1110, 1221, 1332, 1443, 1554, 1665, 1776, 1887, 1998, 2109, 2220, 2331, 2442, 2553, 2664, 2775, 2886, 2997, 3108, 3219, 3330, 3441, 3552, 3663, 3774, 3885, 3996, 4107, 4218, 4329, 4440, 4551, 4662, 4773, 4884, 4995, 5106, 5217, 5328, 5439, 5550, 5661, 5772, 5883, 5994, 6105, 6216, 6327, 6438, 6549, 6660, 6771, 6882, 6993, 7104, 7215, 7326, 7437, 7548, 7659, 7770, 7881, 7992, 8103, 8214, 8325, 8436, 8547, 8658, 8769, 8880, 8991, 9102, 9213, 9324, 9435, 9546, 9657, 9768, 9879, 9990 |
1110 | ⇒ | 1110 x (3/5) | = | 666 | 2109 | ⇒ | 2109 x (6/19) | = | 666 | 3108 | ⇒ | 3108 x (3/14) | = | 666 |
1221 | ⇒ | 1221 x (6/11) | = | 666 | 2220 | ⇒ | 2220 x (3/10) | = | 666 | 3219 | ⇒ | 3219 x (6/29) | = | 666 |
1332 | ⇒ | 1332 ÷ 2 | = | 666 | 2331 | ⇒ | 2331 x (2/7) | = | 666 | 3330 | ⇒ | 3330 ÷ 5 | = | 666 |
1443 | ⇒ | 1443 x (6/13) | = | 666 | 2442 | ⇒ | 2442 x (3/11) | = | 666 | 3441 | ⇒ | 3441 x (6/31) | = | 666 |
1554 | ⇒ | 1554 x (3/7) | = | 666 | 2553 | ⇒ | 2553 x (6/23) | = | 666 | 3552 | ⇒ | 3552 x (3/16) | = | 666 |
1665 | ⇒ | 1665 x (2/5) | = | 666 | 2664 | ⇒ | 2664 ÷ 4 | = | 666 | 3663 | ⇒ | 3663 x (2/11) | = | 666 |
1776 | ⇒ | 1776 x (3/8) | = | 666 | 2775 | ⇒ | 2775 x (6/25) | = | 666 | 3774 | ⇒ | 3774 x (3/17) | = | 666 |
1887 | ⇒ | 1887 x (6/17) | = | 666 | 2886 | ⇒ | 2886 x (3/13) | = | 666 | 3885 | ⇒ | 3885 x (6/35) | = | 666 |
1998 | ⇒ | 1998 ÷ 3 | = | 666 | 2997 | ⇒ | 2997 x (2/9) | = | 666 | 3996 | ⇒ | 3996 ÷ 6 | = | 666 |
4107 | ⇒ | 4107 x (6/37) | = | 666 | 5106 | ⇒ | 5106 x (3/23) | = | 666 | 6105 | ⇒ | 6105 x (6/55) | = | 666 |
4218 | ⇒ | 4218 x (3/19) | = | 666 | 5217 | ⇒ | 5217 x (6/47) | = | 666 | 6216 | ⇒ | 6216 x (3/28) | = | 666 |
4329 | ⇒ | 4329 x (2/13) | = | 666 | 5328 | ⇒ | 5328 ÷ 8 | = | 666 | 6327 | ⇒ | 6327 x (6/57) | = | 666 |
4440 | ⇒ | 4440 x (3/20) | = | 666 | 5439 | ⇒ | 5439 x (6/49) | = | 666 | 6438 | ⇒ | 6438 x (3/29) | = | 666 |
4551 | ⇒ | 4551 x (6/41) | = | 666 | 5550 | ⇒ | 5550 x (3/25) | = | 666 | 6549 | ⇒ | 6549 x (6/59) | = | 666 |
4662 | ⇒ | 4662 ÷ 7 | = | 666 | 5661 | ⇒ | 5661 x (2/17) | = | 666 | 6660 | ⇒ | 6660 ÷ 10 | = | 666 |
4773 | ⇒ | 4773 x (6/43) | = | 666 | 5772 | ⇒ | 5772 x (3/26) | = | 666 | 6771 | ⇒ | 6771 x (6/61) | = | 666 |
4884 | ⇒ | 4884 x (3/22) | = | 666 | 5883 | ⇒ | 5883 x (6/53) | = | 666 | 6882 | ⇒ | 6882 x (3/31) | = | 666 |
4995 | ⇒ | 4995 x (6/45) | = | 666 | 5994 | ⇒ | 5994 x (3/27) | = | 666 | 6993 | ⇒ | 6993 x (2/21) | = | 666 |
7104 | ⇒ | 7104 x (3/32) | = | 666 | 8103 | ⇒ | 8103 x (6/73) | = | 666 | 9102 | ⇒ | 9102 x (3/41) | = | 666 |
7215 | ⇒ | 7215 x (6/65) | = | 666 | 8214 | ⇒ | 8214 x (3/37) | = | 666 | 9213 | ⇒ | 9213 x (6/83) | = | 666 |
7326 | ⇒ | 7326 ÷ 11 | = | 666 | 8325 | ⇒ | 8325 x (6/75) | = | 666 | 9324 | ⇒ | 9324 ÷ 14 | = | 666 |
7437 | ⇒ | 7437 x (6/67) | = | 666 | 8436 | ⇒ | 8436 x (3/38) | = | 666 | 9435 | ⇒ | 9435 x (6/85) | = | 666 |
7548 | ⇒ | 7548 x (3/34) | = | 666 | 8547 | ⇒ | 8547 x (6/77) | = | 666 | 9546 | ⇒ | 9546 x (3/43) | = | 666 |
7659 | ⇒ | 7659 x (2/23) | = | 666 | 8658 | ⇒ | 8658 ÷ 13 | = | 666 | 9657 | ⇒ | 9657 x (6/87) | = | 666 |
7770 | ⇒ | 7770 x (3/35) | = | 666 | 8769 | ⇒ | 8769 x (6/79) | = | 666 | 9768 | ⇒ | 9768 x (3/44) | = | 666 |
7881 | ⇒ | 7881 x (6/71) | = | 666 | 8880 | ⇒ | 8880 x (3/40) | = | 666 | 9879 | ⇒ | 9879 x (6/89) | = | 666 |
7992 | ⇒ | 7992 ÷ 12 | = | 666 | 8991 | ⇒ | 8991 x (2/27) | = | 666 | 9990 | ⇒ | 9990 ÷ 15 | = | 666 |
Numbers N Factors F Nombres N Facteurs F |
Correlation Numbers - Factors Corrélation Nombres - Facteurs f = 6/F 666 = N x f = N x (6/F) = 6 N / F ⇒ 666 F = 6 N ⇒ F = 6 N / 666 F = N / 111 Example / Exemple: N = 1554 ⇒ F = 1554 ÷ 111 = 14 ⇒ f = 6/F = 6/14 = 3/7 | ||||||||
N F | 1110 (6/10=3/5) | 1221 (6/11) | 1332 (6/12=1/2) | 1443 (6/13) | 1554 (6/14=3/7) | 1665 (6/15=2/5) | 1776 (6/16=3/8) | 1887 (6/17) | 1998 (6/18=1/3) |
N F | 2109 (6/19) | 2220 (6/20=3/10) | 2331 (6/21=2/7) | 2442 (6/22=3/11) | 2553 (6/23) | 2664 (6/24=1/4) | 2775 (6/25) | 2886 (6/26=3/13) | 2997 (6/27=2/9) |
N F | 3108 (6/28=3/14) | 3219 (6/29) | 3330 (6/30=1/5) | 3441 (6/31) | 3552 (6/32=3/16) | 3663 (6/33=2/11) | 3774 (6/34=3/17) | 3885 (6/35) | 3996 (6/36=1/6) |
N F | 4107 (6/37) | 4218 (6/38=3/19) | 4329 (6/39=2/13) | 4440 (6/40=3/20) | 4551 (6/41) | 4662 (6/42=1/7) | 4773 (6/43) | 4884 (6/44=3/22) | 4995 (6/45) |
N F | 5106 (6/46=3/23) | 5217 (6/47) | 5328 (6/48=1/8) | 5439 (6/49) | 5550 (6/50=3/25) | 5661 (6/51=2/17) | 5772 (6/52=3/26) | 5883 (6/53) | 5994 (6/54=3/27) |
N F | 6105 (6/55) | 6216 (6/56=3/28) | 6327 (6/57) | 6438 (6/58=3/29) | 6549 (6/59) | 6660 (6/60=1/10) | 6771 (6/61) | 6882 (6/62=3/31) | 6993 (6/63=2/21) |
N F | 7104 (6/64=3/32) | 7215 (6/65) | 7326 (6/66=1/11) | 7437 (6/67) | 7548 (6/68=3/34) | 7659 (6/69=2/23) | 7770 (6/70=3/35) | 7881 (6/71) | 7992 (6/72=1/12) |
N F | 8103 (6/73) | 8214 (6/74=3/37) | 8325 (6/75) | 8436 (6/76=3/38) | 8547 (6/77) | 8658 (6/78=1/13) | 8769 (6/79) | 8880 (6/80=3/40) | 8991 (6/81=2/27) |
N F | 9102 (6/82=3/41) | 9213 (6/83) | 9324 (6/84=1/14) | 9435 (6/85) | 9546 (6/86=3/43) | 9657 (6/87) | 9768 (6/88=3/44) | 9879 (6/89) | 9990 (6/90=1/15) |
666: Mythe bivalent | 666: Bivalent Myth |
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