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231 entries, page 1 of 2. next
| d | i | value | last changed by |
|---|---|---|---|
0 |
0 |
1 | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
1 |
0 |
-x + 1 | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
1 |
1 |
x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
2 |
0 |
1/2*x^2 - 3/2*x + 1 | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
2 |
1 |
-x^2 + 2*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
2 |
2 |
1/2*x^2 - 1/2*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
3 |
0 |
-1/6*x^3 + x^2 - 11/6*x + 1 | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
3 |
1 |
1/2*x^3 - 5/2*x^2 + 3*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
3 |
2 |
-1/2*x^3 + 2*x^2 - 3/2*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
3 |
3 |
1/6*x^3 - 1/2*x^2 + 1/3*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
4 |
0 |
1/24*x^4 - 5/12*x^3 + 35/24*x^2 - 25/12*x + 1 | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
4 |
1 |
-1/6*x^4 + 3/2*x^3 - 13/3*x^2 + 4*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
4 |
2 |
1/4*x^4 - 2*x^3 + 19/4*x^2 - 3*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
4 |
3 |
-1/6*x^4 + 7/6*x^3 - 7/3*x^2 + 4/3*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
4 |
4 |
1/24*x^4 - 1/4*x^3 + 11/24*x^2 - 1/4*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
5 |
0 |
-1/120*x^5 + 1/8*x^4 - 17/24*x^3 + 15/8*x^2 - 137/60*x + 1 | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
5 |
1 |
1/24*x^5 - 7/12*x^4 + 71/24*x^3 - 77/12*x^2 + 5*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
5 |
2 |
-1/12*x^5 + 13/12*x^4 - 59/12*x^3 + 107/12*x^2 - 5*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
5 |
3 |
1/12*x^5 - x^4 + 49/12*x^3 - 13/2*x^2 + 10/3*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
5 |
4 |
-1/24*x^5 + 11/24*x^4 - 41/24*x^3 + 61/24*x^2 - 5/4*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
5 |
5 |
1/120*x^5 - 1/12*x^4 + 7/24*x^3 - 5/12*x^2 + 1/5*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
6 |
0 |
1/720*x^6 - 7/240*x^5 + 35/144*x^4 - 49/48*x^3 + 203/90*x^2 - 49/20*x… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
6 |
1 |
-1/120*x^6 + 1/6*x^5 - 31/24*x^4 + 29/6*x^3 - 87/10*x^2 + 6*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
6 |
2 |
1/48*x^6 - 19/48*x^5 + 137/48*x^4 - 461/48*x^3 + 117/8*x^2 - 15/2*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
6 |
3 |
-1/36*x^6 + 1/2*x^5 - 121/36*x^4 + 31/3*x^3 - 127/9*x^2 + 20/3*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
6 |
4 |
1/48*x^6 - 17/48*x^5 + 107/48*x^4 - 307/48*x^3 + 33/4*x^2 - 15/4*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
6 |
5 |
-1/120*x^6 + 2/15*x^5 - 19/24*x^4 + 13/6*x^3 - 27/10*x^2 + 6/5*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
6 |
6 |
1/720*x^6 - 1/48*x^5 + 17/144*x^4 - 5/16*x^3 + 137/360*x^2 - 1/6*x | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
7 |
0 |
-1/5040*x^7 + 1/180*x^6 - 23/360*x^5 + 7/18*x^4 - 967/720*x^3 + 469/1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
7 |
1 |
1/720*x^7 - 3/80*x^6 + 59/144*x^5 - 37/16*x^4 + 319/45*x^3 - 223/20*x… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
7 |
2 |
-1/240*x^7 + 13/120*x^6 - 9/8*x^5 + 71/12*x^4 - 3929/240*x^3 + 879/40… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
7 |
3 |
1/144*x^7 - 25/144*x^6 + 247/144*x^5 - 1219/144*x^4 + 389/18*x^3 - 94… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
7 |
4 |
-1/144*x^7 + 1/6*x^6 - 113/72*x^5 + 22/3*x^4 - 2545/144*x^3 + 41/2*x^… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
7 |
5 |
1/240*x^7 - 23/240*x^6 + 69/80*x^5 - 185/48*x^4 + 134/15*x^3 - 201/20… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
7 |
6 |
-1/720*x^7 + 11/360*x^6 - 19/72*x^5 + 41/36*x^4 - 1849/720*x^3 + 1019… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
7 |
7 |
1/5040*x^7 - 1/240*x^6 + 5/144*x^5 - 7/48*x^4 + 29/90*x^3 - 7/20*x^2 … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
8 |
0 |
1/40320*x^8 - 1/1120*x^7 + 13/960*x^6 - 9/80*x^5 + 1069/1920*x^4 - 26… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
8 |
1 |
-1/5040*x^8 + 1/144*x^7 - 73/720*x^6 + 115/144*x^5 - 329/90*x^4 + 349… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
8 |
2 |
1/1440*x^8 - 17/720*x^7 + 239/720*x^6 - 179/72*x^5 + 15289/1440*x^4 -… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
8 |
3 |
-1/720*x^8 + 11/240*x^7 - 149/240*x^6 + 71/16*x^5 - 268/15*x^4 + 797/… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
8 |
4 |
1/576*x^8 - 1/18*x^7 + 209/288*x^6 - 179/36*x^5 + 10993/576*x^4 - 145… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
8 |
5 |
-1/720*x^8 + 31/720*x^7 - 391/720*x^6 + 2581/720*x^5 - 1193/90*x^4 + … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
8 |
6 |
1/1440*x^8 - 1/48*x^7 + 61/240*x^6 - 13/8*x^5 + 2803/480*x^4 - 187/16… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
8 |
7 |
-1/5040*x^8 + 29/5040*x^7 - 49/720*x^6 + 61/144*x^5 - 67/45*x^4 + 527… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
8 |
8 |
1/40320*x^8 - 1/1440*x^7 + 23/2880*x^6 - 7/144*x^5 + 967/5760*x^4 - 4… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
9 |
0 |
-1/362880*x^9 + 1/8064*x^8 - 29/12096*x^7 + 5/192*x^6 - 3013/17280*x^… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
9 |
1 |
1/40320*x^9 - 11/10080*x^8 + 59/2880*x^7 - 77/360*x^6 + 7807/5760*x^5… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
9 |
2 |
-1/10080*x^9 + 43/10080*x^8 - 7/90*x^7 + 563/720*x^6 - 6787/1440*x^5 … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
9 |
3 |
1/4320*x^9 - 7/720*x^8 + 31/180*x^7 - 401/240*x^6 + 13873/1440*x^5 - … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
9 |
4 |
-1/2880*x^9 + 41/2880*x^8 - 353/1440*x^7 + 3313/1440*x^6 - 36769/2880… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
9 |
5 |
1/2880*x^9 - 1/72*x^8 + 67/288*x^7 - 305/144*x^6 + 32773/2880*x^5 - 5… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
9 |
6 |
-1/4320*x^9 + 13/1440*x^8 - 53/360*x^7 + 313/240*x^6 - 9823/1440*x^5 … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
9 |
7 |
1/10080*x^9 - 19/5040*x^8 + 151/2520*x^7 - 373/720*x^6 + 3817/1440*x^… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
9 |
8 |
-1/40320*x^9 + 37/40320*x^8 - 41/2880*x^7 + 347/2880*x^6 - 3487/5760*… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
9 |
9 |
1/362880*x^9 - 1/10080*x^8 + 13/8640*x^7 - 1/80*x^6 + 1069/17280*x^5 … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
10 |
0 |
1/3628800*x^10 - 11/725760*x^9 + 11/30240*x^8 - 121/24192*x^7 + 7513/… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
10 |
1 |
-1/362880*x^10 + 1/6720*x^9 - 211/60480*x^8 + 67/1440*x^7 - 6709/1728… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
10 |
2 |
1/80640*x^10 - 53/80640*x^9 + 607/40320*x^8 - 1123/5760*x^7 + 18047/1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
10 |
3 |
-1/30240*x^10 + 13/7560*x^9 - 97/2520*x^8 + 349/720*x^7 - 5419/1440*x… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
10 |
4 |
1/17280*x^10 - 17/5760*x^9 + 31/480*x^8 - 2281/2880*x^7 + 34343/5760*… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
10 |
5 |
-1/14400*x^10 + 1/288*x^9 - 107/1440*x^8 + 8/9*x^7 - 93773/14400*x^6 … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
10 |
6 |
1/17280*x^10 - 49/17280*x^9 + 19/320*x^8 - 1999/2880*x^7 + 28603/5760… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
10 |
7 |
-1/30240*x^10 + 1/630*x^9 - 41/1260*x^8 + 1877/5040*x^7 - 1253/480*x^… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
10 |
8 |
1/80640*x^10 - 47/80640*x^9 + 59/5040*x^8 - 757/5760*x^7 + 10427/1152… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
10 |
9 |
-1/362880*x^10 + 23/181440*x^9 - 151/60480*x^8 + 119/4320*x^7 - 3229/… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
10 |
10 |
1/3628800*x^10 - 1/80640*x^9 + 29/120960*x^8 - 1/384*x^7 + 3013/17280… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
11 |
0 |
-1/39916800*x^11 + 1/604800*x^10 - 1/20736*x^9 + 11/13440*x^8 - 10831… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
11 |
1 |
1/3628800*x^11 - 13/725760*x^10 + 31/60480*x^9 - 1027/120960*x^8 + 15… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
11 |
2 |
-1/725760*x^11 + 1/11340*x^10 - 599/241920*x^9 + 2423/60480*x^8 - 142… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
11 |
3 |
1/241920*x^11 - 1/3840*x^10 + 31/4320*x^9 - 4577/40320*x^8 + 13097/11… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
11 |
4 |
-1/120960*x^11 + 31/60480*x^10 - 559/40320*x^9 + 4327/20160*x^8 - 805… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
11 |
5 |
1/86400*x^11 - 61/86400*x^10 + 3/160*x^9 - 91/320*x^8 + 78191/28800*x… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
11 |
6 |
-1/86400*x^11 + 1/1440*x^10 - 313/17280*x^9 + 97/360*x^8 - 72581/2880… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
11 |
7 |
1/120960*x^11 - 59/120960*x^10 + 1/80*x^9 - 409/2240*x^8 + 67607/4032… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
11 |
8 |
-1/241920*x^11 + 29/120960*x^10 - 487/80640*x^9 + 3497/40320*x^8 - 10… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
11 |
9 |
1/725760*x^11 - 19/241920*x^10 + 353/181440*x^9 - 1109/40320*x^8 + 16… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
11 |
10 |
-1/3628800*x^11 + 1/64800*x^10 - 13/34560*x^9 + 317/60480*x^8 - 7963/… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
11 |
11 |
1/39916800*x^11 - 1/725760*x^10 + 1/30240*x^9 - 11/24192*x^8 + 683/17… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
0 |
1/479001600*x^12 - 13/79833600*x^11 + 247/43545600*x^10 - 169/1451520… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
1 |
-1/39916800*x^12 + 1/518400*x^11 - 1/15120*x^10 + 23/17280*x^9 - 2110… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
2 |
1/7257600*x^12 - 19/1814400*x^11 + 19/53760*x^10 - 211/30240*x^9 + 21… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
3 |
-1/2177280*x^12 + 5/145152*x^11 - 89/77760*x^10 + 2683/120960*x^9 - 2… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
4 |
1/967680*x^12 - 37/483840*x^11 + 269/107520*x^10 - 7681/161280*x^9 + … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
5 |
-1/604800*x^12 + 73/604800*x^11 - 7/1800*x^10 + 163/2240*x^9 - 176471… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
6 |
1/518400*x^12 - 1/7200*x^11 + 457/103680*x^10 - 701/8640*x^9 + 165701… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
7 |
-1/604800*x^12 + 71/604800*x^11 - 37/10080*x^10 + 149/2240*x^9 - 1559… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
8 |
1/967680*x^12 - 1/13824*x^11 + 719/322560*x^10 - 917/23040*x^9 + 4903… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
9 |
-1/2177280*x^12 + 23/725760*x^11 - 131/136080*x^10 + 6151/362880*x^9 … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
10 |
1/7257600*x^12 - 17/1814400*x^11 + 97/345600*x^10 - 59/12096*x^9 + 13… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
11 |
-1/39916800*x^12 + 67/39916800*x^11 - 1/20160*x^10 + 103/120960*x^9 -… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
12 |
12 |
1/479001600*x^12 - 1/7257600*x^11 + 1/248832*x^10 - 11/161280*x^9 + 1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
0 |
-1/6227020800*x^13 + 1/68428800*x^12 - 41/68428800*x^11 + 91/6220800*… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
1 |
1/479001600*x^13 - 1/5322240*x^12 + 331/43545600*x^11 - 53/290304*x^1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
2 |
-1/79833600*x^13 + 89/79833600*x^12 - 323/7257600*x^11 + 509/483840*x… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
3 |
1/21772800*x^13 - 11/2721600*x^12 + 3467/21772800*x^11 - 8069/2177280… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
4 |
-1/8709120*x^13 + 29/2903040*x^12 - 3383/8709120*x^11 + 25853/2903040… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
5 |
1/4838400*x^13 - 43/2419200*x^12 + 3301/4838400*x^11 - 12431/806400*x… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
6 |
-1/3628800*x^13 + 17/725760*x^12 - 3221/3628800*x^11 + 14353/725760*x… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
7 |
1/3628800*x^13 - 1/43200*x^12 + 449/518400*x^11 - 329/17280*x^10 + 47… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
8 |
-1/4838400*x^13 + 83/4838400*x^12 - 3067/4838400*x^11 + 493/35840*x^1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
9 |
1/8709120*x^13 - 41/4354560*x^12 + 2993/8709120*x^11 - 32077/4354560*… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
10 |
-1/21772800*x^13 + 1/268800*x^12 - 2921/21772800*x^11 + 20627/7257600… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
11 |
1/79833600*x^13 - 1/997920*x^12 + 2851/79833600*x^11 - 181/241920*x^1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
12 |
-1/479001600*x^13 + 79/479001600*x^12 - 253/43545600*x^11 + 1049/8709… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
13 |
13 |
1/6227020800*x^13 - 1/79833600*x^12 + 19/43545600*x^11 - 13/1451520*x… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
0 |
1/87178291200*x^14 - 1/830269440*x^13 + 1/17418240*x^12 - 1/608256*x^… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
1 |
-1/6227020800*x^14 + 1/59875200*x^13 - 377/479001600*x^12 + 121/54432… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
2 |
1/958003200*x^14 - 103/958003200*x^13 + 4799/958003200*x^12 - 12157/8… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
3 |
-1/239500800*x^14 + 17/39916800*x^13 - 4699/239500800*x^12 + 979/1814… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
4 |
1/87091200*x^14 - 101/87091200*x^13 + 4601/87091200*x^12 - 124921/870… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
5 |
-1/43545600*x^14 + 1/435456*x^13 - 901/8709120*x^12 + 151/54432*x^11 … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
6 |
1/29030400*x^14 - 11/3225600*x^13 + 4411/29030400*x^12 - 38953/967680… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
7 |
-1/25401600*x^14 + 1/259200*x^13 - 617/3628800*x^12 + 577/129600*x^11… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
8 |
1/29030400*x^14 - 97/29030400*x^13 + 4229/29030400*x^12 - 109493/2903… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
9 |
-1/43545600*x^14 + 1/453600*x^13 - 4141/43545600*x^12 + 491/201600*x^… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
10 |
1/87091200*x^14 - 19/17418240*x^13 + 811/17418240*x^12 - 4111/3483648… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
11 |
-1/239500800*x^14 + 47/119750400*x^13 - 361/21772800*x^12 + 24911/598… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
12 |
1/958003200*x^14 - 31/319334400*x^13 + 3889/958003200*x^12 - 2929/290… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
13 |
-1/6227020800*x^14 + 23/1556755200*x^13 - 293/479001600*x^12 + 41/272… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
14 |
14 |
1/87178291200*x^14 - 1/958003200*x^13 + 41/958003200*x^12 - 13/124416… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
0 |
-1/1307674368000*x^15 + 1/10897286400*x^14 - 47/9340531200*x^13 + 1/5… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
1 |
1/87178291200*x^15 - 17/12454041600*x^14 + 71/958003200*x^13 - 2329/9… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
2 |
-1/12454041600*x^15 + 59/6227020800*x^14 - 61/119750400*x^13 + 989/59… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
3 |
1/2874009600*x^15 - 13/319334400*x^14 + 6229/2874009600*x^13 - 66571/… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
4 |
-1/958003200*x^15 + 29/239500800*x^14 - 139/21772800*x^13 + 12121/598… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
5 |
1/435456000*x^15 - 23/87091200*x^14 + 1201/87091200*x^13 - 1507/34836… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
6 |
-1/261273600*x^15 + 19/43545600*x^14 - 737/32659200*x^13 + 1271/18144… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
7 |
1/203212800*x^15 - 113/203212800*x^14 + 827/29030400*x^13 - 25411/290… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
8 |
-1/203212800*x^15 + 1/1814400*x^14 - 29/1036800*x^13 + 193/226800*x^1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
9 |
1/261273600*x^15 - 37/87091200*x^14 + 5581/261273600*x^13 - 56057/870… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
10 |
-1/435456000*x^15 + 11/43545600*x^14 - 137/10886400*x^13 + 409/108864… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
11 |
1/958003200*x^15 - 109/958003200*x^14 + 5381/958003200*x^13 - 159209/… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
12 |
-1/2874009600*x^15 + 1/26611200*x^14 - 1321/718502400*x^13 + 3229/598… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
13 |
1/12454041600*x^15 - 107/12454041600*x^14 + 5189/12454041600*x^13 - 1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
14 |
-1/87178291200*x^15 + 53/43589145600*x^14 - 1/17107200*x^13 + 101/598… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
15 |
15 |
1/1307674368000*x^15 - 1/12454041600*x^14 + 1/261273600*x^13 - 1/9123… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
0 |
1/20922789888000*x^16 - 17/2615348736000*x^15 + 17/41845579776*x^14 -… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
1 |
-1/1307674368000*x^16 + 1/9686476800*x^15 - 239/37362124800*x^14 + 1/… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
2 |
1/174356582400*x^16 - 67/87178291200*x^15 + 7/148262400*x^14 - 211/11… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
3 |
-1/37362124800*x^16 + 19/5337446400*x^15 - 8101/37362124800*x^14 + 23… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
4 |
1/11496038400*x^16 - 1/87091200*x^15 + 1993/2874009600*x^14 - 6079/23… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
5 |
-1/4790016000*x^16 + 131/4790016000*x^15 - 523/319334400*x^14 + 56891… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
6 |
1/2612736000*x^16 - 13/261273600*x^15 + 193/65318400*x^14 - 3467/3265… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
7 |
-1/1828915200*x^16 + 43/609638400*x^15 - 7597/1828915200*x^14 + 12881… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
8 |
1/1625702400*x^16 - 1/12700800*x^15 + 89/19353600*x^14 - 589/3628800*… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
9 |
-1/1828915200*x^16 + 127/1828915200*x^15 - 1051/261273600*x^14 + 3678… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
10 |
1/2612736000*x^16 - 1/20736000*x^15 + 181/65318400*x^14 - 349/3628800… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
11 |
-1/4790016000*x^16 + 1/38320128*x^15 - 19/12773376*x^14 + 49061/95800… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
12 |
1/11496038400*x^16 - 31/2874009600*x^15 + 1753/2874009600*x^14 - 1361… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
13 |
-1/37362124800*x^16 + 41/12454041600*x^15 - 6901/37362124800*x^14 + 7… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
14 |
1/174356582400*x^16 - 61/87178291200*x^15 + 283/7264857600*x^14 - 157… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
15 |
-1/1307674368000*x^16 + 11/118879488000*x^15 - 191/37362124800*x^14 +… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
16 |
16 |
1/20922789888000*x^16 - 1/174356582400*x^15 + 47/149448499200*x^14 - … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
0 |
-1/355687428096000*x^17 + 1/2324754432000*x^16 - 53/1743565824000*x^1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
1 |
1/20922789888000*x^17 - 19/2615348736000*x^16 + 41/80472268800*x^15 -… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
2 |
-1/2615348736000*x^17 + 151/2615348736000*x^16 - 1051/261534873600*x^… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
3 |
1/523069747200*x^17 - 1/3487131648*x^16 + 157/7925299200*x^15 - 3469/… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
4 |
-1/149448499200*x^17 + 149/149448499200*x^16 - 1277/18681062400*x^15 … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
5 |
1/57480192000*x^17 - 37/14370048000*x^16 + 1259/7185024000*x^15 - 208… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
6 |
-1/28740096000*x^17 + 7/1368576000*x^16 - 331/958003200*x^15 + 227/15… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
7 |
1/18289152000*x^17 - 73/9144576000*x^16 + 979/1828915200*x^15 - 7993/… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
8 |
-1/14631321600*x^17 + 29/2926264320*x^16 - 2413/3657830400*x^15 + 139… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
9 |
1/14631321600*x^17 - 1/101606400*x^16 + 793/1219276800*x^15 - 253/967… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
10 |
-1/18289152000*x^17 + 143/18289152000*x^16 - 4691/9144576000*x^15 + 1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
11 |
1/28740096000*x^17 - 71/14370048000*x^16 + 37/114960384*x^15 - 36643/… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
12 |
-1/57480192000*x^17 + 47/19160064000*x^16 - 19/119750400*x^15 + 1993/… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
13 |
1/149448499200*x^17 - 1/1067489280*x^16 + 281/4670265600*x^15 - 87821… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
14 |
-1/523069747200*x^17 + 139/523069747200*x^16 - 31/1828915200*x^15 + 4… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
15 |
1/2615348736000*x^17 - 23/435891456000*x^16 + 1457/435891456000*x^15 … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
16 |
-1/20922789888000*x^17 + 137/20922789888000*x^16 - 431/1046139494400*… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
17 |
17 |
1/355687428096000*x^17 - 1/2615348736000*x^16 + 1/41845579776*x^15 - … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
0 |
1/6402373705728000*x^18 - 19/711374856192000*x^17 + 19/8966909952000*… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
1 |
-1/355687428096000*x^18 + 1/2092278988800*x^17 - 197/5230697472000*x^… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
2 |
1/41845579776000*x^18 - 13/3218890752000*x^17 + 3307/10461394944000*x… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
3 |
-1/7846046208000*x^18 + 1/46702656000*x^17 - 311/186810624000*x^16 + … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
4 |
1/2092278988800*x^18 - 167/2092278988800*x^17 + 6449/1046139494400*x^… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
5 |
-1/747242496000*x^18 + 83/373621248000*x^17 - 199/11675664000*x^16 + … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
6 |
1/344881152000*x^18 - 1/2090188800*x^17 + 131/3592512000*x^16 - 3263/… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
7 |
-1/201180672000*x^18 + 41/50295168000*x^17 - 887/14370048000*x^16 + 5… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
8 |
1/146313216000*x^18 - 163/146313216000*x^17 + 6131/73156608000*x^16 -… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
9 |
-1/131681894400*x^18 + 1/812851200*x^17 - 1009/10973491200*x^16 + 641… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
10 |
1/146313216000*x^18 - 23/20901888000*x^17 + 61/746496000*x^16 - 13580… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
11 |
-1/201180672000*x^18 + 1/1257379200*x^17 - 5903/100590336000*x^16 + 5… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
12 |
1/344881152000*x^18 - 53/114960384000*x^17 + 1943/57480192000*x^16 - … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
13 |
-1/747242496000*x^18 + 79/373621248000*x^17 - 1439/93405312000*x^16 +… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
14 |
1/2092278988800*x^18 - 157/2092278988800*x^17 + 29/5337446400*x^16 - … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
15 |
-1/7846046208000*x^18 + 1/50295168000*x^17 - 1871/1307674368000*x^16 … | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
16 |
1/41845579776000*x^18 - 31/8369115955200*x^17 + 5543/20922789888000*x… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
17 |
-1/355687428096000*x^18 + 1/2309658624000*x^17 - 23/747242496000*x^16… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
18 |
18 |
1/6402373705728000*x^18 - 1/41845579776000*x^17 + 53/31384184832000*x… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
19 |
0 |
-1/121645100408832000*x^19 + 1/640237370572800*x^18 - 59/426824913715… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
19 |
1 |
1/6402373705728000*x^19 - 1/33874993152000*x^18 + 163/62768369664000*… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
19 |
2 |
-1/711374856192000*x^19 + 47/177843714048000*x^18 - 967/4184557977600… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
19 |
3 |
1/125536739328000*x^19 - 17/11412430848000*x^18 + 43/332107776000*x^1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
19 |
4 |
-1/31384184832000*x^19 + 31/5230697472000*x^18 - 487/951035904000*x^1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
19 |
5 |
1/10461394944000*x^19 - 37/2092278988800*x^18 + 227/149448499200*x^17… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
19 |
6 |
-1/4483454976000*x^19 + 23/560431872000*x^18 - 5237/1494484992000*x^1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
19 |
7 |
1/2414168064000*x^19 - 61/804722688000*x^18 + 863/134120448000*x^17 -… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
19 |
8 |
-1/1609445376000*x^19 + 13/114960384000*x^18 - 15359/1609445376000*x^… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |
19 |
9 |
1/1316818944000*x^19 - 181/1316818944000*x^18 + 2531/219469824000*x^1… | 2026-08-26 — bmatschke (run LagrangeBasisPolynomials-1787755050) |