+2013-02-07 Niibe Yutaka <gniibe@fsij.org>
+
+ * Version 0.05.
+
+ * src/main.c (vcom_string3): Updated.
+
2013-01-25 Niibe Yutaka <gniibe@fsij.org>
* src/sha256.c (memcpy_bswap32): New function.
NeuG NEWS - User visible changes
+* Major changes in NeuG 0.05
+
+ Released 2013-02-07, by NIIBE Yutaka
+
+** Improvement on SHA256 calculation
+The output of random numbers got faster than the previous
+implementation by 2% or so.
+
+
* Major changes in NeuG 0.04
Released 2012-10-30, by NIIBE Yutaka
NeuG - a true random number generator implementation (for STM32F103)
- Version 0.04
- 2012-10-30
+ Version 0.05
+ 2013-02-07
Niibe Yutaka
Free Software Initiative of Japan
Release notes
=============
-This is the fifth release of NeuG, which is still experimental. Basic
+This is the sixth release of NeuG, which is still experimental. Basic
features (generating random numbers) are stable, but newly added
things like reGNUal support should be considered unstable. Note that
you need ChibiOS/RT 2.4.x as external source code.
static uint8_t vcom_string3[28] = {
28, /* bLength. */
USB_STRING_DESCRIPTOR_TYPE, /* bDescriptorType. */
- '0', 0, '.', 0, '0', 0, '4', 0, /* Version number of NeuG. */
+ '0', 0, '.', 0, '0', 0, '5', 0, /* Version number of NeuG. */
'-', 0,
0, 0, 0, 0, /* Filled by Unique device ID. */
0, 0, 0, 0,
-Mon Oct 29 14:31:17 JST 2012
+Tue Feb 5 17:31:36 JST 2013
#=============================================================================#
# dieharder version 3.31.1 Copyright 2003 Robert G. Brown #
#=============================================================================#
test_name |ntup| tsamples |psamples| p-value |Assessment
#=============================================================================#
- diehard_birthdays| 0| 100| 100|0.99903684| WEAK
- diehard_operm5| 0| 1000000| 100|0.00689173| PASSED
- diehard_rank_32x32| 0| 40000| 100|0.97779802| PASSED
- diehard_rank_6x8| 0| 100000| 100|0.47332741| PASSED
- diehard_bitstream| 0| 2097152| 100|0.55083623| PASSED
- diehard_opso| 0| 2097152| 100|0.48149467| PASSED
- diehard_oqso| 0| 2097152| 100|0.90016708| PASSED
- diehard_dna| 0| 2097152| 100|0.34625313| PASSED
-diehard_count_1s_str| 0| 256000| 100|0.81502924| PASSED
-diehard_count_1s_byt| 0| 256000| 100|0.94061001| PASSED
- diehard_parking_lot| 0| 12000| 100|0.68234469| PASSED
- diehard_2dsphere| 2| 8000| 100|0.97329352| PASSED
- diehard_3dsphere| 3| 4000| 100|0.44301634| PASSED
- diehard_squeeze| 0| 100000| 100|0.27145529| PASSED
- diehard_sums| 0| 100| 100|0.07013236| PASSED
- diehard_runs| 0| 100000| 100|0.53163394| PASSED
- diehard_runs| 0| 100000| 100|0.97660258| PASSED
- diehard_craps| 0| 200000| 100|0.48571906| PASSED
- diehard_craps| 0| 200000| 100|0.67609750| PASSED
- marsaglia_tsang_gcd| 0| 10000000| 100|0.99018225| PASSED
- marsaglia_tsang_gcd| 0| 10000000| 100|0.23994775| PASSED
- sts_monobit| 1| 100000| 100|0.59635535| PASSED
- sts_runs| 2| 100000| 100|0.80349823| PASSED
- sts_serial| 1| 100000| 100|0.59635535| PASSED
- sts_serial| 2| 100000| 100|0.55279350| PASSED
- sts_serial| 3| 100000| 100|0.37061151| PASSED
- sts_serial| 3| 100000| 100|0.23444448| PASSED
- sts_serial| 4| 100000| 100|0.34337662| PASSED
- sts_serial| 4| 100000| 100|0.84087183| PASSED
- sts_serial| 5| 100000| 100|0.94966896| PASSED
- sts_serial| 5| 100000| 100|0.25282506| PASSED
- sts_serial| 6| 100000| 100|0.56408887| PASSED
- sts_serial| 6| 100000| 100|0.96022555| PASSED
- sts_serial| 7| 100000| 100|0.82981354| PASSED
- sts_serial| 7| 100000| 100|0.88254655| PASSED
- sts_serial| 8| 100000| 100|0.06364093| PASSED
- sts_serial| 8| 100000| 100|0.01036913| PASSED
- sts_serial| 9| 100000| 100|0.82644127| PASSED
- sts_serial| 9| 100000| 100|0.69400189| PASSED
- sts_serial| 10| 100000| 100|0.23869600| PASSED
- sts_serial| 10| 100000| 100|0.33288361| PASSED
- sts_serial| 11| 100000| 100|0.61236258| PASSED
- sts_serial| 11| 100000| 100|0.90062470| PASSED
- sts_serial| 12| 100000| 100|0.00831843| PASSED
- sts_serial| 12| 100000| 100|0.15045097| PASSED
- sts_serial| 13| 100000| 100|0.29862804| PASSED
- sts_serial| 13| 100000| 100|0.86533604| PASSED
- sts_serial| 14| 100000| 100|0.99939405| WEAK
- sts_serial| 14| 100000| 100|0.98317235| PASSED
- sts_serial| 15| 100000| 100|0.87546143| PASSED
- sts_serial| 15| 100000| 100|0.62628739| PASSED
- sts_serial| 16| 100000| 100|0.57492253| PASSED
- sts_serial| 16| 100000| 100|0.85764120| PASSED
- rgb_bitdist| 1| 100000| 100|0.13541794| PASSED
- rgb_bitdist| 2| 100000| 100|0.43072638| PASSED
- rgb_bitdist| 3| 100000| 100|0.86678190| PASSED
- rgb_bitdist| 4| 100000| 100|0.36032086| PASSED
- rgb_bitdist| 5| 100000| 100|0.51589864| PASSED
- rgb_bitdist| 6| 100000| 100|0.97780453| PASSED
- rgb_bitdist| 7| 100000| 100|0.41596350| PASSED
- rgb_bitdist| 8| 100000| 100|0.97219100| PASSED
- rgb_bitdist| 9| 100000| 100|0.11609175| PASSED
- rgb_bitdist| 10| 100000| 100|0.41811608| PASSED
- rgb_bitdist| 11| 100000| 100|0.07881729| PASSED
- rgb_bitdist| 12| 100000| 100|0.20001395| PASSED
-rgb_minimum_distance| 2| 10000| 1000|0.86661751| PASSED
-rgb_minimum_distance| 3| 10000| 1000|0.06106662| PASSED
-rgb_minimum_distance| 4| 10000| 1000|0.48456101| PASSED
-rgb_minimum_distance| 5| 10000| 1000|0.33817535| PASSED
- rgb_permutations| 2| 100000| 100|0.78515220| PASSED
- rgb_permutations| 3| 100000| 100|0.67338854| PASSED
- rgb_permutations| 4| 100000| 100|0.01147474| PASSED
- rgb_permutations| 5| 100000| 100|0.09275124| PASSED
- rgb_lagged_sum| 0| 1000000| 100|0.72161308| PASSED
- rgb_lagged_sum| 1| 1000000| 100|0.58698030| PASSED
- rgb_lagged_sum| 2| 1000000| 100|0.59914276| PASSED
- rgb_lagged_sum| 3| 1000000| 100|0.46488438| PASSED
- rgb_lagged_sum| 4| 1000000| 100|0.05577398| PASSED
- rgb_lagged_sum| 5| 1000000| 100|0.14860870| PASSED
- rgb_lagged_sum| 6| 1000000| 100|0.36189391| PASSED
- rgb_lagged_sum| 7| 1000000| 100|0.12735815| PASSED
- rgb_lagged_sum| 8| 1000000| 100|0.26115031| PASSED
- rgb_lagged_sum| 9| 1000000| 100|0.96974854| PASSED
- rgb_lagged_sum| 10| 1000000| 100|0.33991262| PASSED
- rgb_lagged_sum| 11| 1000000| 100|0.98381245| PASSED
- rgb_lagged_sum| 12| 1000000| 100|0.95345337| PASSED
- rgb_lagged_sum| 13| 1000000| 100|0.36488759| PASSED
- rgb_lagged_sum| 14| 1000000| 100|0.03425905| PASSED
- rgb_lagged_sum| 15| 1000000| 100|0.79855703| PASSED
- rgb_lagged_sum| 16| 1000000| 100|0.73262166| PASSED
- rgb_lagged_sum| 17| 1000000| 100|0.86374791| PASSED
- rgb_lagged_sum| 18| 1000000| 100|0.50196558| PASSED
- rgb_lagged_sum| 19| 1000000| 100|0.81812200| PASSED
- rgb_lagged_sum| 20| 1000000| 100|0.07308546| PASSED
- rgb_lagged_sum| 21| 1000000| 100|0.97202396| PASSED
- rgb_lagged_sum| 22| 1000000| 100|0.02400170| PASSED
- rgb_lagged_sum| 23| 1000000| 100|0.09835580| PASSED
- rgb_lagged_sum| 24| 1000000| 100|0.93200764| PASSED
- rgb_lagged_sum| 25| 1000000| 100|0.56262397| PASSED
- rgb_lagged_sum| 26| 1000000| 100|0.29037591| PASSED
- rgb_lagged_sum| 27| 1000000| 100|0.58574391| PASSED
- rgb_lagged_sum| 28| 1000000| 100|0.95113228| PASSED
- rgb_lagged_sum| 29| 1000000| 100|0.75730167| PASSED
- rgb_lagged_sum| 30| 1000000| 100|0.00918423| PASSED
- rgb_lagged_sum| 31| 1000000| 100|0.54854726| PASSED
- rgb_lagged_sum| 32| 1000000| 100|0.96246051| PASSED
- rgb_kstest_test| 0| 10000| 1000|0.73910344| PASSED
- dab_bytedistrib| 0| 51200000| 1|0.41601489| PASSED
- dab_dct| 256| 50000| 1|0.01070668| PASSED
- dab_filltree| 32| 15000000| 1|0.32606516| PASSED
- dab_filltree| 32| 15000000| 1|0.79825407| PASSED
- dab_filltree2| 0| 5000000| 1|0.37027310| PASSED
- dab_filltree2| 1| 5000000| 1|0.46220169| PASSED
- dab_monobit2| 12| 65000000| 1|0.44929265| PASSED
-Mon Oct 29 15:17:05 JST 2012
+ diehard_birthdays| 0| 100| 100|0.69059694| PASSED
+ diehard_operm5| 0| 1000000| 100|0.38571807| PASSED
+ diehard_rank_32x32| 0| 40000| 100|0.96384531| PASSED
+ diehard_rank_6x8| 0| 100000| 100|0.86826058| PASSED
+ diehard_bitstream| 0| 2097152| 100|0.38709288| PASSED
+ diehard_opso| 0| 2097152| 100|0.76423256| PASSED
+ diehard_oqso| 0| 2097152| 100|0.96108464| PASSED
+ diehard_dna| 0| 2097152| 100|0.19206564| PASSED
+diehard_count_1s_str| 0| 256000| 100|0.63676366| PASSED
+diehard_count_1s_byt| 0| 256000| 100|0.27272081| PASSED
+ diehard_parking_lot| 0| 12000| 100|0.54735549| PASSED
+ diehard_2dsphere| 2| 8000| 100|0.86071547| PASSED
+ diehard_3dsphere| 3| 4000| 100|0.36540287| PASSED
+ diehard_squeeze| 0| 100000| 100|0.55712947| PASSED
+ diehard_sums| 0| 100| 100|0.61378729| PASSED
+ diehard_runs| 0| 100000| 100|0.82752325| PASSED
+ diehard_runs| 0| 100000| 100|0.39055169| PASSED
+ diehard_craps| 0| 200000| 100|0.22655775| PASSED
+ diehard_craps| 0| 200000| 100|0.23705508| PASSED
+ marsaglia_tsang_gcd| 0| 10000000| 100|0.60397265| PASSED
+ marsaglia_tsang_gcd| 0| 10000000| 100|0.90580710| PASSED
+ sts_monobit| 1| 100000| 100|0.97847289| PASSED
+ sts_runs| 2| 100000| 100|0.92385020| PASSED
+ sts_serial| 1| 100000| 100|0.97847289| PASSED
+ sts_serial| 2| 100000| 100|0.41730090| PASSED
+ sts_serial| 3| 100000| 100|0.92885927| PASSED
+ sts_serial| 3| 100000| 100|0.72752176| PASSED
+ sts_serial| 4| 100000| 100|0.98831614| PASSED
+ sts_serial| 4| 100000| 100|0.51161041| PASSED
+ sts_serial| 5| 100000| 100|0.63858927| PASSED
+ sts_serial| 5| 100000| 100|0.32224859| PASSED
+ sts_serial| 6| 100000| 100|0.79109870| PASSED
+ sts_serial| 6| 100000| 100|0.69987616| PASSED
+ sts_serial| 7| 100000| 100|0.58804452| PASSED
+ sts_serial| 7| 100000| 100|0.73213002| PASSED
+ sts_serial| 8| 100000| 100|0.69991188| PASSED
+ sts_serial| 8| 100000| 100|0.28787007| PASSED
+ sts_serial| 9| 100000| 100|0.68297228| PASSED
+ sts_serial| 9| 100000| 100|0.13929425| PASSED
+ sts_serial| 10| 100000| 100|0.71995205| PASSED
+ sts_serial| 10| 100000| 100|0.52725056| PASSED
+ sts_serial| 11| 100000| 100|0.18055526| PASSED
+ sts_serial| 11| 100000| 100|0.90137202| PASSED
+ sts_serial| 12| 100000| 100|0.49590938| PASSED
+ sts_serial| 12| 100000| 100|0.57237409| PASSED
+ sts_serial| 13| 100000| 100|0.99964170| WEAK
+ sts_serial| 13| 100000| 100|0.14934996| PASSED
+ sts_serial| 14| 100000| 100|0.72144036| PASSED
+ sts_serial| 14| 100000| 100|0.25656138| PASSED
+ sts_serial| 15| 100000| 100|0.31441483| PASSED
+ sts_serial| 15| 100000| 100|0.79563419| PASSED
+ sts_serial| 16| 100000| 100|0.73413631| PASSED
+ sts_serial| 16| 100000| 100|0.46682315| PASSED
+ rgb_bitdist| 1| 100000| 100|0.37359582| PASSED
+ rgb_bitdist| 2| 100000| 100|0.72470937| PASSED
+ rgb_bitdist| 3| 100000| 100|0.09309902| PASSED
+ rgb_bitdist| 4| 100000| 100|0.45970191| PASSED
+ rgb_bitdist| 5| 100000| 100|0.99167568| PASSED
+ rgb_bitdist| 6| 100000| 100|0.92902864| PASSED
+ rgb_bitdist| 7| 100000| 100|0.97114023| PASSED
+ rgb_bitdist| 8| 100000| 100|0.97651499| PASSED
+ rgb_bitdist| 9| 100000| 100|0.71217100| PASSED
+ rgb_bitdist| 10| 100000| 100|0.42473357| PASSED
+ rgb_bitdist| 11| 100000| 100|0.39657422| PASSED
+ rgb_bitdist| 12| 100000| 100|0.03658676| PASSED
+rgb_minimum_distance| 2| 10000| 1000|0.99997264| WEAK
+rgb_minimum_distance| 3| 10000| 1000|0.55011365| PASSED
+rgb_minimum_distance| 4| 10000| 1000|0.51270834| PASSED
+rgb_minimum_distance| 5| 10000| 1000|0.31421805| PASSED
+ rgb_permutations| 2| 100000| 100|0.79890867| PASSED
+ rgb_permutations| 3| 100000| 100|0.79116208| PASSED
+ rgb_permutations| 4| 100000| 100|0.04755144| PASSED
+ rgb_permutations| 5| 100000| 100|0.13029345| PASSED
+ rgb_lagged_sum| 0| 1000000| 100|0.54594126| PASSED
+ rgb_lagged_sum| 1| 1000000| 100|0.99996780| WEAK
+ rgb_lagged_sum| 2| 1000000| 100|0.30031234| PASSED
+ rgb_lagged_sum| 3| 1000000| 100|0.86792080| PASSED
+ rgb_lagged_sum| 4| 1000000| 100|0.80892291| PASSED
+ rgb_lagged_sum| 5| 1000000| 100|0.98466348| PASSED
+ rgb_lagged_sum| 6| 1000000| 100|0.59470462| PASSED
+ rgb_lagged_sum| 7| 1000000| 100|0.73609812| PASSED
+ rgb_lagged_sum| 8| 1000000| 100|0.98278507| PASSED
+ rgb_lagged_sum| 9| 1000000| 100|0.94774706| PASSED
+ rgb_lagged_sum| 10| 1000000| 100|0.30108971| PASSED
+ rgb_lagged_sum| 11| 1000000| 100|0.80519535| PASSED
+ rgb_lagged_sum| 12| 1000000| 100|0.91232232| PASSED
+ rgb_lagged_sum| 13| 1000000| 100|0.19329091| PASSED
+ rgb_lagged_sum| 14| 1000000| 100|0.92757357| PASSED
+ rgb_lagged_sum| 15| 1000000| 100|0.86530016| PASSED
+ rgb_lagged_sum| 16| 1000000| 100|0.36534627| PASSED
+ rgb_lagged_sum| 17| 1000000| 100|0.93306642| PASSED
+ rgb_lagged_sum| 18| 1000000| 100|0.28760519| PASSED
+ rgb_lagged_sum| 19| 1000000| 100|0.51474096| PASSED
+ rgb_lagged_sum| 20| 1000000| 100|0.39511737| PASSED
+ rgb_lagged_sum| 21| 1000000| 100|0.93615355| PASSED
+ rgb_lagged_sum| 22| 1000000| 100|0.43128059| PASSED
+ rgb_lagged_sum| 23| 1000000| 100|0.86437641| PASSED
+ rgb_lagged_sum| 24| 1000000| 100|0.92640118| PASSED
+ rgb_lagged_sum| 25| 1000000| 100|0.69830550| PASSED
+ rgb_lagged_sum| 26| 1000000| 100|0.91045307| PASSED
+ rgb_lagged_sum| 27| 1000000| 100|0.91273380| PASSED
+ rgb_lagged_sum| 28| 1000000| 100|0.55667352| PASSED
+ rgb_lagged_sum| 29| 1000000| 100|0.40320408| PASSED
+ rgb_lagged_sum| 30| 1000000| 100|0.81044803| PASSED
+ rgb_lagged_sum| 31| 1000000| 100|0.46592683| PASSED
+ rgb_lagged_sum| 32| 1000000| 100|0.35957651| PASSED
+ rgb_kstest_test| 0| 10000| 1000|0.01802586| PASSED
+ dab_bytedistrib| 0| 51200000| 1|0.93286805| PASSED
+ dab_dct| 256| 50000| 1|0.06766713| PASSED
+ dab_filltree| 32| 15000000| 1|0.29559192| PASSED
+ dab_filltree| 32| 15000000| 1|0.63114935| PASSED
+ dab_filltree2| 0| 5000000| 1|0.16027579| PASSED
+ dab_filltree2| 1| 5000000| 1|0.78703227| PASSED
+ dab_monobit2| 12| 65000000| 1|0.42143756| PASSED
+Tue Feb 5 18:23:04 JST 2013
-Mon Oct 29 15:17:05 JST 2012
+Tue Feb 5 18:23:04 JST 2013
#=============================================================================#
# dieharder version 3.31.1 Copyright 2003 Robert G. Brown #
#=============================================================================#
test_name |ntup| tsamples |psamples| p-value |Assessment
#=============================================================================#
- diehard_birthdays| 0| 100| 100|0.37836786| PASSED
- diehard_operm5| 0| 1000000| 100|0.01471166| PASSED
- diehard_rank_32x32| 0| 40000| 100|0.25961680| PASSED
- diehard_rank_6x8| 0| 100000| 100|0.64657204| PASSED
- diehard_bitstream| 0| 2097152| 100|0.01955082| PASSED
- diehard_opso| 0| 2097152| 100|0.45227111| PASSED
- diehard_oqso| 0| 2097152| 100|0.71127414| PASSED
- diehard_dna| 0| 2097152| 100|0.49325226| PASSED
-diehard_count_1s_str| 0| 256000| 100|0.74470039| PASSED
-diehard_count_1s_byt| 0| 256000| 100|0.71674841| PASSED
- diehard_parking_lot| 0| 12000| 100|0.82824986| PASSED
- diehard_2dsphere| 2| 8000| 100|0.82443611| PASSED
- diehard_3dsphere| 3| 4000| 100|0.41393983| PASSED
- diehard_squeeze| 0| 100000| 100|0.21488087| PASSED
- diehard_sums| 0| 100| 100|0.00002962| WEAK
- diehard_runs| 0| 100000| 100|0.53382833| PASSED
- diehard_runs| 0| 100000| 100|0.35472328| PASSED
- diehard_craps| 0| 200000| 100|0.70494048| PASSED
- diehard_craps| 0| 200000| 100|0.07393875| PASSED
- marsaglia_tsang_gcd| 0| 10000000| 100|0.87307609| PASSED
- marsaglia_tsang_gcd| 0| 10000000| 100|0.75439395| PASSED
- sts_monobit| 1| 100000| 100|0.90423593| PASSED
- sts_runs| 2| 100000| 100|0.84767808| PASSED
- sts_serial| 1| 100000| 100|0.90423593| PASSED
- sts_serial| 2| 100000| 100|0.43255746| PASSED
- sts_serial| 3| 100000| 100|0.27269061| PASSED
- sts_serial| 3| 100000| 100|0.59527107| PASSED
- sts_serial| 4| 100000| 100|0.72064892| PASSED
- sts_serial| 4| 100000| 100|0.97365874| PASSED
- sts_serial| 5| 100000| 100|0.98581409| PASSED
- sts_serial| 5| 100000| 100|0.48544209| PASSED
- sts_serial| 6| 100000| 100|0.68834156| PASSED
- sts_serial| 6| 100000| 100|0.72913936| PASSED
- sts_serial| 7| 100000| 100|0.19867424| PASSED
- sts_serial| 7| 100000| 100|0.23387077| PASSED
- sts_serial| 8| 100000| 100|0.69065971| PASSED
- sts_serial| 8| 100000| 100|0.08008308| PASSED
- sts_serial| 9| 100000| 100|0.15682326| PASSED
- sts_serial| 9| 100000| 100|0.07381752| PASSED
- sts_serial| 10| 100000| 100|0.20721431| PASSED
- sts_serial| 10| 100000| 100|0.98980990| PASSED
- sts_serial| 11| 100000| 100|0.74146555| PASSED
- sts_serial| 11| 100000| 100|0.76997036| PASSED
- sts_serial| 12| 100000| 100|0.20618039| PASSED
- sts_serial| 12| 100000| 100|0.52259860| PASSED
- sts_serial| 13| 100000| 100|0.90548990| PASSED
- sts_serial| 13| 100000| 100|0.73896725| PASSED
- sts_serial| 14| 100000| 100|0.48912101| PASSED
- sts_serial| 14| 100000| 100|0.32054925| PASSED
- sts_serial| 15| 100000| 100|0.11607882| PASSED
- sts_serial| 15| 100000| 100|0.02803622| PASSED
- sts_serial| 16| 100000| 100|0.65833033| PASSED
- sts_serial| 16| 100000| 100|0.53590139| PASSED
- rgb_bitdist| 1| 100000| 100|0.01212024| PASSED
- rgb_bitdist| 2| 100000| 100|0.44597563| PASSED
- rgb_bitdist| 3| 100000| 100|0.77102486| PASSED
- rgb_bitdist| 4| 100000| 100|0.30266558| PASSED
- rgb_bitdist| 5| 100000| 100|0.75448994| PASSED
- rgb_bitdist| 6| 100000| 100|0.82863131| PASSED
- rgb_bitdist| 7| 100000| 100|0.68481654| PASSED
- rgb_bitdist| 8| 100000| 100|0.30330656| PASSED
- rgb_bitdist| 9| 100000| 100|0.90349778| PASSED
- rgb_bitdist| 10| 100000| 100|0.26092275| PASSED
- rgb_bitdist| 11| 100000| 100|0.66283177| PASSED
- rgb_bitdist| 12| 100000| 100|0.31305657| PASSED
-rgb_minimum_distance| 2| 10000| 1000|0.85498821| PASSED
-rgb_minimum_distance| 3| 10000| 1000|0.42186124| PASSED
-rgb_minimum_distance| 4| 10000| 1000|0.53463121| PASSED
-rgb_minimum_distance| 5| 10000| 1000|0.46965341| PASSED
- rgb_permutations| 2| 100000| 100|0.74508381| PASSED
- rgb_permutations| 3| 100000| 100|0.97480325| PASSED
- rgb_permutations| 4| 100000| 100|0.26001763| PASSED
- rgb_permutations| 5| 100000| 100|0.89432317| PASSED
- rgb_lagged_sum| 0| 1000000| 100|0.43036874| PASSED
- rgb_lagged_sum| 1| 1000000| 100|0.85702232| PASSED
- rgb_lagged_sum| 2| 1000000| 100|0.96164438| PASSED
- rgb_lagged_sum| 3| 1000000| 100|0.47192324| PASSED
- rgb_lagged_sum| 4| 1000000| 100|0.05577398| PASSED
- rgb_lagged_sum| 5| 1000000| 100|0.28930898| PASSED
- rgb_lagged_sum| 6| 1000000| 100|0.80891860| PASSED
- rgb_lagged_sum| 7| 1000000| 100|0.35835679| PASSED
- rgb_lagged_sum| 8| 1000000| 100|0.31554750| PASSED
- rgb_lagged_sum| 9| 1000000| 100|0.96974854| PASSED
- rgb_lagged_sum| 10| 1000000| 100|0.61601982| PASSED
- rgb_lagged_sum| 11| 1000000| 100|0.11832264| PASSED
- rgb_lagged_sum| 12| 1000000| 100|0.05120619| PASSED
- rgb_lagged_sum| 13| 1000000| 100|0.64958661| PASSED
- rgb_lagged_sum| 14| 1000000| 100|0.92003035| PASSED
- rgb_lagged_sum| 15| 1000000| 100|0.06727790| PASSED
- rgb_lagged_sum| 16| 1000000| 100|0.54173613| PASSED
- rgb_lagged_sum| 17| 1000000| 100|0.76976329| PASSED
- rgb_lagged_sum| 18| 1000000| 100|0.97441393| PASSED
- rgb_lagged_sum| 19| 1000000| 100|0.89528873| PASSED
- rgb_lagged_sum| 20| 1000000| 100|0.64738182| PASSED
- rgb_lagged_sum| 21| 1000000| 100|0.21144711| PASSED
- rgb_lagged_sum| 22| 1000000| 100|0.82255749| PASSED
- rgb_lagged_sum| 23| 1000000| 100|0.81960361| PASSED
- rgb_lagged_sum| 24| 1000000| 100|0.68716408| PASSED
- rgb_lagged_sum| 25| 1000000| 100|0.42026653| PASSED
- rgb_lagged_sum| 26| 1000000| 100|0.48559116| PASSED
- rgb_lagged_sum| 27| 1000000| 100|0.89166475| PASSED
- rgb_lagged_sum| 28| 1000000| 100|0.63629138| PASSED
- rgb_lagged_sum| 29| 1000000| 100|0.51030656| PASSED
- rgb_lagged_sum| 30| 1000000| 100|0.76884740| PASSED
- rgb_lagged_sum| 31| 1000000| 100|0.65658115| PASSED
- rgb_lagged_sum| 32| 1000000| 100|0.49831483| PASSED
- rgb_kstest_test| 0| 10000| 1000|0.29292042| PASSED
- dab_bytedistrib| 0| 51200000| 1|0.56543761| PASSED
- dab_dct| 256| 50000| 1|0.35295640| PASSED
- dab_filltree| 32| 15000000| 1|0.77217753| PASSED
- dab_filltree| 32| 15000000| 1|0.78702712| PASSED
- dab_filltree2| 0| 5000000| 1|0.95856891| PASSED
- dab_filltree2| 1| 5000000| 1|0.76971896| PASSED
- dab_monobit2| 12| 65000000| 1|0.47809075| PASSED
-Mon Oct 29 16:03:00 JST 2012
+ diehard_birthdays| 0| 100| 100|0.20006158| PASSED
+ diehard_operm5| 0| 1000000| 100|0.27592656| PASSED
+ diehard_rank_32x32| 0| 40000| 100|0.99960508| WEAK
+ diehard_rank_6x8| 0| 100000| 100|0.67083094| PASSED
+ diehard_bitstream| 0| 2097152| 100|0.28367892| PASSED
+ diehard_opso| 0| 2097152| 100|0.20585188| PASSED
+ diehard_oqso| 0| 2097152| 100|0.06821851| PASSED
+ diehard_dna| 0| 2097152| 100|0.50026810| PASSED
+diehard_count_1s_str| 0| 256000| 100|0.98044110| PASSED
+diehard_count_1s_byt| 0| 256000| 100|0.03119972| PASSED
+ diehard_parking_lot| 0| 12000| 100|0.33078595| PASSED
+ diehard_2dsphere| 2| 8000| 100|0.58234128| PASSED
+ diehard_3dsphere| 3| 4000| 100|0.59435732| PASSED
+ diehard_squeeze| 0| 100000| 100|0.57836718| PASSED
+ diehard_sums| 0| 100| 100|0.63071174| PASSED
+ diehard_runs| 0| 100000| 100|0.75486392| PASSED
+ diehard_runs| 0| 100000| 100|0.65064490| PASSED
+ diehard_craps| 0| 200000| 100|0.19772539| PASSED
+ diehard_craps| 0| 200000| 100|0.77849132| PASSED
+ marsaglia_tsang_gcd| 0| 10000000| 100|0.68623922| PASSED
+ marsaglia_tsang_gcd| 0| 10000000| 100|0.99976530| WEAK
+ sts_monobit| 1| 100000| 100|0.72906645| PASSED
+ sts_runs| 2| 100000| 100|0.56173456| PASSED
+ sts_serial| 1| 100000| 100|0.72906645| PASSED
+ sts_serial| 2| 100000| 100|0.91735455| PASSED
+ sts_serial| 3| 100000| 100|0.62571815| PASSED
+ sts_serial| 3| 100000| 100|0.33460692| PASSED
+ sts_serial| 4| 100000| 100|0.71581301| PASSED
+ sts_serial| 4| 100000| 100|0.04096542| PASSED
+ sts_serial| 5| 100000| 100|0.65315483| PASSED
+ sts_serial| 5| 100000| 100|0.85331109| PASSED
+ sts_serial| 6| 100000| 100|0.65601083| PASSED
+ sts_serial| 6| 100000| 100|0.85229144| PASSED
+ sts_serial| 7| 100000| 100|0.98174315| PASSED
+ sts_serial| 7| 100000| 100|0.90557798| PASSED
+ sts_serial| 8| 100000| 100|0.35077862| PASSED
+ sts_serial| 8| 100000| 100|0.43384083| PASSED
+ sts_serial| 9| 100000| 100|0.76731151| PASSED
+ sts_serial| 9| 100000| 100|0.35544777| PASSED
+ sts_serial| 10| 100000| 100|0.60142300| PASSED
+ sts_serial| 10| 100000| 100|0.41802749| PASSED
+ sts_serial| 11| 100000| 100|0.64596358| PASSED
+ sts_serial| 11| 100000| 100|0.85514426| PASSED
+ sts_serial| 12| 100000| 100|0.90773914| PASSED
+ sts_serial| 12| 100000| 100|0.59204171| PASSED
+ sts_serial| 13| 100000| 100|0.92704195| PASSED
+ sts_serial| 13| 100000| 100|0.89693255| PASSED
+ sts_serial| 14| 100000| 100|0.79993309| PASSED
+ sts_serial| 14| 100000| 100|0.67004597| PASSED
+ sts_serial| 15| 100000| 100|0.16054773| PASSED
+ sts_serial| 15| 100000| 100|0.12885773| PASSED
+ sts_serial| 16| 100000| 100|0.60447807| PASSED
+ sts_serial| 16| 100000| 100|0.99263491| PASSED
+ rgb_bitdist| 1| 100000| 100|0.04505656| PASSED
+ rgb_bitdist| 2| 100000| 100|0.17916700| PASSED
+ rgb_bitdist| 3| 100000| 100|0.88201642| PASSED
+ rgb_bitdist| 4| 100000| 100|0.90771589| PASSED
+ rgb_bitdist| 5| 100000| 100|0.14982743| PASSED
+ rgb_bitdist| 6| 100000| 100|0.80231458| PASSED
+ rgb_bitdist| 7| 100000| 100|0.97294084| PASSED
+ rgb_bitdist| 8| 100000| 100|0.67721215| PASSED
+ rgb_bitdist| 9| 100000| 100|0.98258420| PASSED
+ rgb_bitdist| 10| 100000| 100|0.74653329| PASSED
+ rgb_bitdist| 11| 100000| 100|0.98406920| PASSED
+ rgb_bitdist| 12| 100000| 100|0.05002110| PASSED
+rgb_minimum_distance| 2| 10000| 1000|0.99404811| PASSED
+rgb_minimum_distance| 3| 10000| 1000|0.17195428| PASSED
+rgb_minimum_distance| 4| 10000| 1000|0.32914648| PASSED
+rgb_minimum_distance| 5| 10000| 1000|0.38814705| PASSED
+ rgb_permutations| 2| 100000| 100|0.50745829| PASSED
+ rgb_permutations| 3| 100000| 100|0.94828510| PASSED
+ rgb_permutations| 4| 100000| 100|0.49196143| PASSED
+ rgb_permutations| 5| 100000| 100|0.00800253| PASSED
+ rgb_lagged_sum| 0| 1000000| 100|0.30934409| PASSED
+ rgb_lagged_sum| 1| 1000000| 100|0.99987025| WEAK
+ rgb_lagged_sum| 2| 1000000| 100|0.90878493| PASSED
+ rgb_lagged_sum| 3| 1000000| 100|0.84940617| PASSED
+ rgb_lagged_sum| 4| 1000000| 100|0.91205550| PASSED
+ rgb_lagged_sum| 5| 1000000| 100|0.73995607| PASSED
+ rgb_lagged_sum| 6| 1000000| 100|0.28205460| PASSED
+ rgb_lagged_sum| 7| 1000000| 100|0.91834945| PASSED
+ rgb_lagged_sum| 8| 1000000| 100|0.90958410| PASSED
+ rgb_lagged_sum| 9| 1000000| 100|0.94774706| PASSED
+ rgb_lagged_sum| 10| 1000000| 100|0.43527201| PASSED
+ rgb_lagged_sum| 11| 1000000| 100|0.90310771| PASSED
+ rgb_lagged_sum| 12| 1000000| 100|0.54497407| PASSED
+ rgb_lagged_sum| 13| 1000000| 100|0.91993312| PASSED
+ rgb_lagged_sum| 14| 1000000| 100|0.70962161| PASSED
+ rgb_lagged_sum| 15| 1000000| 100|0.81843423| PASSED
+ rgb_lagged_sum| 16| 1000000| 100|0.99745981| WEAK
+ rgb_lagged_sum| 17| 1000000| 100|0.58992556| PASSED
+ rgb_lagged_sum| 18| 1000000| 100|0.99478382| PASSED
+ rgb_lagged_sum| 19| 1000000| 100|0.98390138| PASSED
+ rgb_lagged_sum| 20| 1000000| 100|0.41445438| PASSED
+ rgb_lagged_sum| 21| 1000000| 100|0.04918274| PASSED
+ rgb_lagged_sum| 22| 1000000| 100|0.19244457| PASSED
+ rgb_lagged_sum| 23| 1000000| 100|0.99078618| PASSED
+ rgb_lagged_sum| 24| 1000000| 100|0.93102027| PASSED
+ rgb_lagged_sum| 25| 1000000| 100|0.78972491| PASSED
+ rgb_lagged_sum| 26| 1000000| 100|0.86157702| PASSED
+ rgb_lagged_sum| 27| 1000000| 100|0.46131764| PASSED
+ rgb_lagged_sum| 28| 1000000| 100|0.97282820| PASSED
+ rgb_lagged_sum| 29| 1000000| 100|0.32114383| PASSED
+ rgb_lagged_sum| 30| 1000000| 100|0.86829590| PASSED
+ rgb_lagged_sum| 31| 1000000| 100|0.42169384| PASSED
+ rgb_lagged_sum| 32| 1000000| 100|0.11857996| PASSED
+ rgb_kstest_test| 0| 10000| 1000|0.17149906| PASSED
+ dab_bytedistrib| 0| 51200000| 1|0.86309666| PASSED
+ dab_dct| 256| 50000| 1|0.64774683| PASSED
+ dab_filltree| 32| 15000000| 1|0.40214595| PASSED
+ dab_filltree| 32| 15000000| 1|0.06190172| PASSED
+ dab_filltree2| 0| 5000000| 1|0.41276660| PASSED
+ dab_filltree2| 1| 5000000| 1|0.28755104| PASSED
+ dab_monobit2| 12| 65000000| 1|0.41108768| PASSED
+Tue Feb 5 19:13:02 JST 2013
------------------------------------------------------------------------------
C1 C2 C3 C4 C5 C6 C7 C8 C9 C10 P-VALUE PROPORTION STATISTICAL TEST
------------------------------------------------------------------------------
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- 91 103 91 100 106 103 108 110 94 94 0.873987 987/1000 BlockFrequency
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-106 97 117 97 91 112 100 85 91 104 0.446556 987/1000 CumulativeSums
-119 109 106 79 116 88 95 104 84 100 0.063615 991/1000 Runs
- 95 85 114 113 105 98 92 101 100 97 0.618385 989/1000 LongestRun
-109 97 106 94 93 92 112 89 105 103 0.765632 994/1000 Rank
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- 91 109 88 94 114 97 110 104 96 97 0.649612 993/1000 NonOverlappingTemplate
- 88 96 105 93 113 100 97 98 89 121 0.368587 990/1000 NonOverlappingTemplate
- 93 107 107 99 116 84 101 108 88 97 0.457825 985/1000 NonOverlappingTemplate
- 99 90 122 100 104 103 94 91 89 108 0.426272 989/1000 NonOverlappingTemplate
- 93 93 71 101 120 104 101 108 97 112 0.072514 989/1000 NonOverlappingTemplate
- 96 85 74 95 113 121 92 116 117 91 0.007639 989/1000 NonOverlappingTemplate
-105 105 79 110 103 96 109 96 106 91 0.504219 988/1000 NonOverlappingTemplate
-104 101 101 88 115 94 98 81 104 114 0.350485 992/1000 NonOverlappingTemplate
- 98 110 97 90 97 101 91 106 98 112 0.844641 986/1000 NonOverlappingTemplate
- 97 111 94 79 98 87 120 83 118 113 0.020408 987/1000 NonOverlappingTemplate
- 99 101 96 100 92 107 119 104 95 87 0.635037 989/1000 NonOverlappingTemplate
- 99 97 107 105 89 96 101 107 87 112 0.755819 988/1000 NonOverlappingTemplate
- 95 104 90 106 107 99 116 88 109 86 0.433590 987/1000 NonOverlappingTemplate
- 95 112 101 107 104 89 101 102 94 95 0.896345 992/1000 NonOverlappingTemplate
-109 107 102 95 86 91 104 97 100 109 0.796268 989/1000 NonOverlappingTemplate
- 77 113 96 109 115 105 96 91 94 104 0.216713 992/1000 NonOverlappingTemplate
-106 96 105 96 104 99 89 103 105 97 0.973718 988/1000 NonOverlappingTemplate
- 91 114 96 92 107 113 103 104 90 90 0.534146 992/1000 NonOverlappingTemplate
-100 99 98 107 92 110 94 110 98 92 0.896345 993/1000 NonOverlappingTemplate
- 84 100 104 107 108 96 94 103 94 110 0.757790 993/1000 NonOverlappingTemplate
- 84 116 92 97 91 98 108 110 95 109 0.401199 996/1000 NonOverlappingTemplate
-112 109 101 111 95 102 88 95 82 105 0.442831 987/1000 NonOverlappingTemplate
-104 85 103 96 104 98 108 116 91 95 0.624627 990/1000 NonOverlappingTemplate
-103 100 93 104 91 89 93 100 132 95 0.131879 992/1000 NonOverlappingTemplate
-111 98 92 102 117 83 88 101 107 101 0.378705 987/1000 NonOverlappingTemplate
- 98 107 103 107 97 86 86 110 113 93 0.504219 989/1000 NonOverlappingTemplate
- 98 96 99 89 97 115 107 92 100 107 0.800005 986/1000 NonOverlappingTemplate
- 99 97 90 105 98 93 99 103 106 110 0.949278 989/1000 NonOverlappingTemplate
-116 108 81 93 94 109 102 95 101 101 0.457825 992/1000 NonOverlappingTemplate
-102 87 122 98 90 109 91 112 96 93 0.254411 996/1000 NonOverlappingTemplate
- 97 99 113 100 97 100 103 94 100 97 0.982958 986/1000 NonOverlappingTemplate
-102 100 103 100 103 80 94 107 105 106 0.771469 989/1000 NonOverlappingTemplate
-106 104 98 108 109 98 92 88 92 105 0.832561 988/1000 NonOverlappingTemplate
- 95 94 89 109 89 120 112 84 107 101 0.194813 988/1000 NonOverlappingTemplate
-100 98 104 92 112 87 121 83 108 95 0.204439 984/1000 NonOverlappingTemplate
-113 93 93 101 94 113 99 89 105 100 0.719747 991/1000 NonOverlappingTemplate
- 97 97 107 99 88 95 112 107 105 93 0.830808 994/1000 NonOverlappingTemplate
-108 90 98 98 95 114 88 101 104 104 0.769527 992/1000 NonOverlappingTemplate
-110 98 72 109 103 106 110 120 81 91 0.020831 988/1000 NonOverlappingTemplate
-108 93 116 99 95 115 89 77 91 117 0.058984 989/1000 NonOverlappingTemplate
- 93 90 94 100 100 108 123 98 101 93 0.502247 994/1000 NonOverlappingTemplate
- 99 111 120 102 105 86 81 96 104 96 0.239266 984/1000 NonOverlappingTemplate
-112 103 108 94 101 95 100 98 100 89 0.908760 987/1000 NonOverlappingTemplate
- 96 108 88 97 85 104 90 110 108 114 0.406499 992/1000 NonOverlappingTemplate
-101 91 103 121 107 104 98 86 94 95 0.476911 992/1000 NonOverlappingTemplate
-101 107 100 98 106 93 92 86 109 108 0.794391 992/1000 NonOverlappingTemplate
- 93 102 95 94 111 100 101 90 97 117 0.705466 994/1000 NonOverlappingTemplate
- 95 107 104 86 109 87 101 97 108 106 0.693142 990/1000 NonOverlappingTemplate
-105 93 92 90 101 98 96 103 123 99 0.536163 991/1000 NonOverlappingTemplate
-109 100 97 102 93 88 119 101 105 86 0.465415 990/1000 NonOverlappingTemplate
-101 92 104 101 102 83 124 93 90 110 0.213309 990/1000 NonOverlappingTemplate
- 93 103 104 103 106 100 95 108 86 102 0.906069 997/1000 NonOverlappingTemplate
-108 108 95 105 88 95 109 95 92 105 0.796268 980/1000 NonOverlappingTemplate
-102 98 92 111 82 90 107 115 82 121 0.056069 991/1000 NonOverlappingTemplate
- 99 109 105 71 107 89 97 94 108 121 0.053969 987/1000 NonOverlappingTemplate
-116 95 108 114 94 109 100 102 86 76 0.110734 986/1000 NonOverlappingTemplate
-108 96 106 102 106 107 83 93 107 92 0.682823 990/1000 NonOverlappingTemplate
- 90 113 95 95 101 101 105 102 101 97 0.935716 992/1000 NonOverlappingTemplate
-111 108 97 105 98 82 91 108 100 100 0.645448 989/1000 NonOverlappingTemplate
-101 93 99 90 100 105 101 100 110 101 0.972382 989/1000 NonOverlappingTemplate
- 89 114 104 104 88 87 90 99 107 118 0.251837 995/1000 NonOverlappingTemplate
-102 99 95 112 87 116 96 101 93 99 0.672470 996/1000 NonOverlappingTemplate
- 98 88 108 107 104 109 104 86 101 95 0.743915 987/1000 NonOverlappingTemplate
- 99 89 112 97 105 101 100 109 86 102 0.757790 995/1000 NonOverlappingTemplate
- 76 105 104 105 84 110 121 95 95 105 0.087162 995/1000 NonOverlappingTemplate
-106 87 96 119 105 98 102 100 108 79 0.262249 993/1000 NonOverlappingTemplate
- 86 111 97 100 97 112 111 90 95 101 0.610070 987/1000 NonOverlappingTemplate
- 88 119 103 112 108 89 98 93 94 96 0.394195 993/1000 NonOverlappingTemplate
-101 98 110 91 88 103 113 94 107 95 0.721777 985/1000 NonOverlappingTemplate
- 99 88 105 103 95 112 94 98 91 115 0.643366 991/1000 NonOverlappingTemplate
- 97 84 97 102 105 108 93 96 107 111 0.737915 989/1000 NonOverlappingTemplate
- 84 104 89 104 110 94 111 95 113 96 0.459717 993/1000 NonOverlappingTemplate
-106 109 102 89 95 103 102 80 101 113 0.484646 991/1000 NonOverlappingTemplate
- 83 93 102 90 104 110 99 121 93 105 0.293952 992/1000 NonOverlappingTemplate
-103 117 101 99 103 89 94 103 103 88 0.711601 992/1000 NonOverlappingTemplate
-102 101 108 84 102 102 105 101 103 92 0.889118 991/1000 NonOverlappingTemplate
- 99 117 108 84 113 96 101 101 97 84 0.302657 985/1000 NonOverlappingTemplate
-112 107 99 111 110 103 87 91 95 85 0.415422 992/1000 NonOverlappingTemplate
- 98 110 97 94 75 111 103 100 105 107 0.368587 991/1000 NonOverlappingTemplate
-115 88 88 109 104 94 97 105 105 95 0.605916 989/1000 NonOverlappingTemplate
- 97 105 87 103 98 86 113 109 107 95 0.599693 995/1000 NonOverlappingTemplate
-110 113 108 89 102 90 97 101 100 90 0.670396 991/1000 NonOverlappingTemplate
- 95 72 111 100 116 108 106 96 99 97 0.157251 984/1000 NonOverlappingTemplate
- 85 110 100 88 106 95 103 103 114 96 0.574903 989/1000 NonOverlappingTemplate
- 99 91 91 107 97 96 105 100 109 105 0.931185 995/1000 NonOverlappingTemplate
- 92 106 89 112 91 87 99 107 116 101 0.417219 990/1000 NonOverlappingTemplate
-105 91 99 109 99 100 106 85 111 95 0.743915 987/1000 NonOverlappingTemplate
- 77 99 104 99 112 106 109 101 98 95 0.496351 993/1000 NonOverlappingTemplate
- 81 108 105 100 90 104 118 105 99 90 0.337688 991/1000 NonOverlappingTemplate
-103 95 105 91 107 99 104 110 97 89 0.886162 988/1000 NonOverlappingTemplate
-100 105 84 105 119 89 99 108 82 109 0.182550 992/1000 NonOverlappingTemplate
- 92 106 109 88 94 110 103 107 93 98 0.767582 992/1000 NonOverlappingTemplate
-106 88 93 100 97 114 109 121 88 84 0.138860 986/1000 NonOverlappingTemplate
- 85 102 99 92 104 93 108 103 101 113 0.737915 986/1000 NonOverlappingTemplate
- 97 105 92 110 105 92 110 86 97 106 0.711601 993/1000 NonOverlappingTemplate
-101 107 97 84 114 100 97 106 87 107 0.560545 995/1000 NonOverlappingTemplate
- 98 101 101 86 106 107 96 100 100 105 0.952152 993/1000 NonOverlappingTemplate
-100 99 80 108 106 104 99 115 107 82 0.264901 986/1000 NonOverlappingTemplate
-114 91 112 99 94 115 84 95 99 97 0.371941 990/1000 NonOverlappingTemplate
-117 89 94 104 106 84 107 98 107 94 0.444691 989/1000 NonOverlappingTemplate
-104 98 93 102 108 105 90 94 120 86 0.442831 984/1000 NonOverlappingTemplate
- 93 102 107 96 106 105 104 86 94 107 0.854708 996/1000 NonOverlappingTemplate
-117 105 103 99 86 105 98 101 89 97 0.657933 990/1000 NonOverlappingTemplate
-116 82 100 93 114 101 80 127 99 88 0.012650 986/1000 NonOverlappingTemplate
- 78 93 99 99 91 119 106 99 103 113 0.217857 989/1000 NonOverlappingTemplate
-102 103 119 92 100 122 92 92 78 100 0.082010 989/1000 NonOverlappingTemplate
-109 100 108 97 106 103 93 95 99 90 0.927677 986/1000 NonOverlappingTemplate
- 87 99 108 109 105 111 90 100 85 106 0.512137 994/1000 NonOverlappingTemplate
-102 92 123 87 106 98 105 104 91 92 0.357000 992/1000 NonOverlappingTemplate
-102 99 106 118 82 101 103 103 82 104 0.313041 993/1000 NonOverlappingTemplate
-111 88 89 90 114 108 100 101 103 96 0.562591 986/1000 NonOverlappingTemplate
-110 102 90 96 97 104 117 103 87 94 0.587274 991/1000 NonOverlappingTemplate
- 94 101 86 97 100 96 105 114 109 98 0.775337 988/1000 NonOverlappingTemplate
- 94 80 107 114 98 95 108 100 111 93 0.397688 988/1000 NonOverlappingTemplate
- 96 91 106 91 111 100 136 96 82 91 0.014961 993/1000 NonOverlappingTemplate
-105 113 99 91 95 108 97 97 109 86 0.678686 988/1000 NonOverlappingTemplate
-103 93 105 95 97 108 92 101 111 95 0.916599 988/1000 NonOverlappingTemplate
- 87 79 117 111 105 106 104 102 86 103 0.159910 989/1000 NonOverlappingTemplate
- 97 100 118 102 95 79 88 111 93 117 0.120207 990/1000 NonOverlappingTemplate
-103 105 102 104 109 74 108 111 86 98 0.215574 993/1000 NonOverlappingTemplate
-120 83 112 103 114 101 89 95 99 84 0.108150 991/1000 NonOverlappingTemplate
- 88 118 98 107 100 113 87 120 77 92 0.029598 996/1000 NonOverlappingTemplate
-106 106 114 93 99 93 103 98 85 103 0.725829 987/1000 NonOverlappingTemplate
- 93 99 106 99 116 85 116 93 100 93 0.417219 986/1000 NonOverlappingTemplate
-110 104 94 98 99 93 101 114 79 108 0.429923 990/1000 NonOverlappingTemplate
-107 113 101 86 108 88 93 92 104 108 0.518106 992/1000 NonOverlappingTemplate
-125 95 85 77 100 107 94 93 116 108 0.029011 988/1000 NonOverlappingTemplate
- 94 95 99 89 105 110 95 109 108 96 0.839507 986/1000 NonOverlappingTemplate
-110 115 100 108 100 93 93 97 97 87 0.664168 992/1000 NonOverlappingTemplate
- 91 104 104 116 88 92 97 110 97 101 0.641284 988/1000 NonOverlappingTemplate
-124 92 94 99 97 118 83 106 95 92 0.114040 985/1000 NonOverlappingTemplate
- 98 97 108 107 115 93 93 84 88 117 0.250558 992/1000 NonOverlappingTemplate
-102 104 94 109 99 96 94 100 108 94 0.968128 988/1000 NonOverlappingTemplate
- 95 116 124 90 93 90 103 82 105 102 0.100109 989/1000 NonOverlappingTemplate
- 94 102 105 92 93 119 97 113 97 88 0.465415 985/1000 NonOverlappingTemplate
-109 92 97 103 89 94 106 112 94 104 0.786830 988/1000 NonOverlappingTemplate
- 75 99 86 96 115 81 118 125 104 101 0.004462 988/1000 NonOverlappingTemplate
-104 95 111 102 106 98 100 101 87 96 0.916599 983/1000 NonOverlappingTemplate
-101 85 109 95 89 117 103 114 89 98 0.295391 985/1000 NonOverlappingTemplate
-113 112 94 109 89 93 87 107 98 98 0.508172 993/1000 NonOverlappingTemplate
- 99 116 96 95 101 89 104 98 100 102 0.880145 989/1000 NonOverlappingTemplate
- 98 103 104 105 93 99 98 124 96 80 0.275709 988/1000 NonOverlappingTemplate
-121 90 93 79 93 105 101 92 117 109 0.080519 986/1000 NonOverlappingTemplate
- 92 75 92 114 98 103 107 97 91 131 0.014449 990/1000 NonOverlappingTemplate
-114 94 107 93 93 107 95 84 116 97 0.371941 986/1000 NonOverlappingTemplate
- 90 81 125 106 110 104 96 91 109 88 0.075719 992/1000 NonOverlappingTemplate
-106 109 102 89 95 103 102 80 101 113 0.484646 991/1000 NonOverlappingTemplate
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+104 116 117 100 80 96 99 92 91 105 0.244236 993/1000 LinearComplexity
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
sample size = 1000 binary sequences.
The minimum pass rate for the random excursion (variant) test
-is approximately = 593 for a sample size = 607 binary sequences.
+is approximately = 613 for a sample size = 627 binary sequences.
For further guidelines construct a probability table using the MAPLE program
provided in the addendum section of the documentation.
------------------------------------------------------------------------------
C1 C2 C3 C4 C5 C6 C7 C8 C9 C10 P-VALUE PROPORTION STATISTICAL TEST
------------------------------------------------------------------------------
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- 96 103 102 109 103 111 83 100 118 75 0.097159 993/1000 NonOverlappingTemplate
- 95 92 107 96 94 85 103 114 105 109 0.610070 987/1000 NonOverlappingTemplate
-101 115 91 102 94 107 103 95 100 92 0.839507 987/1000 NonOverlappingTemplate
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-116 83 96 88 90 100 114 110 105 98 0.255705 986/1000 NonOverlappingTemplate
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-102 101 111 111 107 96 104 85 91 92 0.639202 994/1000 NonOverlappingTemplate
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- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
sample size = 1000 binary sequences.
The minimum pass rate for the random excursion (variant) test
-is approximately = 597 for a sample size = 611 binary sequences.
+is approximately = 618 for a sample size = 632 binary sequences.
For further guidelines construct a probability table using the MAPLE program
provided in the addendum section of the documentation.
------------------------------------------------------------------------------
C1 C2 C3 C4 C5 C6 C7 C8 C9 C10 P-VALUE PROPORTION STATISTICAL TEST
------------------------------------------------------------------------------
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+102 99 98 92 106 100 102 88 106 107 0.945296 991/1000 NonOverlappingTemplate
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+ 64 63 51 58 60 62 60 63 64 64 0.978558 605/609 RandomExcursions
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+ 50 70 55 56 74 56 61 69 63 55 0.393905 606/609 RandomExcursionsVariant
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+ 55 58 60 63 64 55 66 75 56 57 0.731550 604/609 RandomExcursionsVariant
+ 51 53 69 65 64 59 55 62 57 74 0.522433 605/609 RandomExcursionsVariant
+ 55 61 69 59 61 52 62 58 71 61 0.829928 605/609 RandomExcursionsVariant
+ 60 67 60 65 49 62 59 69 53 65 0.748229 600/609 RandomExcursionsVariant
+ 54 62 59 71 50 71 60 57 68 57 0.559523 602/609 RandomExcursionsVariant
+ 65 61 54 71 61 65 49 54 62 67 0.638855 601/609 RandomExcursionsVariant
+ 71 67 65 47 55 75 65 62 43 59 0.076894 602/609 RandomExcursionsVariant
+ 70 61 52 65 71 58 70 56 54 52 0.451234 603/609 RandomExcursionsVariant
+ 65 54 65 65 61 69 54 56 58 62 0.896582 603/609 RandomExcursionsVariant
+ 67 64 54 74 48 68 66 65 53 50 0.218048 604/609 RandomExcursionsVariant
+ 68 48 72 63 66 61 55 65 51 60 0.454367 601/609 RandomExcursionsVariant
+ 68 61 64 52 60 60 62 76 53 53 0.496024 600/609 RandomExcursionsVariant
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+107 103 87 98 109 92 114 98 104 88 0.599693 986/1000 Serial
+105 117 96 101 97 109 91 86 98 100 0.635037 983/1000 Serial
+ 93 117 79 114 110 90 109 104 85 99 0.091487 991/1000 LinearComplexity
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
sample size = 1000 binary sequences.
The minimum pass rate for the random excursion (variant) test
-is approximately = 621 for a sample size = 635 binary sequences.
+is approximately = 595 for a sample size = 609 binary sequences.
For further guidelines construct a probability table using the MAPLE program
provided in the addendum section of the documentation.
------------------------------------------------------------------------------
C1 C2 C3 C4 C5 C6 C7 C8 C9 C10 P-VALUE PROPORTION STATISTICAL TEST
------------------------------------------------------------------------------
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-108 105 101 92 109 101 97 99 92 96 0.953089 988/1000 NonOverlappingTemplate
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-113 112 96 107 87 103 94 85 91 112 0.317565 986/1000 NonOverlappingTemplate
-104 117 104 89 86 96 104 114 89 97 0.353733 991/1000 NonOverlappingTemplate
- 87 83 109 111 95 90 104 109 108 104 0.382115 992/1000 NonOverlappingTemplate
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-102 98 110 96 99 88 103 94 116 94 0.733899 984/1000 NonOverlappingTemplate
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- 98 102 92 106 111 93 108 96 97 97 0.926487 992/1000 NonOverlappingTemplate
- 93 99 99 105 97 98 98 112 88 111 0.832561 985/1000 NonOverlappingTemplate
- 93 105 94 103 92 105 92 113 107 96 0.829047 992/1000 NonOverlappingTemplate
-117 105 112 131 97 91 90 95 88 74 0.003524 985/1000 NonOverlappingTemplate
- 81 92 114 110 89 107 105 101 86 115 0.146152 990/1000 NonOverlappingTemplate
- 88 99 102 107 110 101 83 104 114 92 0.471146 994/1000 NonOverlappingTemplate
- 95 98 93 111 115 112 113 95 93 75 0.110083 992/1000 NonOverlappingTemplate
- 86 83 115 102 106 107 103 96 108 94 0.415422 990/1000 NonOverlappingTemplate
-103 91 108 90 91 102 102 108 88 117 0.494392 989/1000 NonOverlappingTemplate
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- 94 100 100 86 117 112 103 83 114 91 0.191687 991/1000 NonOverlappingTemplate
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- 98 83 87 113 96 94 103 103 99 124 0.172816 993/1000 NonOverlappingTemplate
- 90 102 122 86 123 71 109 90 106 101 0.004767 992/1000 NonOverlappingTemplate
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- 96 91 92 112 102 106 103 88 109 101 0.759756 993/1000 NonOverlappingTemplate
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- 77 98 94 90 106 108 108 107 109 103 0.373625 993/1000 NonOverlappingTemplate
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-108 100 103 95 90 113 90 106 104 91 0.739918 993/1000 NonOverlappingTemplate
- 93 99 92 108 98 90 102 107 108 103 0.906069 990/1000 NonOverlappingTemplate
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-104 113 104 92 121 104 75 97 108 82 0.042255 994/1000 NonOverlappingTemplate
-109 88 100 111 92 90 85 95 135 95 0.017305 988/1000 NonOverlappingTemplate
-100 87 88 110 102 100 99 105 103 106 0.844641 992/1000 NonOverlappingTemplate
-101 105 98 97 94 104 132 88 97 84 0.084551 993/1000 NonOverlappingTemplate
-106 95 98 102 88 116 100 87 102 106 0.660012 988/1000 NonOverlappingTemplate
- 93 101 107 86 98 99 106 89 102 119 0.512137 988/1000 NonOverlappingTemplate
- 83 93 98 108 94 114 107 125 95 83 0.061647 988/1000 NonOverlappingTemplate
-117 100 103 99 102 99 95 99 101 85 0.783019 987/1000 NonOverlappingTemplate
-106 103 80 121 111 106 98 93 93 89 0.178604 987/1000 NonOverlappingTemplate
- 90 96 100 96 107 100 90 97 104 120 0.630872 992/1000 NonOverlappingTemplate
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- 96 102 103 112 96 109 79 96 111 96 0.471146 994/1000 NonOverlappingTemplate
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-113 84 98 87 107 118 97 94 102 100 0.334538 988/1000 NonOverlappingTemplate
- 87 95 99 91 85 124 81 120 118 100 0.010165 987/1000 NonOverlappingTemplate
- 79 97 91 110 109 112 90 112 97 103 0.263572 991/1000 NonOverlappingTemplate
- 95 111 85 115 95 115 94 85 99 106 0.246750 993/1000 NonOverlappingTemplate
-107 89 105 93 100 104 96 86 111 109 0.664168 993/1000 NonOverlappingTemplate
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- 81 104 103 121 105 94 90 102 102 98 0.350485 995/1000 NonOverlappingTemplate
- 99 93 93 86 89 88 122 122 107 101 0.071620 991/1000 NonOverlappingTemplate
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-102 93 111 95 101 100 97 96 109 96 0.954930 990/1000 NonOverlappingTemplate
-110 123 88 91 83 91 102 118 99 95 0.071620 983/1000 NonOverlappingTemplate
-108 119 89 114 87 103 90 98 88 104 0.222480 988/1000 NonOverlappingTemplate
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-104 101 100 103 98 101 105 94 100 94 0.998474 994/1000 NonOverlappingTemplate
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- 91 99 105 99 102 90 97 105 102 110 0.941144 993/1000 NonOverlappingTemplate
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-109 118 107 95 91 84 100 97 104 95 0.469232 989/1000 NonOverlappingTemplate
-108 112 96 100 104 89 84 111 102 94 0.556460 993/1000 NonOverlappingTemplate
- 99 111 91 105 116 90 97 92 102 97 0.668321 988/1000 NonOverlappingTemplate
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- 94 122 108 100 99 87 113 104 88 85 0.159020 993/1000 NonOverlappingTemplate
-104 86 98 97 86 114 117 102 92 104 0.358641 990/1000 NonOverlappingTemplate
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- 78 98 100 104 100 96 123 116 102 83 0.067300 992/1000 NonOverlappingTemplate
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- 90 101 95 100 83 100 120 91 110 110 0.278461 992/1000 NonOverlappingTemplate
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- 87 106 104 109 98 115 100 95 89 97 0.651693 994/1000 NonOverlappingTemplate
- 93 88 97 101 106 91 99 113 101 111 0.727851 993/1000 NonOverlappingTemplate
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-106 109 101 115 92 89 89 105 101 93 0.612147 993/1000 NonOverlappingTemplate
- 94 97 117 104 106 91 105 101 100 85 0.618385 988/1000 NonOverlappingTemplate
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- 89 102 102 113 111 107 105 82 89 100 0.402962 987/1000 Universal
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+ 60 61 61 70 59 57 78 54 53 62 0.506324 609/615 RandomExcursions
+ 60 60 59 56 51 70 72 59 64 64 0.757822 610/615 RandomExcursions
+ 57 61 62 76 55 51 70 59 66 58 0.519349 609/615 RandomExcursions
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+ 65 64 59 61 56 57 54 62 60 77 0.721743 605/615 RandomExcursionsVariant
+ 64 66 55 70 50 60 62 61 63 64 0.859236 605/615 RandomExcursionsVariant
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+ 73 53 63 63 55 73 63 62 56 54 0.555758 608/615 RandomExcursionsVariant
+ 73 61 54 70 54 50 58 73 65 57 0.325863 607/615 RandomExcursionsVariant
+ 75 66 45 66 57 70 66 49 60 61 0.181232 605/615 RandomExcursionsVariant
+ 71 70 52 62 49 65 73 70 54 49 0.130111 606/615 RandomExcursionsVariant
+ 71 65 60 65 64 70 45 70 49 56 0.216096 609/615 RandomExcursionsVariant
+ 65 60 70 70 70 51 63 61 60 45 0.336085 606/615 RandomExcursionsVariant
+ 67 67 63 65 55 53 54 63 59 69 0.822729 601/615 RandomExcursionsVariant
+ 61 70 66 59 54 61 50 73 68 53 0.455628 606/615 RandomExcursionsVariant
+ 54 74 60 67 56 56 63 60 50 75 0.328399 607/615 RandomExcursionsVariant
+ 56 68 80 63 53 62 58 57 52 66 0.318336 611/615 RandomExcursionsVariant
+ 59 71 67 55 58 74 63 60 61 47 0.428245 611/615 RandomExcursionsVariant
+ 55 63 67 67 80 56 45 60 54 68 0.122910 611/615 RandomExcursionsVariant
+ 57 67 65 63 73 55 56 56 62 61 0.837157 611/615 RandomExcursionsVariant
+ 64 59 72 59 59 60 65 66 57 54 0.905935 608/615 RandomExcursionsVariant
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+116 84 104 100 85 93 118 124 88 88 0.018540 988/1000 Serial
+111 116 91 112 83 102 106 108 94 77 0.075719 988/1000 LinearComplexity
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
sample size = 1000 binary sequences.
The minimum pass rate for the random excursion (variant) test
-is approximately = 624 for a sample size = 638 binary sequences.
+is approximately = 601 for a sample size = 615 binary sequences.
For further guidelines construct a probability table using the MAPLE program
provided in the addendum section of the documentation.
------------------------------------------------------------------------------
C1 C2 C3 C4 C5 C6 C7 C8 C9 C10 P-VALUE PROPORTION STATISTICAL TEST
------------------------------------------------------------------------------
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- 96 102 112 98 97 101 102 93 90 109 0.903338 994/1000 Rank
-105 90 113 95 88 112 94 101 93 109 0.560545 991/1000 FFT
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- 99 110 105 104 95 106 85 96 104 96 0.854708 984/1000 NonOverlappingTemplate
- 77 118 93 104 113 103 106 85 98 103 0.133404 993/1000 NonOverlappingTemplate
- 86 106 103 104 106 112 101 96 87 99 0.715679 991/1000 NonOverlappingTemplate
-121 87 91 110 102 86 109 99 98 97 0.285427 985/1000 NonOverlappingTemplate
- 91 96 89 108 95 110 92 109 108 102 0.719747 991/1000 NonOverlappingTemplate
- 99 109 97 90 112 97 106 106 94 90 0.786830 992/1000 NonOverlappingTemplate
- 94 92 107 95 91 107 96 111 103 104 0.862883 995/1000 NonOverlappingTemplate
-109 92 103 90 129 107 101 96 88 85 0.083018 990/1000 NonOverlappingTemplate
-104 98 101 111 104 105 86 94 102 95 0.880145 990/1000 NonOverlappingTemplate
-110 123 96 103 97 106 95 95 103 72 0.080027 989/1000 NonOverlappingTemplate
-112 98 116 92 97 106 75 107 96 101 0.211064 984/1000 NonOverlappingTemplate
- 90 96 96 100 86 103 99 107 106 117 0.624627 992/1000 NonOverlappingTemplate
- 91 102 114 95 100 93 97 116 110 82 0.316052 988/1000 NonOverlappingTemplate
-106 91 107 92 108 97 95 117 92 95 0.630872 984/1000 NonOverlappingTemplate
- 83 100 102 89 102 128 105 101 95 95 0.172816 990/1000 NonOverlappingTemplate
- 91 130 101 89 94 89 99 111 96 100 0.123038 990/1000 NonOverlappingTemplate
-101 103 93 116 108 91 110 93 88 97 0.572847 987/1000 NonOverlappingTemplate
- 90 95 98 111 93 99 112 108 90 104 0.715679 991/1000 NonOverlappingTemplate
-102 105 113 98 105 89 75 107 116 90 0.130369 986/1000 NonOverlappingTemplate
- 97 102 102 104 96 101 102 96 93 107 0.995578 990/1000 NonOverlappingTemplate
-104 100 95 93 98 112 103 95 102 98 0.971699 991/1000 NonOverlappingTemplate
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-114 97 111 95 91 94 119 94 76 109 0.085068 985/1000 NonOverlappingTemplate
- 81 88 113 101 104 115 94 105 93 106 0.302657 997/1000 NonOverlappingTemplate
-102 82 110 90 102 103 111 108 100 92 0.544254 988/1000 NonOverlappingTemplate
-103 116 118 94 105 84 103 87 98 92 0.241741 992/1000 NonOverlappingTemplate
- 88 92 98 108 99 89 108 117 91 110 0.408275 991/1000 NonOverlappingTemplate
-116 102 120 91 77 105 99 100 103 87 0.098330 982/1000 NonOverlappingTemplate
-105 116 86 105 98 107 103 91 83 106 0.375313 992/1000 NonOverlappingTemplate
- 89 90 116 100 121 86 115 93 92 98 0.103753 988/1000 NonOverlappingTemplate
-107 121 87 97 87 106 105 87 98 105 0.278461 992/1000 NonOverlappingTemplate
-118 89 98 105 103 90 106 101 92 98 0.649612 993/1000 NonOverlappingTemplate
- 95 96 100 102 98 102 110 92 98 107 0.975012 986/1000 NonOverlappingTemplate
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-104 83 88 103 113 102 89 105 105 108 0.469232 990/1000 NonOverlappingTemplate
- 91 98 95 115 107 79 103 101 99 112 0.366918 990/1000 NonOverlappingTemplate
-119 90 94 107 91 99 108 93 97 102 0.581082 986/1000 NonOverlappingTemplate
-101 113 85 103 103 99 120 101 85 90 0.249284 987/1000 NonOverlappingTemplate
-106 114 90 95 113 94 83 96 104 105 0.429923 991/1000 NonOverlappingTemplate
-106 111 106 102 107 81 107 92 95 93 0.540204 987/1000 NonOverlappingTemplate
- 84 100 103 102 104 107 95 102 108 95 0.873987 994/1000 NonOverlappingTemplate
- 89 113 96 93 115 118 81 98 91 106 0.127393 990/1000 NonOverlappingTemplate
-115 94 108 103 107 105 88 97 91 92 0.630872 988/1000 NonOverlappingTemplate
-101 92 116 123 97 89 109 84 88 101 0.101917 992/1000 NonOverlappingTemplate
- 73 85 111 111 84 119 109 101 105 102 0.023228 995/1000 NonOverlappingTemplate
- 82 109 99 103 111 104 93 105 84 110 0.365253 990/1000 NonOverlappingTemplate
-111 109 91 95 94 114 91 86 111 98 0.399442 987/1000 NonOverlappingTemplate
-113 86 108 109 96 96 105 105 101 81 0.388990 992/1000 NonOverlappingTemplate
-107 99 91 99 91 106 109 101 88 109 0.783019 988/1000 NonOverlappingTemplate
-114 91 88 101 95 110 100 101 105 95 0.741918 989/1000 NonOverlappingTemplate
- 98 95 98 99 93 112 90 98 105 112 0.834308 992/1000 NonOverlappingTemplate
- 93 101 102 104 98 91 107 101 96 107 0.975012 989/1000 NonOverlappingTemplate
- 94 96 109 99 107 113 93 102 96 91 0.832561 984/1000 NonOverlappingTemplate
- 88 101 95 98 97 103 105 95 115 103 0.854708 988/1000 NonOverlappingTemplate
- 89 96 108 80 119 103 101 96 116 92 0.159020 988/1000 NonOverlappingTemplate
- 99 102 100 120 101 96 94 99 81 108 0.452173 992/1000 NonOverlappingTemplate
- 93 93 103 114 104 101 97 94 108 93 0.853049 987/1000 NonOverlappingTemplate
-101 105 93 112 109 70 105 96 107 102 0.165340 988/1000 NonOverlappingTemplate
- 85 96 110 93 109 110 95 89 86 127 0.058612 993/1000 NonOverlappingTemplate
- 98 100 97 103 102 97 82 96 112 113 0.649612 994/1000 NonOverlappingTemplate
- 98 101 93 96 103 100 89 94 112 114 0.763677 987/1000 NonOverlappingTemplate
- 91 99 106 92 119 78 104 116 97 98 0.157251 988/1000 NonOverlappingTemplate
- 96 90 95 122 92 104 104 99 105 93 0.538182 989/1000 NonOverlappingTemplate
-114 103 99 122 95 86 73 106 109 93 0.034484 991/1000 NonOverlappingTemplate
-111 104 86 110 95 118 103 88 88 97 0.284024 988/1000 NonOverlappingTemplate
-105 87 109 117 99 93 101 107 77 105 0.203351 991/1000 NonOverlappingTemplate
-111 90 118 108 102 99 85 102 88 97 0.353733 985/1000 NonOverlappingTemplate
- 90 108 115 103 102 103 91 103 96 89 0.701366 988/1000 NonOverlappingTemplate
- 97 101 105 84 109 83 103 109 107 102 0.530120 992/1000 NonOverlappingTemplate
-101 84 108 100 103 106 103 89 96 110 0.727851 987/1000 NonOverlappingTemplate
-109 82 117 99 113 88 94 109 103 86 0.149495 985/1000 NonOverlappingTemplate
-114 98 118 98 102 82 91 98 98 101 0.395940 984/1000 NonOverlappingTemplate
-104 117 90 113 91 90 100 95 102 98 0.546283 985/1000 NonOverlappingTemplate
- 94 99 84 100 107 100 88 103 111 114 0.522100 989/1000 NonOverlappingTemplate
- 99 95 100 96 113 89 114 112 88 94 0.482707 994/1000 NonOverlappingTemplate
-110 91 98 103 103 91 102 100 89 113 0.761719 991/1000 NonOverlappingTemplate
-110 81 107 105 93 109 97 90 94 114 0.345650 991/1000 NonOverlappingTemplate
- 95 114 89 101 112 113 79 97 94 106 0.225998 988/1000 NonOverlappingTemplate
-105 83 106 94 98 105 100 97 124 88 0.246750 987/1000 NonOverlappingTemplate
-119 95 91 84 122 119 88 88 105 89 0.017789 991/1000 NonOverlappingTemplate
-128 103 84 93 104 88 94 96 104 106 0.136499 985/1000 NonOverlappingTemplate
-106 83 92 87 99 114 100 111 97 111 0.345650 992/1000 NonOverlappingTemplate
-106 108 99 112 110 103 86 93 105 78 0.270265 987/1000 NonOverlappingTemplate
-104 106 104 83 104 94 97 96 99 113 0.735908 987/1000 NonOverlappingTemplate
-101 98 101 89 109 101 113 97 93 98 0.883171 990/1000 NonOverlappingTemplate
- 93 105 111 98 91 96 102 108 95 101 0.917870 993/1000 NonOverlappingTemplate
-107 106 99 106 90 90 93 99 107 103 0.890582 991/1000 NonOverlappingTemplate
-107 91 88 106 114 102 94 81 112 105 0.292519 986/1000 NonOverlappingTemplate
- 93 95 92 107 91 111 97 86 116 112 0.355364 988/1000 NonOverlappingTemplate
-105 90 96 98 98 122 93 115 84 99 0.234373 988/1000 NonOverlappingTemplate
-107 82 115 120 93 97 103 89 91 103 0.173770 988/1000 NonOverlappingTemplate
-107 93 100 102 96 87 95 117 103 100 0.729870 987/1000 NonOverlappingTemplate
- 86 86 99 114 105 105 106 97 95 107 0.576961 991/1000 NonOverlappingTemplate
-107 111 100 99 117 78 89 104 88 107 0.174728 993/1000 NonOverlappingTemplate
- 98 109 88 104 100 112 98 99 101 91 0.854708 982/1000 NonOverlappingTemplate
- 99 101 111 109 106 98 99 92 100 85 0.803720 981/1000 NonOverlappingTemplate
- 93 111 89 96 110 91 94 88 113 115 0.302657 988/1000 NonOverlappingTemplate
- 98 91 101 86 86 110 110 121 101 96 0.251837 997/1000 NonOverlappingTemplate
-105 100 100 80 110 106 107 100 86 106 0.492436 988/1000 NonOverlappingTemplate
-103 99 102 103 101 98 98 94 109 93 0.991780 990/1000 NonOverlappingTemplate
- 82 105 117 111 88 107 96 110 88 96 0.197981 991/1000 NonOverlappingTemplate
-111 108 103 80 99 102 93 104 99 101 0.672470 982/1000 NonOverlappingTemplate
-102 108 110 103 95 90 98 101 96 97 0.950247 988/1000 NonOverlappingTemplate
- 88 112 91 101 93 110 105 106 96 98 0.739918 993/1000 NonOverlappingTemplate
- 96 78 90 103 114 100 115 97 98 109 0.259616 990/1000 NonOverlappingTemplate
- 98 105 107 104 91 107 113 105 74 96 0.268917 985/1000 NonOverlappingTemplate
-110 75 110 97 93 117 97 119 92 90 0.047785 985/1000 NonOverlappingTemplate
-101 104 106 104 89 103 84 102 108 99 0.812905 988/1000 NonOverlappingTemplate
-124 106 95 92 93 109 112 108 77 84 0.032489 992/1000 NonOverlappingTemplate
-103 96 107 98 113 91 90 88 98 116 0.502247 991/1000 NonOverlappingTemplate
- 94 109 103 95 107 90 108 101 100 93 0.901959 991/1000 NonOverlappingTemplate
-102 85 99 107 104 105 105 115 88 90 0.520102 993/1000 NonOverlappingTemplate
-117 105 87 88 95 103 115 101 90 99 0.360287 982/1000 NonOverlappingTemplate
- 99 111 90 100 101 97 96 98 100 108 0.957612 989/1000 NonOverlappingTemplate
-104 95 82 96 116 116 102 110 82 97 0.149495 990/1000 NonOverlappingTemplate
-111 93 111 110 101 94 85 93 90 112 0.395940 990/1000 NonOverlappingTemplate
- 87 101 102 98 97 95 104 106 105 105 0.958485 987/1000 NonOverlappingTemplate
- 98 99 99 96 99 99 91 109 108 102 0.979788 988/1000 NonOverlappingTemplate
- 98 113 108 97 106 97 89 78 111 103 0.329850 990/1000 NonOverlappingTemplate
- 95 96 95 109 117 102 92 94 100 100 0.798139 989/1000 NonOverlappingTemplate
-103 96 112 120 83 108 93 91 92 102 0.262249 988/1000 NonOverlappingTemplate
-117 109 107 98 103 85 102 94 94 91 0.520102 990/1000 NonOverlappingTemplate
-118 94 92 95 92 100 109 99 91 110 0.558502 987/1000 NonOverlappingTemplate
- 89 98 105 97 102 114 99 96 99 101 0.925287 991/1000 NonOverlappingTemplate
-113 112 93 96 90 97 95 99 103 102 0.811080 990/1000 NonOverlappingTemplate
-102 110 89 92 104 91 104 109 104 95 0.812905 991/1000 NonOverlappingTemplate
-112 100 112 97 98 108 84 84 100 105 0.435430 991/1000 NonOverlappingTemplate
-105 115 94 97 92 104 97 107 103 86 0.701366 982/1000 NonOverlappingTemplate
- 91 100 80 99 103 115 108 103 102 99 0.540204 984/1000 NonOverlappingTemplate
- 94 94 100 108 101 114 88 113 80 108 0.268917 992/1000 NonOverlappingTemplate
- 93 96 96 104 106 125 82 89 123 86 0.022915 991/1000 NonOverlappingTemplate
- 93 93 94 102 108 103 96 95 97 119 0.717714 991/1000 NonOverlappingTemplate
-115 91 95 98 104 92 103 92 116 94 0.554420 987/1000 NonOverlappingTemplate
- 95 100 91 118 113 88 94 121 82 98 0.078567 995/1000 NonOverlappingTemplate
-101 100 100 120 88 114 88 93 105 91 0.319084 996/1000 NonOverlappingTemplate
-101 94 106 92 100 112 93 108 90 104 0.825505 991/1000 NonOverlappingTemplate
-100 108 100 76 94 130 89 88 97 118 0.009741 990/1000 NonOverlappingTemplate
- 96 111 95 87 100 103 116 108 87 97 0.496351 988/1000 NonOverlappingTemplate
- 92 95 110 113 102 91 80 114 89 114 0.138860 994/1000 NonOverlappingTemplate
- 91 97 108 114 94 108 99 73 108 108 0.159020 994/1000 NonOverlappingTemplate
-100 96 99 98 125 87 96 85 100 114 0.185555 985/1000 NonOverlappingTemplate
-110 101 104 108 100 94 92 101 83 107 0.719747 987/1000 NonOverlappingTemplate
-102 117 103 93 98 75 90 118 102 102 0.118120 992/1000 NonOverlappingTemplate
- 98 95 88 92 111 111 104 118 99 84 0.292519 990/1000 NonOverlappingTemplate
-102 109 85 93 96 106 99 107 100 103 0.859637 987/1000 NonOverlappingTemplate
-113 99 118 98 102 81 93 97 98 101 0.413628 984/1000 NonOverlappingTemplate
-104 92 93 116 110 106 92 91 108 88 0.461612 983/1000 OverlappingTemplate
-112 114 89 109 93 101 101 94 90 97 0.597620 987/1000 Universal
- 92 111 107 95 114 93 85 88 106 109 0.358641 991/1000 ApproximateEntropy
- 61 52 68 69 55 63 61 68 59 65 0.860163 616/621 RandomExcursions
- 73 60 57 68 66 53 54 59 58 73 0.539030 613/621 RandomExcursions
- 57 60 61 64 61 52 53 68 81 64 0.354417 609/621 RandomExcursions
- 58 64 62 66 66 61 49 60 63 72 0.809781 618/621 RandomExcursions
- 68 52 70 64 60 66 58 65 64 54 0.824357 612/621 RandomExcursions
- 54 65 64 79 64 51 56 71 59 58 0.333779 616/621 RandomExcursions
- 49 75 55 59 58 67 59 60 72 67 0.412358 619/621 RandomExcursions
- 56 58 65 56 60 65 66 64 62 69 0.968603 615/621 RandomExcursions
- 53 70 69 69 57 51 50 67 64 71 0.321296 617/621 RandomExcursionsVariant
- 61 67 57 56 59 77 50 63 50 81 0.074301 619/621 RandomExcursionsVariant
- 59 57 72 57 52 64 59 63 63 75 0.622009 619/621 RandomExcursionsVariant
- 52 65 58 59 73 60 57 55 82 60 0.219749 615/621 RandomExcursionsVariant
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------------------------------------------------------------------------------
C1 C2 C3 C4 C5 C6 C7 C8 C9 C10 P-VALUE PROPORTION STATISTICAL TEST
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- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
sample size = 1000 binary sequences.
The minimum pass rate for the random excursion (variant) test
-is approximately = 596 for a sample size = 610 binary sequences.
+is approximately = 623 for a sample size = 637 binary sequences.
For further guidelines construct a probability table using the MAPLE program
provided in the addendum section of the documentation.
------------------------------------------------------------------------------
C1 C2 C3 C4 C5 C6 C7 C8 C9 C10 P-VALUE PROPORTION STATISTICAL TEST
------------------------------------------------------------------------------
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+ 96 86 105 98 99 102 95 98 115 106 0.801865 988/1000 NonOverlappingTemplate
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+ 91 111 115 90 97 108 82 99 103 104 0.392456 990/1000 NonOverlappingTemplate
+ 90 106 101 99 94 103 104 99 97 107 0.978654 992/1000 NonOverlappingTemplate
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+105 106 91 102 102 102 99 106 104 83 0.837781 995/1000 NonOverlappingTemplate
+100 96 92 98 102 114 95 99 110 94 0.878618 993/1000 NonOverlappingTemplate
+113 92 111 84 101 110 119 97 93 80 0.083018 982/1000 OverlappingTemplate
+107 107 99 91 93 106 108 83 101 105 0.695200 986/1000 Universal
+101 90 101 113 96 96 105 96 88 114 0.653773 992/1000 ApproximateEntropy
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+ 54 69 64 56 64 75 62 61 58 57 0.746358 615/620 RandomExcursions
+ 58 76 63 60 59 60 64 63 66 51 0.739918 617/620 RandomExcursions
+ 68 60 68 59 68 75 56 60 48 58 0.461429 614/620 RandomExcursions
+ 66 61 68 57 68 58 65 58 48 71 0.640478 612/620 RandomExcursions
+ 56 61 60 63 65 58 68 61 67 61 0.989843 615/620 RandomExcursions
+ 53 56 58 70 56 58 72 78 49 70 0.140608 614/620 RandomExcursions
+ 58 73 57 69 70 56 67 64 57 49 0.473746 615/620 RandomExcursions
+ 63 63 73 57 76 59 48 54 66 61 0.337586 612/620 RandomExcursionsVariant
+ 63 65 60 67 59 71 65 51 69 50 0.606921 615/620 RandomExcursionsVariant
+ 65 51 70 68 79 68 56 47 54 62 0.115605 616/620 RandomExcursionsVariant
+ 57 64 82 50 63 71 57 54 70 52 0.101155 617/620 RandomExcursionsVariant
+ 59 67 65 62 63 64 57 53 65 65 0.972579 617/620 RandomExcursionsVariant
+ 64 59 73 60 57 62 73 60 64 48 0.547200 615/620 RandomExcursionsVariant
+ 70 61 70 60 49 67 68 62 60 53 0.613623 612/620 RandomExcursionsVariant
+ 77 67 73 51 56 61 58 57 59 61 0.405185 612/620 RandomExcursionsVariant
+ 63 75 60 53 77 54 59 56 60 63 0.385488 611/620 RandomExcursionsVariant
+ 60 43 61 63 56 69 61 70 72 65 0.342708 615/620 RandomExcursionsVariant
+ 57 53 73 58 60 59 60 80 60 60 0.388266 613/620 RandomExcursionsVariant
+ 55 67 54 70 66 56 68 53 61 70 0.633761 614/620 RandomExcursionsVariant
+ 60 57 56 77 63 58 65 63 58 63 0.799344 614/620 RandomExcursionsVariant
+ 63 60 75 63 66 53 58 68 57 57 0.736685 613/620 RandomExcursionsVariant
+ 68 65 64 63 65 74 58 55 60 48 0.580218 615/620 RandomExcursionsVariant
+ 64 67 67 77 57 56 59 50 77 46 0.073197 614/620 RandomExcursionsVariant
+ 64 67 69 68 58 61 58 63 47 65 0.723673 613/620 RandomExcursionsVariant
+ 64 66 70 67 68 56 62 58 66 43 0.413802 613/620 RandomExcursionsVariant
+100 96 88 113 105 107 85 100 107 99 0.660012 989/1000 Serial
+106 86 93 97 106 96 95 114 108 99 0.711601 987/1000 Serial
+110 82 93 103 94 112 91 113 92 110 0.292519 981/1000 LinearComplexity
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
sample size = 1000 binary sequences.
The minimum pass rate for the random excursion (variant) test
-is approximately = 574 for a sample size = 588 binary sequences.
+is approximately = 606 for a sample size = 620 binary sequences.
For further guidelines construct a probability table using the MAPLE program
provided in the addendum section of the documentation.
------------------------------------------------------------------------------
C1 C2 C3 C4 C5 C6 C7 C8 C9 C10 P-VALUE PROPORTION STATISTICAL TEST
------------------------------------------------------------------------------
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- 83 90 110 102 98 96 113 101 94 113 0.448424 994/1000 CumulativeSums
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- 98 94 91 102 107 97 107 107 105 92 0.930026 992/1000 LongestRun
- 94 93 104 92 97 96 94 101 130 99 0.257004 992/1000 Rank
-104 116 95 98 103 81 100 107 108 88 0.411840 990/1000 FFT
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- 86 100 127 99 97 98 96 97 103 97 0.365253 991/1000 NonOverlappingTemplate
- 91 107 105 90 112 95 113 103 102 82 0.410055 994/1000 NonOverlappingTemplate
- 98 121 102 100 93 97 109 100 101 79 0.326749 988/1000 NonOverlappingTemplate
- 96 112 97 94 103 99 113 102 86 98 0.751866 990/1000 NonOverlappingTemplate
-120 98 101 84 93 102 97 105 101 99 0.585209 990/1000 NonOverlappingTemplate
- 80 106 117 97 102 92 92 108 94 112 0.268917 994/1000 NonOverlappingTemplate
- 88 103 110 102 109 100 87 102 92 107 0.715679 991/1000 NonOverlappingTemplate
- 88 80 90 130 110 114 87 101 92 108 0.011066 992/1000 NonOverlappingTemplate
-100 91 99 99 111 100 98 95 93 114 0.853049 985/1000 NonOverlappingTemplate
-108 100 99 99 98 103 103 107 101 82 0.866097 994/1000 NonOverlappingTemplate
-107 111 106 117 85 92 85 90 91 116 0.106877 993/1000 NonOverlappingTemplate
- 85 100 97 120 95 113 86 101 107 96 0.282626 993/1000 NonOverlappingTemplate
- 92 106 90 75 110 102 108 109 102 106 0.266235 994/1000 NonOverlappingTemplate
-103 97 81 120 83 112 104 101 107 92 0.144504 988/1000 NonOverlappingTemplate
-109 110 102 96 100 102 92 91 103 95 0.921624 992/1000 NonOverlappingTemplate
- 97 94 93 103 93 99 106 104 105 106 0.976266 990/1000 NonOverlappingTemplate
-102 103 103 103 105 96 87 97 101 103 0.978072 991/1000 NonOverlappingTemplate
-108 109 103 115 101 78 106 89 99 92 0.285427 988/1000 NonOverlappingTemplate
- 85 114 97 91 103 123 99 96 100 92 0.255705 988/1000 NonOverlappingTemplate
- 97 107 95 93 91 101 109 113 100 94 0.834308 988/1000 NonOverlappingTemplate
- 98 88 106 97 94 99 103 104 103 108 0.952152 991/1000 NonOverlappingTemplate
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- 90 100 114 98 94 125 99 82 88 110 0.083018 988/1000 NonOverlappingTemplate
- 97 99 108 99 105 105 92 104 95 96 0.981940 991/1000 NonOverlappingTemplate
-103 91 103 95 102 88 106 102 117 93 0.689019 985/1000 NonOverlappingTemplate
- 94 82 100 95 104 106 97 101 112 109 0.666245 993/1000 NonOverlappingTemplate
-114 89 96 97 118 103 85 101 104 93 0.378705 987/1000 NonOverlappingTemplate
-110 94 98 113 93 88 87 107 107 103 0.556460 993/1000 NonOverlappingTemplate
-104 95 111 104 104 84 100 94 110 94 0.717714 986/1000 NonOverlappingTemplate
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- 98 87 109 90 103 98 98 116 91 110 0.526105 994/1000 NonOverlappingTemplate
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-114 101 98 104 95 98 96 93 99 102 0.957612 991/1000 NonOverlappingTemplate
- 92 102 105 91 98 97 103 97 89 126 0.348869 991/1000 NonOverlappingTemplate
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-106 103 103 103 87 102 104 111 99 82 0.639202 988/1000 NonOverlappingTemplate
- 94 102 106 90 102 102 103 94 114 93 0.856359 989/1000 NonOverlappingTemplate
- 87 105 108 104 101 98 90 99 104 104 0.903338 991/1000 NonOverlappingTemplate
-117 106 87 103 95 107 91 94 104 96 0.610070 988/1000 NonOverlappingTemplate
-118 88 89 95 107 87 110 95 111 100 0.291091 988/1000 NonOverlappingTemplate
-117 93 94 90 95 102 106 89 99 115 0.450297 985/1000 NonOverlappingTemplate
-103 104 95 110 117 87 99 87 106 92 0.457825 988/1000 NonOverlappingTemplate
- 99 92 84 94 114 104 102 112 90 109 0.439122 990/1000 NonOverlappingTemplate
- 92 101 107 101 112 96 112 101 88 90 0.674543 990/1000 NonOverlappingTemplate
- 98 101 117 89 74 108 105 104 99 105 0.201189 992/1000 NonOverlappingTemplate
-106 91 98 99 90 93 93 111 115 104 0.655854 988/1000 NonOverlappingTemplate
-114 99 93 98 121 92 96 114 89 84 0.143686 988/1000 NonOverlappingTemplate
- 93 95 84 98 88 119 99 121 106 97 0.151190 989/1000 NonOverlappingTemplate
- 98 105 117 102 95 95 101 105 100 82 0.614226 987/1000 NonOverlappingTemplate
- 84 93 83 99 93 108 115 114 101 110 0.196920 991/1000 NonOverlappingTemplate
- 85 104 121 113 101 105 100 99 88 84 0.172816 991/1000 NonOverlappingTemplate
- 91 118 108 89 122 78 92 99 105 98 0.056785 992/1000 NonOverlappingTemplate
-114 103 104 115 88 102 88 106 82 98 0.274341 992/1000 NonOverlappingTemplate
- 85 75 109 113 106 95 118 100 108 91 0.060875 994/1000 NonOverlappingTemplate
-115 105 90 91 98 115 98 107 90 91 0.442831 987/1000 NonOverlappingTemplate
-105 97 90 78 110 106 100 103 106 105 0.510153 992/1000 NonOverlappingTemplate
- 98 88 113 95 79 106 100 111 115 95 0.219006 988/1000 NonOverlappingTemplate
-103 95 99 107 117 96 108 88 96 91 0.643366 989/1000 NonOverlappingTemplate
- 93 90 102 98 103 99 127 95 98 95 0.392456 989/1000 NonOverlappingTemplate
-103 105 106 111 95 100 87 100 103 90 0.839507 987/1000 NonOverlappingTemplate
-107 110 97 97 111 83 98 104 94 99 0.705466 991/1000 NonOverlappingTemplate
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-102 97 109 83 106 102 104 104 95 98 0.848027 990/1000 NonOverlappingTemplate
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-106 110 91 86 89 117 102 114 84 101 0.171867 989/1000 NonOverlappingTemplate
-100 103 91 111 99 94 101 107 94 100 0.949278 984/1000 NonOverlappingTemplate
-114 111 93 106 88 99 104 112 83 90 0.278461 987/1000 NonOverlappingTemplate
-121 95 94 95 104 87 76 112 108 108 0.075719 989/1000 NonOverlappingTemplate
-102 98 96 101 105 104 109 86 107 92 0.870856 989/1000 NonOverlappingTemplate
-108 97 104 103 98 87 103 103 102 95 0.956729 989/1000 NonOverlappingTemplate
-101 105 104 97 94 87 106 97 98 111 0.893482 993/1000 NonOverlappingTemplate
-107 104 100 81 104 120 96 92 103 93 0.366918 986/1000 NonOverlappingTemplate
-110 104 105 107 80 110 102 89 107 86 0.304126 991/1000 NonOverlappingTemplate
-125 101 121 89 96 93 92 97 95 91 0.111389 989/1000 NonOverlappingTemplate
- 96 85 107 111 106 102 93 93 101 106 0.753844 988/1000 NonOverlappingTemplate
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-112 80 105 108 88 115 102 104 88 98 0.230755 985/1000 NonOverlappingTemplate
-104 106 91 113 94 102 100 91 90 109 0.735908 989/1000 NonOverlappingTemplate
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-103 106 100 95 87 116 84 95 109 105 0.454053 993/1000 NonOverlappingTemplate
- 99 98 96 85 94 121 116 97 91 103 0.291091 994/1000 NonOverlappingTemplate
- 99 95 84 91 95 99 116 118 103 100 0.368587 990/1000 NonOverlappingTemplate
- 83 77 112 124 103 111 96 90 126 78 0.000546 992/1000 NonOverlappingTemplate
-109 102 95 113 106 103 110 102 78 82 0.193767 990/1000 NonOverlappingTemplate
-104 96 102 93 120 85 107 100 108 85 0.313041 990/1000 NonOverlappingTemplate
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-103 101 96 93 120 91 93 110 99 94 0.593478 993/1000 NonOverlappingTemplate
- 92 84 105 92 101 113 110 102 106 95 0.591409 986/1000 NonOverlappingTemplate
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-104 106 93 109 107 97 94 87 89 114 0.572847 990/1000 NonOverlappingTemplate
- 96 90 107 93 94 111 117 111 89 92 0.378705 993/1000 NonOverlappingTemplate
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- 76 97 93 102 105 100 113 105 103 106 0.435430 990/1000 NonOverlappingTemplate
- 85 106 99 108 104 92 101 92 113 100 0.699313 991/1000 NonOverlappingTemplate
- 99 108 94 102 112 95 99 98 94 99 0.957612 990/1000 NonOverlappingTemplate
- 95 102 94 101 95 96 104 105 109 99 0.985788 990/1000 NonOverlappingTemplate
-114 91 102 89 92 116 100 96 102 98 0.589341 989/1000 NonOverlappingTemplate
- 85 109 112 109 108 91 101 86 105 94 0.406499 990/1000 NonOverlappingTemplate
- 85 104 94 104 86 105 97 103 107 115 0.528111 993/1000 NonOverlappingTemplate
- 82 107 105 112 96 102 96 86 120 94 0.207730 990/1000 NonOverlappingTemplate
- 96 115 116 82 113 97 106 87 95 93 0.172816 988/1000 NonOverlappingTemplate
-109 90 105 104 87 109 94 99 116 87 0.406499 989/1000 NonOverlappingTemplate
-104 95 84 107 100 92 120 103 113 82 0.157251 994/1000 NonOverlappingTemplate
-102 95 102 131 99 95 107 103 84 82 0.055714 992/1000 NonOverlappingTemplate
-106 100 97 95 87 95 91 107 125 97 0.328297 991/1000 NonOverlappingTemplate
- 87 91 108 90 107 90 92 122 106 107 0.215574 991/1000 NonOverlappingTemplate
-101 92 101 84 100 111 124 99 91 97 0.268917 990/1000 NonOverlappingTemplate
-104 91 104 107 95 112 102 92 94 99 0.886162 989/1000 NonOverlappingTemplate
-104 92 102 97 103 106 90 103 100 103 0.979226 989/1000 NonOverlappingTemplate
-118 103 82 104 93 83 104 101 112 100 0.229559 986/1000 NonOverlappingTemplate
-108 96 90 76 109 94 121 90 115 101 0.058984 991/1000 NonOverlappingTemplate
-113 95 87 103 109 104 98 92 113 86 0.435430 990/1000 NonOverlappingTemplate
- 98 99 95 108 99 106 84 93 120 98 0.494392 994/1000 NonOverlappingTemplate
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- 87 101 112 108 109 111 106 85 91 90 0.332970 994/1000 NonOverlappingTemplate
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-107 104 102 89 89 115 111 100 77 106 0.201189 994/1000 NonOverlappingTemplate
-111 91 97 100 111 86 104 106 86 108 0.494392 991/1000 NonOverlappingTemplate
- 91 108 110 110 108 82 92 88 108 103 0.339271 993/1000 NonOverlappingTemplate
-108 89 97 117 104 93 96 111 90 95 0.524101 986/1000 NonOverlappingTemplate
-100 96 96 102 112 96 100 98 94 106 0.974370 990/1000 NonOverlappingTemplate
- 99 85 95 132 107 101 104 90 100 87 0.064822 989/1000 NonOverlappingTemplate
- 94 108 95 111 90 96 102 124 85 95 0.217857 990/1000 NonOverlappingTemplate
- 98 96 106 101 116 107 109 104 82 81 0.246750 992/1000 NonOverlappingTemplate
-108 90 95 107 111 105 91 98 87 108 0.635037 988/1000 NonOverlappingTemplate
- 99 90 86 103 109 107 100 94 103 109 0.777265 987/1000 NonOverlappingTemplate
-107 96 109 101 96 101 91 110 97 92 0.899171 991/1000 NonOverlappingTemplate
-108 92 94 96 110 103 97 89 99 112 0.775337 993/1000 NonOverlappingTemplate
- 97 105 83 85 118 112 102 110 97 91 0.207730 985/1000 NonOverlappingTemplate
-100 93 91 100 118 93 114 93 94 104 0.534146 991/1000 NonOverlappingTemplate
- 97 77 107 111 94 96 108 102 99 109 0.428095 988/1000 NonOverlappingTemplate
- 95 107 94 114 103 96 98 95 97 101 0.930026 993/1000 NonOverlappingTemplate
-102 118 118 82 86 95 105 101 89 104 0.137282 991/1000 NonOverlappingTemplate
-103 113 99 104 78 108 111 97 84 103 0.250558 987/1000 NonOverlappingTemplate
- 99 93 116 95 105 110 83 99 111 89 0.360287 993/1000 NonOverlappingTemplate
- 98 111 101 100 106 97 107 100 94 86 0.873987 991/1000 NonOverlappingTemplate
-106 107 108 113 109 97 85 111 90 74 0.083018 983/1000 NonOverlappingTemplate
-107 104 98 83 105 119 96 92 103 93 0.454053 986/1000 NonOverlappingTemplate
-123 109 117 100 101 102 81 76 87 104 0.016374 983/1000 OverlappingTemplate
-113 116 104 79 85 99 94 90 104 116 0.086634 986/1000 Universal
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- 61 67 63 65 71 62 54 62 64 53 0.891287 613/622 RandomExcursions
- 59 81 56 65 54 47 55 73 66 66 0.102133 616/622 RandomExcursions
- 56 56 63 71 52 63 71 59 61 70 0.677350 614/622 RandomExcursions
- 60 55 65 60 63 62 68 70 56 63 0.951664 620/622 RandomExcursions
- 51 64 60 61 44 76 66 75 64 61 0.139321 619/622 RandomExcursions
- 64 50 64 65 59 64 54 75 55 72 0.440257 617/622 RandomExcursions
- 66 56 63 71 54 65 64 49 73 61 0.524424 613/622 RandomExcursions
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- 72 54 58 52 52 55 77 70 64 67 0.210595 610/621 RandomExcursionsVariant
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+ 96 91 121 104 120 94 106 86 106 76 0.031428 988/1000 NonOverlappingTemplate
+100 93 104 98 108 90 101 94 107 105 0.944274 989/1000 NonOverlappingTemplate
+ 97 96 98 105 109 78 106 115 93 103 0.402962 995/1000 NonOverlappingTemplate
+108 89 106 118 91 101 103 87 114 83 0.167184 989/1000 NonOverlappingTemplate
+ 89 100 104 109 118 105 95 87 92 101 0.508172 989/1000 NonOverlappingTemplate
+102 93 87 98 96 113 97 97 104 113 0.725829 983/1000 NonOverlappingTemplate
+ 97 98 98 115 95 93 81 119 110 94 0.228367 991/1000 NonOverlappingTemplate
+ 82 106 94 103 99 86 102 102 103 123 0.244236 994/1000 NonOverlappingTemplate
+ 94 97 91 102 103 114 89 102 106 102 0.834308 993/1000 NonOverlappingTemplate
+ 89 114 80 98 107 98 101 103 98 112 0.408275 990/1000 NonOverlappingTemplate
+ 92 94 95 88 111 119 85 97 99 120 0.127393 994/1000 NonOverlappingTemplate
+103 98 94 82 105 89 110 96 106 117 0.383827 988/1000 NonOverlappingTemplate
+102 104 123 100 82 106 83 96 92 112 0.114712 992/1000 NonOverlappingTemplate
+ 96 101 91 115 93 120 108 80 99 97 0.188601 989/1000 NonOverlappingTemplate
+ 70 97 98 122 86 98 107 105 111 106 0.032061 994/1000 NonOverlappingTemplate
+110 96 111 103 89 89 88 87 104 123 0.142872 994/1000 NonOverlappingTemplate
+104 95 89 100 92 95 96 97 116 116 0.546283 986/1000 NonOverlappingTemplate
+ 94 104 101 110 95 106 110 85 99 96 0.783019 994/1000 NonOverlappingTemplate
+100 118 90 102 98 92 105 107 97 91 0.678686 989/1000 NonOverlappingTemplate
+ 94 115 82 110 93 117 90 85 97 117 0.057875 988/1000 NonOverlappingTemplate
+ 85 86 120 97 97 122 91 73 111 118 0.002219 994/1000 NonOverlappingTemplate
+ 92 113 94 88 103 119 84 96 109 102 0.249284 991/1000 NonOverlappingTemplate
+ 99 88 98 89 99 113 87 111 98 118 0.305599 991/1000 NonOverlappingTemplate
+ 87 97 112 97 113 90 93 101 98 112 0.536163 988/1000 NonOverlappingTemplate
+107 94 108 97 107 95 104 101 87 100 0.899171 989/1000 NonOverlappingTemplate
+ 84 105 110 100 94 103 106 98 101 99 0.861264 991/1000 NonOverlappingTemplate
+ 87 71 96 109 105 104 111 111 99 107 0.108791 990/1000 NonOverlappingTemplate
+106 104 109 91 85 98 111 107 86 103 0.516113 981/1000 NonOverlappingTemplate
+103 97 104 94 113 108 93 92 90 106 0.786830 982/1000 NonOverlappingTemplate
+100 104 107 98 117 88 102 95 91 98 0.723804 987/1000 NonOverlappingTemplate
+100 100 100 105 97 106 107 90 106 89 0.926487 989/1000 NonOverlappingTemplate
+ 91 94 96 92 95 103 105 106 96 122 0.542228 990/1000 NonOverlappingTemplate
+ 89 99 107 95 88 81 107 117 114 103 0.189625 991/1000 NonOverlappingTemplate
+ 92 91 107 104 100 91 99 100 102 114 0.841226 986/1000 NonOverlappingTemplate
+102 85 102 111 103 82 101 109 116 89 0.245490 993/1000 NonOverlappingTemplate
+ 93 94 101 107 98 108 108 93 101 97 0.953089 989/1000 NonOverlappingTemplate
+110 106 84 103 80 111 107 98 104 97 0.350485 995/1000 NonOverlappingTemplate
+ 95 90 102 131 92 99 101 98 96 96 0.217857 991/1000 NonOverlappingTemplate
+ 91 95 115 101 102 116 99 90 96 95 0.601766 992/1000 NonOverlappingTemplate
+ 92 111 90 117 108 90 101 90 104 97 0.471146 993/1000 NonOverlappingTemplate
+ 83 92 108 93 121 112 98 100 95 98 0.286836 990/1000 NonOverlappingTemplate
+105 118 101 97 81 99 89 111 105 94 0.331408 986/1000 NonOverlappingTemplate
+ 74 98 97 102 108 109 104 112 98 98 0.345650 998/1000 NonOverlappingTemplate
+ 95 109 92 101 90 102 97 114 94 106 0.786830 995/1000 NonOverlappingTemplate
+ 97 97 104 121 96 105 101 100 91 88 0.593478 991/1000 NonOverlappingTemplate
+103 89 108 102 102 102 95 86 119 94 0.510153 991/1000 NonOverlappingTemplate
+104 105 79 123 95 89 102 96 114 93 0.114712 991/1000 NonOverlappingTemplate
+ 95 80 101 114 104 96 100 95 130 85 0.034712 990/1000 NonOverlappingTemplate
+ 97 109 93 79 81 107 104 126 102 102 0.050305 988/1000 NonOverlappingTemplate
+ 77 110 100 93 117 108 90 103 110 92 0.160805 992/1000 NonOverlappingTemplate
+ 89 100 122 108 93 122 99 86 89 92 0.070299 997/1000 NonOverlappingTemplate
+117 90 106 115 104 89 84 92 102 101 0.267573 991/1000 NonOverlappingTemplate
+101 108 91 106 95 95 114 103 88 99 0.757790 995/1000 NonOverlappingTemplate
+104 102 101 92 103 95 93 111 106 93 0.927677 991/1000 NonOverlappingTemplate
+105 109 92 92 104 110 86 97 99 106 0.747898 988/1000 NonOverlappingTemplate
+ 91 92 113 117 81 99 92 108 101 106 0.255705 985/1000 NonOverlappingTemplate
+103 103 124 73 95 101 116 103 81 101 0.019453 990/1000 NonOverlappingTemplate
+ 93 110 89 101 101 101 89 107 103 106 0.844641 990/1000 NonOverlappingTemplate
+112 95 99 105 97 87 103 99 106 97 0.892036 985/1000 NonOverlappingTemplate
+104 107 96 97 108 92 105 101 92 98 0.959347 992/1000 NonOverlappingTemplate
+ 79 93 90 99 113 112 103 103 106 102 0.382115 993/1000 NonOverlappingTemplate
+ 94 99 101 89 115 101 102 107 97 95 0.858002 988/1000 NonOverlappingTemplate
+ 90 87 115 107 109 99 96 86 105 106 0.439122 988/1000 NonOverlappingTemplate
+ 95 95 94 85 77 108 107 109 111 119 0.086634 995/1000 NonOverlappingTemplate
+113 83 101 104 89 99 96 111 113 91 0.363593 988/1000 NonOverlappingTemplate
+114 99 102 96 88 104 112 95 104 86 0.576961 990/1000 NonOverlappingTemplate
+ 98 86 106 106 108 83 109 113 94 97 0.419021 989/1000 NonOverlappingTemplate
+ 96 105 94 96 96 98 108 93 90 124 0.435430 988/1000 NonOverlappingTemplate
+ 92 111 110 101 88 106 95 96 111 90 0.607993 987/1000 NonOverlappingTemplate
+101 102 92 122 94 98 96 94 103 98 0.680755 991/1000 NonOverlappingTemplate
+ 99 95 110 92 87 102 96 108 106 105 0.830808 995/1000 NonOverlappingTemplate
+102 108 91 111 103 83 100 87 99 116 0.355364 991/1000 NonOverlappingTemplate
+101 91 110 98 99 96 97 105 100 103 0.981940 992/1000 NonOverlappingTemplate
+ 97 97 92 113 101 98 97 107 95 103 0.942198 991/1000 NonOverlappingTemplate
+ 88 102 77 104 107 107 104 95 107 109 0.382115 991/1000 NonOverlappingTemplate
+ 99 96 101 88 106 100 106 108 99 97 0.961039 989/1000 NonOverlappingTemplate
+ 92 110 97 95 102 115 81 106 107 95 0.439122 995/1000 NonOverlappingTemplate
+102 93 109 105 112 94 98 100 91 96 0.883171 992/1000 NonOverlappingTemplate
+103 108 105 93 114 83 96 96 100 102 0.670396 991/1000 NonOverlappingTemplate
+ 91 95 92 95 110 112 99 107 93 106 0.765632 994/1000 NonOverlappingTemplate
+ 97 98 98 115 96 93 80 119 110 94 0.211064 991/1000 NonOverlappingTemplate
+122 95 100 106 93 97 89 103 98 97 0.589341 983/1000 OverlappingTemplate
+111 94 92 94 102 115 100 91 106 95 0.711601 993/1000 Universal
+104 106 114 101 92 99 103 105 83 93 0.651693 993/1000 ApproximateEntropy
+ 59 59 74 56 66 59 60 61 85 67 0.261012 634/646 RandomExcursions
+ 83 56 57 59 66 61 63 84 57 60 0.083495 637/646 RandomExcursions
+ 70 67 58 68 67 57 69 66 50 74 0.585209 635/646 RandomExcursions
+ 68 58 74 65 58 55 72 67 65 64 0.800471 635/646 RandomExcursions
+ 62 58 69 60 70 75 72 60 65 55 0.714660 641/646 RandomExcursions
+ 66 65 61 46 66 61 68 66 78 69 0.414525 635/646 RandomExcursions
+ 58 71 55 59 67 77 77 67 49 66 0.206354 639/646 RandomExcursions
+ 58 63 84 51 50 67 57 66 78 72 0.040602 640/646 RandomExcursions
+ 63 64 65 76 58 58 69 70 74 49 0.397907 643/646 RandomExcursionsVariant
+ 68 62 63 69 56 56 74 77 58 63 0.585209 640/646 RandomExcursionsVariant
+ 63 66 59 68 64 64 66 76 54 66 0.863186 638/646 RandomExcursionsVariant
+ 67 60 66 63 67 72 69 72 53 57 0.773768 637/646 RandomExcursionsVariant
+ 67 75 64 63 69 53 49 62 58 86 0.066232 637/646 RandomExcursionsVariant
+ 71 71 64 60 65 60 64 68 61 62 0.980883 639/646 RandomExcursionsVariant
+ 72 56 61 76 60 58 71 59 70 63 0.643627 640/646 RandomExcursionsVariant
+ 70 63 55 48 66 67 79 63 80 55 0.095318 637/646 RandomExcursionsVariant
+ 66 59 48 70 66 62 75 63 72 65 0.527860 637/646 RandomExcursionsVariant
+ 61 60 64 69 59 57 82 66 63 65 0.627359 640/646 RandomExcursionsVariant
+ 65 48 65 73 51 62 63 73 75 71 0.216856 640/646 RandomExcursionsVariant
+ 57 60 69 69 49 55 77 70 67 73 0.263075 639/646 RandomExcursionsVariant
+ 53 67 65 63 65 63 61 74 74 61 0.788728 636/646 RandomExcursionsVariant
+ 55 54 78 65 64 73 69 53 68 67 0.363282 641/646 RandomExcursionsVariant
+ 52 64 73 61 62 78 73 61 61 61 0.487682 642/646 RandomExcursionsVariant
+ 58 63 63 71 57 63 70 72 63 66 0.925211 645/646 RandomExcursionsVariant
+ 56 61 62 78 67 63 59 72 65 63 0.755449 640/646 RandomExcursionsVariant
+ 54 62 72 62 71 58 72 73 61 61 0.682565 640/646 RandomExcursionsVariant
+ 94 99 99 104 103 107 97 113 90 94 0.893482 993/1000 Serial
+ 83 103 117 94 99 109 116 102 85 92 0.184549 993/1000 Serial
+110 100 98 91 109 99 106 94 85 108 0.711601 992/1000 LinearComplexity
- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
sample size = 1000 binary sequences.
The minimum pass rate for the random excursion (variant) test
-is approximately = 608 for a sample size = 622 binary sequences.
+is approximately = 631 for a sample size = 646 binary sequences.
For further guidelines construct a probability table using the MAPLE program
provided in the addendum section of the documentation.
------------------------------------------------------------------------------
C1 C2 C3 C4 C5 C6 C7 C8 C9 C10 P-VALUE PROPORTION STATISTICAL TEST
------------------------------------------------------------------------------
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-101 94 97 94 98 102 115 99 93 107 0.901959 987/1000 BlockFrequency
-113 95 98 98 82 100 101 115 93 105 0.508172 989/1000 CumulativeSums
-108 80 105 96 111 105 102 91 104 98 0.579021 989/1000 CumulativeSums
-101 97 110 90 101 93 95 106 113 94 0.811080 990/1000 Runs
-117 90 105 90 100 89 98 103 117 91 0.336111 990/1000 LongestRun
- 87 127 100 101 109 91 88 93 97 107 0.157251 992/1000 Rank
- 94 111 97 99 101 94 109 104 100 91 0.922855 993/1000 FFT
-105 93 100 115 91 106 107 90 88 105 0.601766 992/1000 NonOverlappingTemplate
- 84 108 94 101 114 106 97 100 94 102 0.701366 985/1000 NonOverlappingTemplate
-100 104 90 113 98 86 102 109 115 83 0.286836 991/1000 NonOverlappingTemplate
-103 86 100 117 111 92 86 105 92 108 0.328297 991/1000 NonOverlappingTemplate
- 97 95 82 90 102 119 109 96 107 103 0.368587 986/1000 NonOverlappingTemplate
- 86 90 111 86 111 93 101 97 107 118 0.233162 989/1000 NonOverlappingTemplate
- 94 85 93 97 107 100 105 125 96 98 0.320607 996/1000 NonOverlappingTemplate
-109 95 84 93 101 101 108 103 112 94 0.672470 986/1000 NonOverlappingTemplate
- 92 99 99 99 92 95 103 116 97 108 0.839507 989/1000 NonOverlappingTemplate
- 87 88 101 98 110 87 108 119 98 104 0.325206 991/1000 NonOverlappingTemplate
- 89 119 120 87 99 114 96 91 95 90 0.099513 995/1000 NonOverlappingTemplate
- 89 108 98 94 98 107 106 108 103 89 0.827279 996/1000 NonOverlappingTemplate
-104 101 99 105 91 109 83 103 94 111 0.678686 990/1000 NonOverlappingTemplate
- 98 93 101 111 97 92 107 96 110 95 0.884671 993/1000 NonOverlappingTemplate
-118 84 84 95 112 93 100 115 99 100 0.171867 990/1000 NonOverlappingTemplate
- 97 112 91 90 97 104 102 105 100 102 0.916599 986/1000 NonOverlappingTemplate
-105 87 99 105 97 96 103 103 118 87 0.579021 990/1000 NonOverlappingTemplate
- 79 101 95 96 108 111 118 93 95 104 0.288249 994/1000 NonOverlappingTemplate
- 89 93 102 108 114 90 108 97 106 93 0.645448 986/1000 NonOverlappingTemplate
- 98 104 93 98 110 101 105 102 84 105 0.848027 987/1000 NonOverlappingTemplate
-117 110 90 108 117 95 84 96 96 87 0.152044 988/1000 NonOverlappingTemplate
-105 98 102 96 100 101 92 106 96 104 0.994005 982/1000 NonOverlappingTemplate
-101 88 100 107 98 98 97 103 97 111 0.941144 986/1000 NonOverlappingTemplate
-104 121 89 106 92 93 104 98 104 89 0.452173 985/1000 NonOverlappingTemplate
-103 98 98 87 103 112 98 86 111 104 0.662091 991/1000 NonOverlappingTemplate
- 95 101 98 100 89 108 125 94 94 96 0.411840 992/1000 NonOverlappingTemplate
- 92 99 111 96 123 102 82 110 86 99 0.138860 992/1000 NonOverlappingTemplate
-103 105 109 93 113 105 93 92 103 84 0.599693 986/1000 NonOverlappingTemplate
- 87 83 116 115 102 95 110 103 95 94 0.250558 986/1000 NonOverlappingTemplate
- 90 93 101 104 93 109 115 97 104 94 0.757790 991/1000 NonOverlappingTemplate
- 98 98 91 103 93 92 105 127 112 81 0.099513 988/1000 NonOverlappingTemplate
-106 94 97 98 106 96 116 104 82 101 0.601766 985/1000 NonOverlappingTemplate
- 98 129 91 94 93 92 103 105 102 93 0.235589 992/1000 NonOverlappingTemplate
- 94 88 101 102 89 115 102 108 102 99 0.735908 991/1000 NonOverlappingTemplate
-103 105 105 108 99 100 87 103 107 83 0.699313 984/1000 NonOverlappingTemplate
- 94 102 99 91 106 118 110 103 86 91 0.467322 990/1000 NonOverlappingTemplate
- 89 99 105 98 106 114 83 89 112 105 0.382115 992/1000 NonOverlappingTemplate
- 98 97 98 108 84 116 107 87 96 109 0.429923 994/1000 NonOverlappingTemplate
- 83 98 103 109 110 94 96 115 97 95 0.540204 996/1000 NonOverlappingTemplate
-105 92 98 97 82 105 113 100 98 110 0.612147 990/1000 NonOverlappingTemplate
-103 103 104 77 111 100 102 96 110 94 0.494392 993/1000 NonOverlappingTemplate
- 97 84 110 95 106 117 89 104 98 100 0.478839 996/1000 NonOverlappingTemplate
- 98 111 101 100 96 78 94 103 108 111 0.478839 987/1000 NonOverlappingTemplate
-108 102 104 93 100 87 100 100 102 104 0.954930 992/1000 NonOverlappingTemplate
- 89 99 112 102 108 88 115 96 100 91 0.534146 989/1000 NonOverlappingTemplate
- 71 114 125 111 87 105 90 91 97 109 0.007476 990/1000 NonOverlappingTemplate
- 94 96 87 99 117 103 111 76 105 112 0.127393 993/1000 NonOverlappingTemplate
- 79 91 101 116 103 89 99 108 106 108 0.293952 995/1000 NonOverlappingTemplate
- 97 106 94 112 97 86 94 109 115 90 0.463512 994/1000 NonOverlappingTemplate
- 99 107 119 91 93 91 87 97 101 115 0.329850 987/1000 NonOverlappingTemplate
- 91 95 94 88 115 102 108 105 104 98 0.715679 990/1000 NonOverlappingTemplate
- 98 104 98 106 105 91 98 101 108 91 0.957612 989/1000 NonOverlappingTemplate
- 86 109 95 106 100 103 109 96 93 103 0.832561 993/1000 NonOverlappingTemplate
- 98 108 86 110 93 117 93 106 98 91 0.463512 993/1000 NonOverlappingTemplate
- 94 93 107 92 111 88 99 98 104 114 0.657933 988/1000 NonOverlappingTemplate
- 98 118 103 88 86 84 95 110 109 109 0.202268 994/1000 NonOverlappingTemplate
-113 107 86 103 100 101 102 89 104 95 0.749884 984/1000 NonOverlappingTemplate
-103 105 103 101 83 100 109 98 100 98 0.896345 988/1000 NonOverlappingTemplate
-109 78 132 90 93 91 107 90 108 102 0.015816 983/1000 NonOverlappingTemplate
-101 86 124 92 88 95 111 102 95 106 0.217857 992/1000 NonOverlappingTemplate
-101 89 105 107 121 109 92 93 95 88 0.350485 992/1000 NonOverlappingTemplate
- 90 105 101 108 92 98 87 97 103 119 0.528111 988/1000 NonOverlappingTemplate
-105 81 111 115 90 92 114 92 88 112 0.107512 990/1000 NonOverlappingTemplate
-101 95 90 102 96 113 106 90 102 105 0.851383 986/1000 NonOverlappingTemplate
-100 100 111 95 78 95 98 121 100 102 0.272977 991/1000 NonOverlappingTemplate
- 98 102 87 103 96 81 115 119 100 99 0.242986 991/1000 NonOverlappingTemplate
- 96 93 98 98 101 106 117 102 77 112 0.292519 996/1000 NonOverlappingTemplate
- 94 102 91 102 97 104 105 94 105 106 0.974370 995/1000 NonOverlappingTemplate
-107 102 99 97 108 83 113 98 93 100 0.701366 989/1000 NonOverlappingTemplate
-108 103 90 93 97 114 101 82 104 108 0.502247 984/1000 NonOverlappingTemplate
- 73 107 103 116 106 104 101 96 117 77 0.022760 992/1000 NonOverlappingTemplate
-108 83 98 87 95 110 103 106 109 101 0.556460 989/1000 NonOverlappingTemplate
-100 107 95 106 100 95 89 117 106 85 0.528111 992/1000 NonOverlappingTemplate
- 92 104 101 95 108 97 109 97 100 97 0.972382 990/1000 NonOverlappingTemplate
-105 94 99 114 92 105 108 91 87 105 0.651693 992/1000 NonOverlappingTemplate
-105 94 108 97 105 111 99 118 83 80 0.165340 984/1000 NonOverlappingTemplate
- 99 103 108 98 111 86 107 115 87 86 0.323668 992/1000 NonOverlappingTemplate
-101 101 101 92 111 89 109 86 105 105 0.703417 984/1000 NonOverlappingTemplate
- 90 97 105 106 100 119 107 93 93 90 0.556460 987/1000 NonOverlappingTemplate
-102 91 103 104 94 120 107 83 103 93 0.399442 984/1000 NonOverlappingTemplate
-112 91 90 96 105 84 93 114 109 106 0.363593 992/1000 NonOverlappingTemplate
-116 106 102 95 128 84 93 95 93 88 0.061260 992/1000 NonOverlappingTemplate
- 93 100 106 104 109 90 97 95 90 116 0.666245 993/1000 NonOverlappingTemplate
- 91 108 99 110 118 91 101 87 90 105 0.395940 990/1000 NonOverlappingTemplate
- 84 114 110 85 110 79 106 111 111 90 0.049346 992/1000 NonOverlappingTemplate
-101 100 101 119 104 112 78 107 88 90 0.162606 989/1000 NonOverlappingTemplate
-115 90 95 99 110 106 94 96 90 105 0.674543 981/1000 NonOverlappingTemplate
- 89 112 85 87 109 101 98 106 115 98 0.342451 996/1000 NonOverlappingTemplate
-108 81 119 89 104 109 109 81 95 105 0.092041 986/1000 NonOverlappingTemplate
-109 103 92 93 95 100 95 101 103 109 0.944274 992/1000 NonOverlappingTemplate
- 99 108 95 105 107 92 96 100 96 102 0.976878 991/1000 NonOverlappingTemplate
- 93 109 102 96 104 94 123 89 102 88 0.350485 993/1000 NonOverlappingTemplate
-105 95 102 93 97 109 111 89 104 95 0.854708 990/1000 NonOverlappingTemplate
- 96 97 92 89 106 101 118 98 96 107 0.699313 983/1000 NonOverlappingTemplate
- 93 97 111 94 94 120 100 93 91 107 0.504219 992/1000 NonOverlappingTemplate
-108 99 118 107 100 104 92 93 86 93 0.522100 989/1000 NonOverlappingTemplate
-103 101 101 98 96 93 102 101 105 100 0.999170 987/1000 NonOverlappingTemplate
- 80 102 109 99 95 108 81 115 104 107 0.199045 991/1000 NonOverlappingTemplate
-102 72 105 109 102 99 112 93 104 102 0.267573 992/1000 NonOverlappingTemplate
-120 100 101 90 70 108 103 113 96 99 0.055361 990/1000 NonOverlappingTemplate
- 83 97 121 109 93 102 107 99 94 95 0.363593 990/1000 NonOverlappingTemplate
- 96 99 103 94 93 99 100 102 103 111 0.981940 992/1000 NonOverlappingTemplate
-112 92 114 110 98 104 97 101 80 92 0.352107 990/1000 NonOverlappingTemplate
-117 78 92 91 96 105 125 78 105 113 0.007109 988/1000 NonOverlappingTemplate
-114 103 76 108 93 103 99 107 93 104 0.336111 990/1000 NonOverlappingTemplate
-102 98 103 104 103 97 101 92 112 88 0.908760 993/1000 NonOverlappingTemplate
-106 92 104 99 114 94 97 108 89 97 0.786830 990/1000 NonOverlappingTemplate
- 97 107 92 100 98 114 109 91 89 103 0.725829 990/1000 NonOverlappingTemplate
- 94 105 118 95 106 95 101 105 92 89 0.655854 991/1000 NonOverlappingTemplate
- 80 118 122 106 94 94 95 96 102 93 0.118812 991/1000 NonOverlappingTemplate
-100 89 79 129 91 102 113 104 91 102 0.040371 988/1000 NonOverlappingTemplate
-118 111 99 115 85 103 92 88 97 92 0.221317 984/1000 NonOverlappingTemplate
- 90 97 106 102 102 93 94 103 102 111 0.928857 993/1000 NonOverlappingTemplate
- 87 96 87 98 107 109 117 92 108 99 0.431754 990/1000 NonOverlappingTemplate
-103 119 107 93 91 105 94 96 84 108 0.395940 990/1000 NonOverlappingTemplate
- 97 94 95 106 105 106 94 102 102 99 0.989425 988/1000 NonOverlappingTemplate
- 92 122 98 119 87 85 97 95 94 111 0.091487 987/1000 NonOverlappingTemplate
- 81 93 83 129 89 104 101 103 101 116 0.021701 993/1000 NonOverlappingTemplate
- 86 102 88 99 115 97 102 106 103 102 0.707513 995/1000 NonOverlappingTemplate
-106 105 103 86 91 97 102 93 102 115 0.701366 991/1000 NonOverlappingTemplate
-104 98 88 101 107 92 104 105 104 97 0.944274 990/1000 NonOverlappingTemplate
-104 98 104 103 88 93 88 98 118 106 0.589341 989/1000 NonOverlappingTemplate
- 88 104 109 94 106 100 78 108 113 100 0.326749 992/1000 NonOverlappingTemplate
- 98 106 103 98 108 97 94 90 111 95 0.906069 988/1000 NonOverlappingTemplate
- 98 103 105 87 92 123 100 111 77 104 0.100709 982/1000 NonOverlappingTemplate
-120 99 99 96 94 98 92 105 104 93 0.727851 987/1000 NonOverlappingTemplate
- 88 109 111 97 95 102 107 80 106 105 0.442831 988/1000 NonOverlappingTemplate
- 97 111 87 113 94 110 104 96 91 97 0.610070 992/1000 NonOverlappingTemplate
- 96 100 99 111 108 103 93 86 112 92 0.674543 984/1000 NonOverlappingTemplate
- 89 102 100 127 82 96 84 94 109 117 0.029205 991/1000 NonOverlappingTemplate
-104 121 87 77 100 94 107 112 95 103 0.116065 992/1000 NonOverlappingTemplate
- 85 111 87 104 97 83 99 114 113 107 0.189625 988/1000 NonOverlappingTemplate
- 98 119 95 82 121 103 93 96 91 102 0.156373 988/1000 NonOverlappingTemplate
-109 106 93 98 101 95 97 93 100 108 0.956729 989/1000 NonOverlappingTemplate
-108 88 97 85 98 100 109 96 120 99 0.397688 992/1000 NonOverlappingTemplate
-121 98 98 94 111 103 93 104 89 89 0.417219 986/1000 NonOverlappingTemplate
- 93 109 96 106 92 104 87 107 119 87 0.342451 993/1000 NonOverlappingTemplate
-108 81 101 102 95 98 92 117 105 101 0.496351 989/1000 NonOverlappingTemplate
- 99 90 97 98 94 121 113 85 113 90 0.184549 988/1000 NonOverlappingTemplate
- 95 104 101 89 104 90 106 109 100 102 0.911413 995/1000 NonOverlappingTemplate
-104 94 107 118 82 92 90 111 105 97 0.298282 988/1000 NonOverlappingTemplate
- 81 93 106 107 109 106 130 91 97 80 0.017789 992/1000 NonOverlappingTemplate
-107 97 83 103 95 111 97 94 99 114 0.591409 987/1000 NonOverlappingTemplate
-101 112 105 86 92 98 95 99 107 105 0.803720 993/1000 NonOverlappingTemplate
- 87 103 112 102 100 100 97 84 95 120 0.337688 993/1000 NonOverlappingTemplate
-102 95 89 106 92 95 108 113 101 99 0.825505 994/1000 NonOverlappingTemplate
-101 104 106 105 116 99 100 74 109 86 0.168112 991/1000 NonOverlappingTemplate
- 92 104 100 94 109 98 109 97 99 98 0.965860 990/1000 NonOverlappingTemplate
-117 103 96 98 111 100 104 98 81 92 0.452173 982/1000 OverlappingTemplate
-113 99 106 86 112 86 95 101 99 103 0.556460 987/1000 Universal
-103 101 111 99 101 103 105 92 95 90 0.937919 990/1000 ApproximateEntropy
- 53 54 60 67 64 57 72 67 49 68 0.474355 604/611 RandomExcursions
- 59 63 71 55 50 51 80 48 68 66 0.069317 603/611 RandomExcursions
- 62 75 49 52 67 69 61 58 57 61 0.440306 604/611 RandomExcursions
- 59 57 64 63 71 58 71 58 51 59 0.757822 604/611 RandomExcursions
- 44 69 58 65 40 61 73 63 71 67 0.034234 607/611 RandomExcursions
- 58 54 70 67 47 60 47 66 77 65 0.116054 607/611 RandomExcursions
- 75 61 61 59 62 46 67 56 62 62 0.532495 601/611 RandomExcursions
- 67 60 76 53 64 48 57 74 60 52 0.179616 606/611 RandomExcursions
- 40 61 68 51 70 70 56 59 76 60 0.056998 607/611 RandomExcursionsVariant
- 52 47 53 64 62 70 76 64 63 60 0.275709 609/611 RandomExcursionsVariant
- 45 53 52 74 58 62 64 67 76 60 0.124085 607/611 RandomExcursionsVariant
- 43 70 50 54 55 75 60 77 65 62 0.038548 610/611 RandomExcursionsVariant
- 52 53 64 51 68 56 62 60 69 76 0.338674 610/611 RandomExcursionsVariant
- 47 67 50 56 58 78 58 72 56 69 0.100345 610/611 RandomExcursionsVariant
- 60 53 60 53 66 51 61 82 58 67 0.205119 610/611 RandomExcursionsVariant
- 61 61 65 60 64 58 68 64 48 62 0.889743 606/611 RandomExcursionsVariant
- 55 72 70 61 58 62 49 73 62 49 0.264639 608/611 RandomExcursionsVariant
- 54 61 63 64 57 49 72 79 58 54 0.219856 606/611 RandomExcursionsVariant
- 54 67 69 61 57 56 56 69 52 70 0.613238 606/611 RandomExcursionsVariant
- 61 53 76 54 68 50 60 71 64 54 0.280230 605/611 RandomExcursionsVariant
- 59 60 59 62 59 56 67 57 70 62 0.970441 604/611 RandomExcursionsVariant
- 59 64 61 45 70 66 64 55 60 67 0.586055 604/611 RandomExcursionsVariant
- 62 65 57 58 61 70 58 57 61 62 0.982387 607/611 RandomExcursionsVariant
- 59 61 70 52 69 65 59 59 55 62 0.853839 607/611 RandomExcursionsVariant
- 62 71 56 53 53 61 67 75 51 62 0.381862 606/611 RandomExcursionsVariant
- 63 77 51 46 59 53 66 65 64 67 0.206917 609/611 RandomExcursionsVariant
-108 92 115 109 98 96 104 98 91 89 0.662091 991/1000 Serial
-102 106 87 98 103 120 101 89 111 83 0.240501 993/1000 Serial
-104 113 88 108 100 105 97 81 100 104 0.530120 994/1000 LinearComplexity
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projects / gnuk / neug.git / commitdiff