91 fractions........................1 - 9............all single digit counting numbers...............13 is the 6th prime................41 is the 13th primes............counting matters............41 being the 13 prime.......is a garbled pi.............91 is the distance from 19 to 110.........imp b/c it matches the 1st 2 fractions in the harmonic series....................1/9 + 1/10......single digits to double digits....................a distance of 91.........90 integers...............like 90 degrees............also....91 - 19 = 72.............but from 19 to 91..........are 71 intergers..........like the 1st prime pair............with 67, 71.......to match single digits and double digits.........from one prime to the next.............also 1...........as in 1 and 1......unit circle..........1 and 1.........b/c a circle has one side.....1 is the fund of the harmonic series............72 and 71...........like e....................the 1st 3 digits........1 above the dec two below it........2.71......overlapped at the 7's.........the last single digit prime.............
1/10 | 0.1000000 |
1/11 | 0.0909091 |
1/12 | 0.0833333 |
1/13 | 0.0769231 |
1/14 | 0.0714286 |
1/15 | 0.0666667 |
1/16 | 0.0625000 |
1/17 | 0.0588235 |
1/18 | 0.0555556 |
1/19 | 0.0526316 |
1/20 | 0.0500000 |
1/21 | 0.0476190 |
1/22 | 0.0454545 |
1/23 | 0.0434783 |
1/24 | 0.0416667 |
1/25 | 0.0400000 |
1/26 | 0.0384615 |
1/27 | 0.0370370 |
1/28 | 0.0357143 |
1/29 | 0.0344828 |
1/30 | 0.0333333 |
1/31 | 0.0322581 |
1/32 | 0.0312500 |
1/33 | 0.0303030 |
1/34 | 0.0294118 |
1/35 | 0.0285714 |
1/36 | 0.0277778 |
1/37 | 0.0270270 |
1/38 | 0.0263158 |
1/39 | 0.0256410 |
1/40 | 0.0250000 |
1/41 | 0.0243902 |
1/42 | 0.0238095 |
1/43 | 0.0232558 |
1/44 | 0.0227273 |
1/45 | 0.0222222 |
1/46 | 0.0217391 |
1/47 | 0.0212766 |
1/48 | 0.0208333 |
1/49 | 0.0204082 |
1/50 | 0.0200000 |
1/51 | 0.0196078 |
1/52 | 0.0192308 |
1/53 | 0.0188679 |
1/54 | 0.0185185 |
1/55 | 0.0181818 |
1/56 | 0.0178571 |
1/57 | 0.0175439 |
1/58 | 0.0172414 |
1/59 | 0.0169492 |
1/60 | 0.0166667 |
1/61 | 0.0163934 |
1/62 | 0.0161290 |
1/63 | 0.0158730 |
1/64 | 0.0156250 |
1/65 | 0.0153846 |
1/66 | 0.0151515 |
1/67 | 0.0149254 |
1/68 | 0.0147059 |
1/69 | 0.0144928 |
1/70 | 0.0142857 |
1/71 | 0.0140845 |
1/72 | 0.0138889 |
1/73 | 0.0136986 |
1/74 | 0.0135135 |
1/75 | 0.0133333 |
1/76 | 0.0131579 |
1/77 | 0.0129870 |
1/78 | 0.0128205 |
1/79 | 0.0126582 |
1/80 | 0.0125000 |
1/81 | 0.0123457 |
1/82 | 0.0121951 |
1/83 | 0.0120482 |
1/84 | 0.0119048 |
1/85 | 0.0117647 |
1/86 | 0.0116279 |
1/87 | 0.0114943 |
1/88 | 0.0113636 |
1/89 | 0.0112360 |
1/90 | 0.0111111 |
1/91 | 0.0109890 |
1/92 | 0.0108696 |
1/93 | 0.0107527 |
1/94 | 0.0106383 |
1/95 | 0.0105263 |
1/96 | 0.0104167 |
1/97 | 0.0103093 |
1/98 | 0.0102041 |
1/99 | 0.0101010 |
1/100 | 0.0100000 |
2.3584093 |
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