Entropy = 7.999982 bits per byte. Optimum compression would reduce the size of this 10048576 byte file by 0 percent. Chi square distribution for 10048576 samples is 252.61, and randomly would exceed this value 50.00 percent of the times. Arithmetic mean value of data bytes is 127.4696 (127.5 = random). Monte Carlo value for Pi is 3.142552793 (error 0.03 percent). Serial correlation coefficient is -0.000137 (totally uncorrelated = 0.0). Value Char Occurrences Fraction 0 39180 0.003899 1 39158 0.003897 2 39360 0.003917 3 39107 0.003892 4 39343 0.003915 5 39426 0.003924 6 39093 0.003890 7 39663 0.003947 8 38992 0.003880 9 39056 0.003887 10 39416 0.003923 11 39474 0.003928 12 39281 0.003909 13 39216 0.003903 14 39513 0.003932 15 39261 0.003907 16 39075 0.003889 17 39486 0.003930 18 39062 0.003887 19 39402 0.003921 20 39460 0.003927 21 39244 0.003905 22 39081 0.003889 23 39295 0.003911 24 39093 0.003890 25 39281 0.003909 26 39289 0.003910 27 39474 0.003928 28 39290 0.003910 29 39313 0.003912 30 38978 0.003879 31 38941 0.003875 32 39727 0.003953 33 ! 39306 0.003912 34 " 39389 0.003920 35 # 39281 0.003909 36 $ 39485 0.003929 37 % 39377 0.003919 38 & 39217 0.003903 39 ' 39286 0.003910 40 ( 39218 0.003903 41 ) 39307 0.003912 42 * 39324 0.003913 43 + 39292 0.003910 44 , 39169 0.003898 45 - 39180 0.003899 46 . 39157 0.003897 47 / 39216 0.003903 48 0 39478 0.003929 49 1 39208 0.003902 50 2 39297 0.003911 51 3 39201 0.003901 52 4 39099 0.003891 53 5 39170 0.003898 54 6 39387 0.003920 55 7 38885 0.003870 56 8 38945 0.003876 57 9 39480 0.003929 58 : 39303 0.003911 59 ; 39282 0.003909 60 < 39462 0.003927 61 = 39097 0.003891 62 > 39149 0.003896 63 ? 39474 0.003928 64 @ 38762 0.003857 65 A 39558 0.003937 66 B 39724 0.003953 67 C 39657 0.003947 68 D 38984 0.003880 69 E 39207 0.003902 70 F 39375 0.003918 71 G 39228 0.003904 72 H 39099 0.003891 73 I 39181 0.003899 74 J 39234 0.003904 75 K 39297 0.003911 76 L 39229 0.003904 77 M 39122 0.003893 78 N 39532 0.003934 79 O 39342 0.003915 80 P 39604 0.003941 81 Q 39760 0.003957 82 R 39150 0.003896 83 S 38947 0.003876 84 T 39594 0.003940 85 U 39289 0.003910 86 V 39289 0.003910 87 W 38976 0.003879 88 X 39189 0.003900 89 Y 39279 0.003909 90 Z 39968 0.003977 91 [ 39445 0.003925 92 \ 39420 0.003923 93 ] 39164 0.003897 94 ^ 39062 0.003887 95 _ 39159 0.003897 96 ` 39196 0.003901 97 a 39216 0.003903 98 b 38944 0.003876 99 c 39073 0.003888 100 d 38996 0.003881 101 e 39036 0.003885 102 f 39434 0.003924 103 g 39172 0.003898 104 h 38677 0.003849 105 i 39243 0.003905 106 j 39184 0.003899 107 k 39347 0.003916 108 l 39071 0.003888 109 m 39578 0.003939 110 n 39131 0.003894 111 o 39356 0.003917 112 p 39220 0.003903 113 q 39303 0.003911 114 r 39427 0.003924 115 s 39261 0.003907 116 t 39419 0.003923 117 u 39389 0.003920 118 v 39201 0.003901 119 w 38934 0.003875 120 x 39329 0.003914 121 y 39498 0.003931 122 z 39089 0.003890 123 { 38988 0.003880 124 | 39124 0.003893 125 } 39473 0.003928 126 ~ 39438 0.003925 127 39027 0.003884 128 39051 0.003886 129 39400 0.003921 130 39168 0.003898 131 39362 0.003917 132 39112 0.003892 133 39249 0.003906 134 39038 0.003885 135 39140 0.003895 136 39115 0.003893 137 39425 0.003923 138 39256 0.003907 139 39303 0.003911 140 39338 0.003915 141 39281 0.003909 142 39432 0.003924 143 39377 0.003919 144 39133 0.003894 145 39301 0.003911 146 39084 0.003890 147 38986 0.003880 148 39222 0.003903 149 39402 0.003921 150 39517 0.003933 151 39372 0.003918 152 39493 0.003930 153 38919 0.003873 154 39166 0.003898 155 39355 0.003916 156 39201 0.003901 157 39091 0.003890 158 39436 0.003925 159 39259 0.003907 160 39340 0.003915 161 ¡ 39169 0.003898 162 ¢ 39353 0.003916 163 £ 38943 0.003875 164 ¤ 39470 0.003928 165 ¥ 39519 0.003933 166 ¦ 39106 0.003892 167 § 39351 0.003916 168 ¨ 39041 0.003885 169 © 39223 0.003903 170 ª 39196 0.003901 171 « 39007 0.003882 172 ¬ 39005 0.003882 173 ­ 39148 0.003896 174 ® 39361 0.003917 175 ¯ 39448 0.003926 176 ° 38950 0.003876 177 ± 39426 0.003924 178 ² 39563 0.003937 179 ³ 39384 0.003919 180 ´ 39570 0.003938 181 µ 39122 0.003893 182 ¶ 38994 0.003881 183 · 39247 0.003906 184 ¸ 39138 0.003895 185 ¹ 39491 0.003930 186 º 39528 0.003934 187 » 38980 0.003879 188 ¼ 38936 0.003875 189 ½ 39151 0.003896 190 ¾ 38831 0.003864 191 ¿ 39182 0.003899 192 À 39068 0.003888 193 Á 39327 0.003914 194 Â 39297 0.003911 195 Ã 39264 0.003907 196 Ä 39380 0.003919 197 Å 39242 0.003905 198 Æ 39486 0.003930 199 Ç 39299 0.003911 200 È 39458 0.003927 201 É 39133 0.003894 202 Ê 39446 0.003926 203 Ë 39137 0.003895 204 Ì 39553 0.003936 205 Í 39463 0.003927 206 Î 39662 0.003947 207 Ï 39187 0.003900 208 Ð 39343 0.003915 209 Ñ 39550 0.003936 210 Ò 39200 0.003901 211 Ó 39386 0.003920 212 Ô 39147 0.003896 213 Õ 39241 0.003905 214 Ö 39402 0.003921 215 × 38960 0.003877 216 Ø 39119 0.003893 217 Ù 39191 0.003900 218 Ú 39196 0.003901 219 Û 39312 0.003912 220 Ü 39370 0.003918 221 Ý 39081 0.003889 222 Þ 38959 0.003877 223 ß 39219 0.003903 224 à 39125 0.003894 225 á 38939 0.003875 226 â 39258 0.003907 227 ã 38933 0.003874 228 ä 39104 0.003891 229 å 39432 0.003924 230 æ 39284 0.003909 231 ç 39078 0.003889 232 è 39308 0.003912 233 é 39224 0.003903 234 ê 39060 0.003887 235 ë 39396 0.003921 236 ì 39521 0.003933 237 í 39586 0.003939 238 î 39228 0.003904 239 ï 39195 0.003901 240 ð 39188 0.003900 241 ñ 39587 0.003940 242 ò 39065 0.003888 243 ó 38953 0.003876 244 ô 38835 0.003865 245 õ 39340 0.003915 246 ö 39385 0.003919 247 ÷ 39177 0.003899 248 ø 39540 0.003935 249 ù 38908 0.003872 250 ú 38986 0.003880 251 û 39278 0.003909 252 ü 39388 0.003920 253 ý 39208 0.003902 254 þ 38971 0.003878 255 ÿ 39110 0.003892 Total: 10048576 1.000000 Entropy = 7.999982 bits per byte. Optimum compression would reduce the size of this 10048576 byte file by 0 percent. Chi square distribution for 10048576 samples is 252.61, and randomly would exceed this value 50.00 percent of the times. Arithmetic mean value of data bytes is 127.4696 (127.5 = random). Monte Carlo value for Pi is 3.142552793 (error 0.03 percent). Serial correlation coefficient is -0.000137 (totally uncorrelated = 0.0). Value Char Occurrences Fraction 0 39180 0.003899 1 39158 0.003897 2 39360 0.003917 3 39107 0.003892 4 39343 0.003915 5 39426 0.003924 6 39093 0.003890 7 39663 0.003947 8 38992 0.003880 9 39056 0.003887 10 39416 0.003923 11 39474 0.003928 12 39281 0.003909 13 39216 0.003903 14 39513 0.003932 15 39261 0.003907 16 39075 0.003889 17 39486 0.003930 18 39062 0.003887 19 39402 0.003921 20 39460 0.003927 21 39244 0.003905 22 39081 0.003889 23 39295 0.003911 24 39093 0.003890 25 39281 0.003909 26 39289 0.003910 27 39474 0.003928 28 39290 0.003910 29 39313 0.003912 30 38978 0.003879 31 38941 0.003875 32 39727 0.003953 33 ! 39306 0.003912 34 " 39389 0.003920 35 # 39281 0.003909 36 $ 39485 0.003929 37 % 39377 0.003919 38 & 39217 0.003903 39 ' 39286 0.003910 40 ( 39218 0.003903 41 ) 39307 0.003912 42 * 39324 0.003913 43 + 39292 0.003910 44 , 39169 0.003898 45 - 39180 0.003899 46 . 39157 0.003897 47 / 39216 0.003903 48 0 39478 0.003929 49 1 39208 0.003902 50 2 39297 0.003911 51 3 39201 0.003901 52 4 39099 0.003891 53 5 39170 0.003898 54 6 39387 0.003920 55 7 38885 0.003870 56 8 38945 0.003876 57 9 39480 0.003929 58 : 39303 0.003911 59 ; 39282 0.003909 60 < 39462 0.003927 61 = 39097 0.003891 62 > 39149 0.003896 63 ? 39474 0.003928 64 @ 38762 0.003857 91 [ 39445 0.003925 92 \ 39420 0.003923 93 ] 39164 0.003897 94 ^ 39062 0.003887 95 _ 39159 0.003897 96 ` 39196 0.003901 97 a 78774 0.007839 98 b 78668 0.007829 99 c 78730 0.007835 100 d 77980 0.007760 101 e 78243 0.007786 102 f 78809 0.007843 103 g 78400 0.007802 104 h 77776 0.007740 105 i 78424 0.007804 106 j 78418 0.007804 107 k 78644 0.007826 108 l 78300 0.007792 109 m 78700 0.007832 110 n 78663 0.007828 111 o 78698 0.007832 112 p 78824 0.007844 113 q 79063 0.007868 114 r 78577 0.007820 115 s 78208 0.007783 116 t 79013 0.007863 117 u 78678 0.007830 118 v 78490 0.007811 119 w 77910 0.007753 120 x 78518 0.007814 121 y 78777 0.007840 122 z 79057 0.007867 123 { 38988 0.003880 124 | 39124 0.003893 125 } 39473 0.003928 126 ~ 39438 0.003925 127 39027 0.003884 128 39051 0.003886 129 39400 0.003921 130 39168 0.003898 131 39362 0.003917 132 39112 0.003892 133 39249 0.003906 134 39038 0.003885 135 39140 0.003895 136 39115 0.003893 137 39425 0.003923 138 39256 0.003907 139 39303 0.003911 140 39338 0.003915 141 39281 0.003909 142 39432 0.003924 143 39377 0.003919 144 39133 0.003894 145 39301 0.003911 146 39084 0.003890 147 38986 0.003880 148 39222 0.003903 149 39402 0.003921 150 39517 0.003933 151 39372 0.003918 152 39493 0.003930 153 38919 0.003873 154 39166 0.003898 155 39355 0.003916 156 39201 0.003901 157 39091 0.003890 158 39436 0.003925 159 39259 0.003907 160 39340 0.003915 161 ¡ 39169 0.003898 162 ¢ 39353 0.003916 163 £ 38943 0.003875 164 ¤ 39470 0.003928 165 ¥ 39519 0.003933 166 ¦ 39106 0.003892 167 § 39351 0.003916 168 ¨ 39041 0.003885 169 © 39223 0.003903 170 ª 39196 0.003901 171 « 39007 0.003882 172 ¬ 39005 0.003882 173 ­ 39148 0.003896 174 ® 39361 0.003917 175 ¯ 39448 0.003926 176 ° 38950 0.003876 177 ± 39426 0.003924 178 ² 39563 0.003937 179 ³ 39384 0.003919 180 ´ 39570 0.003938 181 µ 39122 0.003893 182 ¶ 38994 0.003881 183 · 39247 0.003906 184 ¸ 39138 0.003895 185 ¹ 39491 0.003930 186 º 39528 0.003934 187 » 38980 0.003879 188 ¼ 38936 0.003875 189 ½ 39151 0.003896 190 ¾ 38831 0.003864 191 ¿ 39182 0.003899 215 × 38960 0.003877 223 ß 39219 0.003903 224 à 78193 0.007782 225 á 78266 0.007789 226 â 78555 0.007818 227 ã 78197 0.007782 228 ä 78484 0.007810 229 å 78674 0.007829 230 æ 78770 0.007839 231 ç 78377 0.007800 232 è 78766 0.007839 233 é 78357 0.007798 234 ê 78506 0.007813 235 ë 78533 0.007815 236 ì 79074 0.007869 237 í 79049 0.007867 238 î 78890 0.007851 239 ï 78382 0.007800 240 ð 78531 0.007815 241 ñ 79137 0.007875 242 ò 78265 0.007789 243 ó 78339 0.007796 244 ô 77982 0.007761 245 õ 78581 0.007820 246 ö 78787 0.007841 247 ÷ 39177 0.003899 248 ø 78659 0.007828 249 ù 78099 0.007772 250 ú 78182 0.007780 251 û 78590 0.007821 252 ü 78758 0.007838 253 ý 78289 0.007791 254 þ 77930 0.007755 255 ÿ 39110 0.003892 Total: 10048576 1.000000 Entropy = 7.562358 bits per byte. Optimum compression would reduce the size of this 10048576 byte file by 5 percent. Chi square distribution for 10048576 samples is 4399101.08, and randomly would exceed this value 0.01 percent of the times. Arithmetic mean value of data bytes is 134.4810 (127.5 = random). Monte Carlo value for Pi is 2.830732964 (error 9.89 percent). Serial correlation coefficient is -0.000229 (totally uncorrelated = 0.0). Entropy = 1.000000 bits per bit. Optimum compression would reduce the size of this 80388608 bit file by 0 percent. Chi square distribution for 80388608 samples is 2.11, and randomly would exceed this value 25.00 percent of the times. Arithmetic mean value of data bits is 0.4999 (0.5 = random). Monte Carlo value for Pi is 3.142552793 (error 0.03 percent). Serial correlation coefficient is -0.000228 (totally uncorrelated = 0.0). Value Char Occurrences Fraction 0 40200818 0.500081 1 40187790 0.499919 Total: 80388608 1.000000 Entropy = 1.000000 bits per bit. Optimum compression would reduce the size of this 80388608 bit file by 0 percent. Chi square distribution for 80388608 samples is 2.11, and randomly would exceed this value 25.00 percent of the times. Arithmetic mean value of data bits is 0.4999 (0.5 = random). Monte Carlo value for Pi is 3.142552793 (error 0.03 percent). Serial correlation coefficient is -0.000228 (totally uncorrelated = 0.0). 0,File-bytes,Entropy,Chi-square,Mean,Monte-Carlo-Pi,Serial-Correlation 1,10048576,7.999982,252.607124,127.469568,3.142553,-0.000137 0,File-bytes,Entropy,Chi-square,Mean,Monte-Carlo-Pi,Serial-Correlation 1,10048576,7.999982,252.607124,127.469568,3.142553,-0.000137 2,Value,Occurrences,Fraction 3,0,39180,0.003899 3,1,39158,0.003897 3,2,39360,0.003917 3,3,39107,0.003892 3,4,39343,0.003915 3,5,39426,0.003924 3,6,39093,0.003890 3,7,39663,0.003947 3,8,38992,0.003880 3,9,39056,0.003887 3,10,39416,0.003923 3,11,39474,0.003928 3,12,39281,0.003909 3,13,39216,0.003903 3,14,39513,0.003932 3,15,39261,0.003907 3,16,39075,0.003889 3,17,39486,0.003930 3,18,39062,0.003887 3,19,39402,0.003921 3,20,39460,0.003927 3,21,39244,0.003905 3,22,39081,0.003889 3,23,39295,0.003911 3,24,39093,0.003890 3,25,39281,0.003909 3,26,39289,0.003910 3,27,39474,0.003928 3,28,39290,0.003910 3,29,39313,0.003912 3,30,38978,0.003879 3,31,38941,0.003875 3,32,39727,0.003953 3,33,39306,0.003912 3,34,39389,0.003920 3,35,39281,0.003909 3,36,39485,0.003929 3,37,39377,0.003919 3,38,39217,0.003903 3,39,39286,0.003910 3,40,39218,0.003903 3,41,39307,0.003912 3,42,39324,0.003913 3,43,39292,0.003910 3,44,39169,0.003898 3,45,39180,0.003899 3,46,39157,0.003897 3,47,39216,0.003903 3,48,39478,0.003929 3,49,39208,0.003902 3,50,39297,0.003911 3,51,39201,0.003901 3,52,39099,0.003891 3,53,39170,0.003898 3,54,39387,0.003920 3,55,38885,0.003870 3,56,38945,0.003876 3,57,39480,0.003929 3,58,39303,0.003911 3,59,39282,0.003909 3,60,39462,0.003927 3,61,39097,0.003891 3,62,39149,0.003896 3,63,39474,0.003928 3,64,38762,0.003857 3,65,39558,0.003937 3,66,39724,0.003953 3,67,39657,0.003947 3,68,38984,0.003880 3,69,39207,0.003902 3,70,39375,0.003918 3,71,39228,0.003904 3,72,39099,0.003891 3,73,39181,0.003899 3,74,39234,0.003904 3,75,39297,0.003911 3,76,39229,0.003904 3,77,39122,0.003893 3,78,39532,0.003934 3,79,39342,0.003915 3,80,39604,0.003941 3,81,39760,0.003957 3,82,39150,0.003896 3,83,38947,0.003876 3,84,39594,0.003940 3,85,39289,0.003910 3,86,39289,0.003910 3,87,38976,0.003879 3,88,39189,0.003900 3,89,39279,0.003909 3,90,39968,0.003977 3,91,39445,0.003925 3,92,39420,0.003923 3,93,39164,0.003897 3,94,39062,0.003887 3,95,39159,0.003897 3,96,39196,0.003901 3,97,39216,0.003903 3,98,38944,0.003876 3,99,39073,0.003888 3,100,38996,0.003881 3,101,39036,0.003885 3,102,39434,0.003924 3,103,39172,0.003898 3,104,38677,0.003849 3,105,39243,0.003905 3,106,39184,0.003899 3,107,39347,0.003916 3,108,39071,0.003888 3,109,39578,0.003939 3,110,39131,0.003894 3,111,39356,0.003917 3,112,39220,0.003903 3,113,39303,0.003911 3,114,39427,0.003924 3,115,39261,0.003907 3,116,39419,0.003923 3,117,39389,0.003920 3,118,39201,0.003901 3,119,38934,0.003875 3,120,39329,0.003914 3,121,39498,0.003931 3,122,39089,0.003890 3,123,38988,0.003880 3,124,39124,0.003893 3,125,39473,0.003928 3,126,39438,0.003925 3,127,39027,0.003884 3,128,39051,0.003886 3,129,39400,0.003921 3,130,39168,0.003898 3,131,39362,0.003917 3,132,39112,0.003892 3,133,39249,0.003906 3,134,39038,0.003885 3,135,39140,0.003895 3,136,39115,0.003893 3,137,39425,0.003923 3,138,39256,0.003907 3,139,39303,0.003911 3,140,39338,0.003915 3,141,39281,0.003909 3,142,39432,0.003924 3,143,39377,0.003919 3,144,39133,0.003894 3,145,39301,0.003911 3,146,39084,0.003890 3,147,38986,0.003880 3,148,39222,0.003903 3,149,39402,0.003921 3,150,39517,0.003933 3,151,39372,0.003918 3,152,39493,0.003930 3,153,38919,0.003873 3,154,39166,0.003898 3,155,39355,0.003916 3,156,39201,0.003901 3,157,39091,0.003890 3,158,39436,0.003925 3,159,39259,0.003907 3,160,39340,0.003915 3,161,39169,0.003898 3,162,39353,0.003916 3,163,38943,0.003875 3,164,39470,0.003928 3,165,39519,0.003933 3,166,39106,0.003892 3,167,39351,0.003916 3,168,39041,0.003885 3,169,39223,0.003903 3,170,39196,0.003901 3,171,39007,0.003882 3,172,39005,0.003882 3,173,39148,0.003896 3,174,39361,0.003917 3,175,39448,0.003926 3,176,38950,0.003876 3,177,39426,0.003924 3,178,39563,0.003937 3,179,39384,0.003919 3,180,39570,0.003938 3,181,39122,0.003893 3,182,38994,0.003881 3,183,39247,0.003906 3,184,39138,0.003895 3,185,39491,0.003930 3,186,39528,0.003934 3,187,38980,0.003879 3,188,38936,0.003875 3,189,39151,0.003896 3,190,38831,0.003864 3,191,39182,0.003899 3,192,39068,0.003888 3,193,39327,0.003914 3,194,39297,0.003911 3,195,39264,0.003907 3,196,39380,0.003919 3,197,39242,0.003905 3,198,39486,0.003930 3,199,39299,0.003911 3,200,39458,0.003927 3,201,39133,0.003894 3,202,39446,0.003926 3,203,39137,0.003895 3,204,39553,0.003936 3,205,39463,0.003927 3,206,39662,0.003947 3,207,39187,0.003900 3,208,39343,0.003915 3,209,39550,0.003936 3,210,39200,0.003901 3,211,39386,0.003920 3,212,39147,0.003896 3,213,39241,0.003905 3,214,39402,0.003921 3,215,38960,0.003877 3,216,39119,0.003893 3,217,39191,0.003900 3,218,39196,0.003901 3,219,39312,0.003912 3,220,39370,0.003918 3,221,39081,0.003889 3,222,38959,0.003877 3,223,39219,0.003903 3,224,39125,0.003894 3,225,38939,0.003875 3,226,39258,0.003907 3,227,38933,0.003874 3,228,39104,0.003891 3,229,39432,0.003924 3,230,39284,0.003909 3,231,39078,0.003889 3,232,39308,0.003912 3,233,39224,0.003903 3,234,39060,0.003887 3,235,39396,0.003921 3,236,39521,0.003933 3,237,39586,0.003939 3,238,39228,0.003904 3,239,39195,0.003901 3,240,39188,0.003900 3,241,39587,0.003940 3,242,39065,0.003888 3,243,38953,0.003876 3,244,38835,0.003865 3,245,39340,0.003915 3,246,39385,0.003919 3,247,39177,0.003899 3,248,39540,0.003935 3,249,38908,0.003872 3,250,38986,0.003880 3,251,39278,0.003909 3,252,39388,0.003920 3,253,39208,0.003902 3,254,38971,0.003878 3,255,39110,0.003892 0,File-bytes,Entropy,Chi-square,Mean,Monte-Carlo-Pi,Serial-Correlation 1,10048576,7.562358,4399101.076906,134.480991,2.830733,-0.000229 0,File-bits,Entropy,Chi-square,Mean,Monte-Carlo-Pi,Serial-Correlation 1,80388608,1.000000,2.111354,0.499919,3.142553,-0.000228 0,File-bits,Entropy,Chi-square,Mean,Monte-Carlo-Pi,Serial-Correlation 1,80388608,1.000000,2.111354,0.499919,3.142553,-0.000228 2,Value,Occurrences,Fraction 3,0,40200818,0.500081 3,1,40187790,0.499919