Number with Numerology Number 11, which describes a File with Pictures -
Zahl mit numerologischer Hauptzahl 11, die eine Datei mit Bildern beschreibt
Deutschsprachige Texte siehe unten nach den englischsprachigen Erklärungen
The number presented in this chapter describes a compressed data file, which contains colour pictures. The file format is REK.
The length of the file is 332750 bytes. That are 2662000 bits. 1331003 of these bits have the value 1. 1330997 Bits have the value 0. The numerology number of the number which describes this data file is 11.
This number generates by the division the following remainders:
Remainder of the division by 2: 1
Remainder of the division by 3: 0
Remainder of the division by 5: 3
Remainder of the division by 7: 2
Remainder of the division by 11: 8
Remainder of the division by 13: 11
Remainder of the division by 17: 14
Consequently, this number is divisible by 3.
Die in diesem Kapitel dargestellte Zahl beschreibt eine komprimierte Datei, die Farbbilder enthält. Das Dateiformat ist REK.
Die Länge der Datei ist 332750 Bytes. Das entspricht 2662000 Bits. Von diesen Bits haben 1331003 den Wert 1. 1330997 Bits haben den Wert 0. Die numerologische Hauptzahl der Zahl, die diese Datei beschreibt, ist 11.
Diese Zahl liefert bei der Teilung die folgenden Reste:
Rest bei der Teilung durch 2: 1
Rest bei der Teilung durch 3: 0
Rest bei der Teilung durch 5: 3
Rest bei der Teilung durch 7: 2
Rest bei der Teilung durch 11: 8
Rest bei der Teilung durch 13: 11
Rest bei der Teilung durch 17: 14
Somit ist diese Zahl teilbar durch 3.
In the following, the binary number, whose properties were described above, is shown as base-64-number. The first 4 digits in the base-64-number represent the bits 1010100000000011 in the binary number, which describes the file. For the presentation in base 64 the prefix 2 has been added, because the length of the file in bytes generates by the division by 3 the remainder 2. This digit 2 at the beginning is not existing in the binary number. All other digits in the base-64-number describe exactly the sequence of the bits in the binary number, corresponding to the table in the introduction.
Im folgenden wird die Dualzahl, deren Eigenschaften oben beschrieben wurden, im 64-System dargestellt. Die ersten 4 Ziffern der Zahl im 64-System entsprechen in der Dualzahl, die die Datei beschreibt, den Bits 1010100000000011. Im 64-System wird die Ziffer 2 vorangestellt, da die Länge der Datei in Bytes bei der Teilung durch 3 den Rest 2 liefert. Diese Ziffer 2 am Anfang ist in der Dualzahl nicht vorhanden. Ansonsten beschreibt die Zahl im 64-System exakt die Folge der Bits in der Dualzahl entsprechend der in der Einleitung dargestellten Tabelle.
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pZAl;XjkWuB54;iHZKhgJ9hQT2;wo0IKwFQW2UD;hWy:m33w5xUWBE7PlnDD7rTuvU1EEQwb
nx1aE;gvvCFtmrwebCau30fykGz:WBwJd;STEvqusO00R9DmgCi7m1CMqBdTJSHqgmVDqRi4
PLBJO2rVpTTscl4TlCnOPqbY5M90q4SRAJIWYMMsrpKxN1O9c3AmCTpvK5ybd1UYoWJnQ0Q;
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U;vknaO8QU4Dety0;:fJ;ulLVysy6DVx4GNDbV65L3P3HwfuR:BohSIYgq;vZk1p45lVP51H
xOfpVeXk:c36e2Zorrgp0CmS8xHNd9Z5WEeEh6lSju7vNQCbFgGztY29jPPjYnA3iSnfepV7
O:fRE3OHxwkwrFmjGm7qNLQpsnFeWsm0PlaU01kJEfbQ5tZE;rSy;PyOCfWS4:J24DSp4Pn8
KEMm;Swk7kLNJ4Jwufhvqt1DxUtje82g8ZjdlLqMGmvmNdt;56cpp0rHDBZvR4Dp6fuc:GC8
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