?g\?1?a^?ѽX ?9?ؚ3B[?#쿘L?D{̏c?܏ǚ"?jġ?_?%R?r%*?T?_^p@?y^?3O?V*?Fr?]>?*-&[ū?@L5-@(#)r_sign.c 1.7 91/02/11 SMI@(#)r_sqrt_.S 1.13 91/02/11 SMI???Z2??wk8X=0PHh L q h  *( tP  h % 0 _ A Rh ̐ . &֕AeA>Ey0:Aׄ?@@(#)__x_power.c 1.7 91/02/11 SMI libc base conversion file %s line %d: %s__x_power.c _times_power failed due to exponent %d %d %d leftover: %d @(#)_sprintf_sup.c 1.11 91/02/11 SMI@(#)_base_il4.S 1.5 91/02/11 SMIinvalid operandinexactdivision by zerounderflowoverflowFloating point exception %x, %s, occurred at address %x @(#)sinpi.c 1.6 91/02/11 SMI@ !TD-C0C@??@@??4`4iINFINITYNAN(@(#)log.S 1.18 91/02/11 SMI?UUUUUU??@C0?.B=95y+?g\?1?a^?ѽX ?9?ؚ3B[?#쿘L?D{̏c?܏ǚ"?jġ?_?%R?r%*?T?_^p@?y^?3O?V*?Fr?]>?*-&[ū?@L5-@(#)cos.S 1.5 91/02/11 SMI?@(#)sin.S 1.6 91/02/11 SMI@(#)__cos.S 1.6 91/02/11 SMI?UUUQ(?b̝?UUUO[5VkU%i>9)9@c(?UQ_z @(#)__rem_pio2.S 1.5 91/02/11 SMI?Ap?_0mȃ?!TD-?!TD-?!T@=дabc1=д`=дa`;.ps;.9{% I@(#)__rem_pio2m.c 1.6 91/02/11 SMI?!@>tD-tD-tD-<?Ap>p?@ ?@(#)__fp_pi.c 1.4 91/02/11 SMI@(#)__sin.S 1.6 91/02/11 SMI?UUUQ(?b̝UUUUT?*uK>㦗'c(?UQ_z @(#)rndint.S 1.4 91/02/11 SMIC00??@(#)exp.S 1.15 91/02/11 SMI@.B9@I-0Q??;s?.B9?.B9?.B=95yfl?Vj%,Ak>f7ir?Ge+<F)>Y9?.B9?.B=95y>0?UUUU)ffJ7 ??Yt?Xl?[Q?r<}Q{?ԇ1h?8znub8?? 1?q7:?ަL4"?N`a-?6*'?4+VO?HT)?$~:U?f;?u_t?s?%L?B*?77?đ?U>%]?蟙Zӭ?v^G?݅R? i?X?3{_??Pv[nE@%]@ 蟙Zӭ@ v^G@ ݅R@ i@ X@ 3{_@@Pv[nE@@(#)ieee_func.S 1.17 91/02/11 SMICP<@(#)sqrt.S 1.14 91/02/11 SMI<`CP>@????.MgkzfJ 5RI\n4~_E~=fkh>yMEaɉm{T*5,Nn.R3JQQ Y$@(#)__SVID_error.c 1.14 91/02/11 SMI?.B9?.B=95yl,t ||$!'-,39L?EKQWD]8cPioBuT{4ld\Xl,xT p#)/5,;DAG@MSYt_eLkqw}L r h   ( ָ    '   'X  hh' 1 lp;B@IP W ^ xe l8szhlxn\,,”  l   " )D 0 7 > E$ L S| Zڬ aP h֚ oԉ v` }  ˂ > Ĥ      `     T   <  & h t   Ȭ % , 3 : A H O V ] 0 d k r$ y   ,      ـ ը  Ѥ ψ Έ < \ D   8    ! 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