Die Zyklizität von „Fibonacci-Zahlen“ ist seit langem bekannt. Im Folgenden wird das Vorhandensein von 24 Zahlen in jedem Zyklus der „Fibonacci-Zahlenfolge“ aus einem anderen Blickwinkel vorgestellt.
Die letzten Zahlen von jedem Zyklus geteilt durch 24 ergeben:
1932 (46368:24), 200313624 (4807526976:24) und
20768917161636 (498454011879264:24).
Die Ziffernwerte dieser drei Ergebnisse sind 6,3,9 – Der Hauptschlüssel der Zahlenwelt.
Lasst uns etwas vertiefen. In einem Zyklus der obigen Tabelle sehen wir uns die Anzahl der sich wiederholenden Ziffern aus der Spalte mit den digitalen Werten an und multiplizieren die Anzahl der Wiederholungen jeweils mit 3 (siehe Tabelle Nr. 1).
In Tabelle Nr. 1 zeigt die letzte Spalte folgende Summen: 15-12-18-24-30-36-42-120-54. (Die Ziffernwerte dieser Summen: 6-3-9-6-3-9- 6-3-9). Wenn wir diese Summen jeweils um eins erhöhen, erhalten wir Tabelle Nr. 2.
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Wenn wir die Zahlen der Tabelle Nr. 2 in ihren Ziffernwerten angeben, sehen wir erneut einen vollständigen Zyklus aus neun Spalten.
Das Buch, seine Übersetzungen und Informationen über das Buch in mehreren Sprachen
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