Startvektor

xKoord

yKoord

Matrix

zKoord

Summe

D3 = 0.25
C: (0, 0, Object["E6"])
A: (Object["E6"], 0, 0)
B: (0, Object["E6"], 0)
C6 = 4
B6 = 2
B3 = 0.1
C3 = 0.1
B1 = 0.3
C1 = 0
D1 = 0.25
D6 = 0
D7: $B$3 * B6 + $C$3 * C6 + $D$3 * D6
B7: $B$1 * B6 + $C$1 * C6 + $D$1 * D6
B2 = 0.6
C2 = 0.8
D2 = 0.5
C7: $B$2 * B6 + $C$2 * C6 + $D$2 * D6
D8: $B$3 * B7 + $C$3 * C7 + $D$3 * D7
C8: $B$2 * B7 + $C$2 * C7 + $D$2 * D7
B8: $B$1 * B7 + $C$1 * C7 + $D$1 * D7
D9: $B$3 * B8 + $C$3 * C8 + $D$3 * D8
C9: $B$2 * B8 + $C$2 * C8 + $D$2 * D8
B9: $B$1 * B8 + $C$1 * C8 + $D$1 * D8
D10: $B$3 * B9 + $C$3 * C9 + $D$3 * D9
C10: $B$2 * B9 + $C$2 * C9 + $D$2 * D9
B10: $B$1 * B9 + $C$1 * C9 + $D$1 * D9
D11: $B$3 * B10 + $C$3 * C10 + $D$3 * D10
C11: $B$2 * B10 + $C$2 * C10 + $D$2 * D10
B11: $B$1 * B10 + $C$1 * C10 + $D$1 * D10
D12: $B$3 * B11 + $C$3 * C11 + $D$3 * D11
C12: $B$2 * B11 + $C$2 * C11 + $D$2 * D11
B12: $B$1 * B11 + $C$1 * C11 + $D$1 * D11
D13: $B$3 * B12 + $C$3 * C12 + $D$3 * D12
C13: $B$2 * B12 + $C$2 * C12 + $D$2 * D12
B13: $B$1 * B12 + $C$1 * C12 + $D$1 * D12
D14: $B$3 * B13 + $C$3 * C13 + $D$3 * D13
C14: $B$2 * B13 + $C$2 * C13 + $D$2 * D13
B14: $B$1 * B13 + $C$1 * C13 + $D$1 * D13
D15: $B$3 * B14 + $C$3 * C14 + $D$3 * D14
C15: $B$2 * B14 + $C$2 * C14 + $D$2 * D14
B15: $B$1 * B14 + $C$1 * C14 + $D$1 * D14
D16: $B$3 * B15 + $C$3 * C15 + $D$3 * D15
C16: $B$2 * B15 + $C$2 * C15 + $D$2 * D15
B16: $B$1 * B15 + $C$1 * C15 + $D$1 * D15
D17: $B$3 * B16 + $C$3 * C16 + $D$3 * D16
C17: $B$2 * B16 + $C$2 * C16 + $D$2 * D16
B17: $B$1 * B16 + $C$1 * C16 + $D$1 * D16
D18: $B$3 * B17 + $C$3 * C17 + $D$3 * D17
C18: $B$2 * B17 + $C$2 * C17 + $D$2 * D17
B18: $B$1 * B17 + $C$1 * C17 + $D$1 * D17
D19: $B$3 * B18 + $C$3 * C18 + $D$3 * D18
C19: $B$2 * B18 + $C$2 * C18 + $D$2 * D18
B19: $B$1 * B18 + $C$1 * C18 + $D$1 * D18
D20: $B$3 * B19 + $C$3 * C19 + $D$3 * D19
C20: $B$2 * B19 + $C$2 * C19 + $D$2 * D19
B20: $B$1 * B19 + $C$1 * C19 + $D$1 * D19
D21: $B$3 * B20 + $C$3 * C20 + $D$3 * D20
C21: $B$2 * B20 + $C$2 * C20 + $D$2 * D20
B21: $B$1 * B20 + $C$1 * C20 + $D$1 * D20
D22: $B$3 * B21 + $C$3 * C21 + $D$3 * D21
C22: $B$2 * B21 + $C$2 * C21 + $D$2 * D21
B22: $B$1 * B21 + $C$1 * C21 + $D$1 * D21
D23: $B$3 * B22 + $C$3 * C22 + $D$3 * D22
C23: $B$2 * B22 + $C$2 * C22 + $D$2 * D22
B23: $B$1 * B22 + $C$1 * C22 + $D$1 * D22
D24: $B$3 * B23 + $C$3 * C23 + $D$3 * D23
C24: $B$2 * B23 + $C$2 * C23 + $D$2 * D23
B24: $B$1 * B23 + $C$1 * C23 + $D$1 * D23
D25: $B$3 * B24 + $C$3 * C24 + $D$3 * D24
C25: $B$2 * B24 + $C$2 * C24 + $D$2 * D24
B25: $B$1 * B24 + $C$1 * C24 + $D$1 * D24
D26: $B$3 * B25 + $C$3 * C25 + $D$3 * D25
C26: $B$2 * B25 + $C$2 * C25 + $D$2 * D25
B26: $B$1 * B25 + $C$1 * C25 + $D$1 * D25
D27: $B$3 * B26 + $C$3 * C26 + $D$3 * D26
C27: $B$2 * B26 + $C$2 * C26 + $D$2 * D26
B27: $B$1 * B26 + $C$1 * C26 + $D$1 * D26
D28: $B$3 * B27 + $C$3 * C27 + $D$3 * D27
C28: $B$2 * B27 + $C$2 * C27 + $D$2 * D27
B28: $B$1 * B27 + $C$1 * C27 + $D$1 * D27
C29: $B$2 * B28 + $C$2 * C28 + $D$2 * D28
B29: $B$1 * B28 + $C$1 * C28 + $D$1 * D28
D29: $B$3 * B28 + $C$3 * C28 + $D$3 * D28
B30: $B$1 * B29 + $C$1 * C29 + $D$1 * D29
C30: $B$2 * B29 + $C$2 * C29 + $D$2 * D29
D30: $B$3 * B29 + $C$3 * C29 + $D$3 * D29
B31: $B$1 * B30 + $C$1 * C30 + $D$1 * D30
C31: $B$2 * B30 + $C$2 * C30 + $D$2 * D30
D31: $B$3 * B30 + $C$3 * C30 + $D$3 * D30
B32: $B$1 * B31 + $C$1 * C31 + $D$1 * D31
C32: $B$2 * B31 + $C$2 * C31 + $D$2 * D31
D32: $B$3 * B31 + $C$3 * C31 + $D$3 * D31
B33: $B$1 * B32 + $C$1 * C32 + $D$1 * D32
C33: $B$2 * B32 + $C$2 * C32 + $D$2 * D32
D33: $B$3 * B32 + $C$3 * C32 + $D$3 * D32
B34: $B$1 * B33 + $C$1 * C33 + $D$1 * D33
C34: $B$2 * B33 + $C$2 * C33 + $D$2 * D33
D34: $B$3 * B33 + $C$3 * C33 + $D$3 * D33
B35: $B$1 * B34 + $C$1 * C34 + $D$1 * D34
C35: $B$2 * B34 + $C$2 * C34 + $D$2 * D34
D35: $B$3 * B34 + $C$3 * C34 + $D$3 * D34
B36: $B$1 * B35 + $C$1 * C35 + $D$1 * D35
C36: $B$2 * B35 + $C$2 * C35 + $D$2 * D35
D36: $B$3 * B35 + $C$3 * C35 + $D$3 * D35
B37: $B$1 * B36 + $C$1 * C36 + $D$1 * D36
C37: $B$2 * B36 + $C$2 * C36 + $D$2 * D36
D37: $B$3 * B36 + $C$3 * C36 + $D$3 * D36
B38: $B$1 * B37 + $C$1 * C37 + $D$1 * D37
C38: $B$2 * B37 + $C$2 * C37 + $D$2 * D37
D38: $B$3 * B37 + $C$3 * C37 + $D$3 * D37
D39: $B$3 * B38 + $C$3 * C38 + $D$3 * D38
C39: $B$2 * B38 + $C$2 * C38 + $D$2 * D38
B39: $B$1 * B38 + $C$1 * C38 + $D$1 * D38
D40: $B$3 * B39 + $C$3 * C39 + $D$3 * D39
C40: $B$2 * B39 + $C$2 * C39 + $D$2 * D39
B40: $B$1 * B39 + $C$1 * C39 + $D$1 * D39
D41: $B$3 * B40 + $C$3 * C40 + $D$3 * D40
C41: $B$2 * B40 + $C$2 * C40 + $D$2 * D40
B41: $B$1 * B40 + $C$1 * C40 + $D$1 * D40
D42: $B$3 * B41 + $C$3 * C41 + $D$3 * D41
C42: $B$2 * B41 + $C$2 * C41 + $D$2 * D41
B42: $B$1 * B41 + $C$1 * C41 + $D$1 * D41
D43: $B$3 * B42 + $C$3 * C42 + $D$3 * D42
C43: $B$2 * B42 + $C$2 * C42 + $D$2 * D42
B43: $B$1 * B42 + $C$1 * C42 + $D$1 * D42
D44: $B$3 * B43 + $C$3 * C43 + $D$3 * D43
C44: $B$2 * B43 + $C$2 * C43 + $D$2 * D43
B44: $B$1 * B43 + $C$1 * C43 + $D$1 * D43
D45: $B$3 * B44 + $C$3 * C44 + $D$3 * D44
C45: $B$2 * B44 + $C$2 * C44 + $D$2 * D44
B45: $B$1 * B44 + $C$1 * C44 + $D$1 * D44
D46: $B$3 * B45 + $C$3 * C45 + $D$3 * D45
C46: $B$2 * B45 + $C$2 * C45 + $D$2 * D45
B46: $B$1 * B45 + $C$1 * C45 + $D$1 * D45
D47: $B$3 * B46 + $C$3 * C46 + $D$3 * D46
C47: $B$2 * B46 + $C$2 * C46 + $D$2 * D46
B47: $B$1 * B46 + $C$1 * C46 + $D$1 * D46
D48: $B$3 * B47 + $C$3 * C47 + $D$3 * D47
C48: $B$2 * B47 + $C$2 * C47 + $D$2 * D47
B48: $B$1 * B47 + $C$1 * C47 + $D$1 * D47
A7 = 1
A8 = 2
A9: 2 * A8 - A7
A10: 2 * A9 - A8
A11: 2 * A10 - A9
A12: 2 * A11 - A10
A13: 2 * A12 - A11
A14: 2 * A13 - A12
A15: 2 * A14 - A13
A16: 2 * A15 - A14
A17: 2 * A16 - A15
A18: 2 * A17 - A16
A19: 2 * A18 - A17
A20: 2 * A19 - A18
A21: 2 * A20 - A19
A22: 2 * A21 - A20
A23: 2 * A22 - A21
A24: 2 * A23 - A22
A25: 2 * A24 - A23
A26: 2 * A25 - A24
A27: 2 * A26 - A25
A28: 2 * A27 - A26
A29: 2 * A28 - A27
A30: 2 * A29 - A28
A31: 2 * A30 - A29
A32: 2 * A31 - A30
A33: 2 * A32 - A31
A34: 2 * A33 - A32
A35: 2 * A34 - A33
A36: 2 * A35 - A34
A37: 2 * A36 - A35
A38: 2 * A37 - A36
A39: 2 * A38 - A37
A40: 2 * A39 - A38
A41: 2 * A40 - A39
A42: 2 * A41 - A40
A43: 2 * A42 - A41
A44: 2 * A43 - A42
A45: 2 * A44 - A43
A46: 2 * A45 - A44
A47: 2 * A46 - A45
A48: 2 * A47 - A46
A49: 2 * A48 - A47
C49: $B$2 * B48 + $C$2 * C48 + $D$2 * D48
B49: $B$1 * B48 + $C$1 * C48 + $D$1 * D48
D49: $B$3 * B48 + $C$3 * C48 + $D$3 * D48
A50: 2 * A49 - A48
B50: $B$1 * B49 + $C$1 * C49 + $D$1 * D49
C50: $B$2 * B49 + $C$2 * C49 + $D$2 * D49
D50: $B$3 * B49 + $C$3 * C49 + $D$3 * D49
L = Sequence((Object["B" + (t)], Object["C" + (t)], Object["D" + (t)]), t, 6, 50)
E6: B6 + C6 + D6
Start: (Object["B6"], Object["C6"], Object["D6"])
poly1, c, a, b = Polygon(A, B, C)
E7: B7 + C7 + D7
E8: B8 + C8 + D8
E9: B9 + C9 + D9
E10: B10 + C10 + D10
E11: B11 + C11 + D11
E12: B12 + C12 + D12
E13: B13 + C13 + D13
E14: B14 + C14 + D14
E15: B15 + C15 + D15
E16: B16 + C16 + D16
E17: B17 + C17 + D17
E18: B18 + C18 + D18
E19: B19 + C19 + D19
E20: B20 + C20 + D20
E21: B21 + C21 + D21
E22: B22 + C22 + D22
E23: B23 + C23 + D23
E24: B24 + C24 + D24
E25: B25 + C25 + D25
E26: B26 + C26 + D26
E27: B27 + C27 + D27
E28: B28 + C28 + D28
E29: B29 + C29 + D29
E30: B30 + C30 + D30
E31: B31 + C31 + D31
E32: B32 + C32 + D32
E33: B33 + C33 + D33
E34: B34 + C34 + D34
E35: B35 + C35 + D35
E36: B36 + C36 + D36
E37: B37 + C37 + D37
E38: B38 + C38 + D38
E39: B39 + C39 + D39
E40: B40 + C40 + D40
E41: B41 + C41 + D41
E42: B42 + C42 + D42
E43: B43 + C43 + D43
E44: B44 + C44 + D44
E45: B45 + C45 + D45
E46: B46 + C46 + D46
E47: B47 + C47 + D47
E48: B48 + C48 + D48
E49: B49 + C49 + D49
E50: B50 + C50 + D50
u = Vector((0, 0, 0), (Object["E6"] + 1, 0, 0))
v = Vector((0, 0, 0), (0, Object["E6"] + 1, 0))
w = Vector((0, 0, 0), (0, 0, Object["E6"] + 1))
Tx = Sequence(Segment[(t, 0, -0.1), (t, 0, 0.1)], t, 1, 6)
Ty = Sequence(Segment[(0, t, -0.1), (0, t, 0.1)], t, 1, 6)
Tz = Sequence(Segment[(0, -0.1, t), (0, 0.1, t)], t, 1, 6)