B1: 548
B2: 643
B3: 920
B4: 1406
B5: 2075
B6: 2877
B7: 5509
B8: 6087
B9: 8141
B10: 9802
B11: 11891
B12: 16630
B13: 19716
B14: 23707
B15: 27440
B16: 30587
B17: 34110
B18: 36814
B19: 39829
B20: 42354
B21: 44386
B22: 44759
B23: 59895
B24: 66358
B25: 68413
B26: 70513
B27: 72434
B28: 74211
B29: 74619
B30: 75077
B31: 75550
B32: 77001
B33: 77022
B34: 77241
B35: 77754
B36: 78166
B37: 78600
B38: 78928
B39: 79394
B40: 79824
B41: 80026
B42: 80151
B43: 80270
B44: 80409
B45: 80552
B46: 80696
B47: 80735
B48: 80739
B49: 80756
B50: 80778
B51: 80793
B52: 80813
B53: 80824
B54: 80844
B55: 80860
B56: 80881
B57: 80894
B58: 80928
B59: 80967
B60: 81008
B61: 81054
B62: 81093
B63: 81171
B64: 81218
B65: 81285
B66: 81340
B67: 81394
B68: 81439
B69: 81470
B70: 81518
B71: 81554
B72: 81589
B73: 81620
B74: 81639
B75: 81669
B76: 81708
B77: 81740
B78: 81802
B79: 81865
B80: 81907
B81: 81953
B82: 82052
B83: 82160
A1: 1
A2: A1 + 1
A3: A2 + 1
A4: A3 + 1
A5: A4 + 1
A6: A5 + 1
A7: A6 + 1
A8: A7 + 1
A9: A8 + 1
A10: A9 + 1
A11: A10 + 1
A12: A11 + 1
A13: A12 + 1
A14: A13 + 1
A15: A14 + 1
A16: A15 + 1
A17: A16 + 1
A18: A17 + 1
A19: A18 + 1
A20: A19 + 1
A21: A20 + 1
A22: A21 + 1
A23: A22 + 1
A24: A23 + 1
A25: A24 + 1
A26: A25 + 1
A27: A26 + 1
A28: A27 + 1
A29: A28 + 1
A30: A29 + 1
A31: A30 + 1
A32: A31 + 1
A33: A32 + 1
A34: A33 + 1
A35: A34 + 1
A36: A35 + 1
A37: A36 + 1
A38: A37 + 1
A39: A38 + 1
A40: A39 + 1
A41: A40 + 1
A42: A41 + 1
A43: A42 + 1
A44: A43 + 1
A45: A44 + 1
A46: A45 + 1
A47: A46 + 1
A48: A47 + 1
A49: A48 + 1
A50: A49 + 1
A51: A50 + 1
A52: A51 + 1
A53: A52 + 1
A54: A53 + 1
A55: A54 + 1
A56: A55 + 1
A57: A56 + 1
A58: A57 + 1
A59: A58 + 1
A60: A59 + 1
A61: A60 + 1
A62: A61 + 1
A63: A62 + 1
A64: A63 + 1
A65: A64 + 1
A66: A65 + 1
A67: A66 + 1
A68: A67 + 1
A69: A68 + 1
A70: A69 + 1
A71: A70 + 1
A72: A71 + 1
A73: A72 + 1
A74: A73 + 1
A75: A74 + 1
A76: A75 + 1
A77: A76 + 1
A78: A77 + 1
A79: A78 + 1
A80: A79 + 1
A81: A80 + 1
A82: A81 + 1
A83: A82 + 1
l1: {(A1, B1), (A2, B2), (A3, B3), (A4, B4), (A5, B5), (A6, B6), (A7, B7), (A8, B8), (A9, B9), (A10, B10), (A11, B11), (A12, B12), (A13, B13), (A14, B14), (A15, B15), (A16, B16), (A17, B17), (A18, B18), (A19, B19), (A20, B20), (A21, B21), (A22, B22), (A23, B23), (A24, B24), (A25, B25), (A26, B26), (A27, B27), (A28, B28), (A29, B29), (A30, B30), (A31, B31), (A32, B32), (A33, B33), (A34, B34), (A35, B35), (A36, B36), (A37, B37), (A38, B38), (A39, B39), (A40, B40), (A41, B41), (A42, B42), (A43, B43), (A44, B44), (A45, B45), (A46, B46), (A47, B47), (A48, B48), (A49, B49), (A50, B50), (A51, B51), (A52, B52), (A53, B53), (A54, B54), (A55, B55), (A56, B56), (A57, B57), (A58, B58), (A59, B59), (A60, B60), (A61, B61), (A62, B62), (A63, B63), (A64, B64), (A65, B65), (A66, B66), (A67, B67), (A68, B68), (A69, B69), (A70, B70), (A71, B71), (A72, B72), (A73, B73), (A74, B74), (A75, B75), (A76, B76), (A77, B77), (A78, B78), (A79, B79), (A80, B80), (A81, B81), (A82, B82), (A83, B83)}
C1: 1
C2: C1 + 1
C3: C2 + 1
C4: C3 + 1
C5: C4 + 1
C6: C5 + 1
C7: C6 + 1
C8: C7 + 1
C9: C8 + 1
C10: C9 + 1
C11: C10 + 1
C12: C11 + 1
C13: C12 + 1
C14: C13 + 1
C15: C14 + 1
C16: C15 + 1
C17: C16 + 1
C18: C17 + 1
C19: C18 + 1
C20: C19 + 1
C21: C20 + 1
C22: C21 + 1
C23: C22 + 1
C24: C23 + 1
C25: C24 + 1
C26: C25 + 1
C27: C26 + 1
C28: C27 + 1
C29: C28 + 1
C30: C29 + 1
C31: C30 + 1
C32: C31 + 1
C33: C32 + 1
C34: C33 + 1
C35: C34 + 1
C36: C35 + 1
C37: C36 + 1
C38: C37 + 1
C39: C38 + 1
C40: C39 + 1
C41: C40 + 1
C42: C41 + 1
C43: C42 + 1
C44: C43 + 1
C45: C44 + 1
C46: C45 + 1
C47: C46 + 1
C48: C47 + 1
C49: C48 + 1
C50: C49 + 1
C51: C50 + 1
C52: C51 + 1
C53: C52 + 1
C54: C53 + 1
C55: C54 + 1
C56: C55 + 1
C57: C56 + 1
C58: C57 + 1
C59: C58 + 1
C60: C59 + 1
C61: C60 + 1
C62: C61 + 1
C63: C62 + 1
C64: C63 + 1
C65: C64 + 1
C66: C65 + 1
C67: C66 + 1
C68: C67 + 1
C69: C68 + 1
C70: C69 + 1
C71: C70 + 1
C72: C71 + 1
C73: C72 + 1
C74: C73 + 1
C75: C74 + 1
C76: C75 + 1
C77: C76 + 1
C78: C77 + 1
C79: C78 + 1
C80: C79 + 1
C81: C80 + 1
C82: C81 + 1
C83: C82 + 1
D2: B2 - B1
D3: B3 - B2
D4: B4 - B3
D5: B5 - B4
D6: B6 - B5
D7: B7 - B6
D8: B8 - B7
D9: B9 - B8
D10: B10 - B9
D11: B11 - B10
D12: B12 - B11
D13: B13 - B12
D14: B14 - B13
D15: B15 - B14
D16: B16 - B15
D17: B17 - B16
D18: B18 - B17
D19: B19 - B18
D20: B20 - B19
D21: B21 - B20
D22: B22 - B21
D23: B23 - B22
D24: B24 - B23
D25: B25 - B24
D26: B26 - B25
D27: B27 - B26
D28: B28 - B27
D29: B29 - B28
D30: B30 - B29
D31: B31 - B30
D32: B32 - B31
D33: B33 - B32
D34: B34 - B33
D35: B35 - B34
D36: B36 - B35
D37: B37 - B36
D38: B38 - B37
D39: B39 - B38
D40: B40 - B39
D41: B41 - B40
D42: B42 - B41
D43: B43 - B42
D44: B44 - B43
D45: B45 - B44
D46: B46 - B45
D47: B47 - B46
D48: B48 - B47
D49: B49 - B48
D50: B50 - B49
D51: B51 - B50
D52: B52 - B51
D53: B53 - B52
D54: B54 - B53
D55: B55 - B54
D56: B56 - B55
D57: B57 - B56
D58: B58 - B57
D59: B59 - B58
D60: B60 - B59
D61: B61 - B60
D62: B62 - B61
D63: B63 - B62
D64: B64 - B63
D65: B65 - B64
D66: B66 - B65
D67: B67 - B66
D68: B68 - B67
D69: B69 - B68
D70: B70 - B69
D71: B71 - B70
D72: B72 - B71
D73: B73 - B72
D74: B74 - B73
D75: B75 - B74
D76: B76 - B75
D77: B77 - B76
D78: B78 - B77
D79: B79 - B78
D80: B80 - B79
D81: B81 - B80
D82: B82 - B81
D83: B83 - B82
a_2 = 81300 (slider from 0 to 100000)
b_2 = 0.136 (slider from 0 to 0.2, step 0.001)
t = 42.7 (slider from 0 to 100)
inicial: 548
G(t) = If[t > 0, (a_2 * ℯ^(((-log(a_2 / inicial)) * ℯ^(((-b_2) * t)))))]
a_1 = 42.7 (slider from 0 to 50, step 0.1)
b_1 = 0.2 (slider from -5 to 5)
c_1 = 82700 (slider from 0 to 100000)
L(t) = If[t ≥ 0, c_1 / (1 + (a_1 * ℯ^(((-b_1) * t))))]
l2: {(C2, D2), (C3, D3), (C4, D4), (C5, D5), (C6, D6), (C7, D7), (C8, D8), (C9, D9), (C10, D10), (C11, D11), (C12, D12), (C13, D13), (C14, D14), (C15, D15), (C16, D16), (C17, D17), (C18, D18), (C19, D19), (C20, D20), (C21, D21), (C22, D22), (C23, D23), (C24, D24), (C25, D25), (C26, D26), (C27, D27), (C28, D28), (C29, D29), (C30, D30), (C31, D31), (C32, D32), (C33, D33), (C34, D34), (C35, D35), (C36, D36), (C37, D37), (C38, D38), (C39, D39), (C40, D40), (C41, D41), (C42, D42), (C43, D43), (C44, D44), (C45, D45), (C46, D46), (C47, D47), (C48, D48), (C49, D49), (C50, D50), (C51, D51), (C52, D52), (C53, D53), (C54, D54), (C55, D55), (C56, D56), (C57, D57), (C58, D58), (C59, D59), (C60, D60), (C61, D61), (C62, D62), (C63, D63), (C64, D64), (C65, D65), (C66, D66), (C67, D67), (C68, D68), (C69, D69), (C70, D70), (C71, D71), (C72, D72), (C73, D73), (C74, D74), (C75, D75), (C76, D76), (C77, D77), (C78, D78), (C79, D79), (C80, D80), (C81, D81), (C82, D82), (C83, D83)}
VL = NDerivative(L)
VG = NDerivative(G)
A = Intersect(xAxis, yAxis)
c = Circle(A, t)
C = Intersect(c, xAxis, 2)
f = OrthogonalLine(C, xAxis)
B = Intersect(G, f)
g = OrthogonalLine(B, f)
l3: {(A1, B1), (A2, B2), (A3, B3), (A4, B4), (A5, B5), (A6, B6), (A7, B7), (A8, B8), (A9, B9), (A10, B10), (A11, B11), (A12, B12), (A13, B13), (A14, B14), (A15, B15), (A16, B16), (A17, B17), (A18, B18), (A19, B19), (A20, B20), (A21, B21), (A22, B22), (A23, B23), (A24, B24), (A25, B25), (A26, B26), (A27, B27), (A28, B28), (A29, B29), (A30, B30), (A31, B31), (A32, B32), (A33, B33), (A34, B34), (A35, B35), (A36, B36), (A37, B37), (A38, B38), (A39, B39), (A40, B40), (A41, B41), (A42, B42), (A43, B43), (A44, B44), (A45, B45), (A46, B46), (A47, B47), (A48, B48), (A49, B49), (A50, B50), (A51, B51), (A52, B52), (A53, B53), (A54, B54), (A55, B55), (A56, B56), (A57, B57), (A58, B58), (A59, B59), (A60, B60), (A61, B61), (A62, B62), (A63, B63), (A64, B64), (A65, B65), (A66, B66), (A67, B67), (A68, B68), (A69, B69), (A70, B70), (A71, B71), (A72, B72), (A73, B73), (A74, B74), (A75, B75), (A76, B76), (A77, B77), (A78, B78), (A79, B79), (A80, B80), (A81, B81), (A82, B82), (A83, B83)}