summaryrefslogtreecommitdiff
path: root/new_fitting.nb
blob: 984c5db20584ac1792bc08ce2483df6655bdfac9 (plain)
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
94
95
96
97
98
99
100
101
102
103
104
105
106
107
108
109
110
111
112
113
114
115
116
117
118
119
120
121
122
123
124
125
126
127
128
129
130
131
132
133
134
135
136
137
138
139
140
141
142
143
144
145
146
147
148
149
150
151
152
153
154
155
156
157
158
159
160
161
162
163
164
165
166
167
168
169
170
171
172
173
174
175
176
177
178
179
180
181
182
183
184
185
186
187
188
189
190
191
192
193
194
195
196
197
198
199
200
201
202
203
204
205
206
207
208
209
210
211
212
213
214
215
216
217
218
219
220
221
222
223
224
225
226
227
228
229
230
231
232
233
234
235
236
237
238
239
240
241
242
243
244
245
246
247
248
249
250
251
252
253
254
255
256
257
258
259
260
261
262
263
264
265
266
267
268
269
270
271
272
273
274
275
276
277
278
279
280
281
282
283
284
285
286
287
288
289
290
291
292
293
294
295
296
297
298
299
300
301
302
303
304
305
306
307
308
309
310
311
312
313
314
315
316
317
318
319
320
321
322
323
324
325
326
327
328
329
330
331
332
333
334
335
336
337
338
339
340
341
342
343
344
345
346
347
348
349
350
351
352
353
354
355
356
357
358
359
360
361
362
363
364
365
366
367
368
369
370
371
372
373
374
375
376
377
378
379
380
381
382
383
384
385
386
387
388
389
390
391
392
393
394
395
396
397
398
399
400
401
402
403
404
405
406
407
408
409
410
411
412
413
414
415
416
417
418
419
420
421
422
423
424
425
426
427
428
429
430
431
432
433
434
435
436
437
438
439
440
441
442
443
444
445
446
447
448
449
450
451
452
453
454
455
456
457
458
459
460
461
462
463
464
465
466
467
468
469
470
471
472
473
474
475
476
477
478
479
480
481
482
483
484
485
486
487
488
489
490
491
492
493
494
495
496
497
498
499
500
501
502
503
504
505
506
507
508
509
510
511
512
513
514
515
516
517
518
519
520
521
522
523
524
525
526
527
528
529
530
531
532
533
534
535
536
537
538
539
540
541
542
543
544
545
546
547
548
549
550
551
552
553
554
555
556
557
558
559
560
561
562
563
564
565
566
567
568
569
570
571
572
573
574
575
576
577
578
579
580
581
582
583
584
585
586
587
588
589
590
591
592
593
594
595
596
597
598
599
600
601
602
603
604
605
606
607
608
609
610
611
612
613
614
615
616
617
618
619
620
621
622
623
624
625
626
627
628
629
630
631
632
633
634
635
636
637
638
639
640
641
642
643
644
645
646
647
648
649
650
651
652
653
654
655
656
657
658
659
660
661
662
663
664
665
666
667
668
669
670
671
672
673
674
675
676
677
678
679
680
681
682
683
684
685
686
687
688
689
690
691
692
693
694
695
696
697
698
699
700
701
702
703
704
705
706
707
708
709
710
711
712
713
714
715
716
717
718
719
720
721
722
723
724
725
726
727
728
729
730
731
732
733
734
735
736
737
738
739
740
741
742
743
744
745
746
747
748
749
750
751
752
753
754
755
756
757
758
759
760
761
762
763
764
765
766
767
768
769
770
771
772
773
774
775
776
777
778
779
780
781
782
783
784
785
786
787
788
789
790
791
792
793
794
795
796
797
798
799
800
801
802
803
804
805
806
807
808
809
810
811
812
813
814
815
816
817
818
819
820
821
822
823
824
825
826
827
828
829
830
831
832
833
834
835
836
837
838
839
840
841
842
843
844
845
846
847
848
849
850
851
852
853
854
855
856
857
858
859
860
861
862
863
864
865
866
867
868
869
870
871
872
873
874
875
876
877
878
879
880
881
882
883
884
885
886
887
888
889
890
891
892
893
894
895
896
897
898
899
900
901
902
903
904
905
906
907
908
909
910
911
912
913
914
915
916
917
918
919
920
921
922
923
924
925
926
927
928
929
930
931
932
933
934
935
936
937
938
939
940
941
942
943
944
945
946
947
948
949
950
951
952
953
954
955
956
957
958
959
960
961
962
963
964
965
966
967
968
969
970
971
972
973
974
975
976
977
978
979
980
981
982
983
984
985
986
987
988
989
990
991
992
993
994
995
996
997
998
999
1000
1001
1002
1003
1004
1005
1006
1007
1008
1009
1010
1011
1012
1013
1014
1015
1016
1017
1018
1019
1020
1021
1022
1023
1024
1025
1026
1027
1028
1029
1030
1031
1032
1033
1034
1035
1036
1037
1038
1039
1040
1041
1042
1043
1044
1045
1046
1047
1048
1049
1050
1051
1052
1053
1054
1055
1056
1057
1058
1059
1060
1061
1062
1063
1064
1065
1066
1067
1068
1069
1070
1071
1072
1073
1074
1075
1076
1077
1078
1079
1080
1081
1082
1083
1084
1085
1086
1087
1088
1089
1090
1091
1092
1093
1094
1095
1096
1097
1098
1099
1100
1101
1102
1103
1104
1105
1106
1107
1108
1109
1110
1111
1112
1113
1114
1115
1116
1117
1118
1119
1120
1121
1122
1123
1124
1125
1126
1127
1128
1129
1130
1131
1132
1133
1134
1135
1136
1137
1138
1139
1140
1141
1142
1143
1144
1145
1146
1147
1148
1149
1150
1151
1152
1153
1154
1155
1156
1157
1158
1159
1160
1161
1162
1163
1164
1165
1166
1167
1168
1169
1170
1171
1172
1173
1174
1175
1176
1177
1178
1179
1180
1181
1182
1183
1184
1185
1186
1187
1188
1189
1190
1191
1192
1193
1194
1195
1196
1197
1198
1199
1200
1201
1202
1203
1204
1205
1206
1207
1208
1209
1210
1211
1212
1213
1214
1215
1216
1217
1218
1219
1220
1221
1222
1223
1224
1225
1226
1227
1228
1229
1230
1231
1232
1233
1234
1235
1236
1237
1238
1239
1240
1241
1242
1243
1244
1245
1246
1247
1248
1249
1250
1251
1252
1253
1254
1255
1256
1257
1258
1259
1260
1261
1262
1263
1264
1265
1266
1267
1268
1269
1270
1271
1272
1273
1274
1275
1276
1277
1278
1279
1280
1281
1282
1283
1284
1285
1286
1287
1288
1289
1290
1291
1292
1293
1294
1295
1296
1297
1298
1299
1300
1301
1302
1303
1304
1305
1306
1307
1308
1309
1310
1311
1312
1313
1314
1315
1316
1317
1318
1319
1320
1321
1322
1323
1324
1325
1326
1327
1328
1329
1330
1331
1332
1333
1334
1335
1336
1337
1338
1339
1340
1341
1342
1343
1344
1345
1346
1347
1348
1349
1350
1351
1352
1353
1354
1355
1356
1357
1358
1359
1360
1361
1362
1363
1364
1365
1366
1367
1368
1369
1370
1371
1372
1373
1374
1375
1376
1377
1378
1379
1380
1381
1382
1383
1384
1385
1386
1387
1388
1389
1390
1391
1392
1393
1394
1395
1396
1397
1398
1399
1400
1401
1402
1403
1404
1405
1406
1407
1408
1409
1410
1411
1412
1413
1414
1415
1416
1417
1418
1419
1420
1421
1422
1423
1424
1425
1426
1427
1428
1429
1430
1431
1432
1433
1434
1435
1436
1437
1438
1439
1440
1441
1442
1443
1444
1445
1446
1447
1448
1449
1450
1451
1452
1453
1454
1455
1456
1457
1458
1459
1460
1461
1462
1463
1464
1465
1466
1467
1468
1469
1470
1471
1472
1473
1474
1475
1476
1477
1478
1479
1480
1481
1482
1483
1484
1485
1486
1487
1488
1489
1490
1491
1492
1493
1494
1495
1496
1497
1498
1499
1500
1501
1502
1503
1504
1505
1506
1507
1508
1509
1510
1511
1512
1513
1514
1515
1516
1517
1518
1519
1520
1521
1522
1523
1524
1525
1526
1527
1528
1529
1530
1531
1532
1533
1534
1535
1536
1537
1538
1539
1540
1541
1542
1543
1544
1545
1546
1547
1548
1549
1550
1551
1552
1553
1554
1555
1556
1557
1558
1559
1560
1561
1562
1563
1564
1565
1566
1567
1568
1569
1570
1571
1572
1573
1574
1575
1576
1577
1578
1579
1580
1581
1582
1583
1584
1585
1586
1587
1588
1589
1590
1591
1592
1593
1594
1595
1596
1597
1598
1599
1600
1601
1602
1603
1604
1605
1606
1607
1608
1609
1610
1611
1612
1613
1614
1615
1616
1617
1618
1619
1620
1621
1622
1623
1624
1625
1626
1627
1628
1629
1630
1631
1632
1633
1634
1635
1636
1637
1638
1639
1640
1641
1642
1643
1644
1645
1646
1647
1648
1649
1650
1651
1652
1653
1654
1655
1656
1657
1658
1659
1660
1661
1662
1663
1664
1665
1666
1667
1668
1669
1670
1671
1672
1673
1674
1675
1676
1677
1678
1679
1680
1681
1682
1683
1684
1685
1686
1687
1688
1689
1690
1691
1692
1693
1694
1695
1696
1697
1698
1699
1700
1701
1702
1703
1704
1705
1706
1707
1708
1709
1710
1711
1712
1713
1714
1715
1716
1717
1718
1719
1720
1721
1722
1723
1724
1725
1726
1727
1728
1729
1730
1731
1732
1733
1734
1735
1736
1737
1738
1739
1740
1741
1742
1743
1744
1745
1746
1747
1748
1749
1750
1751
1752
1753
1754
1755
1756
1757
1758
1759
1760
1761
1762
1763
1764
1765
1766
1767
1768
1769
1770
1771
1772
1773
1774
1775
1776
1777
1778
1779
1780
1781
1782
1783
1784
1785
1786
1787
1788
1789
1790
1791
1792
1793
1794
1795
1796
1797
1798
1799
1800
1801
1802
1803
1804
1805
1806
1807
1808
1809
1810
1811
1812
1813
1814
1815
1816
1817
1818
1819
1820
1821
1822
1823
1824
1825
1826
1827
1828
1829
1830
1831
1832
1833
1834
1835
1836
1837
1838
1839
1840
1841
1842
1843
1844
1845
1846
1847
1848
1849
1850
1851
1852
1853
1854
1855
1856
1857
1858
1859
1860
1861
1862
1863
1864
1865
1866
1867
1868
1869
1870
1871
1872
1873
1874
1875
1876
1877
1878
1879
1880
1881
1882
1883
1884
1885
1886
1887
1888
1889
1890
1891
1892
1893
1894
1895
1896
1897
1898
1899
1900
1901
1902
1903
1904
1905
1906
1907
1908
1909
1910
1911
1912
1913
1914
1915
1916
1917
1918
1919
1920
1921
1922
1923
1924
1925
1926
1927
1928
1929
1930
1931
1932
1933
1934
1935
1936
1937
1938
1939
1940
1941
1942
1943
1944
1945
1946
1947
1948
1949
1950
1951
1952
1953
1954
1955
1956
1957
1958
1959
1960
1961
1962
1963
1964
1965
1966
1967
1968
1969
1970
1971
1972
1973
1974
1975
1976
1977
1978
1979
1980
1981
1982
1983
1984
1985
1986
1987
1988
1989
1990
1991
1992
1993
1994
1995
1996
1997
1998
1999
2000
2001
2002
2003
2004
2005
2006
2007
2008
2009
2010
2011
2012
2013
2014
2015
2016
2017
2018
2019
2020
2021
2022
2023
2024
2025
2026
2027
2028
2029
2030
2031
2032
2033
2034
2035
2036
2037
2038
2039
2040
2041
2042
2043
2044
2045
2046
2047
2048
2049
2050
2051
2052
2053
2054
2055
2056
2057
2058
2059
2060
2061
2062
2063
2064
2065
2066
2067
2068
2069
2070
2071
2072
2073
2074
2075
2076
2077
2078
2079
2080
2081
2082
2083
2084
2085
2086
2087
2088
2089
2090
2091
2092
2093
2094
2095
2096
2097
2098
2099
2100
2101
2102
2103
2104
2105
2106
2107
2108
2109
2110
2111
2112
2113
2114
2115
2116
2117
2118
2119
2120
2121
2122
2123
2124
2125
2126
2127
2128
2129
2130
2131
2132
2133
2134
2135
2136
2137
2138
2139
2140
2141
2142
2143
2144
2145
2146
2147
2148
2149
2150
2151
2152
2153
2154
2155
2156
2157
2158
2159
2160
2161
2162
2163
2164
2165
2166
2167
2168
2169
2170
2171
2172
2173
2174
2175
2176
2177
2178
2179
2180
2181
2182
2183
2184
2185
2186
2187
2188
2189
2190
2191
2192
2193
2194
2195
2196
2197
2198
2199
2200
2201
2202
2203
2204
2205
2206
2207
2208
2209
2210
2211
2212
2213
2214
2215
2216
2217
2218
2219
2220
2221
2222
2223
2224
2225
2226
2227
2228
2229
2230
2231
2232
2233
2234
2235
2236
2237
2238
2239
2240
2241
2242
2243
2244
2245
2246
2247
2248
2249
2250
2251
2252
2253
2254
2255
2256
2257
2258
2259
2260
2261
2262
2263
2264
2265
2266
2267
2268
2269
2270
2271
2272
2273
2274
2275
2276
2277
2278
2279
2280
2281
2282
2283
2284
2285
2286
2287
2288
2289
2290
2291
2292
2293
2294
2295
2296
2297
2298
2299
2300
2301
2302
2303
2304
2305
2306
2307
2308
2309
2310
2311
2312
2313
2314
2315
2316
2317
2318
2319
2320
2321
2322
2323
2324
2325
2326
2327
2328
2329
2330
2331
2332
2333
2334
2335
2336
2337
2338
2339
2340
2341
2342
2343
2344
2345
2346
2347
2348
2349
2350
2351
2352
2353
2354
2355
2356
2357
2358
2359
2360
2361
2362
2363
2364
2365
2366
2367
2368
2369
2370
2371
2372
2373
2374
2375
2376
2377
2378
2379
2380
2381
2382
2383
2384
2385
2386
2387
2388
2389
2390
2391
2392
2393
2394
2395
2396
2397
2398
2399
2400
2401
2402
2403
2404
2405
2406
2407
2408
2409
2410
2411
2412
2413
2414
2415
2416
2417
2418
2419
2420
2421
2422
2423
2424
2425
2426
2427
2428
2429
2430
2431
2432
2433
2434
2435
2436
2437
2438
2439
2440
2441
2442
2443
2444
2445
2446
2447
2448
2449
2450
2451
2452
2453
2454
2455
2456
2457
2458
2459
2460
2461
2462
2463
2464
2465
2466
2467
2468
2469
2470
2471
2472
2473
2474
2475
2476
2477
2478
2479
2480
2481
2482
2483
2484
2485
2486
2487
2488
2489
2490
2491
2492
2493
2494
2495
2496
2497
2498
2499
2500
2501
2502
2503
2504
2505
2506
2507
2508
2509
2510
2511
2512
2513
2514
2515
2516
2517
2518
2519
2520
2521
2522
2523
2524
2525
2526
2527
2528
2529
2530
2531
2532
2533
2534
2535
2536
2537
2538
2539
2540
2541
2542
2543
2544
2545
2546
2547
2548
2549
2550
2551
2552
2553
2554
2555
2556
2557
2558
2559
2560
2561
2562
2563
2564
2565
2566
2567
2568
2569
2570
2571
2572
2573
2574
2575
2576
2577
2578
2579
2580
2581
2582
2583
2584
2585
2586
2587
2588
2589
2590
2591
2592
2593
2594
2595
2596
2597
2598
2599
2600
2601
2602
2603
2604
2605
2606
2607
2608
2609
2610
2611
2612
2613
2614
2615
2616
2617
2618
2619
2620
2621
2622
2623
2624
2625
2626
2627
2628
2629
2630
2631
2632
2633
2634
2635
2636
2637
2638
2639
2640
2641
2642
2643
2644
2645
2646
2647
2648
2649
2650
2651
2652
2653
2654
2655
2656
2657
2658
2659
2660
2661
2662
2663
2664
2665
2666
2667
2668
2669
2670
2671
2672
2673
2674
2675
2676
2677
2678
2679
2680
2681
2682
2683
2684
2685
2686
2687
2688
2689
2690
2691
2692
2693
2694
2695
2696
2697
2698
2699
2700
2701
2702
2703
2704
2705
2706
2707
2708
2709
2710
2711
2712
2713
2714
2715
2716
2717
2718
2719
2720
2721
2722
2723
2724
2725
2726
2727
2728
2729
2730
2731
2732
2733
2734
2735
2736
2737
2738
2739
2740
2741
2742
2743
2744
2745
2746
2747
2748
2749
2750
2751
2752
2753
2754
2755
2756
2757
2758
2759
2760
2761
2762
2763
2764
2765
2766
2767
2768
2769
2770
2771
2772
2773
2774
2775
2776
2777
2778
2779
2780
2781
2782
2783
2784
2785
2786
2787
2788
2789
2790
2791
2792
2793
2794
2795
2796
2797
2798
2799
2800
2801
2802
2803
2804
2805
2806
2807
2808
2809
2810
2811
2812
2813
2814
2815
2816
2817
2818
2819
2820
2821
2822
2823
2824
2825
2826
2827
2828
2829
2830
2831
2832
2833
2834
2835
2836
2837
2838
2839
2840
2841
2842
2843
2844
2845
2846
2847
2848
2849
2850
2851
2852
2853
2854
2855
2856
2857
2858
2859
2860
2861
2862
2863
2864
2865
2866
2867
2868
2869
2870
2871
2872
2873
2874
2875
2876
2877
2878
2879
2880
2881
2882
2883
2884
2885
2886
2887
2888
2889
2890
2891
2892
2893
2894
2895
2896
2897
2898
2899
2900
2901
2902
2903
2904
2905
2906
2907
2908
2909
2910
2911
2912
2913
2914
2915
2916
2917
2918
2919
2920
2921
2922
2923
2924
2925
2926
2927
2928
2929
2930
2931
2932
2933
2934
2935
2936
2937
2938
2939
2940
2941
2942
2943
2944
2945
2946
2947
2948
2949
2950
2951
2952
2953
2954
2955
2956
2957
2958
2959
2960
2961
2962
2963
2964
2965
2966
2967
2968
2969
2970
2971
2972
2973
2974
2975
2976
2977
2978
2979
2980
2981
2982
2983
2984
2985
2986
2987
2988
2989
2990
2991
2992
2993
2994
2995
2996
2997
2998
2999
3000
3001
3002
3003
3004
3005
3006
3007
3008
3009
3010
3011
3012
3013
3014
3015
3016
3017
3018
3019
3020
3021
3022
3023
3024
3025
3026
3027
3028
3029
3030
3031
3032
3033
3034
3035
3036
3037
3038
3039
3040
3041
3042
3043
3044
3045
3046
3047
3048
3049
3050
3051
3052
3053
3054
3055
3056
3057
3058
3059
3060
3061
3062
3063
3064
3065
3066
3067
3068
3069
3070
3071
3072
3073
3074
3075
3076
3077
3078
3079
3080
3081
3082
3083
3084
3085
3086
3087
3088
3089
3090
3091
3092
3093
3094
3095
3096
3097
3098
3099
3100
3101
3102
3103
3104
3105
3106
3107
3108
3109
3110
3111
3112
3113
3114
3115
3116
3117
3118
3119
3120
3121
3122
3123
3124
3125
3126
3127
3128
3129
3130
3131
3132
3133
3134
3135
3136
3137
3138
3139
3140
3141
3142
3143
3144
3145
3146
3147
3148
3149
3150
3151
3152
3153
3154
3155
3156
3157
3158
3159
3160
3161
3162
3163
3164
3165
3166
3167
3168
3169
3170
3171
3172
3173
3174
3175
3176
3177
3178
3179
3180
3181
3182
3183
3184
3185
3186
3187
3188
3189
3190
3191
3192
3193
3194
3195
3196
3197
3198
3199
3200
3201
3202
3203
3204
3205
3206
3207
3208
3209
3210
3211
3212
3213
3214
3215
3216
3217
3218
3219
3220
3221
3222
3223
3224
3225
3226
3227
3228
3229
3230
3231
3232
3233
3234
3235
3236
3237
3238
3239
3240
3241
3242
3243
3244
3245
3246
3247
3248
3249
3250
3251
3252
3253
3254
3255
3256
3257
3258
3259
3260
3261
3262
3263
3264
3265
3266
3267
3268
3269
3270
3271
3272
3273
3274
3275
3276
3277
3278
3279
3280
3281
3282
3283
3284
3285
3286
3287
3288
3289
3290
3291
3292
3293
3294
3295
3296
3297
3298
3299
3300
3301
3302
3303
3304
3305
3306
3307
3308
3309
3310
3311
3312
3313
3314
3315
3316
3317
3318
3319
3320
3321
3322
3323
3324
3325
3326
3327
3328
3329
3330
3331
3332
3333
3334
3335
3336
3337
3338
3339
3340
3341
3342
3343
3344
3345
3346
3347
3348
3349
3350
3351
3352
3353
3354
3355
3356
3357
3358
3359
3360
3361
3362
3363
3364
3365
3366
3367
3368
3369
3370
3371
3372
3373
3374
3375
3376
3377
3378
3379
3380
3381
3382
3383
3384
3385
3386
3387
3388
3389
3390
3391
3392
3393
3394
3395
3396
3397
3398
3399
3400
3401
3402
3403
3404
3405
3406
3407
3408
3409
3410
3411
3412
3413
3414
3415
3416
3417
3418
3419
3420
3421
3422
3423
3424
3425
3426
3427
3428
3429
3430
3431
3432
3433
3434
3435
3436
3437
3438
3439
3440
3441
3442
3443
3444
3445
3446
3447
3448
3449
3450
3451
3452
3453
3454
3455
3456
3457
3458
3459
3460
3461
3462
3463
3464
3465
3466
3467
3468
3469
3470
3471
3472
3473
3474
3475
3476
3477
3478
3479
3480
3481
3482
3483
3484
3485
3486
3487
3488
3489
3490
3491
3492
3493
3494
3495
3496
3497
3498
3499
3500
3501
3502
3503
3504
3505
3506
3507
3508
3509
3510
3511
3512
3513
3514
3515
3516
3517
3518
3519
3520
3521
3522
3523
3524
3525
3526
3527
3528
3529
3530
3531
3532
3533
3534
3535
3536
3537
3538
3539
3540
3541
3542
3543
3544
3545
3546
3547
3548
3549
3550
3551
3552
3553
3554
3555
3556
3557
3558
3559
3560
3561
3562
3563
3564
3565
3566
3567
3568
3569
3570
3571
3572
3573
3574
3575
3576
3577
3578
3579
3580
3581
3582
3583
3584
3585
3586
3587
3588
3589
3590
3591
3592
3593
3594
3595
3596
3597
3598
3599
3600
3601
3602
3603
3604
3605
3606
3607
3608
3609
3610
3611
3612
3613
3614
3615
3616
3617
3618
3619
3620
3621
3622
3623
3624
3625
3626
3627
3628
3629
3630
3631
3632
3633
3634
3635
3636
3637
3638
3639
3640
3641
3642
3643
3644
3645
3646
3647
3648
3649
3650
3651
3652
3653
3654
3655
3656
3657
3658
3659
3660
3661
3662
3663
3664
3665
3666
3667
3668
3669
3670
3671
3672
3673
3674
3675
3676
3677
3678
3679
3680
3681
3682
3683
3684
3685
3686
3687
3688
3689
3690
3691
3692
3693
3694
3695
3696
3697
3698
3699
3700
3701
3702
3703
3704
3705
3706
3707
3708
3709
3710
3711
3712
3713
3714
3715
3716
3717
3718
3719
3720
3721
3722
3723
3724
3725
3726
3727
3728
3729
3730
3731
3732
3733
3734
3735
3736
3737
3738
3739
3740
3741
3742
3743
3744
3745
3746
3747
3748
3749
3750
3751
3752
3753
3754
3755
3756
3757
3758
3759
3760
3761
3762
3763
3764
3765
3766
3767
3768
3769
3770
3771
3772
3773
3774
3775
3776
3777
3778
3779
3780
3781
3782
3783
3784
3785
3786
3787
3788
3789
3790
3791
3792
3793
3794
3795
3796
3797
3798
3799
3800
3801
3802
3803
3804
3805
3806
3807
3808
3809
3810
3811
3812
3813
3814
3815
3816
3817
3818
3819
3820
3821
3822
3823
3824
3825
3826
3827
3828
3829
3830
3831
3832
3833
3834
3835
3836
3837
3838
3839
3840
3841
3842
3843
3844
3845
3846
3847
3848
3849
3850
3851
3852
3853
3854
3855
3856
3857
3858
3859
3860
3861
3862
3863
3864
3865
3866
3867
3868
3869
3870
3871
3872
3873
3874
3875
3876
3877
3878
3879
3880
3881
3882
3883
3884
3885
3886
3887
3888
3889
3890
3891
3892
3893
3894
3895
3896
3897
3898
3899
3900
3901
3902
3903
3904
3905
3906
3907
3908
3909
3910
3911
3912
3913
3914
3915
3916
3917
3918
3919
3920
3921
3922
3923
3924
3925
3926
3927
3928
3929
3930
3931
3932
3933
3934
3935
3936
3937
3938
3939
3940
3941
3942
3943
3944
3945
3946
3947
3948
3949
3950
3951
3952
3953
3954
3955
3956
3957
3958
3959
3960
3961
3962
3963
3964
3965
3966
3967
3968
3969
3970
3971
3972
3973
3974
3975
3976
3977
3978
3979
3980
3981
3982
3983
3984
3985
3986
3987
3988
3989
3990
3991
3992
3993
3994
3995
3996
3997
3998
3999
4000
4001
4002
4003
4004
4005
4006
4007
4008
4009
4010
4011
4012
4013
4014
4015
4016
4017
4018
4019
4020
4021
4022
4023
4024
4025
4026
4027
4028
4029
4030
4031
4032
4033
4034
4035
4036
4037
4038
4039
4040
4041
4042
4043
4044
4045
4046
4047
4048
4049
4050
4051
4052
4053
4054
4055
4056
4057
4058
4059
4060
4061
4062
4063
4064
4065
4066
4067
4068
4069
4070
4071
4072
4073
4074
4075
4076
4077
4078
4079
4080
4081
4082
4083
4084
4085
4086
4087
4088
4089
4090
4091
4092
4093
4094
4095
4096
4097
4098
4099
4100
4101
4102
4103
4104
4105
4106
4107
4108
4109
4110
4111
4112
4113
4114
4115
4116
4117
4118
4119
4120
4121
4122
4123
4124
4125
4126
4127
4128
4129
4130
4131
4132
4133
4134
4135
4136
4137
4138
4139
4140
4141
4142
4143
4144
4145
4146
4147
4148
4149
4150
4151
4152
4153
4154
4155
4156
4157
4158
4159
4160
4161
4162
4163
4164
4165
4166
4167
4168
4169
4170
4171
4172
4173
4174
4175
4176
4177
4178
4179
4180
4181
4182
4183
4184
4185
4186
4187
4188
4189
4190
4191
4192
4193
4194
4195
4196
4197
4198
4199
4200
4201
4202
4203
4204
4205
4206
4207
4208
4209
4210
4211
4212
4213
4214
4215
4216
4217
4218
4219
4220
4221
4222
4223
4224
4225
4226
4227
4228
4229
4230
4231
4232
4233
4234
4235
4236
4237
4238
4239
4240
4241
4242
4243
4244
4245
4246
4247
4248
4249
4250
4251
4252
4253
4254
4255
4256
4257
4258
4259
4260
4261
4262
4263
4264
4265
4266
4267
4268
4269
4270
4271
4272
4273
4274
4275
4276
4277
4278
4279
4280
4281
4282
4283
4284
4285
4286
4287
4288
4289
4290
4291
4292
4293
4294
4295
4296
4297
4298
4299
4300
4301
4302
4303
4304
4305
4306
4307
4308
4309
4310
4311
4312
4313
4314
4315
4316
4317
4318
4319
4320
4321
4322
4323
4324
4325
4326
4327
4328
4329
4330
4331
4332
4333
4334
4335
4336
4337
4338
4339
4340
4341
4342
4343
4344
4345
4346
4347
4348
4349
4350
4351
4352
4353
4354
4355
4356
4357
4358
4359
4360
4361
4362
4363
4364
4365
4366
4367
4368
4369
4370
4371
4372
4373
4374
4375
4376
4377
4378
4379
4380
4381
4382
4383
4384
4385
4386
4387
4388
4389
4390
4391
4392
4393
4394
4395
4396
4397
4398
4399
4400
4401
4402
4403
4404
4405
4406
4407
4408
4409
4410
4411
4412
4413
4414
4415
4416
4417
4418
4419
4420
4421
4422
4423
4424
4425
4426
4427
4428
4429
4430
4431
4432
4433
4434
4435
4436
4437
4438
4439
4440
4441
4442
4443
4444
4445
4446
4447
4448
4449
4450
4451
4452
4453
4454
4455
4456
4457
4458
4459
4460
4461
4462
4463
4464
4465
4466
4467
4468
4469
4470
4471
4472
4473
4474
4475
4476
4477
4478
4479
4480
4481
4482
4483
4484
4485
4486
4487
4488
4489
4490
4491
4492
4493
4494
4495
4496
4497
4498
4499
4500
4501
4502
4503
4504
4505
4506
4507
4508
4509
4510
4511
4512
4513
4514
4515
4516
4517
4518
4519
4520
4521
4522
4523
4524
4525
4526
4527
4528
4529
4530
4531
4532
4533
4534
4535
4536
4537
4538
4539
4540
4541
4542
4543
4544
4545
4546
4547
4548
4549
4550
4551
4552
4553
4554
4555
4556
4557
4558
4559
4560
4561
4562
4563
4564
4565
4566
4567
4568
4569
4570
4571
4572
4573
4574
4575
4576
4577
4578
4579
4580
4581
4582
4583
4584
4585
4586
4587
4588
4589
4590
4591
4592
4593
4594
4595
4596
4597
4598
4599
4600
4601
4602
4603
4604
4605
4606
4607
4608
4609
4610
4611
4612
4613
4614
4615
4616
4617
4618
4619
4620
4621
4622
4623
4624
4625
4626
4627
4628
4629
4630
4631
4632
4633
4634
4635
4636
4637
4638
4639
4640
4641
4642
4643
4644
4645
4646
4647
4648
4649
4650
4651
4652
4653
4654
4655
4656
4657
4658
4659
4660
4661
4662
4663
4664
4665
4666
4667
4668
4669
4670
4671
4672
4673
4674
4675
4676
4677
4678
4679
4680
4681
4682
4683
4684
4685
4686
4687
4688
4689
4690
4691
4692
4693
4694
4695
4696
4697
4698
4699
4700
4701
4702
4703
4704
4705
4706
4707
4708
4709
4710
4711
4712
4713
4714
4715
4716
4717
4718
4719
4720
4721
4722
4723
4724
4725
4726
4727
4728
4729
4730
4731
4732
4733
4734
4735
4736
4737
4738
4739
4740
4741
4742
4743
4744
4745
4746
4747
4748
4749
4750
4751
4752
4753
4754
4755
4756
4757
4758
4759
4760
4761
4762
4763
4764
4765
4766
4767
4768
4769
4770
4771
4772
4773
4774
4775
4776
4777
4778
4779
4780
4781
4782
4783
4784
4785
4786
4787
4788
4789
4790
4791
4792
4793
4794
4795
4796
4797
4798
4799
4800
4801
4802
4803
4804
4805
4806
4807
4808
4809
4810
4811
4812
4813
4814
4815
4816
4817
4818
4819
4820
4821
4822
4823
4824
4825
4826
4827
4828
4829
4830
4831
4832
4833
4834
4835
4836
4837
4838
4839
4840
4841
4842
4843
4844
4845
4846
4847
4848
4849
4850
4851
4852
4853
4854
4855
4856
4857
4858
4859
4860
4861
4862
4863
4864
4865
4866
4867
4868
4869
4870
4871
4872
4873
4874
4875
4876
4877
4878
4879
4880
4881
4882
4883
4884
4885
4886
4887
4888
4889
4890
4891
4892
4893
4894
4895
4896
4897
4898
4899
4900
4901
4902
4903
4904
4905
4906
4907
4908
4909
4910
4911
4912
4913
4914
4915
4916
4917
4918
4919
4920
4921
4922
4923
4924
4925
4926
4927
4928
4929
4930
4931
4932
4933
4934
4935
4936
4937
4938
4939
4940
4941
4942
4943
4944
4945
4946
4947
4948
4949
4950
4951
4952
4953
4954
4955
4956
4957
4958
4959
4960
4961
4962
4963
4964
4965
4966
4967
4968
4969
4970
4971
4972
4973
4974
4975
4976
4977
4978
4979
4980
4981
4982
4983
4984
4985
4986
4987
4988
4989
4990
4991
4992
4993
4994
4995
4996
4997
4998
4999
5000
5001
5002
5003
5004
5005
5006
5007
5008
5009
5010
5011
5012
5013
5014
5015
5016
5017
5018
5019
5020
5021
5022
5023
5024
5025
5026
5027
5028
5029
5030
5031
5032
5033
5034
5035
5036
5037
5038
5039
5040
5041
5042
5043
5044
5045
5046
5047
5048
5049
5050
5051
5052
5053
5054
5055
5056
5057
5058
5059
5060
5061
5062
5063
5064
5065
5066
5067
5068
5069
5070
5071
5072
5073
5074
5075
5076
5077
5078
5079
5080
5081
5082
5083
5084
5085
5086
5087
5088
5089
5090
5091
5092
5093
5094
5095
5096
5097
5098
5099
5100
5101
5102
5103
5104
5105
5106
5107
5108
5109
5110
5111
5112
5113
5114
5115
5116
5117
5118
5119
5120
5121
5122
5123
5124
5125
5126
5127
5128
5129
5130
5131
5132
5133
5134
5135
5136
5137
5138
5139
5140
5141
5142
5143
5144
5145
5146
5147
5148
5149
5150
5151
5152
5153
5154
5155
5156
5157
5158
5159
5160
5161
5162
5163
5164
5165
5166
5167
5168
5169
5170
5171
5172
5173
5174
5175
5176
5177
5178
5179
5180
5181
5182
5183
5184
5185
5186
5187
5188
5189
5190
5191
5192
5193
5194
5195
5196
5197
5198
5199
5200
5201
5202
5203
5204
5205
5206
5207
5208
5209
5210
5211
5212
5213
5214
5215
5216
5217
5218
5219
5220
5221
5222
5223
5224
5225
5226
5227
5228
5229
5230
5231
5232
5233
5234
5235
5236
5237
5238
5239
5240
5241
5242
5243
5244
5245
5246
5247
5248
5249
5250
5251
5252
5253
5254
5255
5256
5257
5258
5259
5260
5261
5262
5263
5264
5265
5266
5267
5268
5269
5270
5271
5272
5273
5274
5275
5276
5277
5278
5279
5280
5281
5282
5283
5284
5285
5286
5287
5288
5289
5290
5291
5292
5293
5294
5295
5296
5297
5298
5299
5300
5301
5302
5303
5304
5305
5306
5307
5308
5309
5310
5311
5312
5313
5314
5315
5316
5317
5318
5319
5320
5321
5322
5323
5324
5325
5326
5327
5328
5329
5330
5331
5332
5333
5334
5335
5336
5337
5338
5339
5340
5341
5342
5343
5344
5345
5346
5347
5348
5349
5350
5351
5352
5353
5354
5355
5356
5357
5358
5359
5360
5361
5362
5363
5364
5365
5366
5367
5368
5369
5370
5371
5372
5373
5374
5375
5376
5377
5378
5379
5380
5381
5382
5383
5384
5385
5386
5387
5388
5389
5390
5391
5392
5393
5394
5395
5396
5397
5398
5399
5400
5401
5402
5403
5404
5405
5406
5407
5408
5409
5410
5411
5412
5413
5414
5415
5416
5417
5418
5419
5420
5421
5422
5423
5424
5425
5426
5427
5428
5429
5430
5431
5432
5433
5434
5435
5436
5437
5438
5439
5440
5441
5442
5443
5444
5445
5446
5447
5448
5449
5450
5451
5452
5453
5454
5455
5456
5457
5458
5459
5460
5461
5462
5463
5464
(* Content-type: application/vnd.wolfram.mathematica *)

(*** Wolfram Notebook File ***)
(* http://www.wolfram.com/nb *)

(* CreatedBy='WolframEngine 11.0' *)

(*CacheID: 234*)
(* Internal cache information:
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[       160,          7]
NotebookDataLength[    266505,       5456]
NotebookOptionsPosition[    260551,       5318]
NotebookOutlinePosition[    260886,       5333]
CellTagsIndexPosition[    260843,       5330]
WindowFrame->Normal*)

(* Beginning of Notebook Content *)
Notebook[{
Cell[BoxData[{
 RowBox[{"\[CapitalDelta]", ":=", 
  RowBox[{"15", "/", "8"}]}], "\[IndentingNewLine]", 
 RowBox[{"\[Gamma]", ":=", 
  RowBox[{"7", "/", "4"}]}], "\[IndentingNewLine]", 
 RowBox[{"\[Beta]", ":=", 
  RowBox[{"1", "/", "8"}]}]}], "Input",
 CellChangeTimes->{{3.7063083106573963`*^9, 3.7063083329533043`*^9}, {
  3.712334405178295*^9, 
  3.712334412851521*^9}},ExpressionUUID->"453b2247-e031-4ce0-942e-\
333cafb9d8bf"],

Cell[BoxData[{
 RowBox[{"B", ":=", 
  RowBox[{
   SuperscriptBox["Tc", "2"], 
   RowBox[{"\[ScriptCapitalM]0", "/", 
    RowBox[{"(", 
     RowBox[{"16", " ", "\[Pi]"}], ")"}]}]}]}], "\[IndentingNewLine]", 
 RowBox[{"\[ScriptCapitalM]0", ":=", 
  SuperscriptBox[
   RowBox[{"(", 
    RowBox[{
     SuperscriptBox["2", 
      RowBox[{"5", "/", "2"}]], 
     RowBox[{"ArcSinh", "[", "1", "]"}]}], ")"}], 
   "\[Beta]"]}], "\[IndentingNewLine]", 
 RowBox[{"Tc", ":=", 
  RowBox[{"2", "/", 
   RowBox[{"Log", "[", 
    RowBox[{"1", "+", 
     RowBox[{"Sqrt", "[", "2", "]"}]}], "]"}]}]}]}], "Input",
 CellChangeTimes->{{3.710165117000553*^9, 3.710165135845058*^9}, {
  3.710166812248849*^9, 3.710166813704604*^9}, {3.7101686184055443`*^9, 
  3.710168639875917*^9}, {3.712332904286895*^9, 3.712332924319373*^9}, {
  3.712336262642572*^9, 
  3.712336263087694*^9}},ExpressionUUID->"8520f7d9-58a8-45e4-8f09-\
0593a7effe0b"],

Cell[BoxData[{
 RowBox[{"Ch", ":=", "0.838677624411"}], "\[IndentingNewLine]", 
 RowBox[{"C0", ":=", "0.0255369719"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"Gs", ":=", 
   RowBox[{"{", 
    RowBox[{
     RowBox[{"-", "1.3578383417066"}], ",", 
     RowBox[{"-", "0.048953289720"}], ",", "0.038863932", ",", 
     RowBox[{"-", "0.068362119"}], ",", "0.18388370", ",", 
     RowBox[{"-", "0.6591714"}], ",", "2.937665", ",", 
     RowBox[{"-", "15.61"}]}], "}"}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"\[CapitalPhi]s", ":=", 
   RowBox[{"{", 
    RowBox[{
     RowBox[{"-", "1.197733383797993"}], ",", 
     RowBox[{"-", "0.318810124891"}], ",", "0.110886196683", ",", 
     "0.01642689465", ",", 
     RowBox[{"-", "2.639978"}], ",", 
     RowBox[{"-", "5.140526"}], ",", "2.08856", ",", 
     RowBox[{"-", "4.4819"}]}], "}"}]}], ";"}]}], "Input",
 CellChangeTimes->{{3.710169173253154*^9, 3.710169184053568*^9}, 
   3.710176296470265*^9, {3.7104325222932177`*^9, 3.710432528757256*^9}, {
   3.710501137799197*^9, 3.710501138175331*^9}, 3.710501169167768*^9, 
   3.710511723204533*^9, {3.710511776901121*^9, 3.710511777086232*^9}, {
   3.710513569993368*^9, 3.710513570186606*^9}, {3.710947708992654*^9, 
   3.71094771436915*^9}, {3.71138858519073*^9, 3.711388709847731*^9}, 
   3.712333611380781*^9},ExpressionUUID->"5438519c-7952-4225-a1e4-\
2658de13ea79"],

Cell[BoxData[
 RowBox[{
  RowBox[{
   RowBox[{"t", "[", "Tc_", "]"}], "[", "T_", "]"}], ":=", 
  RowBox[{"Abs", "[", 
   FractionBox[
    RowBox[{"T", "-", "Tc"}], "T"], "]"}]}]], "Input",
 CellChangeTimes->{{3.704741683097254*^9, 3.704741703621593*^9}, {
  3.704966329354185*^9, 
  3.704966331937989*^9}},ExpressionUUID->"d44f3e47-dc47-446a-9531-\
356bd4f683cd"],

Cell[BoxData[
 RowBox[{
  RowBox[{"data", "=", 
   RowBox[{
   "Import", "[", 
    "\"\<~/doc/research/sethna/doc/essential-ising_doc/data/data_square-4096.\
dat\>\"", "]"}]}], ";"}]], "Input",
 CellChangeTimes->CompressedData["
1:eJxTTMoPSmViYGCQBGIQ/SO46bvZrNeOaybM/Qmi5d467A4B0ldyHPaAaJWL
i6aFAmnFqJkzQXTrfb3sSCBt4s6dA6J9lvItTgbSsRcTwLTBRhn3lUA6JEAJ
TN9dcoJpNZDWZz8Hpv95hHBuA9IH0iPB9Gmmn7v/AumwuX/BtEVM20EQzbx5
Kpj+9+ynBfPs1471tyssQfRlUb7NIJpB5zmYXpR605wFSPckRVmA6OgZnFb8
QPqRQqk1iBZ6xpIhDKQrmU2zQfQ24aDr4iDaJhJM83yVEu8C0qd6XoLpf3OP
TLCY+9qxwuUamN7KXVKzCUhPWNdfB6Kfpb31j5r32vGHWGQAiN5eu6/wDZBu
63kIpt/tLXwRP/+1o55dB5heYvxo30ogveYp134Q/VGb5cZFIH2FMQNM/+jz
uAuiax7lgGkAt+fV8g==
  
  "],ExpressionUUID->"9c43836c-5224-4a7f-b325-f696ee8f0277"],

Cell[BoxData[
 RowBox[{
  RowBox[{"assData", "=", 
   RowBox[{
    RowBox[{
     RowBox[{"Thread", "[", 
      RowBox[{"Rule", "[", 
       RowBox[{
        RowBox[{"{", 
         RowBox[{
         "\"\<L\>\"", ",", "\"\<T\>\"", ",", "\"\<H\>\"", ",", "\"\<E\>\"", 
          ",", "\"\<\[Delta]E\>\"", ",", "\"\<M\>\"", ",", 
          "\"\<\[Delta]M\>\"", ",", "\"\<C\>\"", ",", "\"\<\[Delta]C\>\"", 
          ",", "\"\<\[Chi]\>\"", ",", "\"\<\[Delta]\[Chi]\>\""}], "}"}], ",", 
        "#"}], "]"}], "]"}], "&"}], "/@", "data"}]}], ";"}]], "Input",
 CellChangeTimes->{{3.7063080739089403`*^9, 3.706308196943145*^9}, {
  3.706308240016282*^9, 
  3.706308244511922*^9}},ExpressionUUID->"a43d9214-a29f-42c0-be11-\
b311bd30fcba"],

Cell[BoxData[
 RowBox[{
  RowBox[{"ht\[CapitalDelta]v\[Chi]t\[Gamma]", "=", 
   RowBox[{
    RowBox[{
     RowBox[{
      RowBox[{"{", 
       RowBox[{
        RowBox[{
         RowBox[{"\"\<H\>\"", "/", "\"\<T\>\""}], 
         SuperscriptBox[
          RowBox[{"(", 
           RowBox[{
            RowBox[{"t", "[", "Tc", "]"}], "[", "\"\<T\>\"", "]"}], ")"}], 
          RowBox[{"-", "\[CapitalDelta]"}]]}], ",", 
        RowBox[{"\"\<T\>\"", "\"\<\[Chi]\>\"", " ", 
         SuperscriptBox[
          RowBox[{"(", 
           RowBox[{
            RowBox[{"t", "[", "Tc", "]"}], "[", "\"\<T\>\"", "]"}], ")"}], 
          "\[Gamma]"]}]}], "}"}], "/.", "#"}], "&"}], "/@", "assData"}]}], 
  ";"}]], "Input",
 CellChangeTimes->{{3.7084424185475073`*^9, 3.708442466974317*^9}, {
  3.712334432699621*^9, 3.7123344426988583`*^9}, {3.712334506300148*^9, 
  3.712334506475676*^9}, {3.712414174322257*^9, 
  3.7124141746816587`*^9}},ExpressionUUID->"6084435f-1cba-48f5-b83b-\
776c8904b43e"],

Cell[BoxData[
 RowBox[{
  RowBox[{"G2C", "[", 
   RowBox[{"G_", ",", "n_"}], "]"}], ":=", 
  RowBox[{
   SuperscriptBox[
    RowBox[{"(", 
     RowBox[{"2", 
      RowBox[{"ArcSinh", "[", "1", "]"}]}], ")"}], "2"], 
   SuperscriptBox[
    RowBox[{"(", 
     RowBox[{"Ch", " ", 
      SuperscriptBox[
       RowBox[{"(", 
        RowBox[{"2", 
         RowBox[{"ArcSinh", "[", "1", "]"}]}], ")"}], 
       RowBox[{"-", "\[CapitalDelta]"}]]}], ")"}], "n"], "G"}]}]], "Input",
 CellChangeTimes->{{3.710431611671788*^9, 3.710431807930592*^9}, {
  3.710431856538815*^9, 3.7104318583308353`*^9}, {3.710431919875804*^9, 
  3.710431926395955*^9}, {3.7104319922690163`*^9, 3.710432021645361*^9}, {
  3.710432077446334*^9, 3.710432079534667*^9}, {3.7104321123044033`*^9, 
  3.7104321124801607`*^9}, {3.710432149639596*^9, 3.710432150055525*^9}, {
  3.71043268970404*^9, 3.710432706152014*^9}, {3.710499171168581*^9, 
  3.710499171640834*^9}, {3.7113887207043552`*^9, 3.7113887254325523`*^9}, {
  3.711746644260429*^9, 3.711746646000889*^9}, {3.7123362695709867`*^9, 
  3.712336270395398*^9}},ExpressionUUID->"8012ae8b-f509-4055-88d8-\
6ab9179c5d6b"],

Cell[BoxData[
 RowBox[{
  RowBox[{"Gs2Cs", "[", "Gs_", "]"}], ":=", 
  RowBox[{"MapIndexed", "[", 
   RowBox[{
    RowBox[{
     RowBox[{"G2C", "[", 
      RowBox[{"#1", ",", 
       RowBox[{"#2", "[", 
        RowBox[{"[", "1", "]"}], "]"}]}], "]"}], "&"}], ",", "Gs"}], 
   "]"}]}]], "Input",
 CellChangeTimes->{{3.7113887305096493`*^9, 
  3.711388752705145*^9}},ExpressionUUID->"9d6df2e9-b392-44e3-8d2d-\
0d2fbd39108b"],

Cell[BoxData[
 RowBox[{
  RowBox[{"\[CapitalPhi]2C", "[", 
   RowBox[{"\[CapitalPhi]_", ",", "n_"}], "]"}], ":=", 
  RowBox[{
   SuperscriptBox[
    RowBox[{"(", 
     RowBox[{"2", 
      RowBox[{"ArcSinh", "[", "1", "]"}]}], ")"}], "2"], 
   SuperscriptBox[
    RowBox[{"(", 
     RowBox[{"Ch", " ", 
      SuperscriptBox[
       RowBox[{"(", 
        RowBox[{"2", 
         RowBox[{"ArcSinh", "[", "1", "]"}]}], ")"}], 
       RowBox[{
        RowBox[{"-", "15"}], "/", "8"}]]}], ")"}], 
    RowBox[{
     RowBox[{"16", "/", "15"}], "-", 
     RowBox[{
      RowBox[{"8", "/", "15"}], "n"}]}]], "\[CapitalPhi]"}]}]], "Input",
 CellChangeTimes->{{3.711388784468334*^9, 3.711388796618476*^9}, {
   3.7113890628705187`*^9, 3.711389159296204*^9}, {3.7113893315569563`*^9, 
   3.711389481334655*^9}, {3.71138985874389*^9, 3.711389938559081*^9}, {
   3.711389984384206*^9, 3.711390030512754*^9}, {3.711390118386538*^9, 
   3.711390123322785*^9}, {3.711392878404933*^9, 3.711392959726313*^9}, {
   3.711393030990801*^9, 3.7113930689353456`*^9}, {3.7113933770364037`*^9, 
   3.711393405821177*^9}, {3.711393734513516*^9, 3.711393753722184*^9}, 
   3.7113937840344963`*^9},ExpressionUUID->"fe4cc6eb-7a17-4492-88c6-\
d064203dafb1"],

Cell[BoxData[
 RowBox[{
  RowBox[{"\[CapitalPhi]2f", "[", 
   RowBox[{"\[CapitalPhi]_", ",", "n_"}], "]"}], ":=", 
  RowBox[{
   RowBox[{"(", 
    RowBox[{
     FractionBox["1", "15"], "-", 
     FractionBox[
      RowBox[{"8", " ", "n"}], "15"]}], ")"}], " ", 
   RowBox[{"(", 
    RowBox[{
     FractionBox["16", "15"], "-", 
     FractionBox[
      RowBox[{"8", " ", "n"}], "15"]}], ")"}], 
   RowBox[{"\[CapitalPhi]2C", "[", 
    RowBox[{"\[CapitalPhi]", ",", "n"}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.71139385111989*^9, 
  3.7113938884129877`*^9}},ExpressionUUID->"1f83e486-383e-46ee-b0f8-\
0bcc636d076a"],

Cell[BoxData[
 RowBox[{
  RowBox[{"\[CapitalPhi]s2fs", "[", "\[CapitalPhi]s_", "]"}], ":=", 
  RowBox[{"MapIndexed", "[", 
   RowBox[{
    RowBox[{
     RowBox[{"\[CapitalPhi]2f", "[", 
      RowBox[{"#1", ",", 
       RowBox[{
        RowBox[{"#2", "[", 
         RowBox[{"[", "1", "]"}], "]"}], "-", "1"}]}], "]"}], "&"}], ",", 
    "\[CapitalPhi]s"}], "]"}]}]], "Input",
 CellChangeTimes->{{3.711393802777763*^9, 3.71139382823591*^9}, {
  3.711393894325083*^9, 
  3.711393897628517*^9}},ExpressionUUID->"a7a65e56-b6ca-40ec-81b9-\
c85c27760d23"],

Cell[BoxData[
 RowBox[{
  RowBox[{
   RowBox[{"\[ScriptCapitalY]", "[", 
    RowBox[{"A_", ",", "B_"}], "]"}], "[", "X_", "]"}], ":=", 
  RowBox[{"With", "[", 
   RowBox[{
    RowBox[{"{", 
     RowBox[{"Y", "=", 
      RowBox[{"B", " ", "X"}]}], "}"}], ",", 
    RowBox[{
     FractionBox[
      RowBox[{"A", " ", 
       SuperscriptBox["B", "2"]}], 
      RowBox[{"\[Pi]", " ", 
       SuperscriptBox["Y", "3"]}]], " ", 
     RowBox[{"(", 
      RowBox[{
       RowBox[{"Y", 
        RowBox[{"(", 
         RowBox[{"Y", "-", "1"}], ")"}]}], "-", 
       RowBox[{
        RowBox[{"Exp", "[", 
         RowBox[{"1", "/", "Y"}], "]"}], 
        RowBox[{"ExpIntegralEi", "[", 
         RowBox[{
          RowBox[{"-", "1"}], "/", "Y"}], "]"}]}]}], ")"}]}]}], 
   "]"}]}]], "Input",
 CellChangeTimes->{{3.711124441710182*^9, 3.711124530878909*^9}, {
   3.7111245683253117`*^9, 3.711124693735055*^9}, {3.711124986668089*^9, 
   3.711124991547586*^9}, {3.711125054779648*^9, 3.711125060364771*^9}, {
   3.711128839760344*^9, 3.7111288423582163`*^9}, 3.711745351025848*^9, {
   3.712444782668785*^9, 
   3.712444810334702*^9}},ExpressionUUID->"09618fc2-355f-4b7a-bdc9-\
8e7737cc6527"],

Cell[BoxData[
 RowBox[{
  RowBox[{
   RowBox[{"f", "[", 
    RowBox[{"c_", ",", "\[Lambda]_", ",", "n_"}], "]"}], "[", "X_", "]"}], ":=", 
  FractionBox[
   RowBox[{"c", " ", 
    SuperscriptBox["X", "n"]}], 
   RowBox[{"1", "+", 
    SuperscriptBox[
     RowBox[{"(", 
      RowBox[{"\[Lambda]", " ", "X"}], ")"}], 
     RowBox[{"n", "+", "1"}]]}]]}]], "Input",
 CellChangeTimes->{{3.711745360060711*^9, 3.711745466429007*^9}, {
  3.712332255645196*^9, 
  3.712332264604857*^9}},ExpressionUUID->"3c937161-0a6e-438d-af4f-\
3dd66630fd12"],

Cell[BoxData[
 RowBox[{
  RowBox[{
   RowBox[{"F", "[", 
    RowBox[{"\[Lambda]_", ",", 
     RowBox[{"{", "Cs___", "}"}]}], "]"}], "[", "X_", "]"}], ":=", 
  RowBox[{"Total", "@", 
   RowBox[{"MapIndexed", "[", 
    RowBox[{
     RowBox[{
      RowBox[{
       RowBox[{"f", "[", 
        RowBox[{"#1", ",", "\[Lambda]", ",", 
         RowBox[{
          RowBox[{"#2", "[", 
           RowBox[{"[", "1", "]"}], "]"}], "-", "1"}]}], "]"}], "[", "X", 
       "]"}], "&"}], ",", 
     RowBox[{"{", "Cs", "}"}]}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.711280376265687*^9, 3.7112804332866573`*^9}, {
  3.711280475060844*^9, 3.711280512109704*^9}, {3.711280550958372*^9, 
  3.711280551654231*^9}, {3.7112811962485027`*^9, 3.7112811998084784`*^9}, {
  3.711281455683463*^9, 3.711281458996625*^9}, {3.711281515084396*^9, 
  3.7112815266039762`*^9}, {3.711281568126196*^9, 3.711281568326316*^9}, {
  3.711281600383168*^9, 3.711281600510542*^9}, {3.711382284101598*^9, 
  3.711382289078205*^9}, {3.71138325877594*^9, 3.711383261815545*^9}, {
  3.711411054298094*^9, 3.7114110558496113`*^9}, {3.711418094014813*^9, 
  3.711418095509705*^9}, {3.7114181830506573`*^9, 3.711418188448765*^9}, {
  3.7117454706317997`*^9, 3.711745559966292*^9}, {3.7117481414510612`*^9, 
  3.711748141715679*^9}, {3.712332281997588*^9, 3.712332282091671*^9}, {
  3.7123323947108173`*^9, 3.71233239659125*^9}, {3.7123324622153397`*^9, 
  3.71233246228836*^9}},ExpressionUUID->"735d5501-1f21-45bd-8ed0-\
f6cf093305c2"],

Cell[BoxData[
 RowBox[{
  RowBox[{
   RowBox[{"t\[ScriptCapitalY]", "[", 
    RowBox[{"A_", ",", "B_", ",", "\[Lambda]_", ",", "\[Lambda]2_", ",", 
     RowBox[{"{", "Cs___", "}"}]}], "]"}], "[", "X_", "]"}], ":=", 
  RowBox[{
   SuperscriptBox[
    RowBox[{"(", 
     RowBox[{"1", "+", 
      RowBox[{"B", " ", "X"}]}], ")"}], 
    RowBox[{"1", "/", "15"}]], 
   RowBox[{"With", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"Y", "=", "X"}], "}"}], ",", 
     RowBox[{"(", 
      RowBox[{
       RowBox[{
        RowBox[{"\[ScriptCapitalY]", "[", 
         RowBox[{"A", ",", "B"}], "]"}], "[", "Y", "]"}], "+", 
       RowBox[{
        RowBox[{"F", "[", 
         RowBox[{"\[Lambda]", ",", 
          RowBox[{"{", "Cs", "}"}]}], "]"}], "[", 
        RowBox[{"B", " ", "Y"}], "]"}]}], ")"}]}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.711400051541917*^9, 3.7114001452974653`*^9}, {
   3.711401123611092*^9, 3.7114011299546947`*^9}, 3.7114011637948437`*^9, {
   3.711401560507028*^9, 3.71140156086724*^9}, {3.711401645931511*^9, 
   3.711401650828912*^9}, {3.7114016912805643`*^9, 3.711401694636785*^9}, {
   3.711402290374463*^9, 3.711402293474028*^9}, {3.711411058672563*^9, 
   3.711411061746209*^9}, {3.7114110960824423`*^9, 3.711411096570217*^9}, {
   3.711417941830036*^9, 3.711417944365245*^9}, {3.711418028207302*^9, 
   3.7114180292548733`*^9}, {3.7114181957049837`*^9, 3.711418206729879*^9}, {
   3.711745572708201*^9, 3.711745580595965*^9}, {3.711745629448295*^9, 
   3.711745634093555*^9}, {3.711745793281616*^9, 3.711745807111754*^9}, {
   3.711746292570936*^9, 3.711746293098068*^9}, {3.711746326494326*^9, 
   3.71174632777686*^9}, 3.7117464177923107`*^9, {3.711747283012965*^9, 
   3.711747294841539*^9}, {3.711747505898472*^9, 3.7117475236889877`*^9}, 
   3.712332514882201*^9, {3.712334707430091*^9, 3.7123347230054617`*^9}, {
   3.712334807076936*^9, 3.712334813014325*^9}, {3.71233601684032*^9, 
   3.7123360175518208`*^9}, {3.712336047623122*^9, 3.712336047974897*^9}, {
   3.71233798039786*^9, 3.712337993741922*^9}, {3.712338252324432*^9, 
   3.712338281388233*^9}, {3.7123383286857233`*^9, 3.7123383339240847`*^9}, {
   3.7123387438902597`*^9, 3.712338820451537*^9}, {3.7123388776141148`*^9, 
   3.712338924638679*^9}, {3.712340141787671*^9, 3.712340142043068*^9}, {
   3.712340545729707*^9, 3.7123405486970377`*^9}, {3.712341470496182*^9, 
   3.712341474407735*^9}, {3.71234183036593*^9, 3.7123418305810213`*^9}, {
   3.712354555968*^9, 3.7123545563597813`*^9}, {3.712354943966426*^9, 
   3.712354955133952*^9}, {3.712415319222093*^9, 3.712415347484277*^9}, {
   3.712415409126966*^9, 3.712415422437852*^9}, {3.712415854268941*^9, 
   3.712415854838209*^9}, {3.712416016679778*^9, 3.712416017303521*^9}, {
   3.7124170695470552`*^9, 3.712417078618964*^9}, {3.7124193543124943`*^9, 
   3.712419364599393*^9}, {3.7124198922963953`*^9, 3.7124198935297413`*^9}, 
   3.712444751854981*^9, {3.712444814901537*^9, 3.712444817925375*^9}, {
   3.712444931415309*^9, 
   3.712444932206974*^9}},ExpressionUUID->"3cc7a352-8e74-40d2-a8dc-\
c80eb20715ce"],

Cell[BoxData[
 RowBox[{
  RowBox[{
   RowBox[{
    RowBox[{"coeff", "[", 
     RowBox[{"A_", ",", "\[Lambda]_", ",", "\[Lambda]2_", ",", 
      RowBox[{"{", "cs___", "}"}]}], "]"}], "[", "m_", "]"}], ":=", 
   RowBox[{"SeriesCoefficient", "[", 
    RowBox[{
     RowBox[{
      RowBox[{
       RowBox[{"-", "1"}], "/", 
       RowBox[{"(", 
        RowBox[{
         RowBox[{"(", 
          RowBox[{"2", "+", "m"}], ")"}], 
         RowBox[{"(", 
          RowBox[{"1", "+", "m"}], ")"}]}], ")"}]}], 
      RowBox[{
       RowBox[{"t\[ScriptCapitalY]", "[", 
        RowBox[{"A", ",", "B", ",", "\[Lambda]", ",", "\[Lambda]2", ",", 
         RowBox[{"{", "cs", "}"}]}], "]"}], "[", "X", "]"}]}], ",", 
     RowBox[{"{", 
      RowBox[{"X", ",", "0", ",", "m"}], "}"}], ",", 
     RowBox[{"Assumptions", "\[Rule]", 
      RowBox[{"{", 
       RowBox[{"X", ">", "0"}], "}"}]}]}], "]"}]}], ";"}]], "Input",
 CellChangeTimes->{{3.711125517648148*^9, 3.711125596028914*^9}, {
   3.711126666838328*^9, 3.7111266715099497`*^9}, 3.7111268045836067`*^9, {
   3.711128367184978*^9, 3.711128384456789*^9}, {3.711128921727463*^9, 
   3.711128923577119*^9}, 3.711144855567177*^9, {3.711145027742408*^9, 
   3.71114502943013*^9}, {3.711280668446847*^9, 3.711280730409648*^9}, {
   3.7113826612331057`*^9, 3.711382679277907*^9}, {3.711383047597011*^9, 
   3.7113830478424788`*^9}, {3.711384103841185*^9, 3.711384111734256*^9}, {
   3.711384264405143*^9, 3.711384265063219*^9}, {3.711384436088707*^9, 
   3.7113844376716547`*^9}, {3.711384620210237*^9, 3.7113846367455606`*^9}, {
   3.7114004711968117`*^9, 3.7114004803133173`*^9}, {3.7117458319145947`*^9, 
   3.7117458474622087`*^9}, {3.711745892439929*^9, 3.711745895023213*^9}, 
   3.711747513293597*^9, {3.712332645436041*^9, 3.7123326555554657`*^9}, {
   3.7123328272950077`*^9, 3.712332827454815*^9}, {3.712333057523223*^9, 
   3.7123330584827547`*^9}, {3.712334565660677*^9, 3.712334566179604*^9}, 
   3.712334911938224*^9, {3.712334968375413*^9, 3.7123349881834917`*^9}, 
   3.712335636842126*^9, 3.712336613065865*^9, {3.7123393976391163`*^9, 
   3.7123393986389*^9}, {3.712354572622405*^9, 3.712354573142272*^9}, {
   3.712354959270417*^9, 3.712354968646373*^9}, {3.712444271229842*^9, 
   3.712444280599669*^9}},ExpressionUUID->"e24f4a68-986e-4066-a581-\
a6f6c7f2d0d4"],

Cell[BoxData[
 RowBox[{
  RowBox[{
   RowBox[{"tail", "[", 
    RowBox[{"A_", ",", "\[Lambda]_", ",", "\[Lambda]2_", ",", 
     RowBox[{"{", "cs___", "}"}]}], "]"}], "[", "m_", "]"}], ":=", 
  RowBox[{"SeriesCoefficient", "[", 
   RowBox[{
    RowBox[{"-", 
     RowBox[{
      RowBox[{"t\[ScriptCapitalY]", "[", 
       RowBox[{"A", ",", "B", ",", "\[Lambda]", ",", "\[Lambda]2", ",", 
        RowBox[{"{", "cs", "}"}]}], "]"}], "[", "X", "]"}]}], ",", 
    RowBox[{"{", 
     RowBox[{"X", ",", "\[Infinity]", ",", 
      RowBox[{
       RowBox[{"6", "/", "15"}], "+", 
       RowBox[{"m", " ", 
        RowBox[{"8", "/", "15"}]}]}]}], "}"}], ",", 
    RowBox[{"Assumptions", "\[Rule]", 
     RowBox[{"{", 
      RowBox[{"X", ">", "0"}], "}"}]}]}], "]"}]}]], "Input",
 CellChangeTimes->{{3.711382718702981*^9, 3.71138276838371*^9}, {
   3.711383050014797*^9, 3.711383050242051*^9}, {3.711383486475614*^9, 
   3.711383487219301*^9}, {3.7113841207897787`*^9, 3.7113841220280952`*^9}, {
   3.711384268220221*^9, 3.711384268620213*^9}, {3.711384440253104*^9, 
   3.71138444152641*^9}, {3.7113846272494383`*^9, 3.711384639785527*^9}, {
   3.711400490202056*^9, 3.7114005190520906`*^9}, {3.711400753032037*^9, 
   3.7114007534423513`*^9}, 3.711400829464615*^9, 3.7114008766080503`*^9, {
   3.711401200460012*^9, 3.711401215967461*^9}, {3.71140127622073*^9, 
   3.711401299038*^9}, {3.711401431384166*^9, 3.711401431747507*^9}, {
   3.711401514272585*^9, 3.7114015147667*^9}, {3.711401598631646*^9, 
   3.711401615277038*^9}, {3.711401873244913*^9, 3.711401908855957*^9}, {
   3.711401952182374*^9, 3.711401969867771*^9}, {3.711410990608663*^9, 
   3.7114110720417433`*^9}, {3.711417992798225*^9, 3.7114180029502907`*^9}, {
   3.71141803721391*^9, 3.711418037366577*^9}, {3.711418106640023*^9, 
   3.711418108269602*^9}, {3.7117458591564293`*^9, 3.711745899593842*^9}, {
   3.71235457920654*^9, 3.712354579718397*^9}, {3.7123549736706543`*^9, 
   3.712354981054162*^9}},ExpressionUUID->"a56bfbaf-960b-4015-a85c-\
09cf0b8bfac6"],

Cell[BoxData[
 RowBox[{
  RowBox[{"coeq", "[", 
   RowBox[{"gs_", ",", "\[CapitalPhi]s_"}], "]"}], ":=", 
  RowBox[{"Join", "[", 
   RowBox[{
    RowBox[{"MapThread", "[", 
     RowBox[{"Equal", ",", 
      RowBox[{"{", 
       RowBox[{
        RowBox[{"MapIndexed", "[", 
         RowBox[{
          RowBox[{
           RowBox[{"G2C", "[", 
            RowBox[{"#1", ",", 
             RowBox[{"1", "+", 
              RowBox[{"#2", "[", 
               RowBox[{"[", "1", "]"}], "]"}]}]}], "]"}], "&"}], ",", "gs"}], 
         "]"}], ",", 
        RowBox[{
         RowBox[{
          RowBox[{
           RowBox[{"coeff", "[", 
            RowBox[{"A", ",", "\[Lambda]", ",", "\[Lambda]2", ",", 
             RowBox[{"c", "/@", 
              RowBox[{"(", 
               RowBox[{
                RowBox[{"Range", "[", 
                 RowBox[{
                  RowBox[{"Length", "[", "gs", "]"}], "+", 
                  RowBox[{"Length", "[", "\[CapitalPhi]s", "]"}], "-", "2"}], 
                 "]"}], "+", "1"}], ")"}]}]}], "]"}], "[", "#", "]"}], "&"}], 
         "/@", 
         RowBox[{"(", 
          RowBox[{
           RowBox[{"Range", "[", 
            RowBox[{"Length", "[", "gs", "]"}], "]"}], "-", "1"}], ")"}]}]}], 
       "}"}]}], "]"}], ",", 
    RowBox[{"MapThread", "[", 
     RowBox[{"Equal", ",", 
      RowBox[{"{", 
       RowBox[{
        RowBox[{
         RowBox[{
          RowBox[{
           RowBox[{"tail", "[", 
            RowBox[{"A", ",", "\[Lambda]", ",", "\[Lambda]2", ",", 
             RowBox[{"c", "/@", 
              RowBox[{"(", 
               RowBox[{
                RowBox[{"Range", "[", 
                 RowBox[{
                  RowBox[{"Length", "[", "gs", "]"}], "+", 
                  RowBox[{"Length", "[", "\[CapitalPhi]s", "]"}], "-", "2"}], 
                 "]"}], "+", "1"}], ")"}]}]}], "]"}], "[", "#", "]"}], "&"}], 
         "/@", 
         RowBox[{"Range", "[", 
          RowBox[{"Length", "[", "\[CapitalPhi]s", "]"}], "]"}]}], ",", 
        RowBox[{"MapIndexed", "[", 
         RowBox[{
          RowBox[{
           RowBox[{"\[CapitalPhi]2f", "[", 
            RowBox[{"#1", ",", 
             RowBox[{
              RowBox[{"#2", "[", 
               RowBox[{"[", "1", "]"}], "]"}], "-", "1"}]}], "]"}], "&"}], 
          ",", "\[CapitalPhi]s"}], "]"}]}], "}"}]}], "]"}]}], 
   "]"}]}]], "Input",
 CellChangeTimes->{{3.711127768307501*^9, 3.711127777695016*^9}, {
   3.7111283766727448`*^9, 3.711128377696988*^9}, {3.7111284816258497`*^9, 
   3.7111284816982107`*^9}, {3.711131012722617*^9, 3.7111310128725157`*^9}, {
   3.711131057739306*^9, 3.7111310578028603`*^9}, {3.711131165946952*^9, 
   3.7111311660267153`*^9}, {3.711131960721342*^9, 3.711131990641569*^9}, {
   3.711132058898202*^9, 3.711132083083659*^9}, {3.7111321363398542`*^9, 
   3.711132155308148*^9}, {3.711132193205224*^9, 3.711132196106987*^9}, {
   3.711132401064698*^9, 3.711132407496299*^9}, {3.7111324534170637`*^9, 
   3.711132453512753*^9}, {3.7111331754354*^9, 3.711133181724448*^9}, {
   3.711133732917274*^9, 3.7111337748935003`*^9}, {3.711133832767126*^9, 
   3.711133835918847*^9}, {3.711144591615869*^9, 3.7111445918151817`*^9}, {
   3.711144909236732*^9, 3.711144909372231*^9}, {3.711280742761245*^9, 
   3.711280748577429*^9}, {3.711280839939365*^9, 3.711280850923047*^9}, {
   3.711382786464031*^9, 3.71138280952666*^9}, {3.7113828400460377`*^9, 
   3.7113828424829884`*^9}, {3.711382877868333*^9, 3.711382886339211*^9}, 
   3.7113829268554983`*^9, {3.711383125961887*^9, 3.711383126075973*^9}, {
   3.711383483565281*^9, 3.711383489695387*^9}, {3.71138412809828*^9, 
   3.71138412902487*^9}, {3.7113841730654907`*^9, 3.711384188223826*^9}, {
   3.71138422562675*^9, 3.7113842257412*^9}, {3.711384642985208*^9, 
   3.711384653521617*^9}, {3.711384696867886*^9, 3.711384704785922*^9}, {
   3.7114005267610483`*^9, 3.711400587253001*^9}, 3.71140082638897*^9, 
   3.711401282974221*^9, {3.71140201479671*^9, 3.711402219743505*^9}, {
   3.711402363763309*^9, 3.711402367384304*^9}, {3.711406409575788*^9, 
   3.711406418562105*^9}, {3.711410537834981*^9, 3.711410541970874*^9}, {
   3.711410630708232*^9, 3.711410641729927*^9}, 3.7117457104609213`*^9, {
   3.7117458841467867`*^9, 3.711745910024816*^9}, {3.711746207521892*^9, 
   3.7117462119921637`*^9}, {3.712332776039748*^9, 3.7123327808388968`*^9}, 
   3.712338154642107*^9, {3.712354151450596*^9, 3.7123541515700703`*^9}, {
   3.712354236259856*^9, 3.7123542424513407`*^9}, {3.712354986415963*^9, 
   3.712354990287594*^9}, {3.712444490417069*^9, 3.712444492633418*^9}, {
   3.7124449517274313`*^9, 3.712444964327435*^9}, {3.7124451511488533`*^9, 
   3.712445155450884*^9}, {3.712445520812173*^9, 3.7124455251061563`*^9}, {
   3.712447007906191*^9, 
   3.712447011001156*^9}},ExpressionUUID->"92da139b-a52d-4447-9324-\
99e506e4eec1"],

Cell[BoxData[
 RowBox[{
  RowBox[{"coeffSolve", "[", 
   RowBox[{"gs_", ",", "\[CapitalPhi]s_"}], "]"}], ":=", 
  RowBox[{"Solve", "[", 
   RowBox[{
    RowBox[{"coeq", "[", 
     RowBox[{"gs", ",", "\[CapitalPhi]s"}], "]"}], ",", 
    RowBox[{"Join", "[", 
     RowBox[{
      RowBox[{"{", 
       RowBox[{"A", ",", "\[Lambda]"}], "}"}], ",", 
      RowBox[{"c", "/@", 
       RowBox[{"(", 
        RowBox[{
         RowBox[{"Range", "[", 
          RowBox[{
           RowBox[{"Length", "[", "gs", "]"}], "+", 
           RowBox[{"Length", "[", "\[CapitalPhi]s", "]"}], "-", "2"}], "]"}], 
         "+", "1"}], ")"}]}]}], "]"}], ",", "Reals"}], "]"}]}]], "Input",
 CellChangeTimes->{{3.710187645373934*^9, 3.710187671781014*^9}, {
   3.710187714694552*^9, 3.710188080676458*^9}, 3.710188310648212*^9, {
   3.7101884321961327`*^9, 3.710188455017291*^9}, {3.711125814630831*^9, 
   3.711125829480744*^9}, {3.711125990185895*^9, 3.7111259902981167`*^9}, {
   3.711126411297247*^9, 3.71112641160216*^9}, {3.711126675478744*^9, 
   3.711126676893127*^9}, {3.71112678535808*^9, 3.7111267872720537`*^9}, {
   3.7111271649423943`*^9, 3.7111271657720947`*^9}, {3.711127784151555*^9, 
   3.711127785415187*^9}, {3.711128390641011*^9, 3.711128391329144*^9}, {
   3.711128477114607*^9, 3.711128477274085*^9}, {3.711131062570588*^9, 
   3.711131062641337*^9}, {3.711131161684704*^9, 3.7111311617960978`*^9}, {
   3.7111312178129873`*^9, 3.711131238180999*^9}, {3.711131775254218*^9, 
   3.7111317757418547`*^9}, {3.711132349408059*^9, 3.711132349582994*^9}, {
   3.711132394536049*^9, 3.711132394735704*^9}, {3.711133737435302*^9, 
   3.71113376923734*^9}, {3.7111338406382837`*^9, 3.7111338581907167`*^9}, {
   3.711134488665099*^9, 3.711134489648821*^9}, {3.711135170475876*^9, 
   3.7111351741398*^9}, {3.711142432245284*^9, 3.71114243898098*^9}, 
   3.711142950557087*^9, {3.711142991469988*^9, 3.7111429916378317`*^9}, {
   3.71114459782337*^9, 3.711144597999036*^9}, {3.711144700609076*^9, 
   3.711144700792609*^9}, {3.711144912466927*^9, 3.7111449125636578`*^9}, {
   3.711145133943836*^9, 3.711145134415825*^9}, {3.7112808379851093`*^9, 
   3.711280855433352*^9}, {3.7113828527074747`*^9, 3.711382852806621*^9}, {
   3.711384228452677*^9, 3.711384244958742*^9}, {3.711384656769746*^9, 
   3.711384702282771*^9}, 3.711387237369863*^9, 3.7114009024351*^9, {
   3.711402106280443*^9, 3.711402111019196*^9}, {3.711402317036561*^9, 
   3.7114023259426947`*^9}, {3.711402374902124*^9, 3.711402377663019*^9}, 
   3.7114043707832108`*^9, {3.711745930473428*^9, 3.711745931147093*^9}, {
   3.711747231465534*^9, 3.711747241851837*^9}, {3.711748272260783*^9, 
   3.711748289728723*^9}, {3.712333084492065*^9, 3.7123330916760817`*^9}, {
   3.712333437555957*^9, 3.712333563437696*^9}, {3.712333648783169*^9, 
   3.712333706390777*^9}, {3.712333793785727*^9, 3.712333802977302*^9}, {
   3.712335610010169*^9, 3.712335611410121*^9}, {3.7123541116649923`*^9, 
   3.712354118696906*^9}, {3.712354247643244*^9, 3.7123542477067413`*^9}, {
   3.712444455976335*^9, 3.71244450800416*^9}, {3.7124448370949306`*^9, 
   3.712444838629472*^9}, {3.7124448993824177`*^9, 3.712444920982739*^9}, {
   3.712444976607883*^9, 3.712444988153257*^9}, {3.7124451425056543`*^9, 
   3.712445142849566*^9}, {3.712445517415395*^9, 3.712445517495449*^9}, {
   3.712446999952668*^9, 
   3.712447004336327*^9}},ExpressionUUID->"d1c2ab88-8346-4b96-8358-\
7032ddc9b592"],

Cell[BoxData[{
 RowBox[{"n1", ":=", "6"}], "\[IndentingNewLine]", 
 RowBox[{"n2", ":=", "1"}]}], "Input",
 CellChangeTimes->CompressedData["
1:eJwl0Xs01AkUB/BJsbukbZxJaSMiOVJJmrXCGAlJWE20k7JJxNhFm9MwNnph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  
  "],ExpressionUUID->"8ba3b735-f852-4740-89e2-f8c994bad666"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{"sol", "=", 
   RowBox[{"coeffSolve", "[", 
    RowBox[{
     RowBox[{"Take", "[", 
      RowBox[{"Gs", ",", 
       RowBox[{"{", 
        RowBox[{"2", ",", 
         RowBox[{"2", "+", "n1"}]}], "}"}]}], "]"}], ",", 
     RowBox[{"Take", "[", 
      RowBox[{"\[CapitalPhi]s", ",", "n2"}], "]"}]}], "]"}]}], ";"}]], "Input",\

 CellChangeTimes->{{3.711402337632412*^9, 3.711402351662695*^9}, {
   3.7114023967578573`*^9, 3.7114024042290993`*^9}, {3.711402530271908*^9, 
   3.711402530448357*^9}, {3.711402973108058*^9, 3.711402973282971*^9}, {
   3.711404378367446*^9, 3.711404383905211*^9}, {3.711404441194911*^9, 
   3.711404441698839*^9}, {3.711404527701469*^9, 3.7114045282460318`*^9}, {
   3.711406208078418*^9, 3.711406237139463*^9}, {3.711406433285026*^9, 
   3.711406446136756*^9}, {3.711407032828783*^9, 3.711407033572945*^9}, {
   3.711407114582775*^9, 3.7114071329362583`*^9}, {3.711411115426866*^9, 
   3.711411119610133*^9}, {3.711417881117146*^9, 3.711417881827758*^9}, {
   3.7114179119648952`*^9, 3.7114179121243362`*^9}, {3.7117459506504517`*^9, 
   3.7117459660158567`*^9}, 
   3.712445710306643*^9},ExpressionUUID->"75b34247-c730-423b-886d-\
59f5cb6deb5a"],

Cell[BoxData[
 TemplateBox[{
  "Solve","ratnz",
   "\"Solve was unable to solve the system with inexact coefficients. The \
answer was obtained by solving a corresponding exact system and numericizing \
the result.\"",2,426,97,30792052569587397139,"Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{
  3.712444854547719*^9, {3.7124449691448708`*^9, 3.712445010621546*^9}, 
   3.712445158417512*^9, {3.712445530262022*^9, 3.712445543121759*^9}, 
   3.712445592274822*^9, {3.712445705808455*^9, 3.712445710756302*^9}, 
   3.712445778931396*^9, 3.71244590563651*^9, 3.7124469661051273`*^9, 
   3.7124470149985113`*^9, 3.712447286922311*^9, 3.712447330073927*^9, 
   3.7124473606150637`*^9},ExpressionUUID->"c9598ffe-1b6f-4d29-a03f-\
f11061c66e05"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"resol", "=", 
  RowBox[{"Select", "[", 
   RowBox[{"sol", ",", 
    RowBox[{
     RowBox[{
      RowBox[{
       RowBox[{"Re", "@", 
        RowBox[{"#", "[", 
         RowBox[{"[", 
          RowBox[{"2", ",", "2"}], "]"}], "]"}]}], ">", "0"}], "&&", 
      RowBox[{"AllTrue", "[", 
       RowBox[{
        RowBox[{"#", "[", 
         RowBox[{"[", 
          RowBox[{"All", ",", "2"}], "]"}], "]"}], ",", 
        StyleBox[
         RowBox[{
          RowBox[{
           RowBox[{"Im", "[", "#", "]"}], "\[Equal]", "0"}], "&"}],
         FontWeight->"Bold"]}], "]"}]}], "&"}]}], "]"}]}]], "Input",
 CellChangeTimes->{{3.711126827992573*^9, 3.711126845896306*^9}, {
  3.711383601704068*^9, 3.711383619609501*^9}, {3.711747647769277*^9, 
  3.7117476511440487`*^9}, {3.712332422688661*^9, 3.7123324227838182`*^9}, {
  3.712335588842856*^9, 
  3.7123355892479343`*^9}},ExpressionUUID->"6dea207c-d325-4f70-83ed-\
c79db3de75a8"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{"{", 
   RowBox[{
    RowBox[{"A", "\[Rule]", "1.9587948504211927`"}], ",", 
    RowBox[{"\[Lambda]", "\[Rule]", "13.406002473610284`"}], ",", 
    RowBox[{
     RowBox[{"c", "[", "2", "]"}], "\[Rule]", "0.005982642818925599`"}], ",", 
    
    RowBox[{
     RowBox[{"c", "[", "3", "]"}], "\[Rule]", 
     RowBox[{"-", "0.0035566417258866543`"}]}], ",", 
    RowBox[{
     RowBox[{"c", "[", "4", "]"}], "\[Rule]", 
     RowBox[{"-", "0.15416659855707585`"}]}], ",", 
    RowBox[{
     RowBox[{"c", "[", "5", "]"}], "\[Rule]", "2.9857410707789906`"}], ",", 
    RowBox[{
     RowBox[{"c", "[", "6", "]"}], "\[Rule]", 
     RowBox[{"-", "51.636467816428926`"}]}], ",", 
    RowBox[{
     RowBox[{"c", "[", "7", "]"}], "\[Rule]", "239.3186208235674`"}]}], "}"}],
   "}"}]], "Output",
 CellChangeTimes->{
  3.71112684772051*^9, 3.711127167502366*^9, 3.711127263563253*^9, 
   3.711127734852036*^9, {3.711127891343577*^9, 3.711127965598741*^9}, 
   3.711128277679661*^9, 3.711128427260337*^9, 3.711128512593253*^9, 
   3.711128849804503*^9, {3.711128927459*^9, 3.711128956559329*^9}, {
   3.711129835176065*^9, 3.711129874486671*^9}, {3.7111299479001503`*^9, 
   3.711129959916041*^9}, {3.711131002485588*^9, 3.711131079106924*^9}, {
   3.7111311389116373`*^9, 3.711131169122946*^9}, {3.711131220502434*^9, 
   3.711131240199974*^9}, 3.711131270758545*^9, 3.7111317885930643`*^9, 
   3.711132201548139*^9, 3.7111322402806873`*^9, {3.711132411047985*^9, 
   3.711132425680193*^9}, {3.7111324558088093`*^9, 3.711132474911468*^9}, {
   3.7111325115956306`*^9, 3.711132534409734*^9}, {3.711132892133135*^9, 
   3.7111329029155416`*^9}, {3.7111331770233517`*^9, 3.711133209422481*^9}, 
   3.7111332613681793`*^9, {3.7111333615537786`*^9, 3.711133389015579*^9}, {
   3.7111334995121813`*^9, 3.711133581590208*^9}, {3.711133785056485*^9, 
   3.711133788077322*^9}, {3.71113384350084*^9, 3.7111338673752127`*^9}, 
   3.711134495488867*^9, 3.711134661391077*^9, 3.711134853561689*^9, 
   3.711135031744586*^9, 3.711135089875717*^9, {3.711135280319158*^9, 
   3.711135286870617*^9}, 3.71113538603419*^9, 3.711141863168076*^9, {
   3.711143057840811*^9, 3.711143095814589*^9}, {3.711143720717564*^9, 
   3.711143770254261*^9}, 3.711144387985478*^9, 3.711144608495792*^9, {
   3.71114467984442*^9, 3.711144707200704*^9}, {3.7111450476995983`*^9, 
   3.7111450577050123`*^9}, 3.7111451251136637`*^9, 3.711145754477867*^9, 
   3.7112807678757153`*^9, 3.711280863336578*^9, 3.7113830543241463`*^9, 
   3.7113831311889887`*^9, 3.711383276414392*^9, 3.7113833895280037`*^9, 
   3.711383493010149*^9, {3.711383612000029*^9, 3.711383645784315*^9}, 
   3.7113838010599527`*^9, {3.711383898638966*^9, 3.711383945317296*^9}, 
   3.711384727087088*^9, 3.7113869314470177`*^9, 3.7113872589905567`*^9, 
   3.711400627259748*^9, {3.7114007605396957`*^9, 3.711400775924486*^9}, 
   3.711400833514181*^9, {3.711400893884923*^9, 3.7114009307848387`*^9}, {
   3.711401141410986*^9, 3.711401170327198*^9}, {3.711401208213293*^9, 
   3.711401228253015*^9}, {3.711401287449333*^9, 3.711401302493699*^9}, 
   3.7114013965571957`*^9, 3.7114014364872923`*^9, 3.711401519161151*^9, 
   3.711401566139608*^9, {3.711401603041353*^9, 3.711401618375593*^9}, {
   3.7114016629357853`*^9, 3.711401752478468*^9}, 3.7114024261590776`*^9, 
   3.711402887868083*^9, 3.711404385969921*^9, 3.711404445271946*^9, 
   3.7114062190153313`*^9, 3.711406647910049*^9, 3.711407037353334*^9, 
   3.7114071177492943`*^9, 3.7114071823978357`*^9, {3.711411106194289*^9, 
   3.711411120569405*^9}, 3.711417883069405*^9, 3.711417917110334*^9, 
   3.711745989010577*^9, 3.711746158819243*^9, 3.711746302961667*^9, {
   3.711746335454427*^9, 3.711746394301255*^9}, {3.7117464247171373`*^9, 
   3.711746452126339*^9}, 3.711746938262602*^9, 3.711747244222775*^9, {
   3.7117476336860323`*^9, 3.711747651528306*^9}, 3.711747684143216*^9, 
   3.7117479061889973`*^9, {3.711747942075696*^9, 3.711747988377726*^9}, 
   3.711748024304606*^9, 3.711748248784582*^9, {3.7117482974278507`*^9, 
   3.711748347467708*^9}, 3.7117484114110537`*^9, 3.71174847986862*^9, 
   3.711751018643577*^9, 3.712331922955222*^9, 3.7123322940326033`*^9, {
   3.712332399460648*^9, 3.712332423074317*^9}, 3.71233246600548*^9, 
   3.712332520873538*^9, {3.712332649515435*^9, 3.712332661756093*^9}, 
   3.712332933216043*^9, 3.712333060519957*^9, 3.712333689179837*^9, {
   3.712333778890033*^9, 3.7123338084750433`*^9}, 3.7123345771941957`*^9, 
   3.712334710657847*^9, 3.712334876241708*^9, 3.7123349794758463`*^9, 
   3.712335372009775*^9, {3.7123354625234337`*^9, 3.712335481396208*^9}, {
   3.7123355792070637`*^9, 3.712335589454562*^9}, 3.712335624062875*^9, {
   3.712336025759777*^9, 3.7123360512912273`*^9}, {3.7123366803727427`*^9, 
   3.7123367384648867`*^9}, {3.71233816281131*^9, 3.712338284799004*^9}, 
   3.712338338713687*^9, 3.712338372063933*^9, {3.712338420996147*^9, 
   3.712338436058208*^9}, {3.712338475139687*^9, 3.71233849101685*^9}, 
   3.7123402325531673`*^9, 3.712354251462027*^9, 3.712354325872079*^9, 
   3.712355015753613*^9, 3.712419777254176*^9, 3.712444516287922*^9, 
   3.712444560739027*^9, 3.7124457117055693`*^9, 3.712447016892515*^9, 
   3.712447287159154*^9, 3.712447330096336*^9, 
   3.712447361096211*^9},ExpressionUUID->"f96cb453-4aad-4678-95fd-\
d5b0d301ffe9"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Show", "[", 
  RowBox[{
   RowBox[{"LogLogPlot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{
        RowBox[{"\[ScriptCapitalY]", "[", 
         RowBox[{
          RowBox[{
           RowBox[{"\[Pi]", "/", "2"}], " ", 
           RowBox[{"C0", "/", 
            SuperscriptBox["B", "2"]}]}], ",", "B"}], "]"}], "[", "Y", "]"}], 
       ",", 
       RowBox[{
        RowBox[{
         RowBox[{"\[ScriptCapitalY]", "[", 
          RowBox[{
           RowBox[{
            RowBox[{"\[Pi]", "/", "2"}], " ", 
            RowBox[{"C0", "/", 
             SuperscriptBox["B", "2"]}]}], ",", "B"}], "]"}], "[", "Y", "]"}], 
        SuperscriptBox[
         RowBox[{"(", 
          RowBox[{"1", "+", 
           RowBox[{
            SuperscriptBox[
             RowBox[{"(", 
              RowBox[{"0.0705991", "/", 
               RowBox[{"(", 
                FractionBox[
                 RowBox[{
                  RowBox[{"\[Pi]", "/", "2"}], " ", 
                  RowBox[{"C0", "/", 
                   SuperscriptBox["B", "2"]}]}], 
                 RowBox[{"2", " ", 
                  SuperscriptBox["2", 
                   RowBox[{"11", "/", "16"}]], " ", 
                  SuperscriptBox["\[Pi]", "2"], " ", 
                  SuperscriptBox[
                   RowBox[{"ArcSinh", "[", "1", "]"}], 
                   RowBox[{"15", "/", "8"}]]}]], ")"}]}], ")"}], "15"], 
            "Y"}]}], ")"}], 
         RowBox[{"1", "/", "15"}]]}], ",", 
       RowBox[{
        RowBox[{
         RowBox[{"t\[ScriptCapitalY]", "[", 
          RowBox[{"A", ",", "B", ",", "\[Lambda]", ",", "\[Lambda]2", ",", 
           RowBox[{"c", "/@", 
            RowBox[{"(", 
             RowBox[{
              RowBox[{"Range", "[", 
               RowBox[{"n1", "+", "n2", "-", "1"}], "]"}], "+", "1"}], 
             ")"}]}]}], "]"}], "[", "Y", "]"}], "/.", 
        RowBox[{"resol", "[", 
         RowBox[{"[", "1", "]"}], "]"}]}], ",", 
       RowBox[{"0.0705991", " ", 
        SuperscriptBox["Y", 
         RowBox[{
          RowBox[{"-", "14"}], "/", "15"}]]}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"Y", ",", "0.001", ",", "10000"}], "}"}], ",", 
     RowBox[{"PlotRange", "\[Rule]", 
      RowBox[{"{", 
       RowBox[{"0.00001", ",", ".05"}], "}"}]}]}], "]"}], ",", 
   RowBox[{
   "ListLogLogPlot", "[", "ht\[CapitalDelta]v\[Chi]t\[Gamma]", "]"}]}], 
  "]"}]], "Input",
 CellChangeTimes->CompressedData["
1:eJwd0n0sFHAcBnCZUq1DzssfdBOtu63M65VWydlSbKldijIvveiF7OT1vJXp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  
  "],ExpressionUUID->"e92029ad-cc6c-439d-99f4-348213864b01"],

Cell[BoxData[
 GraphicsBox[{{{{{}, {}, 
      TagBox[{
        {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
         Opacity[1.], LineBox[CompressedData["
1:eJwV13c8le0bAHAj2xkch+Mc8+AklFLRq3KOEgmVmazM7KxQiWhoGT/ZMlJW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          "]]}},
       Annotation[#, "Charting`Private`Tag$145318#1"]& ], 
      TagBox[{
        {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
         Opacity[1.], LineBox[CompressedData["
1:eJwV13k8VF8UAHD7PgtjGDPWsUT2SqQyo1CWiCR7tmTLTosolFTST0kohSQh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          "]]}},
       Annotation[#, "Charting`Private`Tag$145318#2"]& ], 
      TagBox[{
        {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], 
         Opacity[1.], LineBox[CompressedData["
1:eJwV1nk4VO0bB3DGvpwZM2PGmCFMSESlLK+3OHpVtlRIki37liVLyZKtRUkv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          "]]}},
       Annotation[#, "Charting`Private`Tag$145318#3"]& ], 
      TagBox[{
        {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], 
         Opacity[1.], LineBox[CompressedData["
1:eJwBIQPe/CFib1JlAgAAADEAAAACAAAABuL7TiGo1z+R43N7QvcHwLsPVFIZ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          "]]}},
       Annotation[#, 
        "Charting`Private`Tag$145318#4"]& ]}}, {}, {}}, {{{}, {{{}, {
        {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
         0.0055000000000000005`], AbsoluteThickness[1.6], 
         PointBox[CompressedData["
1:eJwVl3k8FW8bxq3Hdubsx7GTrUiorIkZ0mJNJLRIKipUWixtRKEUUZbKD6Gy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          
          "]]}}, {}}}, {}, {}, {{}, {}}, {{}, {}}}}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{-7.243548595730511, -11.512925464970229`},
  CoordinatesToolOptions:>{"DisplayFunction" -> ({
      Exp[
       Part[#, 1]], 
      Exp[
       Part[#, 2]]}& ), "CopiedValueFunction" -> ({
      Exp[
       Part[#, 1]], 
      Exp[
       Part[#, 2]]}& )},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{
     Charting`ScaledTicks[{Log, Exp}], 
     Charting`ScaledFrameTicks[{Log, Exp}]}, {
     Charting`ScaledTicks[{Log, Exp}], 
     Charting`ScaledFrameTicks[{Log, Exp}]}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  ImageSize->{489., Automatic},
  Method->{
   "DefaultBoundaryStyle" -> Automatic, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None},
  PlotRange->{{-6.907754950041409, 
   9.210340043035457}, {-11.512925464970229`, -2.995732273553991}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {0, 0}},
  Ticks->FrontEndValueCache[{
     Charting`ScaledTicks[{Log, Exp}], 
     Charting`ScaledTicks[{Log, Exp}]}, {{{-6.907755278982137, 
       FormBox["0.001`", TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-2.3025850929940455`, 
       FormBox[
        TagBox[
         InterpretationBox["\"0.100\"", 0.1, AutoDelete -> True], 
         NumberForm[#, {
           DirectedInfinity[1], 3.}]& ], TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {2.302585092994046, 
       FormBox["10", TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {6.907755278982137, 
       FormBox["1000", TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-4.605170185988091, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {0., 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {4.605170185988092, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {9.210340371976184, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {11.512925464970229`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {11.608235644774552`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {11.695247021764184`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}}, {{-11.512925464970229`, 
       FormBox[
        TemplateBox[{"10", 
          RowBox[{"-", "5"}]}, "Superscript", SyntaxForm -> SuperscriptBox], 
        TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-9.210340371976182, 
       FormBox[
        TemplateBox[{"10", 
          RowBox[{"-", "4"}]}, "Superscript", SyntaxForm -> SuperscriptBox], 
        TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-6.907755278982137, 
       FormBox["0.001`", TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-4.605170185988091, 
       FormBox[
        TagBox[
         InterpretationBox["\"0.010\"", 0.01, AutoDelete -> True], 
         NumberForm[#, {
           DirectedInfinity[1], 3.}]& ], TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-10.819778284410283`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-10.41431317630212, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-10.126631103850338`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-9.903487552536127, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-9.721165995742174, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-9.567015315914915, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-9.433483923290392, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-9.315700887634009, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-8.517193191416238, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-8.111728083308073, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-7.824046010856292, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-7.600902459542082, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-7.418580902748128, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-7.264430222920869, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-7.1308988302963465`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-7.013115794639964, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-6.214608098422191, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-5.809142990314028, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-5.521460917862246, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-5.298317366548036, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-5.115995809754082, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-4.961845129926823, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-4.8283137373023015`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-4.710530701645918, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-3.912023005428146, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-3.506557897319982, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-3.2188758248682006`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-2.995732273553991, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-2.8134107167600364`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-2.659260036932778, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-2.5257286443082556`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-2.4079456086518722`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-2.3025850929940455`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-1.6094379124341003`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-1.2039728043259361`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}}}]]], "Output",
 CellChangeTimes->{{3.711127581297364*^9, 3.711127671653528*^9}, {
   3.7111277288106327`*^9, 3.7111277366725388`*^9}, {3.711127897561698*^9, 
   3.711127989923276*^9}, {3.711128531017274*^9, 3.711128603747486*^9}, 
   3.711128644658575*^9, {3.711128792524933*^9, 3.7111288008644753`*^9}, 
   3.71112885096681*^9, {3.711128928512074*^9, 3.711128957107048*^9}, {
   3.711129835974813*^9, 3.711129874794202*^9}, {3.71112994843898*^9, 
   3.711129965132526*^9}, {3.711131241307453*^9, 3.711131271438347*^9}, {
   3.711132426203773*^9, 3.711132475671316*^9}, {3.7111325122985573`*^9, 
   3.711132534770512*^9}, {3.71113289265272*^9, 3.711132999784379*^9}, {
   3.71113305134641*^9, 3.71113326201278*^9}, {3.71113336192397*^9, 
   3.711133389604954*^9}, {3.711133517771099*^9, 3.711133582241486*^9}, 
   3.711134496102757*^9, 3.71113466207756*^9, 3.711134854029689*^9, 
   3.711135090730062*^9, {3.7111352809742613`*^9, 3.711135287201799*^9}, {
   3.711135386616991*^9, 3.71113539880623*^9}, {3.7111418638349133`*^9, 
   3.711141874612363*^9}, {3.711143058419879*^9, 3.71114309669414*^9}, {
   3.711143721578021*^9, 3.711143781584158*^9}, {3.711144388545817*^9, 
   3.711144396276979*^9}, {3.7111446094977303`*^9, 3.711144613339398*^9}, {
   3.711144680795624*^9, 3.7111447079156322`*^9}, 3.711145048573194*^9, 
   3.711145755283853*^9, {3.711280769563562*^9, 3.711280813646409*^9}, {
   3.71128086415739*^9, 3.7112808935043173`*^9}, {3.711383284512624*^9, 
   3.7113833097489967`*^9}, 3.711383393690321*^9, 3.711383498698038*^9, 
   3.7113838047693*^9, {3.7113838756258183`*^9, 3.711383946552723*^9}, 
   3.711384730626437*^9, 3.711386949899585*^9, {3.7113872601171713`*^9, 
   3.711387270415874*^9}, 3.711400630845186*^9, 3.7114006697189007`*^9, {
   3.711400762798764*^9, 3.711400791840289*^9}, 3.711400835439849*^9, 
   3.71140117862505*^9, {3.7114012100308228`*^9, 3.711401230114215*^9}, {
   3.7114012898146687`*^9, 3.711401304233672*^9}, 3.711401399846105*^9, {
   3.711401438638013*^9, 3.711401467119611*^9}, 3.7114015211970882`*^9, 
   3.711401567985734*^9, {3.7114016056007767`*^9, 3.711401628136093*^9}, {
   3.711401713531468*^9, 3.711401762269224*^9}, {3.711402429115448*^9, 
   3.711402461770267*^9}, {3.711402891136282*^9, 3.711402912285914*^9}, {
   3.711404388755679*^9, 3.7114043986387873`*^9}, {3.7114044486445208`*^9, 
   3.711404518773761*^9}, 3.711406227232978*^9, 3.7114066542628*^9, {
   3.711407038444659*^9, 3.71140704510012*^9}, 3.7114071267611237`*^9, {
   3.711407183979395*^9, 3.711407186101308*^9}, {3.711411107866351*^9, 
   3.711411124301353*^9}, {3.711417889047347*^9, 3.711417893068492*^9}, {
   3.711417923813339*^9, 3.711417927211397*^9}, {3.7117460522126207`*^9, 
   3.711746072757844*^9}, 3.711746160953579*^9, 3.711746305413265*^9, {
   3.7117463375108337`*^9, 3.711746395772622*^9}, {3.7117464335159273`*^9, 
   3.711746454122615*^9}, 3.7117465470598*^9, 3.711746940815365*^9, 
   3.711747248172297*^9, 3.711747654450551*^9, 3.711747686591345*^9, 
   3.711747907603959*^9, {3.711747943644298*^9, 3.711747990225561*^9}, 
   3.711748025986208*^9, 3.7117482508749237`*^9, {3.711748299790553*^9, 
   3.711748348990406*^9}, 3.711748413322699*^9, {3.711751021978037*^9, 
   3.711751038687649*^9}, 3.712332294814478*^9, 3.7123323594159307`*^9, {
   3.712332400499013*^9, 3.712332423677504*^9}, 3.712332467999897*^9, 
   3.7123325246127777`*^9, 3.7123329339854317`*^9, 3.71233306107482*^9, {
   3.712333779837001*^9, 3.712333809300539*^9}, {3.712334493005431*^9, 
   3.712334510551341*^9}, 3.712334577996705*^9, 3.712334713121067*^9, {
   3.712334878262806*^9, 3.712334884606503*^9}, 3.712334982486836*^9, 
   3.712335372846648*^9, {3.712335463345566*^9, 3.712335483397084*^9}, 
   3.712335625359729*^9, {3.7123358580019712`*^9, 3.712335868493102*^9}, {
   3.71233603024267*^9, 3.712336053066616*^9}, {3.712336682684705*^9, 
   3.7123367392818108`*^9}, 3.712337360880822*^9, 3.712337795680142*^9, 
   3.712338163714761*^9, {3.712338205779873*^9, 3.7123382310299273`*^9}, 
   3.712338285582103*^9, 3.7123383395338163`*^9, 3.712338372836412*^9, 
   3.712338421620803*^9, {3.712338476027618*^9, 3.712338491980421*^9}, 
   3.712340233328706*^9, 3.712354327016433*^9, {3.712414195235113*^9, 
   3.7124142102309523`*^9}, 3.7124197799583807`*^9, {3.712444517030016*^9, 
   3.712444563117937*^9}, 3.712447018249096*^9, {3.712447272141313*^9, 
   3.712447293163858*^9}, 3.71244733171198*^9, 
   3.712447363526393*^9},ExpressionUUID->"6f9af633-d5dd-428f-99bd-\
2f26d8eaaec3"]
}, Open  ]],

Cell[BoxData[
 RowBox[{
  RowBox[{"\[Chi]fitData", "=", 
   RowBox[{
    RowBox[{
     RowBox[{
      RowBox[{"{", 
       RowBox[{
        RowBox[{
         RowBox[{"\"\<H\>\"", "/", "\"\<T\>\""}], " ", 
         SuperscriptBox[
          RowBox[{
           RowBox[{"t", "[", "Tc", "]"}], "[", "\"\<T\>\"", "]"}], 
          RowBox[{"-", "\[CapitalDelta]"}]]}], ",", 
        RowBox[{"\"\<T\>\"", " ", "\"\<\[Chi]\>\"", " ", 
         SuperscriptBox[
          RowBox[{
           RowBox[{"t", "[", "Tc", "]"}], "[", "\"\<T\>\"", "]"}], 
          "\[Gamma]"]}]}], "}"}], "/.", "#"}], "&"}], "/@", "assData"}]}], 
  ";"}]], "Input",
 CellChangeTimes->{{3.704742362877256*^9, 3.704742408664497*^9}, {
   3.704742527890593*^9, 3.704742541794598*^9}, {3.704742660156436*^9, 
   3.704742663684565*^9}, {3.70479005735952*^9, 3.704790076495715*^9}, {
   3.70481811917313*^9, 3.704818120508998*^9}, {3.704967594413649*^9, 
   3.704967598205678*^9}, {3.7049676822310743`*^9, 3.704967683798901*^9}, {
   3.7049918676424503`*^9, 3.70499186974644*^9}, 3.705137184169389*^9, {
   3.705139154629438*^9, 3.705139154869261*^9}, {3.7063088519286833`*^9, 
   3.706308868591404*^9}, {3.706309070860243*^9, 3.706309074588221*^9}, {
   3.7123405055606613`*^9, 3.712340505920287*^9}, {3.712414165770205*^9, 
   3.712414166393816*^9}},ExpressionUUID->"533b82f3-0063-4115-96b4-\
8433fa98f775"],

Cell[BoxData[
 RowBox[{
  RowBox[{"\[Chi]fitWeights", "=", 
   RowBox[{
    RowBox[{
     RowBox[{
      RowBox[{"1", "/", 
       SuperscriptBox[
        RowBox[{"(", 
         RowBox[{"Tc", " ", "\"\<\[Delta]\[Chi]\>\"", 
          SuperscriptBox[
           RowBox[{
            RowBox[{"t", "[", "Tc", "]"}], "[", "\"\<T\>\"", "]"}], 
           "\[Gamma]"]}], ")"}], "2"]}], "/.", "#"}], "&"}], "/@", 
    "assData"}]}], ";"}]], "Input",
 CellChangeTimes->{{3.704742362877256*^9, 3.704742434345558*^9}, 
   3.704742551451827*^9, {3.704743283549821*^9, 3.7047432893176622`*^9}, {
   3.7048181252291403`*^9, 3.704818125885125*^9}, {3.704967607189753*^9, 
   3.704967608813735*^9}, {3.7049918708030987`*^9, 3.704991871258729*^9}, 
   3.7051371912569857`*^9, {3.7051391581891537`*^9, 3.7051391584132967`*^9}, {
   3.70630888492132*^9, 3.706308897057547*^9}, {3.7123405121205*^9, 
   3.712340512456396*^9}},ExpressionUUID->"48cb4fd6-ae15-4151-b7ab-\
6b86437dacba"],

Cell[BoxData[
 RowBox[{"nn", ":=", "1"}]], "Input",
 CellChangeTimes->{{3.708443195975164*^9, 3.708443199799218*^9}, {
  3.7084432394395514`*^9, 3.708443261072507*^9}, {3.708784620032201*^9, 
  3.708784620135791*^9}, {3.708784815539405*^9, 3.708784815698888*^9}, {
  3.708784854244011*^9, 3.7087848549074507`*^9}, {3.708784938829364*^9, 
  3.708784939172886*^9}, {3.708785211505432*^9, 3.708785211713141*^9}, {
  3.708785417084654*^9, 3.7087854172275763`*^9}, {3.708785462725395*^9, 
  3.708785478628188*^9}, {3.70878551097403*^9, 3.708785511093617*^9}, {
  3.708786038502285*^9, 3.708786050677973*^9}, {3.712340629736655*^9, 
  3.712340629832727*^9}, {3.7123414197574663`*^9, 3.712341442677649*^9}, {
  3.7123414986081553`*^9, 3.712341498703578*^9}, {3.712341792723755*^9, 
  3.71234179297202*^9}, {3.712341855229192*^9, 3.7123418553734083`*^9}, {
  3.71241920393309*^9, 3.712419204045659*^9}, {3.712420039474929*^9, 
  3.712420039650827*^9}},ExpressionUUID->"63a9f987-b95a-4687-8447-\
f3daac286a24"],

Cell[BoxData[
 RowBox[{
  RowBox[{"fit", "=", 
   RowBox[{"NonlinearModelFit", "[", 
    RowBox[{"\[Chi]fitData", ",", 
     RowBox[{
      RowBox[{"t\[ScriptCapitalY]", "[", 
       RowBox[{
        RowBox[{
         RowBox[{"\[Pi]", "/", "2"}], " ", 
         RowBox[{
          RowBox[{"(", 
           RowBox[{"C0", "-", 
            RowBox[{"c", "[", "2", "]"}]}], ")"}], "/", 
          SuperscriptBox["B", "2"]}]}], ",", "B", ",", "\[Lambda]", ",", 
        "\[Lambda]2", ",", 
        RowBox[{"c", "/@", 
         RowBox[{"(", 
          RowBox[{
           RowBox[{"Range", "[", "nn", "]"}], "+", "1"}], ")"}]}]}], "]"}], 
      "[", "X", "]"}], ",", 
     RowBox[{"Join", "[", 
      RowBox[{
       RowBox[{"{", 
        RowBox[{"\[Lambda]", ",", "\[Lambda]2"}], "}"}], ",", 
       RowBox[{"Thread", "[", 
        RowBox[{"{", 
         RowBox[{
          RowBox[{"c", "/@", 
           RowBox[{"(", 
            RowBox[{
             RowBox[{"Range", "[", "nn", "]"}], "+", "1"}], ")"}]}], ",", 
          RowBox[{"ConstantArray", "[", 
           RowBox[{"0", ",", "nn"}], "]"}]}], "}"}], "]"}]}], "]"}], ",", "X",
      ",", 
     RowBox[{"PrecisionGoal", "\[Rule]", "70"}], ",", 
     RowBox[{"MaxIterations", "\[Rule]", "1000"}], ",", 
     RowBox[{"Method", "\[Rule]", "Automatic"}], ",", 
     RowBox[{"Weights", "\[Rule]", "\[Chi]fitWeights"}]}], "]"}]}], 
  ";"}]], "Input",
 CellChangeTimes->{{3.7047424379335747`*^9, 3.704742499793915*^9}, {
   3.70474256029918*^9, 3.704742560714816*^9}, {3.704742745430072*^9, 
   3.7047427560700817`*^9}, {3.704816911026376*^9, 3.7048169469311037`*^9}, {
   3.704817035108499*^9, 3.704817035284093*^9}, {3.70481726730385*^9, 
   3.704817267463744*^9}, {3.704817300960455*^9, 3.704817306408422*^9}, {
   3.704817446786764*^9, 3.704817449490715*^9}, {3.704818275455348*^9, 
   3.704818279719268*^9}, {3.704965843170809*^9, 3.704965845466652*^9}, {
   3.705001282881546*^9, 3.705001305092474*^9}, {3.705008799902341*^9, 
   3.705008817309978*^9}, {3.7050228523264723`*^9, 3.705022878095461*^9}, {
   3.7051372381451473`*^9, 3.7051372518246107`*^9}, 3.7051385318297567`*^9, {
   3.7051392579993134`*^9, 3.705139281919064*^9}, {3.705139321384213*^9, 
   3.7051393242157507`*^9}, {3.7051393931129093`*^9, 3.705139408004856*^9}, {
   3.705139451937954*^9, 3.705139452586129*^9}, {3.705139588188541*^9, 
   3.7051396005239363`*^9}, {3.705140009554923*^9, 3.705140019450447*^9}, {
   3.70514992440141*^9, 3.7051499452815113`*^9}, {3.705149976082178*^9, 
   3.705149978506048*^9}, {3.7051500214520197`*^9, 3.70515002213894*^9}, {
   3.705150339872649*^9, 3.705150343775866*^9}, {3.705150758775298*^9, 
   3.7051507631014442`*^9}, {3.705151958737191*^9, 3.7051519806892967`*^9}, {
   3.705152041706599*^9, 3.7051520418982973`*^9}, {3.7051521144367456`*^9, 
   3.705152123259862*^9}, {3.7051521567801943`*^9, 3.705152157196206*^9}, {
   3.705166143780427*^9, 3.705166188068859*^9}, {3.705166230821793*^9, 
   3.705166234869689*^9}, {3.705166459057212*^9, 3.7051664716251307`*^9}, {
   3.7063089777646847`*^9, 3.706308987234838*^9}, {3.706309220518959*^9, 
   3.706309241264122*^9}, {3.706309397688818*^9, 3.706309415841155*^9}, {
   3.7065641430947247`*^9, 3.706564207365931*^9}, {3.706567659866004*^9, 
   3.7065676711190968`*^9}, {3.7065678437409067`*^9, 3.706567924137554*^9}, {
   3.7065679928977623`*^9, 3.7065680815561657`*^9}, {3.7065684422374268`*^9, 
   3.706568449642846*^9}, {3.706568480888012*^9, 3.706568554918489*^9}, {
   3.706901476596971*^9, 3.706901566991775*^9}, {3.706901602963606*^9, 
   3.706901606151558*^9}, {3.7069016365695887`*^9, 3.7069016416809797`*^9}, {
   3.706901740810973*^9, 3.706901783563507*^9}, {3.706901840908586*^9, 
   3.706901844651593*^9}, {3.706901910045526*^9, 3.7069019116687603`*^9}, {
   3.7069019811732388`*^9, 3.7069019812704153`*^9}, {3.7069020895849524`*^9, 
   3.7069020934962683`*^9}, {3.706902163868494*^9, 3.706902296803402*^9}, {
   3.706902374463688*^9, 3.706902437205505*^9}, {3.706902544041626*^9, 
   3.706902548871641*^9}, {3.706902608968905*^9, 3.70690262224065*^9}, {
   3.7069027264106607`*^9, 3.706902767970791*^9}, {3.707048631195756*^9, 
   3.7070486570361843`*^9}, {3.7070489344889107`*^9, 
   3.7070489462863197`*^9}, {3.707048976458363*^9, 3.7070489766810427`*^9}, {
   3.7070491359001226`*^9, 3.7070491528677177`*^9}, {3.707050878015752*^9, 
   3.707050878076877*^9}, {3.707065794838023*^9, 3.707065901696669*^9}, {
   3.70706595428377*^9, 3.707065960561912*^9}, {3.70706599399479*^9, 
   3.707066033048881*^9}, {3.707066069492025*^9, 3.707066075411188*^9}, {
   3.707066344344153*^9, 3.707066350007468*^9}, {3.707669292132317*^9, 
   3.707669297132937*^9}, {3.708442758833302*^9, 3.7084428036736403`*^9}, {
   3.708443114149672*^9, 3.708443164054968*^9}, {3.7084432038658533`*^9, 
   3.7084432112801247`*^9}, {3.708443244320887*^9, 3.708443247544548*^9}, {
   3.708451812272045*^9, 3.708451812341448*^9}, {3.708784598857151*^9, 
   3.708784603113076*^9}, {3.708785447348003*^9, 3.708785458156178*^9}, {
   3.7087855001510143`*^9, 3.708785527991172*^9}, {3.708786042157309*^9, 
   3.70878604364589*^9}, {3.712340571733281*^9, 3.712340663683361*^9}, {
   3.712418980617587*^9, 3.712418981906975*^9}, {3.7124191371877193`*^9, 
   3.7124191396521*^9}, {3.712419445523443*^9, 3.712419467769823*^9}, 
   3.71242005218015*^9, {3.712420120454302*^9, 3.712420121591338*^9}, {
   3.712420153229155*^9, 
   3.7124201708159447`*^9}},ExpressionUUID->"f7c504d9-50bd-4d15-bccd-\
8271b18ceb07"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"SeriesCoefficient", "[", 
  RowBox[{
   RowBox[{"Evaluate", "[", 
    RowBox[{
     RowBox[{
      RowBox[{"t\[ScriptCapitalY]", "[", 
       RowBox[{"A", ",", "B", ",", "\[Lambda]", ",", "\[Lambda]2", ",", 
        RowBox[{"c", "/@", 
         RowBox[{"(", 
          RowBox[{
           RowBox[{"Range", "[", 
            RowBox[{"n1", "+", "n2", "-", "1"}], "]"}], "+", "1"}], ")"}]}]}],
        "]"}], "[", "X", "]"}], "/.", 
     RowBox[{"sol", "[", 
      RowBox[{"[", "1", "]"}], "]"}]}], "]"}], ",", 
   RowBox[{"{", 
    RowBox[{"X", ",", "0", ",", "0"}], "}"}], ",", 
   RowBox[{"Assumptions", "\[Rule]", 
    RowBox[{"{", 
     RowBox[{"X", ">", "0"}], "}"}]}]}], "]"}]], "Input",
 CellChangeTimes->{{3.712420860562139*^9, 
  3.712420917890833*^9}},ExpressionUUID->"9934911f-d265-4bb4-a635-\
816005c56a60"],

Cell[BoxData[
 FractionBox[
  RowBox[{"0.02030814063278619`", " ", 
   RowBox[{"(", 
    RowBox[{
     RowBox[{"-", "2.5149495449771924`"}], "+", 
     RowBox[{"1.`", " ", "\[Lambda]"}]}], ")"}]}], 
  RowBox[{
   RowBox[{"-", "2.000000000000001`"}], "+", 
   RowBox[{"1.`", " ", "\[Lambda]"}]}]]], "Output",
 CellChangeTimes->{{3.712420855295561*^9, 
  3.71242091809783*^9}},ExpressionUUID->"93180487-1da3-4064-a645-\
15b9034144b9"]
}, Open  ]],

Cell[BoxData[
 RowBox[{
  RowBox[{"fit", "=", 
   RowBox[{"NonlinearModelFit", "[", 
    RowBox[{"\[Chi]fitData", ",", 
     RowBox[{"{", 
      RowBox[{"Evaluate", "[", 
       RowBox[{
        RowBox[{
         RowBox[{"t\[ScriptCapitalY]", "[", 
          RowBox[{"A", ",", "B", ",", "\[Lambda]", ",", "\[Lambda]2", ",", 
           RowBox[{"c", "/@", 
            RowBox[{"(", 
             RowBox[{
              RowBox[{"Range", "[", 
               RowBox[{"n1", "+", "n2", "-", "1"}], "]"}], "+", "1"}], 
             ")"}]}]}], "]"}], "[", "X", "]"}], "/.", 
        RowBox[{"sol", "[", 
         RowBox[{"[", "1", "]"}], "]"}]}], "]"}], "}"}], ",", 
     RowBox[{"{", "\[Lambda]", "}"}], ",", "X", ",", 
     RowBox[{"PrecisionGoal", "\[Rule]", "90"}], ",", 
     RowBox[{"MaxIterations", "\[Rule]", "1000"}], ",", 
     RowBox[{"Method", "\[Rule]", "Automatic"}], ",", 
     RowBox[{"Weights", "\[Rule]", "\[Chi]fitWeights"}]}], "]"}]}], 
  ";"}]], "Input",
 CellChangeTimes->{{3.7047424379335747`*^9, 3.704742499793915*^9}, {
   3.70474256029918*^9, 3.704742560714816*^9}, {3.704742745430072*^9, 
   3.7047427560700817`*^9}, {3.704816911026376*^9, 3.7048169469311037`*^9}, {
   3.704817035108499*^9, 3.704817035284093*^9}, {3.70481726730385*^9, 
   3.704817267463744*^9}, {3.704817300960455*^9, 3.704817306408422*^9}, {
   3.704817446786764*^9, 3.704817449490715*^9}, {3.704818275455348*^9, 
   3.704818279719268*^9}, {3.704965843170809*^9, 3.704965845466652*^9}, {
   3.705001282881546*^9, 3.705001305092474*^9}, {3.705008799902341*^9, 
   3.705008817309978*^9}, {3.7050228523264723`*^9, 3.705022878095461*^9}, {
   3.7051372381451473`*^9, 3.7051372518246107`*^9}, 3.7051385318297567`*^9, {
   3.7051392579993134`*^9, 3.705139281919064*^9}, {3.705139321384213*^9, 
   3.7051393242157507`*^9}, {3.7051393931129093`*^9, 3.705139408004856*^9}, {
   3.705139451937954*^9, 3.705139452586129*^9}, {3.705139588188541*^9, 
   3.7051396005239363`*^9}, {3.705140009554923*^9, 3.705140019450447*^9}, {
   3.70514992440141*^9, 3.7051499452815113`*^9}, {3.705149976082178*^9, 
   3.705149978506048*^9}, {3.7051500214520197`*^9, 3.70515002213894*^9}, {
   3.705150339872649*^9, 3.705150343775866*^9}, {3.705150758775298*^9, 
   3.7051507631014442`*^9}, {3.705151958737191*^9, 3.7051519806892967`*^9}, {
   3.705152041706599*^9, 3.7051520418982973`*^9}, {3.7051521144367456`*^9, 
   3.705152123259862*^9}, {3.7051521567801943`*^9, 3.705152157196206*^9}, {
   3.705166143780427*^9, 3.705166188068859*^9}, {3.705166230821793*^9, 
   3.705166234869689*^9}, {3.705166459057212*^9, 3.7051664716251307`*^9}, {
   3.7063089777646847`*^9, 3.706308987234838*^9}, {3.706309220518959*^9, 
   3.706309241264122*^9}, {3.706309397688818*^9, 3.706309415841155*^9}, {
   3.7065641430947247`*^9, 3.706564207365931*^9}, {3.706567659866004*^9, 
   3.7065676711190968`*^9}, {3.7065678437409067`*^9, 3.706567924137554*^9}, {
   3.7065679928977623`*^9, 3.7065680815561657`*^9}, {3.7065684422374268`*^9, 
   3.706568449642846*^9}, {3.706568480888012*^9, 3.706568554918489*^9}, {
   3.706901476596971*^9, 3.706901566991775*^9}, {3.706901602963606*^9, 
   3.706901606151558*^9}, {3.7069016365695887`*^9, 3.7069016416809797`*^9}, {
   3.706901740810973*^9, 3.706901783563507*^9}, {3.706901840908586*^9, 
   3.706901844651593*^9}, {3.706901910045526*^9, 3.7069019116687603`*^9}, {
   3.7069019811732388`*^9, 3.7069019812704153`*^9}, {3.7069020895849524`*^9, 
   3.7069020934962683`*^9}, {3.706902163868494*^9, 3.706902296803402*^9}, {
   3.706902374463688*^9, 3.706902437205505*^9}, {3.706902544041626*^9, 
   3.706902548871641*^9}, {3.706902608968905*^9, 3.70690262224065*^9}, {
   3.7069027264106607`*^9, 3.706902767970791*^9}, {3.707048631195756*^9, 
   3.7070486570361843`*^9}, {3.7070489344889107`*^9, 
   3.7070489462863197`*^9}, {3.707048976458363*^9, 3.7070489766810427`*^9}, {
   3.7070491359001226`*^9, 3.7070491528677177`*^9}, {3.707050878015752*^9, 
   3.707050878076877*^9}, {3.707065794838023*^9, 3.707065901696669*^9}, {
   3.70706595428377*^9, 3.707065960561912*^9}, {3.70706599399479*^9, 
   3.707066033048881*^9}, {3.707066069492025*^9, 3.707066075411188*^9}, {
   3.707066344344153*^9, 3.707066350007468*^9}, {3.707669292132317*^9, 
   3.707669297132937*^9}, {3.708442758833302*^9, 3.7084428036736403`*^9}, {
   3.708443114149672*^9, 3.708443164054968*^9}, {3.7084432038658533`*^9, 
   3.7084432112801247`*^9}, {3.708443244320887*^9, 3.708443247544548*^9}, {
   3.708451812272045*^9, 3.708451812341448*^9}, {3.708784598857151*^9, 
   3.708784603113076*^9}, {3.708785447348003*^9, 3.708785458156178*^9}, {
   3.7087855001510143`*^9, 3.708785527991172*^9}, {3.708786042157309*^9, 
   3.70878604364589*^9}, {3.712340571733281*^9, 3.712340663683361*^9}, {
   3.712418980617587*^9, 3.712418981906975*^9}, {3.7124191371877193`*^9, 
   3.7124191396521*^9}, {3.712419426040761*^9, 3.712419430906158*^9}, {
   3.7124194812419577`*^9, 3.7124195370508213`*^9}, {3.7124197909521*^9, 
   3.712419797694468*^9}, {3.712419912985506*^9, 3.7124199155685663`*^9}, {
   3.7124205429104633`*^9, 3.712420543452038*^9}, {3.712420750431916*^9, 
   3.712420751328113*^9}, 3.712420848266129*^9, {3.712444398743801*^9, 
   3.712444401935453*^9}},ExpressionUUID->"6459e03e-49ac-4247-9e9a-\
b1bb9f5d89de"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"fit", "[", "\"\<ParameterTable\>\"", "]"}]], "Input",
 CellChangeTimes->{{3.704742685524661*^9, 3.704742689532659*^9}, {
  3.7047961416599903`*^9, 3.704796142395809*^9}, {3.7048051150942717`*^9, 
  3.7048051158782663`*^9}},ExpressionUUID->"d4269174-d0d4-40b4-ac28-\
93abba4c0d9e"],

Cell[BoxData[
 StyleBox[
  TagBox[GridBox[{
     {"\<\"\"\>", "\<\"Estimate\"\>", "\<\"Standard Error\"\>", "\<\"t\
\[Hyphen]Statistic\"\>", "\<\"P\[Hyphen]Value\"\>"},
     {"\[Lambda]", "1.8817792028175195`", "0.004996676343829919`", 
      "376.606182455906`", 
      "9.5747526487399393700354111838502657993991`12.90131007175338*^-615"}
    },
    AutoDelete->False,
    GridBoxAlignment->{"Columns" -> {{Left}}, "Rows" -> {{Automatic}}},
    GridBoxDividers->{
     "ColumnsIndexed" -> {2 -> GrayLevel[0.7]}, 
      "RowsIndexed" -> {2 -> GrayLevel[0.7]}},
    GridBoxItemSize->{"Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}},
    GridBoxSpacings->{
     "ColumnsIndexed" -> {2 -> 1}, "RowsIndexed" -> {2 -> 0.75}}],
   "Grid"], "DialogStyle",
  StripOnInput->False]], "Output",
 CellChangeTimes->{{3.712420537907407*^9, 3.712420544250095*^9}, 
   3.7124207522473497`*^9, {3.712444301770245*^9, 3.712444323836296*^9}, {
   3.712444381289075*^9, 3.71244441853673*^9}, 3.712445551161646*^9, 
   3.712445602944385*^9, 3.7124457209523687`*^9, 3.7124457832043533`*^9, 
   3.71244592297609*^9, 
   3.712446971110643*^9},ExpressionUUID->"02dfe6be-0c13-4b56-8b62-\
675c294111aa"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"p\[Chi]log", "=", 
  RowBox[{"Show", "[", 
   RowBox[{
    RowBox[{"ListPlot", "[", 
     RowBox[{
      RowBox[{"Log10", "@", "ht\[CapitalDelta]v\[Chi]t\[Gamma]"}], ",", 
      RowBox[{"PlotRange", "\[Rule]", 
       RowBox[{"{", 
        RowBox[{
         RowBox[{"{", 
          RowBox[{
           RowBox[{"-", "3"}], ",", "6"}], "}"}], ",", 
         RowBox[{"{", 
          RowBox[{
           RowBox[{"-", "5"}], ",", 
           RowBox[{"-", "1"}]}], "}"}]}], "}"}]}]}], "]"}], ",", 
    RowBox[{"Plot", "[", 
     RowBox[{
      RowBox[{"{", 
       RowBox[{
        RowBox[{"Log10", "@", 
         RowBox[{
          RowBox[{"t\[ScriptCapitalY]", "[", 
           RowBox[{
            RowBox[{
             RowBox[{"\[Pi]", "/", "2"}], " ", 
             RowBox[{"C0", "/", 
              RowBox[{"(", 
               SuperscriptBox["B", "2"], ")"}]}]}], ",", "B", ",", "0", ",", 
            "\[Lambda]2", ",", 
            RowBox[{"{", "}"}]}], "]"}], "[", 
          RowBox[{"10", "^", "X"}], "]"}]}], ",", 
        RowBox[{"Log10", "@", 
         RowBox[{"(", 
          RowBox[{"fit", "[", 
           RowBox[{"10", "^", "X"}], "]"}], ")"}]}]}], "}"}], ",", 
      RowBox[{"{", 
       RowBox[{"X", ",", 
        RowBox[{"-", "3"}], ",", "4"}], "}"}], ",", 
      RowBox[{"PlotStyle", "\[Rule]", 
       RowBox[{"{", 
        RowBox[{"Black", ",", 
         RowBox[{"{", 
          RowBox[{"Black", ",", "Dashed"}], "}"}]}], "}"}]}]}], "]"}]}], 
   "]"}]}]], "Input",
 CellChangeTimes->{{3.7047329906714993`*^9, 3.7047331824368887`*^9}, {
   3.70473324687014*^9, 3.704733251381863*^9}, 3.704734736989978*^9, {
   3.704741894041542*^9, 3.704741992210286*^9}, {3.704742043268236*^9, 
   3.704742096652954*^9}, {3.704742129180667*^9, 3.7047421619927464`*^9}, {
   3.704742567508285*^9, 3.704742577107051*^9}, {3.704742616468075*^9, 
   3.7047426468200207`*^9}, {3.70474268274114*^9, 3.7047426829487047`*^9}, {
   3.7047428295193367`*^9, 3.704742829795821*^9}, {3.704743149843864*^9, 
   3.7047431838914547`*^9}, {3.704743224165559*^9, 3.70474323291709*^9}, {
   3.7047433049747868`*^9, 3.7047433052567797`*^9}, {3.704743472073699*^9, 
   3.7047434726009483`*^9}, {3.704744472857861*^9, 3.704744473274468*^9}, {
   3.704789683610531*^9, 3.704789685321693*^9}, {3.704789994718698*^9, 
   3.704790017396002*^9}, {3.704795260792721*^9, 3.704795264351173*^9}, {
   3.704818168502204*^9, 3.704818174112096*^9}, {3.704818233543045*^9, 
   3.7048182344716463`*^9}, {3.7048823204207363`*^9, 
   3.7048823454332237`*^9}, {3.7048849755348587`*^9, 3.704884984360744*^9}, {
   3.704885534113755*^9, 3.7048855344392233`*^9}, {3.704885853651043*^9, 
   3.7048858540657167`*^9}, {3.704965773843742*^9, 3.704965777065875*^9}, {
   3.7049693612179613`*^9, 3.704969362720312*^9}, {3.704969399050403*^9, 
   3.704969447906712*^9}, {3.704991898067823*^9, 3.704991921331386*^9}, {
   3.704991958589786*^9, 3.7049919703480597`*^9}, {3.7050675461019287`*^9, 
   3.705067552125432*^9}, {3.70513674970753*^9, 3.705136763418333*^9}, {
   3.7051372263219357`*^9, 3.705137229337325*^9}, {3.7051393434243317`*^9, 
   3.705139344126608*^9}, {3.705166738542261*^9, 3.7051667397973537`*^9}, {
   3.705176438011141*^9, 3.705176464402214*^9}, {3.705176507475484*^9, 
   3.705176525243636*^9}, {3.705176575181119*^9, 3.7051766349376163`*^9}, {
   3.7051766711498632`*^9, 3.7051766733819523`*^9}, {3.705176837978043*^9, 
   3.70517686389679*^9}, {3.705177734310852*^9, 3.705177748038958*^9}, {
   3.705231673761531*^9, 3.705231966817231*^9}, {3.705232013634255*^9, 
   3.705232014625255*^9}, {3.70523210300005*^9, 3.705232119848153*^9}, {
   3.7063084483714867`*^9, 3.706308457012969*^9}, {3.706308640985435*^9, 
   3.706308682934486*^9}, {3.7063091070446177`*^9, 3.706309109724715*^9}, {
   3.706309613956152*^9, 3.706309614132029*^9}, {3.707436986052169*^9, 
   3.707436992524081*^9}, {3.707437592518285*^9, 3.7074375947752447`*^9}, {
   3.70743767159232*^9, 3.707437671958208*^9}, {3.707438477243264*^9, 
   3.707438478110629*^9}, {3.707481753346265*^9, 3.707481754129567*^9}, {
   3.707664795014165*^9, 3.707664795726964*^9}, {3.7076651937319937`*^9, 
   3.707665195358817*^9}, {3.708442820514758*^9, 3.7084428863547688`*^9}, {
   3.712340674251704*^9, 3.712340745877091*^9}, {3.7123407856701803`*^9, 
   3.712340785754417*^9}, {3.712354614143187*^9, 3.712354615407503*^9}, {
   3.712416803677637*^9, 3.7124168047510023`*^9}, {3.712420780136553*^9, 
   3.712420789193008*^9}, {3.712446204182747*^9, 
   3.712446257834797*^9}},ExpressionUUID->"2c5824e4-f401-4979-a7d0-\
d150d63fc2a4"],

Cell[BoxData[
 GraphicsBox[{{{}, {{{}, {
       {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
        0.0055000000000000005`], AbsoluteThickness[1.6], 
        PointBox[CompressedData["
1:eJwVl3dcT/8Xxz+jnZKi+BqlZTVEVJL3R4OUrVQkoy1EpUHaQ4WIKKQkQqE0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         
         "]]}}, {}}}, {}, {}, {{}, {}}, {{}, {}}}, {{{{}, {}, 
      TagBox[{
        {GrayLevel[0], AbsoluteThickness[1.6], Opacity[1.], 
         LineBox[CompressedData["
1:eJwl2Hk0lN8bAPAZZowlJiNC1myVVFIR1UwSERUVUSlL0oZvKEspKfuuKJJd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          "]]}},
       Annotation[#, "Charting`Private`Tag$137251#1"]& ], 
      TagBox[{
        {GrayLevel[0], AbsoluteThickness[1.6], Opacity[1.], 
         Dashing[{Small, Small}], LineBox[CompressedData["
1:eJwl2Hk8VN0fB/AZM8g2E4NKWUK08khFqBklpVKhSHtZStZsWUqKbMnaE4ki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          "]]}},
       Annotation[#, "Charting`Private`Tag$137251#2"]& ]}}, {}, {}}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, -1.02},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  ImageSize->{485., Automatic},
  Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{{-3, 6}, {-5, -1}},
  PlotRangeClipping->True,
  PlotRangePadding->{{0, 0}, {0, 0}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.707669280342009*^9, 3.7076693055732193`*^9}, 
   3.707670227571476*^9, 3.707670279354446*^9, 3.7076704179499903`*^9, 
   3.7076890254896317`*^9, {3.708442810225156*^9, 3.708442825615745*^9}, {
   3.708442867584693*^9, 3.708442886906851*^9}, 3.708442941043404*^9, {
   3.7084431231244173`*^9, 3.7084431660145493`*^9}, 3.7084432157552567`*^9, {
   3.7084432513103437`*^9, 3.708443263366468*^9}, 3.708451815645948*^9, {
   3.708784607845929*^9, 3.7087846234534407`*^9}, {3.70878480209125*^9, 
   3.7087848232645283`*^9}, 3.708784860369842*^9, 3.708784969602377*^9, {
   3.70878519903968*^9, 3.7087852184905567`*^9}, 3.708785249551149*^9, 
   3.708785301211081*^9, 3.708785403734845*^9, {3.708785464939011*^9, 
   3.70878553077702*^9}, {3.708786046252172*^9, 3.7087860529631453`*^9}, {
   3.712340687040523*^9, 3.7123406898929577`*^9}, {3.712340740706085*^9, 
   3.712340746288026*^9}, 3.712340786132267*^9, {3.712341422072835*^9, 
   3.712341444734881*^9}, {3.71234148193649*^9, 3.712341500356955*^9}, 
   3.712341794861045*^9, {3.712341835919621*^9, 3.712341857303825*^9}, 
   3.712354297048585*^9, 3.712354343222934*^9, 3.712354419780979*^9, 
   3.7123544683466*^9, 3.7123545345657053`*^9, {3.712354603657954*^9, 
   3.712354616045879*^9}, {3.712354676984397*^9, 3.7123547732262907`*^9}, 
   3.712355249706522*^9, 3.7123553786150913`*^9, 3.712355554706808*^9, 
   3.712355845596476*^9, 3.712357871094554*^9, 3.712402693007428*^9, 
   3.712414179738449*^9, 3.7124164820333223`*^9, 3.7124165793904657`*^9, 
   3.7124167478685703`*^9, 3.7124168054507647`*^9, 3.712416862553542*^9, 
   3.712416913569981*^9, 3.712418989052652*^9, 3.7124191553268538`*^9, 
   3.7124199181280107`*^9, {3.712419994168869*^9, 3.712420021449827*^9}, 
   3.712420056852771*^9, {3.712420127848818*^9, 3.7124201736831503`*^9}, 
   3.712420552037171*^9, 3.712420753135285*^9, {3.712420786642437*^9, 
   3.712420789660735*^9}, 3.7124443266735573`*^9, {3.712444383695437*^9, 
   3.712444419535204*^9}, 3.712445552269155*^9, 3.712445603900373*^9, 
   3.712445722334865*^9, 3.71244578411648*^9, 3.712445924650709*^9, {
   3.712446233092272*^9, 3.712446259431014*^9}, 
   3.7124469723056173`*^9},ExpressionUUID->"dde3e3a9-0cb5-4b7f-ab70-\
3c49ca3d7d6e"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"fit", "[", "\"\<BestFitParameters\>\"", "]"}]], "Input",
 CellChangeTimes->{{3.712340886335466*^9, 3.712340889581972*^9}, {
  3.712341190677258*^9, 
  3.712341193227158*^9}},ExpressionUUID->"f184ef37-afc5-434f-aea8-\
ffddfcc7f01c"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{"\[Lambda]", "\[Rule]", "3.647256050314803`"}], "}"}]], "Output",
 CellChangeTimes->{
  3.712340889801001*^9, 3.71234119345047*^9, {3.712341422608639*^9, 
   3.712341445624464*^9}, {3.712341485998266*^9, 3.712341500653166*^9}, 
   3.712341796378963*^9, {3.712341836889235*^9, 3.712341858245736*^9}, 
   3.7123543475851173`*^9, 3.7123544225520563`*^9, 3.712354469900642*^9, 
   3.712354620164184*^9, {3.712354680496811*^9, 3.712354774446205*^9}, 
   3.712355252563312*^9, 3.712355554731657*^9, 3.71235584562005*^9, 
   3.712357871116666*^9, 3.712416925931582*^9, 3.712419919748313*^9, {
   3.712419995166749*^9, 3.712420023486136*^9}, 3.712420181139059*^9, 
   3.7124457890655193`*^9, 
   3.7124459508622227`*^9},ExpressionUUID->"4098e4d4-0560-4547-be30-\
aace734c4987"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"ListLogPlot", "[", 
  RowBox[{"{", 
   RowBox[{
    RowBox[{"Join", "[", 
     RowBox[{
      RowBox[{"{", "\[ScriptCapitalM]0", "}"}], ",", 
      RowBox[{
       RowBox[{
        RowBox[{"Abs", "@", 
         RowBox[{
          RowBox[{"coeff", "[", 
           RowBox[{
            RowBox[{
             RowBox[{"\[Pi]", "/", "2"}], " ", 
             RowBox[{"C0", "/", 
              SuperscriptBox["B", "2"]}]}], ",", "1", ",", "0", ",", 
            RowBox[{"{", "}"}]}], "]"}], "[", "#", "]"}]}], "&"}], "/@", 
       RowBox[{"(", 
        RowBox[{
         RowBox[{"Range", "[", "15", "]"}], "-", "1"}], ")"}]}]}], "]"}], ",", 
    RowBox[{"Abs", "@", 
     RowBox[{"Gs2Cs", "[", "Gs", "]"}]}], ",", 
    RowBox[{"Join", "[", 
     RowBox[{
      RowBox[{"{", "\[ScriptCapitalM]0", "}"}], ",", 
      RowBox[{
       RowBox[{"(", 
        RowBox[{"x", "\[Function]", 
         RowBox[{
          RowBox[{
           RowBox[{
            RowBox[{"Abs", "@", 
             RowBox[{
              RowBox[{"coeff", "[", 
               RowBox[{"A", ",", "\[Lambda]", ",", "\[Lambda]2", ",", 
                RowBox[{"c", "/@", 
                 RowBox[{"(", 
                  RowBox[{
                   RowBox[{"Range", "[", 
                    RowBox[{"n1", "+", "n2", "-", "1"}], "]"}], "+", "1"}], 
                  ")"}]}]}], "]"}], "[", "#", "]"}]}], "/.", "x"}], "&"}], "/@", 
          RowBox[{"(", 
           RowBox[{
            RowBox[{"Range", "[", "15", "]"}], "-", "1"}], ")"}]}]}], ")"}], 
       "@", 
       RowBox[{"sol", "[", 
        RowBox[{"[", "1", "]"}], "]"}]}]}], "]"}], ",", 
    RowBox[{"Join", "[", 
     RowBox[{
      RowBox[{"{", "\[ScriptCapitalM]0", "}"}], ",", 
      RowBox[{
       RowBox[{
        RowBox[{"Abs", "@", 
         RowBox[{"SeriesCoefficient", "[", 
          RowBox[{
           RowBox[{
            RowBox[{
             RowBox[{
              RowBox[{
               RowBox[{"t\[ScriptCapitalY]", "[", 
                RowBox[{
                "A", ",", "B", ",", "\[Lambda]", ",", "\[Lambda]2", ",", 
                 RowBox[{"c", "/@", 
                  RowBox[{"(", 
                   RowBox[{
                    RowBox[{"Range", "[", 
                    RowBox[{"n1", "+", "n2", "-", "1"}], "]"}], "+", "1"}], 
                   ")"}]}]}], "]"}], "[", "X", "]"}], "/", 
              RowBox[{"(", 
               RowBox[{
                RowBox[{"(", 
                 RowBox[{"#", "+", "2"}], ")"}], 
                RowBox[{"(", 
                 RowBox[{"#", "+", "1"}], ")"}]}], ")"}]}], "/.", 
             RowBox[{"sol", "[", 
              RowBox[{"[", "1", "]"}], "]"}]}], "/.", 
            RowBox[{"fit", "[", "\"\<BestFitParameters\>\"", "]"}]}], ",", 
           RowBox[{"{", 
            RowBox[{"X", ",", "0", ",", "#"}], "}"}], ",", 
           RowBox[{"Assumptions", "\[Rule]", 
            RowBox[{"{", 
             RowBox[{"X", ">", "0"}], "}"}]}]}], "]"}]}], "&"}], "/@", 
       RowBox[{"(", 
        RowBox[{
         RowBox[{"Range", "[", "15", "]"}], "-", "1"}], ")"}]}]}], "]"}]}], 
   "}"}], "]"}]], "Input",
 CellChangeTimes->CompressedData["
1:eJwdzFtIk2EAh/G5ZLNtbqUwIcpwB4eKbooYwoJ9s5QWgpSbMyLEPM3DFJWF
VBhLFGxdZFGCpiG65cBQhzglT9F2IQgZkUfYpbUPRTzgh03p/b8XD7+7J6m8
8V4ln8fjaUgwql7zdHCYZdq3bS+h7Er/gp94vO6m8rV21Qyx+0Z0KlwWf8+A
r/N0WrjbsqqoGGEZ68/fVN0bXzYMK+eMMOftRz/Mf14YhOe/0oSVxMnZQTE0
Ja/EuIjHAw0X4VbIJYOi94Y4WN1vSIDDgQLqxsL1FJj1IJNa7B/IheE7Rj2U
FkoYuJzfboLys9umXuKlv3V3oXqlqwhKEl9Rm70lXpubZfYiqxOQ3yeahvqO
mq+wjMcFoNd8Rq06VR9Bt2Seg5vPUpV1xHeLL1RQuenKgOMWvhb+WePW6okH
ngjVMfKNayI+vBWkGvWH5mZiq/CEGtOT49jHz+dsg84ap6XXwzL3Jz6Vwn1d
uBy2CnwN8NrNLYv/M8twCoEVjnUm2GaJqsciO0yWJvbBUMg9BM2TjzzQM6T3
wh5fRLBErP1xKoTBky45XIz/QrXHX0iDBucONTBW9gQujTqo0gqzOEwsSv8Q
C6/KjeO7xGJpNfXf5e0pqCgomYb/AepFToo=
  
  "],ExpressionUUID->"318a2176-9af8-4eb2-a44a-805d59a407c0"],

Cell[BoxData[
 GraphicsBox[{{{}, {{{}, {
       {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
        0.012833333333333334`], AbsoluteThickness[1.6], 
        PointBox[{{1., 0.20082428216262066`}, {2., -4.360775179005213}, {
         3., -6.460900611466145}, {4., -7.8423802865985355`}, {
         5., -8.817313544951592}, {6., -9.505764693665155}, {
         7., -9.971982706127193}, {8., -10.256439308648243`}, {
         9., -10.38709822150855}, {10., -10.3844613840237}, {
         11., -10.264207022511004`}, {12., -10.038713113734813`}, {
         13., -9.718000245599143}, {14., -9.310346548281125}, {
         15., -8.822705856807845}, {16., -8.261001975563165}}]}}, {
       {RGBColor[0.880722, 0.611041, 0.142051], PointSize[
        0.012833333333333334`], AbsoluteThickness[1.6], 
        PointBox[{{1., 0.20082428216259543`}, {2., -4.360775076335285}, {
         3., -5.830391697563509}, {4., -6.504456136060981}, {
         5., -6.753788170290081}, {6., -6.7159247424693485`}, {
         7., -6.460354678470231}, {8., -6.028874663405286}}]}}, {
       {RGBColor[0.560181, 0.691569, 0.194885], PointSize[
        0.012833333333333334`], AbsoluteThickness[1.6], 
        PointBox[{{1., 0.20082428216262066`}}]}}, {
       {RGBColor[0.922526, 0.385626, 0.209179], PointSize[
        0.012833333333333334`], AbsoluteThickness[1.6], 
        PointBox[{{1., 0.20082428216262066`}, {2., -4.360775076335285}, {
         3., -5.8303916975635195`}, {4., -6.504456136060982}, {
         5., -6.753788170290077}, {6., -6.715924742469348}, {
         7., -6.593474493353132}, {8., -6.832308553881589}, {
         9., -6.909921432178013}, {10., -6.8542910460549855`}, {
         11., -6.725493651060986}, {12., -6.496629558411245}, {
         13., -6.174627204763308}, {14., -5.76671759342796}, {
         15., -5.278978575167664}, {
         16., -4.717257512808765}}]}}, {}}}, {}, {}, {{}, {}}, {{}, {}}}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0., -11.15557646774275},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{
     Charting`ScaledTicks[{Log, Exp}], 
     Charting`ScaledFrameTicks[{Log, Exp}]}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Exp[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Exp[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{{0., 16.}, {-10.97531613837917, 0.20082428216262066`}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.05]}},
  Ticks->FrontEndValueCache[{Automatic, 
     Charting`ScaledTicks[{Log, Exp}]}, {Automatic, {{-9.210340371976182, 
       FormBox[
        TemplateBox[{"10", 
          RowBox[{"-", "4"}]}, "Superscript", SyntaxForm -> SuperscriptBox], 
        TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-6.907755278982137, 
       FormBox["0.001`", TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-4.605170185988091, 
       FormBox[
        TagBox[
         InterpretationBox["\"0.010\"", 0.01, AutoDelete -> True], 
         NumberForm[#, {
           DirectedInfinity[1], 3.}]& ], TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-2.3025850929940455`, 
       FormBox[
        TagBox[
         InterpretationBox["\"0.100\"", 0.1, AutoDelete -> True], 
         NumberForm[#, {
           DirectedInfinity[1], 3.}]& ], TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {0., 
       FormBox["1", TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-11.512925464970229`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-10.819778284410283`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-10.41431317630212, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-10.126631103850338`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-9.903487552536127, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-9.721165995742174, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-9.567015315914915, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-9.433483923290392, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-9.315700887634009, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-8.517193191416238, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-8.111728083308073, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-7.824046010856292, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-7.600902459542082, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-7.418580902748128, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-7.264430222920869, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-7.1308988302963465`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-7.013115794639964, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-6.214608098422191, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-5.809142990314028, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-5.521460917862246, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-5.298317366548036, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-5.115995809754082, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-4.961845129926823, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-4.8283137373023015`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-4.710530701645918, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-3.912023005428146, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-3.506557897319982, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-3.2188758248682006`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-2.995732273553991, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-2.8134107167600364`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-2.659260036932778, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-2.5257286443082556`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-2.4079456086518722`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-1.6094379124341003`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-1.2039728043259361`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.916290731874155, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.6931471805599453, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.5108256237659907, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.35667494393873245`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.2231435513142097, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.10536051565782628`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {0.6931471805599453, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {1.0986122886681098`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {1.3862943611198906`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {1.6094379124341003`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {1.791759469228055, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {1.9459101490553132`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {2.0794415416798357`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {2.1972245773362196`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {2.302585092994046, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {2.70805020110221, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {2.995732273553991, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}}}]]], "Output",
 CellChangeTimes->{{3.710698075659574*^9, 3.710698116827692*^9}, {
   3.7109483412498407`*^9, 3.710948350124186*^9}, {3.711126867676691*^9, 
   3.711126926785492*^9}, {3.7111269770429783`*^9, 3.711127011512371*^9}, 
   3.71112708891626*^9, 3.7111271686421633`*^9, 3.711127272636292*^9, {
   3.711127457883432*^9, 3.711127494390698*^9}, 3.711127907894992*^9, {
   3.711129875571169*^9, 3.711129919374709*^9}, {3.7111299535301123`*^9, 
   3.7111299766717043`*^9}, 3.7111312661811533`*^9, 3.711131299373033*^9, {
   3.7111333625030193`*^9, 3.711133390724989*^9}, {3.711133521566346*^9, 
   3.711133583525776*^9}, 3.711135291340001*^9, {3.711141827523261*^9, 
   3.7111418310294313`*^9}, 3.7111443993529673`*^9, {3.7111446213281813`*^9, 
   3.7111446242421*^9}, {3.711383369851819*^9, 3.711383397357383*^9}, 
   3.711383504902141*^9, 3.7113838184541283`*^9, 3.711383922815707*^9, {
   3.711402952508552*^9, 3.711402958023882*^9}, 3.711404390088929*^9, 
   3.711746726419971*^9, 3.711746765694718*^9, {3.711746855213851*^9, 
   3.7117469271558533`*^9}, 3.712336546732326*^9, 3.712336606319612*^9, 
   3.712336645889738*^9, {3.712336691123527*^9, 3.7123367404383574`*^9}, {
   3.7123383529819508`*^9, 3.712338375406939*^9}, {3.712338477349781*^9, 
   3.7123384936611223`*^9}, 3.712340855903501*^9, 3.712341274116418*^9, {
   3.712341311978713*^9, 3.712341334321162*^9}, {3.712341427897252*^9, 
   3.712341450442026*^9}, {3.712341490932637*^9, 3.712341506437632*^9}, 
   3.712341802069538*^9, {3.712341842610015*^9, 3.712341863495072*^9}, {
   3.7123543533323793`*^9, 3.712354372987413*^9}, 3.712354427874082*^9, {
   3.712354475376789*^9, 3.712354490278894*^9}, 3.712354624937665*^9, {
   3.712354659322887*^9, 3.7123547794222317`*^9}, {3.7123552571853523`*^9, 
   3.712355263773179*^9}, 3.712355558705669*^9, 3.712355867547941*^9, 
   3.712357874815097*^9, 3.7124169850583267`*^9, 3.712419002183814*^9, 
   3.7124192007347183`*^9, 3.712419922276613*^9, {3.7124199980667677`*^9, 
   3.712420027212335*^9}, 3.712420183743813*^9, {3.7124383681880693`*^9, 
   3.7124383840029383`*^9}, 3.712444337927021*^9, 3.712445566104023*^9, 
   3.7124457924226217`*^9, 3.712445887131619*^9, 
   3.712445954967486*^9},ExpressionUUID->"89b54540-039e-4ccb-82c9-\
59f2f46d6fbd"]
}, Open  ]],

Cell[BoxData[
 RowBox[{
  RowBox[{"ratioData", "=", 
   RowBox[{
    RowBox[{
     RowBox[{
      RowBox[{"With", "[", 
       RowBox[{
        RowBox[{"{", 
         RowBox[{"X", "=", 
          RowBox[{
           RowBox[{"\"\<H\>\"", "/", "\"\<T\>\""}], " ", 
           SuperscriptBox[
            RowBox[{
             RowBox[{"t", "[", "Tc", "]"}], "[", "\"\<T\>\"", "]"}], 
            RowBox[{"-", "\[CapitalDelta]"}]]}]}], "}"}], ",", 
        RowBox[{"{", 
         RowBox[{"X", ",", 
          RowBox[{"\"\<T\>\"", " ", "\"\<\[Chi]\>\"", " ", 
           RowBox[{
            SuperscriptBox[
             RowBox[{
              RowBox[{"t", "[", "Tc", "]"}], "[", "\"\<T\>\"", "]"}], 
             "\[Gamma]"], "/", 
            RowBox[{
             RowBox[{"\[ScriptCapitalY]", "[", 
              RowBox[{
               RowBox[{
                RowBox[{"\[Pi]", "/", "2"}], " ", 
                RowBox[{"C0", "/", 
                 RowBox[{"(", 
                  SuperscriptBox["B", "2"], ")"}]}]}], ",", "B"}], "]"}], "[",
              "X", "]"}]}]}]}], "}"}]}], "]"}], "/.", "#"}], "&"}], "/@", 
    "assData"}]}], ";"}]], "Input",
 CellChangeTimes->{{3.704742362877256*^9, 3.704742408664497*^9}, {
   3.704742527890593*^9, 3.704742541794598*^9}, {3.704742660156436*^9, 
   3.704742663684565*^9}, {3.70479005735952*^9, 3.704790076495715*^9}, {
   3.70481811917313*^9, 3.704818120508998*^9}, {3.704967594413649*^9, 
   3.704967598205678*^9}, {3.7049676822310743`*^9, 3.704967683798901*^9}, {
   3.7049918676424503`*^9, 3.70499186974644*^9}, 3.705137184169389*^9, {
   3.705139154629438*^9, 3.705139154869261*^9}, {3.7063088519286833`*^9, 
   3.706308868591404*^9}, {3.706309070860243*^9, 3.706309074588221*^9}, {
   3.7123405055606613`*^9, 3.712340505920287*^9}, {3.712413797491253*^9, 
   3.71241388135924*^9}, {3.7124139514944696`*^9, 3.7124139520385036`*^9}, {
   3.712414150105638*^9, 
   3.71241415156942*^9}},ExpressionUUID->"a7e36aee-5801-4c8e-885d-\
815ca16b84cc"],

Cell[BoxData[
 RowBox[{
  RowBox[{"ratioSmall", "[", "X_", "]"}], ":=", 
  RowBox[{
   RowBox[{"-", "2"}], 
   RowBox[{
    RowBox[{
     RowBox[{"Rest", "@", 
      RowBox[{"Gs2Cs", "[", "Gs", "]"}]}], ".", 
     RowBox[{"(", 
      RowBox[{
       RowBox[{
        SuperscriptBox["X", "#"], "&"}], "/@", 
       RowBox[{"(", 
        RowBox[{
         RowBox[{"Range", "[", 
          RowBox[{
           RowBox[{"Length", "[", "Gs", "]"}], "-", "1"}], "]"}], "-", "1"}], 
        ")"}]}], ")"}]}], "/", 
    RowBox[{
     RowBox[{"\[ScriptCapitalY]", "[", 
      RowBox[{
       RowBox[{"\[Pi]", " ", 
        RowBox[{"C0", "/", 
         RowBox[{"(", 
          RowBox[{"2", 
           SuperscriptBox["B", "2"]}], ")"}]}]}], ",", "B"}], "]"}], "[", "X",
      "]"}]}]}]}]], "Input",
 CellChangeTimes->{{3.712413954619421*^9, 3.71241409144135*^9}, {
   3.712414222786386*^9, 3.712414256251178*^9}, 
   3.712414319427877*^9},ExpressionUUID->"7116efe8-b6e5-49e6-b4ba-\
7c07f19c62de"],

Cell[BoxData[
 RowBox[{
  RowBox[{"ratioLarge", "[", "X_", "]"}], ":=", 
  RowBox[{
   RowBox[{"-", 
    RowBox[{
     RowBox[{"\[CapitalPhi]s2fs", "[", "\[CapitalPhi]s", "]"}], ".", 
     RowBox[{"(", 
      RowBox[{
       RowBox[{
        SuperscriptBox["X", 
         RowBox[{"-", 
          RowBox[{"(", 
           RowBox[{
            RowBox[{"6", "/", "15"}], "+", 
            RowBox[{
             RowBox[{"8", "/", "15"}], "#"}]}], ")"}]}]], "&"}], "/@", 
       RowBox[{"Range", "[", 
        RowBox[{"Length", "[", "\[CapitalPhi]s", "]"}], "]"}]}], ")"}]}]}], 
   "/", 
   RowBox[{
    RowBox[{"\[ScriptCapitalY]", "[", 
     RowBox[{
      RowBox[{"\[Pi]", " ", 
       RowBox[{"C0", "/", 
        RowBox[{"(", 
         RowBox[{"2", 
          SuperscriptBox["B", "2"]}], ")"}]}]}], ",", "B"}], "]"}], "[", "X", 
    "]"}]}]}]], "Input",
 CellChangeTimes->{{3.712414327321868*^9, 3.7124143314517097`*^9}, {
  3.712414365084766*^9, 3.712414453495257*^9}, {3.712414580432067*^9, 
  3.712414580760212*^9}},ExpressionUUID->"95f0b7c3-c6ed-4f85-9a9a-\
7590deda5a4d"],

Cell[BoxData[
 RowBox[{
  RowBox[{"ratioLarge2", "[", "X_", "]"}], ":=", 
  RowBox[{
   RowBox[{"-", 
    RowBox[{
     RowBox[{"\[CapitalPhi]s2fs", "[", "\[CapitalPhi]s", "]"}], ".", 
     RowBox[{"(", 
      RowBox[{
       RowBox[{
        SuperscriptBox["X", 
         RowBox[{"-", 
          RowBox[{"(", "#", ")"}]}]], "&"}], "/@", 
       RowBox[{"Range", "[", 
        RowBox[{"Length", "[", "\[CapitalPhi]s", "]"}], "]"}]}], ")"}]}]}], 
   "/", 
   RowBox[{
    RowBox[{"\[ScriptCapitalY]", "[", 
     RowBox[{
      RowBox[{"\[Pi]", " ", 
       RowBox[{"C0", "/", 
        RowBox[{"(", 
         RowBox[{"2", 
          SuperscriptBox["B", "2"]}], ")"}]}]}], ",", "B"}], "]"}], "[", "X", 
    "]"}]}]}]], "Input",
 CellChangeTimes->{{3.712414327321868*^9, 3.7124143314517097`*^9}, {
  3.712414365084766*^9, 3.712414453495257*^9}, {3.712414580432067*^9, 
  3.712414580760212*^9}, {3.712418477897538*^9, 
  3.712418491122006*^9}},ExpressionUUID->"1d4c4e9a-cb5e-4a15-af2b-\
359acec88a18"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Show", "[", 
  RowBox[{
   RowBox[{"ListLogLogPlot", "[", 
    RowBox[{"ratioData", ",", 
     RowBox[{"PlotRange", "\[Rule]", 
      RowBox[{"{", 
       RowBox[{
        RowBox[{"{", 
         RowBox[{"0.001", ",", "100000"}], "}"}], ",", 
        RowBox[{"{", 
         RowBox[{"0.6", ",", "1.6"}], "}"}]}], "}"}]}]}], "]"}], ",", 
   RowBox[{"LogLogPlot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"ratioSmall", "[", "X", "]"}], ",", 
       RowBox[{"ratioLarge", "[", "X", "]"}], ",", 
       RowBox[{"ratioLarge2", "[", "X", "]"}], ",", 
       SuperscriptBox[
        RowBox[{"(", 
         RowBox[{"1", "+", 
          RowBox[{
           SuperscriptBox[
            RowBox[{"(", 
             RowBox[{
              RowBox[{"-", 
               RowBox[{
                RowBox[{"\[CapitalPhi]s2fs", "[", "\[CapitalPhi]s", "]"}], 
                "[", 
                RowBox[{"[", "1", "]"}], "]"}]}], "/", 
              RowBox[{"(", 
               RowBox[{"C0", "/", 
                RowBox[{"(", 
                 RowBox[{"2", "B"}], ")"}]}], ")"}]}], ")"}], "15"], "X"}]}], 
         ")"}], 
        RowBox[{"1", "/", "15"}]], ",", 
       RowBox[{
        RowBox[{
         RowBox[{"-", 
          RowBox[{
           RowBox[{"\[CapitalPhi]s2fs", "[", "\[CapitalPhi]s", "]"}], "[", 
           RowBox[{"[", "1", "]"}], "]"}]}], "/", 
         RowBox[{"(", 
          RowBox[{"C0", "/", 
           RowBox[{"(", 
            RowBox[{"2", "B"}], ")"}]}], ")"}]}], 
        SuperscriptBox["X", 
         RowBox[{"1", "/", "15"}]]}], ",", 
       RowBox[{
        RowBox[{"fit", "[", "X", "]"}], "/", 
        RowBox[{
         RowBox[{"\[ScriptCapitalY]", "[", 
          RowBox[{
           RowBox[{"\[Pi]", " ", 
            RowBox[{"C0", "/", 
             RowBox[{"(", 
              RowBox[{"2", 
               SuperscriptBox["B", "2"]}], ")"}]}]}], ",", "B"}], "]"}], "[", 
         "X", "]"}]}], ",", 
       RowBox[{
        RowBox[{
         RowBox[{
          RowBox[{"t\[ScriptCapitalY]", "[", 
           RowBox[{"A", ",", "B", ",", "\[Lambda]", ",", "\[Lambda]2", ",", 
            RowBox[{"c", "/@", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"Range", "[", 
                RowBox[{"n1", "+", "n2", "-", "1"}], "]"}], "+", "1"}], 
              ")"}]}]}], "]"}], "[", "X", "]"}], "/", 
         RowBox[{
          RowBox[{"\[ScriptCapitalY]", "[", 
           RowBox[{
            RowBox[{"\[Pi]", " ", 
             RowBox[{"C0", "/", 
              RowBox[{"(", 
               RowBox[{"2", 
                SuperscriptBox["B", "2"]}], ")"}]}]}], ",", "B"}], "]"}], "[",
           "X", "]"}]}], "/.", 
        RowBox[{"resol", "[", 
         RowBox[{"[", "1", "]"}], "]"}]}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"X", ",", "0.001", ",", "100000"}], "}"}]}], "]"}]}], 
  "]"}]], "Input",
 CellChangeTimes->{{3.712413884575171*^9, 3.712413892525337*^9}, {
  3.712414275339645*^9, 3.712414299827372*^9}, {3.7124144300058193`*^9, 
  3.7124144348537903`*^9}, {3.712414759940282*^9, 3.712414804003825*^9}, {
  3.712414863781342*^9, 3.712414882678788*^9}, {3.712414964870536*^9, 
  3.712415030847807*^9}, {3.7124151084515142`*^9, 3.712415174257453*^9}, {
  3.712415233019642*^9, 3.712415242578576*^9}, {3.7124184636830873`*^9, 
  3.712418464681706*^9}, {3.712418499851099*^9, 3.7124185030428658`*^9}, {
  3.712418810974667*^9, 3.712418854255878*^9}, {3.712419024026373*^9, 
  3.7124190417413*^9}, {3.712420260991317*^9, 3.712420278439487*^9}, {
  3.712420454259121*^9, 3.7124204699551086`*^9}, {3.712447119872972*^9, 
  3.712447142409273*^9}, {3.712447180530634*^9, 3.712447227834652*^9}, {
  3.712447307068275*^9, 
  3.712447307171896*^9}},ExpressionUUID->"8edb02fc-298a-459c-b821-\
fc7cafdf4d12"],

Cell[BoxData[
 GraphicsBox[{{{{}, {{{}, {
        {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
         0.0055000000000000005`], AbsoluteThickness[1.6], 
         PointBox[CompressedData["
1:eJwVlmcgln8fxbntvUeJBhGZkRT6XSqEjIwIyQqhZESlISpFVmQUsnf2Hn0v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          "]]}}, {}}}, {}, {}, {{}, {}}, {{}, {}}}}, {{{{}, {}, 
      TagBox[{
        {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
         Opacity[1.], LineBox[CompressedData["
1:eJwVlnc01f8fx+2VPe+9iIzsPSt6XRKREhkZFbkyCplRmUWSUtkJ2febQsgs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          "]]}},
       Annotation[#, "Charting`Private`Tag$145820#1"]& ], 
      TagBox[{
        {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
         Opacity[1.], LineBox[CompressedData["
1:eJwVlmk81Osbxu1LxMz8ZuTYlwxOgzZLiue2REmdFkvonJMlypK1pGMrpaNN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          "]]}},
       Annotation[#, "Charting`Private`Tag$145820#2"]& ], 
      TagBox[{
        {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], 
         Opacity[1.], LineBox[CompressedData["
1:eJwV1Hc4lt8bAHB7Zu/tNV4NIcoKz12kSEIqKykre1ZoWVkpSSgRKSUzlFQ4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          "]]}},
       Annotation[#, "Charting`Private`Tag$145820#3"]& ], 
      TagBox[{
        {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], 
         Opacity[1.], LineBox[CompressedData["
1:eJwVy3c41u//xnF7j9teJaS7pAgVKdfrCkmKSoiKVCgkGRkNo0RFKsqWvUvK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          "]]}},
       Annotation[#, "Charting`Private`Tag$145820#4"]& ], 
      TagBox[{
        {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[1.6], 
         Opacity[1.], LineBox[CompressedData["
1:eJwB4QQe+yFib1JlAgAAAE0AAAACAAAAD4hVgIqhG8B++v38D4Dqv1JmpH/B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          "]]}},
       Annotation[#, "Charting`Private`Tag$145820#5"]& ], 
      TagBox[{
        {RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[1.6], 
         Opacity[1.], LineBox[CompressedData["
1:eJwVl3c81l8bx91mZM97lJldKCMK36+dEWWLRFbSsCoUUhmZpaKUsolfKKOs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          "]]}},
       Annotation[#, "Charting`Private`Tag$145820#6"]& ], 
      TagBox[{
        {RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[1.6], 
         Opacity[1.], LineBox[CompressedData["
1:eJwV1nc4l+8XB3B7kz0rM5pGtm/cT0JSIitJohCyRVJmkcxCyGhYGRFRtnPj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          "]]}},
       Annotation[#, "Charting`Private`Tag$145820#7"]& ]}}, {}, {}}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{-6.815651875262375, -0.5059214775009321},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{
     Charting`ScaledTicks[{Log, Exp}], 
     Charting`ScaledFrameTicks[{Log, Exp}]}, {
     Charting`ScaledTicks[{Log, Exp}], 
     Charting`ScaledFrameTicks[{Log, Exp}]}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Exp[#]& )[
         Part[#, 1]], 
        (Exp[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Exp[#]& )[
         Part[#, 1]], 
        (Exp[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->NCache[{{-6.907755278982137, 
      Log[100000]}, {-0.5108256237659907, 
     0.47000362924573563`}}, {{-6.907755278982137, 
    11.512925464970229`}, {-0.5108256237659907, 0.47000362924573563`}}],
  PlotRangeClipping->True,
  PlotRangePadding->{{0, 0}, {0, 0}},
  Ticks->FrontEndValueCache[{
     Charting`ScaledTicks[{Log, Exp}], 
     Charting`ScaledTicks[{Log, Exp}]}, {{{-4.605170185988091, 
       FormBox["0.01`", TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {0., 
       FormBox["1", TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {4.605170185988092, 
       FormBox["100", TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {9.210340371976184, 
       FormBox[
        TemplateBox[{"10", "4"}, "Superscript", SyntaxForm -> SuperscriptBox],
         TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-2.3025850929940455`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {2.302585092994046, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {6.907755278982137, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {11.512925464970229`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {13.815510557964274`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}}, {{-0.5108256237659907, 
       FormBox[
        TagBox[
         InterpretationBox["\"0.6\"", 0.6, AutoDelete -> True], NumberForm[#, {
           DirectedInfinity[1], 1.}]& ], TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-0.2231435513142097, 
       FormBox[
        TagBox[
         InterpretationBox["\"0.8\"", 0.8, AutoDelete -> True], NumberForm[#, {
           DirectedInfinity[1], 1.}]& ], TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {0., 
       FormBox[
        TagBox[
         InterpretationBox["\"1.0\"", 1., AutoDelete -> True], 
         NumberForm[#, {
           DirectedInfinity[1], 1.}]& ], TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {0.1823215567939546, 
       FormBox[
        TagBox[
         InterpretationBox["\"1.2\"", 1.2, AutoDelete -> True], NumberForm[#, {
           DirectedInfinity[1], 1.}]& ], TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {0.3364722366212129, 
       FormBox[
        TagBox[
         InterpretationBox["\"1.4\"", 1.4, AutoDelete -> True], NumberForm[#, {
           DirectedInfinity[1], 1.}]& ], TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {0.47000362924573563`, 
       FormBox[
        TagBox[
         InterpretationBox["\"1.6\"", 1.6, AutoDelete -> True], NumberForm[#, {
           DirectedInfinity[1], 1.}]& ], TraditionalForm], {0.01, 0.}, {
        AbsoluteThickness[0.1]}}, {-0.916290731874155, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.7985076962177716, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.6931471805599453, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.5978370007556204, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.4307829160924542, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.35667494393873245`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.2876820724517809, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.16251892949777494`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.10536051565782628`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {-0.05129329438755058, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {0.04879016416943205, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {0.09531017980432493, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {0.13976194237515863`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {0.22314355131420976`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {0.26236426446749106`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {0.30010459245033816`, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {0.371563556432483, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {0.4054651081081644, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}, {0.4382549309311553, 
       FormBox[
        InterpretationBox[
         StyleBox[
          
          GraphicsBox[{}, ImageSize -> {0., 0.}, BaselinePosition -> 
           Baseline], "CacheGraphics" -> False], 
         Spacer[{0., 0.}], Selectable -> False], TraditionalForm], {0.005, 
       0.}, {
        AbsoluteThickness[0.1]}}}}]]], "Output",
 CellChangeTimes->{
  3.712415031740975*^9, {3.712415138403935*^9, 3.712415175020652*^9}, 
   3.7124152439213333`*^9, {3.712418453634082*^9, 3.712418504143734*^9}, 
   3.712418855593092*^9, 3.712419043605371*^9, 3.7124191618062687`*^9, 
   3.712419212697241*^9, 3.712419927383946*^9, 3.712420000758985*^9, 
   3.7124200325912943`*^9, 3.712420189541621*^9, 3.712420280001046*^9, {
   3.712420458514633*^9, 3.7124204717540607`*^9}, 3.712420567375518*^9, 
   3.712444350250976*^9, 3.712445574685938*^9, 3.712445794287002*^9, 
   3.712446099572846*^9, {3.712447221707871*^9, 3.712447229436884*^9}, {
   3.71244730031251*^9, 3.7124473085450153`*^9}, {3.7124473457371597`*^9, 
   3.7124473741804857`*^9}},ExpressionUUID->"125886ae-c39d-4cc4-92b3-\
b120cb36e3d2"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"D", "[", 
  RowBox[{
   RowBox[{"Sum", "[", 
    RowBox[{
     RowBox[{
      RowBox[{"a", "[", "n", "]"}], 
      SuperscriptBox["x", "n"]}], ",", 
     RowBox[{"{", 
      RowBox[{"n", ",", "0", ",", "8"}], "}"}]}], "]"}], ",", 
   RowBox[{"{", 
    RowBox[{"x", ",", "2"}], "}"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.712444143356751*^9, 
  3.712444169012451*^9}},ExpressionUUID->"db4fa37b-3e24-42d3-9003-\
39346bf27b53"],

Cell[BoxData[
 RowBox[{
  RowBox[{"2", " ", 
   RowBox[{"a", "[", "2", "]"}]}], "+", 
  RowBox[{"6", " ", "x", " ", 
   RowBox[{"a", "[", "3", "]"}]}], "+", 
  RowBox[{"12", " ", 
   SuperscriptBox["x", "2"], " ", 
   RowBox[{"a", "[", "4", "]"}]}], "+", 
  RowBox[{"20", " ", 
   SuperscriptBox["x", "3"], " ", 
   RowBox[{"a", "[", "5", "]"}]}], "+", 
  RowBox[{"30", " ", 
   SuperscriptBox["x", "4"], " ", 
   RowBox[{"a", "[", "6", "]"}]}], "+", 
  RowBox[{"42", " ", 
   SuperscriptBox["x", "5"], " ", 
   RowBox[{"a", "[", "7", "]"}]}], "+", 
  RowBox[{"56", " ", 
   SuperscriptBox["x", "6"], " ", 
   RowBox[{"a", "[", "8", "]"}]}]}]], "Output",
 CellChangeTimes->{
  3.712444169267357*^9},ExpressionUUID->"5eb74cdd-7c7e-4c1d-bf32-\
5ff5e487d8bb"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{
   RowBox[{"1", "/", 
    RowBox[{"(", 
     RowBox[{
      RowBox[{"(", 
       RowBox[{"2", "+", "#"}], ")"}], 
      RowBox[{"(", 
       RowBox[{"1", "+", "#"}], ")"}]}], ")"}]}], "&"}], "/@", 
  RowBox[{"(", 
   RowBox[{
    RowBox[{"Range", "[", "10", "]"}], "-", "1"}], ")"}]}]], "Input",
 CellChangeTimes->{{3.7124442230038157`*^9, 
  3.712444245997406*^9}},ExpressionUUID->"32e58bf6-54b9-4c50-ac70-\
0522b591a2f1"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{
   FractionBox["1", "2"], ",", 
   FractionBox["1", "6"], ",", 
   FractionBox["1", "12"], ",", 
   FractionBox["1", "20"], ",", 
   FractionBox["1", "30"], ",", 
   FractionBox["1", "42"], ",", 
   FractionBox["1", "56"], ",", 
   FractionBox["1", "72"], ",", 
   FractionBox["1", "90"], ",", 
   FractionBox["1", "110"]}], "}"}]], "Output",
 CellChangeTimes->{
  3.712444246292817*^9},ExpressionUUID->"877b4ec1-6f85-4691-bbce-\
4a4af337e93d"]
}, Open  ]]
},
WindowSize->{614, 512},
WindowMargins->{{18, Automatic}, {Automatic, 18}},
FrontEndVersion->"11.1 for Linux x86 (64-bit) (March 13, 2017)",
StyleDefinitions->"Default.nb"
]
(* End of Notebook Content *)

(* Internal cache information *)
(*CellTagsOutline
CellTagsIndex->{}
*)
(*CellTagsIndex
CellTagsIndex->{}
*)
(*NotebookFileOutline
Notebook[{
Cell[560, 20, 430, 10, 77, "Input", "ExpressionUUID" -> \
"453b2247-e031-4ce0-942e-333cafb9d8bf"],
Cell[993, 32, 916, 25, 82, "Input", "ExpressionUUID" -> \
"8520f7d9-58a8-45e4-8f09-0593a7effe0b"],
Cell[1912, 59, 1380, 29, 147, "Input", "ExpressionUUID" -> \
"5438519c-7952-4225-a1e4-2658de13ea79"],
Cell[3295, 90, 363, 10, 50, "Input", "ExpressionUUID" -> \
"d44f3e47-dc47-446a-9531-356bd4f683cd"],
Cell[3661, 102, 742, 17, 101, "Input", "ExpressionUUID" -> \
"9c43836c-5224-4a7f-b325-f696ee8f0277"],
Cell[4406, 121, 728, 18, 79, "Input", "ExpressionUUID" -> \
"a43d9214-a29f-42c0-be11-b311bd30fcba"],
Cell[5137, 141, 986, 26, 82, "Input", "ExpressionUUID" -> \
"6084435f-1cba-48f5-b83b-776c8904b43e"],
Cell[6126, 169, 1139, 26, 37, "Input", "ExpressionUUID" -> \
"8012ae8b-f509-4055-88d8-6ab9179c5d6b"],
Cell[7268, 197, 422, 13, 34, "Input", "ExpressionUUID" -> \
"9d6df2e9-b392-44e3-8d2d-0d2fbd39108b"],
Cell[7693, 212, 1223, 30, 62, "Input", "ExpressionUUID" -> \
"fe4cc6eb-7a17-4492-88c6-d064203dafb1"],
Cell[8919, 244, 618, 19, 50, "Input", "ExpressionUUID" -> \
"1f83e486-383e-46ee-b0f8-0bcc636d076a"],
Cell[9540, 265, 547, 15, 34, "Input", "ExpressionUUID" -> \
"a7a65e56-b6ca-40ec-81b9-c85c27760d23"],
Cell[10090, 282, 1178, 34, 113, "Input", "ExpressionUUID" -> \
"09618fc2-355f-4b7a-bdc9-8e7737cc6527"],
Cell[11271, 318, 537, 16, 56, "Input", "ExpressionUUID" -> \
"3c937161-0a6e-438d-af4f-3dd66630fd12"],
Cell[11811, 336, 1488, 31, 57, "Input", "ExpressionUUID" -> \
"735d5501-1f21-45bd-8ed0-f6cf093305c2"],
Cell[13302, 369, 3073, 57, 58, "Input", "ExpressionUUID" -> \
"3cc7a352-8e74-40d2-a8dc-c80eb20715ce"],
Cell[16378, 428, 2315, 46, 102, "Input", "ExpressionUUID" -> \
"e24f4a68-986e-4066-a581-a6f6c7f2d0d4"],
Cell[18696, 476, 2021, 39, 80, "Input", "ExpressionUUID" -> \
"a56bfbaf-960b-4015-a85c-09cf0b8bfac6"],
Cell[20720, 517, 4842, 102, 240, "Input", "ExpressionUUID" -> \
"92da139b-a52d-4447-9324-99e506e4eec1"],
Cell[25565, 621, 3426, 58, 102, "Input", "ExpressionUUID" -> \
"d1c2ab88-8346-4b96-8358-7032ddc9b592"],
Cell[28994, 681, 1890, 33, 55, "Input", "ExpressionUUID" -> \
"8ba3b735-f852-4740-89e2-f8c994bad666"],
Cell[CellGroupData[{
Cell[30909, 718, 1208, 25, 34, "Input", "ExpressionUUID" -> \
"75b34247-c730-423b-886d-59f5cb6deb5a"],
Cell[32120, 745, 763, 14, 59, "Message", "ExpressionUUID" -> \
"c9598ffe-1b6f-4d29-a03f-f11061c66e05"]
}, Open  ]],
Cell[CellGroupData[{
Cell[32920, 764, 947, 26, 79, "Input", "ExpressionUUID" -> \
"6dea207c-d325-4f70-83ed-c79db3de75a8"],
Cell[33870, 792, 5344, 86, 80, "Output", "ExpressionUUID" -> \
"f96cb453-4aad-4678-95fd-d5b0d301ffe9"]
}, Open  ]],
Cell[CellGroupData[{
Cell[39251, 883, 3354, 85, 252, "Input", "ExpressionUUID" -> \
"e92029ad-cc6c-439d-99f4-348213864b01"],
Cell[42608, 970, 53194, 1042, 328, "Output", "ExpressionUUID" -> \
"6f9af633-d5dd-428f-99bd-2f26d8eaaec3"]
}, Open  ]],
Cell[95817, 2015, 1372, 30, 60, "Input", "ExpressionUUID" -> \
"533b82f3-0063-4115-96b4-8433fa98f775"],
Cell[97192, 2047, 964, 22, 37, "Input", "ExpressionUUID" -> \
"48cb4fd6-ae15-4151-b7ab-6b86437dacba"],
Cell[98159, 2071, 1001, 15, 32, "Input", "ExpressionUUID" -> \
"63a9f987-b95a-4687-8447-f3daac286a24"],
Cell[99163, 2088, 5497, 96, 159, "Input", "ExpressionUUID" -> \
"f7c504d9-50bd-4d15-bccd-8271b18ceb07"],
Cell[CellGroupData[{
Cell[104685, 2188, 841, 23, 79, "Input", "ExpressionUUID" -> \
"9934911f-d265-4bb4-a635-816005c56a60"],
Cell[105529, 2213, 432, 12, 51, "Output", "ExpressionUUID" -> \
"93180487-1da3-4064-a645-15b9034144b9"]
}, Open  ]],
Cell[105976, 2228, 5267, 83, 126, "Input", "ExpressionUUID" -> \
"6459e03e-49ac-4247-9e9a-b1bb9f5d89de"],
Cell[CellGroupData[{
Cell[111268, 2315, 304, 5, 32, "Input", "ExpressionUUID" -> \
"d4269174-d0d4-40b4-ac28-93abba4c0d9e"],
Cell[111575, 2322, 1182, 25, 50, "Output", "ExpressionUUID" -> \
"02dfe6be-0c13-4b56-8b62-675c294111aa"]
}, Open  ]],
Cell[CellGroupData[{
Cell[112794, 2352, 4586, 88, 162, "Input", "ExpressionUUID" -> \
"2c5824e4-f401-4979-a7d0-d150d63fc2a4"],
Cell[117383, 2442, 27178, 459, 325, "Output", "ExpressionUUID" -> \
"dde3e3a9-0cb5-4b7f-ab70-3c49ca3d7d6e"]
}, Open  ]],
Cell[CellGroupData[{
Cell[144598, 2906, 255, 5, 32, "Input", "ExpressionUUID" -> \
"f184ef37-afc5-434f-aea8-ffddfcc7f01c"],
Cell[144856, 2913, 808, 14, 32, "Output", "ExpressionUUID" -> \
"4098e4d4-0560-4547-be30-aace734c4987"]
}, Open  ]],
Cell[CellGroupData[{
Cell[145701, 2932, 3878, 100, 321, "Input", "ExpressionUUID" -> \
"318a2176-9af8-4eb2-a44a-805d59a407c0"],
Cell[149582, 3034, 23850, 584, 234, "Output", "ExpressionUUID" -> \
"89b54540-039e-4ccb-82c9-59f2f46d6fbd"]
}, Open  ]],
Cell[173447, 3621, 1991, 46, 109, "Input", "ExpressionUUID" -> \
"a7e36aee-5801-4c8e-885d-815ca16b84cc"],
Cell[175441, 3669, 985, 31, 87, "Input", "ExpressionUUID" -> \
"7116efe8-b6e5-49e6-b4ba-7c07f19c62de"],
Cell[176429, 3702, 1075, 32, 88, "Input", "ExpressionUUID" -> \
"95f0b7c3-c6ed-4f85-9a9a-7590deda5a4d"],
Cell[177507, 3736, 996, 29, 64, "Input", "ExpressionUUID" -> \
"1d4c4e9a-cb5e-4a15-af2b-359acec88a18"],
Cell[CellGroupData[{
Cell[178528, 3769, 3813, 98, 218, "Input", "ExpressionUUID" -> \
"8edb02fc-298a-459c-b821-fc7cafdf4d12"],
Cell[182344, 3869, 75961, 1365, 249, "Output", "ExpressionUUID" -> \
"125886ae-c39d-4cc4-92b3-b120cb36e3d2"]
}, Open  ]],
Cell[CellGroupData[{
Cell[258342, 5239, 452, 14, 37, "Input", "ExpressionUUID" -> \
"db4fa37b-3e24-42d3-9003-39346bf27b53"],
Cell[258797, 5255, 756, 23, 32, "Output", "ExpressionUUID" -> \
"5eb74cdd-7c7e-4c1d-bf32-5ff5e487d8bb"]
}, Open  ]],
Cell[CellGroupData[{
Cell[259590, 5283, 458, 15, 32, "Input", "ExpressionUUID" -> \
"32e58bf6-54b9-4c50-ac70-0522b591a2f1"],
Cell[260051, 5300, 484, 15, 50, "Output", "ExpressionUUID" -> \
"877b4ec1-6f85-4691-bbce-4a4af337e93d"]
}, Open  ]]
}
]
*)