Номер
| Вилка
| Формула N
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| П1 – П2
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| Форы
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| Тоталы
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| 1-2X
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| 1X-2
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| X-12
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| 1-X-2
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| П1-S(0:2)-S(1:2)
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| S(2:0)-S(2:1)-П2
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| F1(-0.5)-X- 2
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| 1-X-F2(-0.5)
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| F1(-0.5)-X- F2(-0.5)
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| П1-X-2
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| F1(0)-X-2
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| 1-X-F2(0)
| 3r
|
| 1-X-П2
| 3r
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| F1(0)-X-F2(-0.5)
|
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| П1-X-F2(-0.5)
|
|
| F1(-0.5)-X-F2(0)
| 3r
|
| F1(-0.5)-X-П2
| 3r
|
| F1(0)-2X-2
|
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| П1-2X-2
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| F1(0)-F2(+0.5)-2
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| F1(0)-2X-F2(-0.5)
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| F1(0)-F2(+0.5)-F2(-0.5)
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| П1-F2(+0.5)-2
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| П1-2X-F2(-0.5)
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| П1-F2(+0.5)-F2(-0.5)
|
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| 1-1X-F2(0)
| 4r
|
| 1-F1(+0.5)-F2(0)
| 4r
|
| F1(-0.5)-1X- F2(0)
| 4r
|
| F1(-0.5)-F1(+0.5)- F2(0)
| 4r
|
| 1-1X- П2
| 4r
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| 1-F1(+0.5)-П2
| 4r
|
| F1(-0.5)-1X-П2
| 4r
|
| F1(-0.5)-F1(+0.5)-П2
| 4r
|
| F1(+1)-2-F2(-1.5)
|
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| F1(+1)- F2(-0.5)-F2(-1.5)
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| F1(-1.5)-1-F2(+1)
| 4r
|
| F1(-1.5)-F1(-0.5)-F2(+1)
| 4r
|
| F1(-1)-F2(+1.5)-2X
|
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| F1(-1)-F2(+1.5)- F2(+0.5)
|
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| 1X-F1(+1.5)-F2(-1)
| 4r
|
| F1(+0.5)-F1(+1.5)-F2(-1)
| 4r
|
| F1(+2)-F2(-1.5)-F2(-2.5)
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| F1(-2.5)-F1(-1.5)-F2(+2)
| 4r
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| F1(-2)-F2(+2.5)-F2(+1.5)
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| F1(+1.5)-F1(+2.5)-F2(-2)
| 4r
|
| F1(-0.25)-X-2
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| F1(-0.25)-X-F2 (-0.5)
|
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| 1-X-F2 (-0.25)
| 5r
|
| F1 (-0.5)-X-F2 (-0.25)
| 5r
|
| F1(-0.25)-2X-2
|
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| F1(-0.25)-2X- F2 (-0.5)
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| F1(-0.25)- F2 (+0.5)- F2 (-0.5)
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| F1(-0.25)- F2 (+0.5)-2
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| 1-1X-F2(-0.25)
| 6r
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| F1(-0.5)- F1(+0.5)-F2(-0.25)
| 6r
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| 1- F1(+0.5)-F2(-0.25)
| 6r
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| F1(-0.5)-1X-F2(-0.25)
| 6r
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| F1(+0.75)-2-F2 (-1.5)
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| F1(+0.75)-F2 (-0.5)-F2 (-1.5)
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| F1(-1.5)-1-F2 (+0.75)
| 6r
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| F1(-1.5)-F1(-0.5)-F2(+0.75)
| 6r
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| F1(+1.75)-F2(-1.5)-F2(-2.5)
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| F1(-2.5)-F1(-1.5)-F2 (+1.75)
| 6r
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| F1(-1.25)-F2(+1.5)-2X
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| F1(-1.25)-F2(+1.5)-F2 (+0.5)
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| 1X-F1(+1.5)-F2(-1.25)
| 6r
|
| F1(+0.5)-F1(+1.5)-F2 (-1.25)
| 6r
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| F1(-2.25)-F2 (+2.5)-F2 (+1.5)
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| F1(+1.5)-F1(+2.5)-F2 (-2.25)
| 6r
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| F1(+0.25)-X-2
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| F1(+0.25)-X-F2(-0.5)
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| 1-X-F2(+0.25)
| 7r
|
| F1(-0.5)-X-F2(+0.25)
| 7r
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| F1(+0.25)-2X-2
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| F1(+0.25)-2X-F2 (-0.5)
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| F1(+0.25)-F2(+0.5)-F2(-0.5)
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| F1(+0.25)-F2(+0.5)-2
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| 1-1X-F2(+0.25)
| 8r
|
| F1(-0.5)-1X-F2(+0.25)
| 8r
|
| 1- F1(+0.5)-F2(+0.25)
| 8r
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| F1(-0.5)-F1(+0.5)-F2(+0.25)
| 8r
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| F1(+1.25)-F2(-0.5)-F2(-1.5)
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| F1(+1.25)-2-F2(-1.5)
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| F1(-1.5)-F1(-0.5)-F2(+1.25)
| 8r
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| F1(-1.5)-1-F2(+1.25)
| 8r
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| F1(+2.25)-F2(-1.5)-F2(-2.5)
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| F1(-2.5)-F1(-1.5)-F2(+2.25)
| 8r
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| F1(-0.75)-F2(+1.5)-F2(+0.5)
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| F1(-0.75)-F2(+1.5)-2X
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| F1(+0.5)-F1(+1.5)-F2(-0.75)
| 8r
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| 1X-F1(+1.5)- F2(-0.75)
| 8r
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| F1(-1.75)-F2(+2.5)-F2(+1.5)
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| F1(+1.5)-F1(+2.5)-F2(-1.75)
| 8r
|
| F1(-0.25)-X-F2(0)
|
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| F1(-0.25)-X-П2
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| F1(0)-X-F2(-0.25)
| 9r
|
| П1-X-F2(-0.25)
| 9r
|
| F1(-0.25)-2X-F2(0)
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| F1(-0.25)- F2(+0.5)-F2(0)
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| F1(-0.25)-2X-П2
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| F1(-0.25)- F2(+0.5)-П2
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| F1(+0.75)- F2(-0.5)-F2(-1)
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| F1(+1.75)- F2(-1.5)-F2(-2)
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| F1(+0.75)-2-F2(-1)
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| F1(-1.25)- F2(+1.5)-F2(+1)
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| F1(-1)-1-F2(+0.75)
| 10r
|
| F1(-1)- F1(-0.5)-F2(+0.75)
| 10r
|
| F1(-2)- F1(-1.5)-F2(+1.75)
| 10r
|
| F1(0)-F1(+0.5)-F2(-0.25)
| 10r
|
| F1(+1)-F1(+1.5)-F2(-1.25)
| 10r
|
| F1(0)-1X-F2(-0.25)
| 10r
|
| П1-1X-F2(-0.25)
| 10r
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| П1-F1(+0.5)-F2(-0.25)
| 10r
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| F1(-0.25)-X-F2(-0.25)
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| F1(-0.25)-2X-F2(-0.25)
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| F1(-0.25)- F2(+0.5)-F2(-0.25)
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| F1(-0.25)-1X-F2(-0.25)
| 12r
|
| F1(-0.25)- F1(+0.5)-F2(-0.25)
| 12r
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| F1(+0.75)-2-F2(-1.25)
|
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| F1(+0.75)-F2(-0.5)-F2(-1.25)
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| F1(-1.25)-1-F2(+0.75)
| 12r
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| F1(-1.25)-F1(-0.5)-F2(+0.75)
| 12r
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| F1(+1.75)-F2(-1.5)-F2(-2.25)
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| F1(-2.25)-F1(-1.5)-F2(+1.75)
| 12r
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| F1(-1.25)-F2(+1.5)-F2(+0.75)
|
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| F1(+0.75)-F1(+1.5)-F2(-1.25)
| 12r
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| F1(-2.25)-F2(+2.5)-F2(+1.75)
|
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| F1(+1.75)-F1(+2.5)-F2(-2.25)
| 12r
|
| F1(0)-F2(+0.25)-F2(-0.5)
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| F1(0)-F2(+0.25)-2
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| P1-F2(+0.25)-F2(-0.5)
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| P1-F2(+0.25)-2
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| F1(-0.5)-F1(+0.25)-F2(0)
| 13r
|
| 1-F1(+0.25)- F2(0)
| 13r
|
| F1(-0.5)-F1(+0.25)-P2
| 13r
|
| 1-F1(+0.25)- P2
| 13r
|
| F1(+1)-F2(-0.75)-F2(-1.5)
|
|
| F1(-1.5)-F1(-0.75)-F2(+1)
| 13r
|
| F1(+2)-F2(-1.75)-F2(-2.5)
|
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| F1(-2.5)-F1(-1.75)-F2(+2)
| 13r
|
| F1(-1)-F2(+1.25)-F2(+0.5)
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| F1(-1)-F2(+1.25)-2X
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| F1(+0.5)-F1(+1.25)-F2(-1)
| 13r
|
| 1X-F1(+1.25)- F2(-1)
| 13r
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| F1(-2)-F2(+2.25)-F2(+1.5)
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| F1(+1.5)-F1(+2.25)-F2(-2)
| 13r
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| F1(0)-2X-F2(-0.25)
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| F1(0)- F2(+0.5)-F2(-0.25)
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| P1-2X-F2(-0.25)
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| P1- F2(+0.5)-F2(-0.25)
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| F1(-0.25)-1X-F2(0)
| 14r
|
| F1(-0.25)-F1(+0.5)-F2(0)
| 14r
|
| F1(-0.25)-1X-P2
| 14r
|
| F1(-0.25)-F1(+0.5)-P2
| 14r
|
| F1(+1)-2-F2(-1.25)
|
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| F1(+1)- F2(-0.5)-F2(-1.25)
|
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| F1(-1.25)-1-F2(+1)
| 14r
|
| F1(-1.25)- F1(-0.5)-F2(+1)
| 14r
|
| F1(+2)- F2(-1.5)-F2(-2.25)
|
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| F1(-2.25)- F1(-1.5)-F2(+2)
| 14r
|
| F1(-1)- F2(+1.5)-F2(+0.75)
|
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| F1(+0.75)- F1(+1.5)-F2(-1)
| 14r
|
| F1(-2)- F2(+2.5)-F2(+1.75)
|
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| F1(+1.75)- F1(+2.5)-F2(-2)
| 14r
|
| F1(+0.25)-F2(0)-F2(-0.5)
|
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| F1(+0.25)-P2-F2(-0.5)
|
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| F1(+1.25)-F2(-1)-F2(-1.5)
|
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| F1(+0.25)-F2(0)-2
|
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| F1(+0.25)-P2-2
|
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| F1(-0.75)-F2(+1)-F2(+0.5)
|
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| F1(-0.75)-F2(+1)-2X
|
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| F1(-1.75)-F2(+2)-F2(+1.5)
|
|
| 1-F1(0)-F2(+0.25)
| 15r
|
| F1(-0.5)-F1(0)-F2(+0.25)
| 15r
|
| 1-P1-F2(+0.25)
| 15r
|
| F1(-0.5)-P1-F2(+0.25)
| 15r
|
| F1(-1.5)-F1(-1)-F2(+1.25)
| 15r
|
| 1X-F2(+1)-F2(-0.75)
| 15r
|
| F1(+0.5)-F2(+1)-F2(-0.75)
| 15r
|
| F1(+1.5)-F2(+2)-F2(-1.75)
| 15r
|
| 1X-12-2X
|
|
| F1(+0.25)-12-2X
|
|
| 1X-12-F2(+0.25)
| 17r
|
| F1(+0.25)-12-F2(+0.25)
|
|
| F1(0)-12-2X
|
|
| 1X-12-F2(0)
| 19r
|
| F1(0)-12-F2(+0.25)
|
|
| F1(+0.25)-12-F2(0)
| 20r
|
Номер
формулы
| Уравнения прибыльности
| Условия вилочности
коэффициентов
|
| K1*V1 > V
K2*V2 > V
| L = 1/K1+1/K2 < 1
V1 = V/(L*K1)
V2 = V/(L*K2)
|
| K1* V1 > V
K2* V2 > V
K3* V3 > V
| L = 1/K1+1/K2+1/K3 < 1
V1 = V/(L*K1)
V2 = V/(L*K2)
V3 = V/(L*K3)
|
| K1* V1 > V
K2* V2 +V1 > V
K3* V3 > V
| L = 1/K1+1/K3+(K1-1)/(K1*K2) < 1
V1 = V/(L*K1)
V2 = V*(K1-1)/(L*K1*K2)
V3 = V/(L*K3)
|
| K1* V1 > V
K2* V2 + V1 > V
K2* V2 + K3* V3 > V
| L = 1/ K1+1/(K1*K3)+(K1-1)/(K1*K2) < 1
V1 = V/(L*K1)
V2 = V*(K1-1)/(L*K1*K2)
V3 = V/(L*K1*K3)
|
| K1* V1 > V
K2* V2 +V1/2 > V
K3* V3 > V
| L = 1/K1+1/K3+(K1-1/2)/(K1*K2) < 1
V1 = V/(L*K1)
V2 = V*(K1-1/2)/(L*K1*K2)
V3 = V/(L*K3)
|
| K1* V1 > V
K2* V2 +V1/2 > V
K2* V2 + K3* V3 > V
| L = 1/ K1+1/ (2*K1*K3)+(K1-1/2)/(K1*K2) < 1
V1 = V/(L*K1)
V2 = V*(K1-1/2)/(L*K1*K2)
V3 = V/(2*L*K1*K3)
|
| K1* V1 > V
K2* V2 +V1/2 + K1*V1/2> V
K3* V3 > V
| L = 1/ K1+1/ K3+(K1-1)/(2*K1*K2) < 1
V1 = V/(L*K1)
V2 = V*(K1-1)/(L*2*K1*K2)
V3 = V/(L*K3)
|
| K1* V1 > V
K2* V2 +V1/2 + K1*V1/2> V
K2* V2 + K3* V3 > V
| L = 1/ K1+(K1-1)/ (2*K1*K2)+(K1+1)/(2*K1*K3)< 1
V1 = V/(L*K1)
V2 = V*(K1-1)/(L*2*K1*K2)
V3 = V*(K1+1)/(L*2 K1*K3)
|
| K1* V1 > V
K2* V2 +V1/2 + V3 > V
K3* V3 > V
| L = 1/K1+1/K3+(2*K1*K3-K3-2*K1)/(2*K1*K2*K3) < 1
L2 = (2*K1*K3-K3-2*K1)/(2*K2*K3)
V1 = V/(L*K1)
V2 = (V*L2)/(L*K1)
V3 = V/(L*K3)
|
| K1* V1 > V
K2* V2 +V1/2 + V3 > V
K2* V2 + K3* V3 > V
| L = 1/K1+1/(2*K1*(K3-1))+1/K2-1/(2*K2*K1)-1/(2*(K3-1)*K2*K1) < 1
L2 = (K1-1/2-1/(2*(K3-1)))/ K2
V1 = V/(L*K1)
V2 = (V*L2)/(L*K1)
V3 = V/(L*K1*2*(K3-1))
|
| K1*V1 > V
K2*V2+V1/2 +V3/2 > V
K3*V3 > V
| L = 1/K1+1/K2+1/K3-1/(2*K2*K1) -1/(2*K2*K3) < 1
L2 = (K1-1/2- K1/2*K3)/ K2
V1 = V/(L*K1)
V2 = (V*L2)/(L*K1)
V3 = V/(L*K3)
|
| K1*V1 > V
K2*V2+V1/2 +V3/2 > V
K2*V2+K3*V3 > V
| L = 1/K1+1/K2+1/((2*K3-1)* K1)-1/(2*K2*K1) -1/(2*(2*K3-1)*K2*K1) < 1
L2 = (K1-1/2-1/(2*(2*K3-1)))/ K2
V1 = V/(L*K1)
V2 = (V*L2)/(L*K1)
V3 = V/(L*K1*(2*K3-1))
|
| K1*V1 > V V1+V2/2+K2*V2/2 >V
K3*V3+K2*V2 > V
| L = 1/K1+2*(K1-1)/(K1*(K2+1))+1/K3-2*K2*(K1-1)/(K1* K3*(K2+1)) < 1
V1 = V/(L*K1)
V2 = V*2*(K1-1)/(L*K1*(K2+1))
V3 = V*(K2+1+(K1-1)*(1-K2))/(L*K1*(K2+1)*K3)
|
| K1*V1 > V
V1+K2*V2+V3/2>V
K2*V2+K3*V3> V
| L = 1/K1+1/K2-1/(K1*K2)- 1/(2*K1*K2*(K3-0.5))+1/(K1*(K3-0.5)) < 1
L2 = (K1-1-1/(2*(K3-0.5))/K2
V1 = V/(L*K1)
V2 = (V*L2)/(L*K1)
V3 = V/(L*K1*(K3-0.5))
|
| K1*V1 > V
K1*V1/2+V1/2+V2>V
K2*V2+K3*V3> V
| L = 1/2+1/(2*K1)+1/K3- K2*(K1-1)/2*K3*K1 < 1
L3 = (2*K1- K2*(K1-1))/2*K3
V1 = V/(L*K1)
V2 = V*(K1-1)/(2*L*K1)
V3 = (V*L3)/(L*K1)
|
| K1*V1+K2*V2> V
K1*V1+K3*V3 > V
K2*V2+K3*V3 > V
| L = 1/K1+1/K2+1/K3 < 2
V1 = V/(L*K1)
V2 = V/(L*K2)
V3 = V/(L*K3)
|
| K1*V1+K2*V2> V
(K1+1)*V1/2+K3*V3 > V
K2*V2+K3*V3 > V
| L = 1/K1+1/K2+1/(K1*K2)+2/K3 < 3
L3 = K1/K3
L2 = (K1+1)/2*K2
V1 = V/(1+L2+L3)
V2 = (L2*V)/(1+L2+L3)
V3 = (L3*V)/(1+L2+L3)
|
| K1*V1+K2*V2> V
(K1+1)*V1/2+(K3+1)*V3/2 > V
K2*V2+K3*V3 > V
| L = (1/(2*K1*K3+K1+K3))(2*K1+(K1+K3)/K2+2*K3) < 1
L3 = K1/K3
L2 = (K1+ K3)/2*K2*K3
V1 = V/(1+L2+L3)
V2 = (L2*V)/(1+L2+L3)
V3 = (L3*V)/(1+L2+L3)
|
| K1*V1+K2*V2 > V
V1+K3*V3 > V
K2V2+K3*V3 > V
| L = (1/K3+1/(K1*K2)) < 1
L3 = K1/K3
L2 = 1/K2
V1 = V/(1+L2+L3)
V2 = (L2*V)/(1+L2+L3)
V3 = (L3*V)/(1+L2+L3)
|
| K1*V1+K2*V2 > V
V1+V3/2+K3*V3/2 > V
K2V2+K3*V3 > V
| L = (1/K3+1/(K1*K2)-(K2-1)*(K3-1)/(2*K2*K3) < 1
L3 = K1/K3
L2 = K1-1-(K3+1)*K1/(2*K3)
V1 = V/(1+L2+L3)
V2 = (L2*V)/(1+L2+L3)
V3 = (L3*V)/(1+L2+L3)
|