- Results of the ENT Battery
- Results of the Diehard Battery
- Results of NIST Battery
- Results of Sexton Battery

These are the results corresponding to the ENT Battery. In the Montecarlo simulation of Pi test, the value attached corresponds to the error made when calculating the Pi value.

Test | Result |

Entropy | 7,999996 |

Compression | 0,00% |

Arithmetic Mean | 127, 4869 |

Chi Square | 25,00% |

Montecarlo | 0,01% |

Serial Correlation | 0,0000045 |

In order to provide a clear representation of the results of this test battery, the final p-value for each of the most important tests of this battery is shown below. This battery was made over a file of 170 megabytes.

Test | Result |

Birthday Spacings | 0,282 |

GCD | Steps: 0,1511 |

Distance: 0,4777 | |

Gorilla | 0,245 |

Overlapping Permutations | 0,3334 |

0,5743 | |

0,5224 | |

0,6295 | |

0,2524 | |

Ranks of 31x31 matrices | 0,523 |

Ranks of 32x32 matrices | 0,574 |

Ranks of 6x8 Matrices | 0,003306 |

Count the 1`s in a Stream of Bytes | 0,9556 |

Parking Lot Test | 0,6623 |

Minimum Distance Test | 0,8306 |

Random Spheres Test | 0,78601 |

The Sqeeze Test | 0,033 |

Overlapping Sums Test | 0,0345 |

Runs Up and Down Test | 0,167 |

The Craps Test | 0,44735 |

FINAL P-VALUE OF THE BATTERY | 0,425335 |

These are the results of the NIST statistical battery. These tests were made with 32 sequences of 2000000 bits

Test | Result |

Frequency | 0,602 |

Block Frequency | 0,862 |

Cumulative Sums | 0,303 |

Runs | 0,213 |

Longest Run | 0,066 |

Rank | 0,178 |

fft | 0,739 |

Nonperiodic Templates | 0,178 |

Overlapping Templates | 0,009 |

Universal | 0,101 |

Apen | 0,862 |

Random Excursions | 0,392 |

Random Excursions Variant | 0,689 |

Serial | 0,124 |

Linear Complexity | 0,101 |

The p-value returned for each of the 70 tests is shown next.

the bit runs statistic = 17.82745 [P = 0.0579]*

the alt. 1 bit runs statistic = 11.85100 [P = 0.2952]

the alt. 2 bit runs statistic = 12.60746 [P = 0.2465]

the alt. 3 bit runs statistic = 12.22322 [P = 0.2704]

the alt. 4 bit runs statistic = 18.41900 [P = 0.0483]*

the alt. 5 bit runs statistic = 14.52826 [P = 0.1502]

the block bit freq. statistic = 237.51918 [P = 0.7903]

the bit frequency statistic = 0.74486 [P = 0.3881]

the tidbit frequency statistic = 3.50892 [P = 0.3196]

the nibble frequency statistic = 21.86122 [P = 0.1115]

the byte frequency statistic = 278.49376 [P = 0.1493]

the bit 0 statistic = 0.00183 [P = 0.9659]^

the bit 1 statistic = 0.09715 [P = 0.7553]

the bit 2 statistic = 0.38458 [P = 0.5352]

the bit 3 statistic = 0.44022 [P = 0.5070]

the bit 4 statistic = 1.95401 [P = 0.1622]

the bit 5 statistic = 3.92574 [P = 0.0476]*

the bit 6 statistic = 1.25846 [P = 0.2619]

the bit 7 statistic = 2.53345 [P = 0.1115]

the overall bit statistic = 10.59543 [P = 0.2257]

the 8-bit-sum statistic = 5.48502 [P = 0.7047]

the 16-bit-sum statistic = 1.85224 [P = 0.3961]

the 32-bit-sum statistic = 4.84858 [P = 0.0885]*

the odd/even-bit-sum statistic = 65.87435 [P = 0.3777]

the 64-bit matrix statistic = 222.64705 [P = 0.9290]^

the 128-bit matrix statistic = 248.18985 [P = 0.6082]

the 256-bit matrix statistic = 235.11452 [P = 0.8092]

the 512-bit matrix statistic = 280.45902 [P = 0.1311]

the 1024-bit matrix statistic = 239.33105 [P = 0.7514]

the 2048-bit matrix statistic = 229.83081 [P = 0.8694]

the bit prediction A statistic = 0.44556 [P = 0.5045]

the bit prediction B statistic = 0.66237 [P = 0.4157]

the bit prediction C statistic = 0.11583 [P = 0.7336]

the bit prediction D statistic = 0.06159 [P = 0.8040]

the bit prediction E statistic = 0.20844 [P = 0.6480]

the byte prediction A statistic = 0.23878 [P = 0.6251]

the byte prediction B statistic = 0.00152 [P = 0.9689]^

the byte prediction C statistic = 2.81772 [P = 0.0932]*

the byte prediction D statistic = 1.59520 [P = 0.2066]

the byte repetition statistic = 0.03923 [P = 0.8430]

the 2-byte AND statistic = 8.89406 [P = 0.1796]

the 4-byte AND statistic = 4.42004 [P = 0.1097]

the 4-byte AND-OR statistic = 10.25346 [P = 0.0059]**

the 2-byte up/down statistic = 1.37941 [P = 0.5017]

the 4-byte up/down statistic = 5.99534 [P = 0.5403]

the rect. distance statistic = 10.54414 [P = 0.1035]

the 4-byte collision statistic = 0.37573 [P = 0.5399]

the 6-byte collision statistic = 4.06839 [P = 0.0437]*

the 8-byte collision statistic = 0.75447 [P = 0.3851]

the 12-byte collision statistic = 3.76747 [P = 0.0523]*

the 16-byte collision statistic = 5.82365 [P = 0.0158]*

the 24-byte collision statistic = 1.31680 [P = 0.2512]

the 32-byte collision statistic = 0.51941 [P = 0.4711]

the 1-byte offset XOR statistic = 248.86461 [P = 0.5965]

the 2-byte offset XOR statistic = 292.00454 [P = 0.0554]*

the 6-byte offset XOR statistic = 286.42078 [P = 0.0858]*

the 24-byte offset XOR stat. = 287.87811 [P = 0.0768]*

the 120-byte offset XOR stat. = 294.34066 [P = 0.0456]*

the 720-byte offset XOR stat. = 230.21709 [P = 0.8655]

the 5040-byte offset XOR stat. = 269.77305 [P = 0.2510]

the 40320-byte offset XOR stat. = 228.49991 [P = 0.8824]

the 362880-byte off. XOR stat. = 258.06002 [P = 0.4347]

the mod 3 statistic = 3.75366 [P = 0.1531]

the mod 5 statistic = 3.83858 [P = 0.4283]

the mod 7 statistic = 1.30822 [P = 0.9712]^

the mod 11 statistic = 6.37741 [P = 0.7826]

the mod 13 statistic = 12.94628 [P = 0.3730]

the mod 17 statistic = 21.47804 [P = 0.1609]

the mod 19 statistic = 29.16508 [P = 0.0464]*

the mod 23 statistic = 29.22439 [P = 0.1386]