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Subscript[$CellContext`\[Theta], 2][$CellContext`t]])^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-10. + $CellContext`y[$CellContext`t]) + ( 10. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-10. + $CellContext`x[$CellContext`t])^2 + (-10. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Inequality[3.057058814412546, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 5.806762168009118]}, {((-0.0005) ((-3 + \ $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]])^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-13. + $CellContext`y[$CellContext`t]) + ( 7. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-7. + $CellContext`x[$CellContext`t])^2 + (-13. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Inequality[5.806762168009118, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 9.76034033412314]}, {((-0.0005) ((-3 + \ $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]])^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-15. + $CellContext`y[$CellContext`t]) + ( 3. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-3. + $CellContext`x[$CellContext`t])^2 + (-15. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), 9.76034033412314 <= Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2] <= 13.67937323810426}}, 0], Subscript[$CellContext`Lx, 3] = Piecewise[{{((-0.0005) ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]])^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-7.5 + $CellContext`y[$CellContext`t]) + ( 11.5 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-11.5 + $CellContext`x[$CellContext`t])^2 + (-7.5 + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Inequality[0, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 3.057058814412546]}, {((-0.0005) ((-3 + \ $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]])^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-10. + $CellContext`y[$CellContext`t]) + ( 10. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-10. + $CellContext`x[$CellContext`t])^2 + (-10. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Inequality[3.057058814412546, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 5.806762168009118]}, {((-0.0005) ((-3 + \ $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]])^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-13. + $CellContext`y[$CellContext`t]) + ( 7. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-7. + $CellContext`x[$CellContext`t])^2 + (-13. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Inequality[5.806762168009118, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 9.76034033412314]}, {((-0.0005) ((-3 + \ $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]])^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-15. + $CellContext`y[$CellContext`t]) + ( 3. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-3. + $CellContext`x[$CellContext`t])^2 + (-15. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), 9.76034033412314 <= Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2] <= 13.67937323810426}}, 0], Subscript[$CellContext`LY, 1] = (0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/(4 - $CellContext`r[$CellContext`t])^2 - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/$CellContext`r[$CellContext`t]^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) ( Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-11.5 + $CellContext`x[$CellContext`t]) + Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-7.5 + $CellContext`y[$CellContext`t])) + \ (Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-3 + $CellContext`x[$CellContext`t]) + Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-15 + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-11.5 + $CellContext`x[$CellContext`t])^2 + (-7.5 + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Subscript[$CellContext`LY, 2] = (0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/(4 - $CellContext`r[$CellContext`t])^2 - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/$CellContext`r[$CellContext`t]^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) ( Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-10. + $CellContext`x[$CellContext`t]) + Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-10. + $CellContext`y[$CellContext`t])) + \ (Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-3 + $CellContext`x[$CellContext`t]) + Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-15 + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-10. + $CellContext`x[$CellContext`t])^2 + (-10. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Subscript[$CellContext`LY, 3] = (0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/(4 - $CellContext`r[$CellContext`t])^2 - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/$CellContext`r[$CellContext`t]^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) ( Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-7. + $CellContext`x[$CellContext`t]) + Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-13. + $CellContext`y[$CellContext`t])) + \ (Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-3 + $CellContext`x[$CellContext`t]) + Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-15 + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-7. + $CellContext`x[$CellContext`t])^2 + (-13. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Subscript[$CellContext`LY, 4] = (0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/(4 - $CellContext`r[$CellContext`t])^2 - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/$CellContext`r[$CellContext`t]^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) ( Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-3. + $CellContext`x[$CellContext`t]) + Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-15. + $CellContext`y[$CellContext`t])) + \ (Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-3 + $CellContext`x[$CellContext`t]) + Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t] + Subscript[$CellContext`\[Theta], 3][$CellContext`t]] (-15 + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-3. + $CellContext`x[$CellContext`t])^2 + (-15. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Subscript[$CellContext`Q, 1] = $CellContext`r[$CellContext`t], Subscript[$CellContext`Q, 2] = 4 - $CellContext`r[$CellContext`t], Subscript[$CellContext`r, 0] = 0.9, Subscript[$CellContext`r, $CellContext`LM[1]] = 0.2, Subscript[$CellContext`r, $CellContext`LM[2]] = 0.2, Subscript[$CellContext`r, $CellContext`LM[3]] = 0.2, Subscript[$CellContext`V, 1] = ((-11.5 + $CellContext`x[$CellContext`t])^2 + (-7.5 + \ $CellContext`y[$CellContext`t])^2)/2, Subscript[$CellContext`V, 2] = ((-10. + $CellContext`x[$CellContext`t])^2 + (-10. + \ $CellContext`y[$CellContext`t])^2)/2, Subscript[$CellContext`V, 3] = ((-7. + $CellContext`x[$CellContext`t])^2 + (-13. + \ $CellContext`y[$CellContext`t])^2)/2, Subscript[$CellContext`V, 4] = ((-3. + $CellContext`x[$CellContext`t])^2 + (-15. + \ $CellContext`y[$CellContext`t])^2)/2, Subscript[$CellContext`w, 1] = (-0.001) Piecewise[{{( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) ($CellContext`x[$CellContext`t] (-7.5 + \ $CellContext`y[$CellContext`t]) + ( 11.5 - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) + ($CellContext`x[$CellContext`t] (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) (5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-11.5 + $CellContext`x[$CellContext`t])^2 + (-7.5 + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])) - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2 - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2, Inequality[0, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 3.057058814412546]}, {( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) ($CellContext`x[$CellContext`t] (-10. + \ $CellContext`y[$CellContext`t]) + ( 10. - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) + ($CellContext`x[$CellContext`t] (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) (5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-10. + $CellContext`x[$CellContext`t])^2 + (-10. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])) - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2 - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2, Inequality[3.057058814412546, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 5.806762168009118]}, {( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) ($CellContext`x[$CellContext`t] (-13. + \ $CellContext`y[$CellContext`t]) + ( 7. - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) + ($CellContext`x[$CellContext`t] (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) (5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-7. + $CellContext`x[$CellContext`t])^2 + (-13. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])) - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2 - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2, Inequality[5.806762168009118, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 9.76034033412314]}, {( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) ($CellContext`x[$CellContext`t] (-15. + \ $CellContext`y[$CellContext`t]) + ( 3. - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) + ($CellContext`x[$CellContext`t] (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) (5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-3. + $CellContext`x[$CellContext`t])^2 + (-15. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])) - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2 - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2, 9.76034033412314 <= Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2] <= 13.67937323810426}}, 0], Subscript[$CellContext`w, 2] = (-0.001) Piecewise[{{((-0.0005) ((-3 + $CellContext`x[$CellContext`t])^2 + \ (-15 + $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]])^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-7.5 + $CellContext`y[$CellContext`t]) + ( 11.5 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-15 + $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-11.5 + $CellContext`x[$CellContext`t])^2 + (-7.5 + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Inequality[0, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 3.057058814412546]}, {((-0.0005) ((-3 + \ $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]])^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-10. + $CellContext`y[$CellContext`t]) + ( 10. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-15 + $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-10. + $CellContext`x[$CellContext`t])^2 + (-10. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Inequality[3.057058814412546, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 5.806762168009118]}, {((-0.0005) ((-3 + \ $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]])^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-13. + $CellContext`y[$CellContext`t]) + ( 7. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-15 + $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-7. + $CellContext`x[$CellContext`t])^2 + (-13. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Inequality[5.806762168009118, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 9.76034033412314]}, {((-0.0005) ((-3 + \ $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]])^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-15. + $CellContext`y[$CellContext`t]) + ( 3. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-15 + $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-3. + $CellContext`x[$CellContext`t])^2 + (-15. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), 9.76034033412314 <= Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2] <= 13.67937323810426}}, 0], Subscript[$CellContext`w, 3] = (-0.001) Piecewise[{{((-0.0005) ((-3 + $CellContext`x[$CellContext`t])^2 + \ (-15 + $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]])^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-7.5 + $CellContext`y[$CellContext`t]) + ( 11.5 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-15 + $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-11.5 + $CellContext`x[$CellContext`t])^2 + (-7.5 + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Inequality[0, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 3.057058814412546]}, {((-0.0005) ((-3 + \ $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]])^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-10. + $CellContext`y[$CellContext`t]) + ( 10. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-15 + $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-10. + $CellContext`x[$CellContext`t])^2 + (-10. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Inequality[3.057058814412546, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 5.806762168009118]}, {((-0.0005) ((-3 + \ $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]])^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-13. + $CellContext`y[$CellContext`t]) + ( 7. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-15 + $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-7. + $CellContext`x[$CellContext`t])^2 + (-13. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Inequality[5.806762168009118, LessEqual, Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], Less, 9.76034033412314]}, {((-0.0005) ((-3 + \ $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]])^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-15. + $CellContext`y[$CellContext`t]) + ( 3. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) \ (-15 + $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-3. + $CellContext`x[$CellContext`t])^2 + (-15. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), 9.76034033412314 <= Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2] <= 13.67937323810426}}, 0], Subscript[$CellContext`W, 1] = Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t], Subscript[$CellContext`W, 2] = (6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t], Subscript[$CellContext`W, 3] = (5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]], Subscript[$CellContext`W, 4] = (5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]], Subscript[$CellContext`x, $CellContext`LM[1]] = 11.5, Subscript[$CellContext`x, $CellContext`LM[2]] = 10., Subscript[$CellContext`x, $CellContext`LM[3]] = 7., Subscript[$CellContext`x, $CellContext`LM[4]] = 3., Subscript[$CellContext`y, $CellContext`LM[1]] = 7.5, Subscript[$CellContext`y, $CellContext`LM[2]] = 10., Subscript[$CellContext`y, $CellContext`LM[3]] = 13., Subscript[$CellContext`y, $CellContext`LM[4]] = 15., Subscript[$CellContext`\[Beta], 1] = 0.001, Subscript[$CellContext`\[Beta], 2] = 0.001, Subscript[$CellContext`\[Beta], 3] = 0.001, Subscript[$CellContext`\[Beta], 4] = 0.001, Subscript[$CellContext`\[Gamma], 1] = 0.001, Subscript[$CellContext`\[Gamma], 2] = 0.001, Subscript[$CellContext`\[Delta], 1] = 0.005, Subscript[$CellContext`\[Delta], 2] = 0.005, Subscript[$CellContext`\[Delta], 3] = 0.009, Subscript[$CellContext`\[Delta], 4] = 0.009, Subscript[$CellContext`\[CapitalDelta], 1] = 0.001, Subscript[$CellContext`\[CapitalDelta], 2] = 0.001, Subscript[$CellContext`\[CapitalDelta], 3] = 0.001, Subscript[$CellContext`\[CapitalDelta], 4] = 0.6, Subscript[$CellContext`\[Theta], Subscript[2, $CellContext`max]] = (5 Pi)/6, Subscript[$CellContext`\[Theta], Subscript[3, $CellContext`max]] = (5 Pi)/6, Subscript[$CellContext`\[Phi], 1] = Pi/6, Subscript[$CellContext`\[Phi], 2] = (-Pi)/6, Subscript[$CellContext`\[Phi], 3] = Pi/6, Subscript[ Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], 1] = 3.057058814412546, Subscript[ Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], 2] = 5.806762168009118, Subscript[ Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], 3] = 9.76034033412314, Subscript[ Sqrt[(-11.707626093681505` + $CellContext`x[$CellContext`t])^2 + \ (-4.45 + $CellContext`y[$CellContext`t])^2], 4] = 13.67937323810426, Subscript[$CellContext`LX, 1, 1] = (0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) ($CellContext`x[$CellContext`t] (-7.5 + \ $CellContext`y[$CellContext`t]) + ( 11.5 - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) + ($CellContext`x[$CellContext`t] (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) (5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-11.5 + $CellContext`x[$CellContext`t])^2 + (-7.5 + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])) - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2 - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2, Subscript[$CellContext`LX, 1, 2] = (0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) ($CellContext`x[$CellContext`t] (-10. + \ $CellContext`y[$CellContext`t]) + ( 10. - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) + ($CellContext`x[$CellContext`t] (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) (5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-10. + $CellContext`x[$CellContext`t])^2 + (-10. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])) - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2 - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2, Subscript[$CellContext`LX, 1, 3] = (0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) ($CellContext`x[$CellContext`t] (-13. + \ $CellContext`y[$CellContext`t]) + ( 7. - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) + ($CellContext`x[$CellContext`t] (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) (5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-7. + $CellContext`x[$CellContext`t])^2 + (-13. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])) - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2 - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2, Subscript[$CellContext`LX, 1, 4] = (0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) ($CellContext`x[$CellContext`t] (-15. + \ $CellContext`y[$CellContext`t]) + ( 3. - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) + ($CellContext`x[$CellContext`t] (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) \ $CellContext`y[$CellContext`t]) (5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-3. + $CellContext`x[$CellContext`t])^2 + (-15. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])) - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2 - ( 0.0005 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])^2, Subscript[$CellContext`LX, 2, 1] = ((-0.0005) ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]])^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-7.5 + \ $CellContext`y[$CellContext`t]) + ( 11.5 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-11.5 + $CellContext`x[$CellContext`t])^2 + (-7.5 + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Subscript[$CellContext`LX, 2, 2] = ((-0.0005) ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]])^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-10. + \ $CellContext`y[$CellContext`t]) + ( 10. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-10. + $CellContext`x[$CellContext`t])^2 + (-10. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Subscript[$CellContext`LX, 2, 3] = ((-0.0005) ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]])^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-13. + \ $CellContext`y[$CellContext`t]) + ( 7. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-7. + $CellContext`x[$CellContext`t])^2 + (-13. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Subscript[$CellContext`LX, 2, 4] = ((-0.0005) ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]])^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15. + \ $CellContext`y[$CellContext`t]) + ( 3. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-3. + $CellContext`x[$CellContext`t])^2 + (-15. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Subscript[$CellContext`LX, 3, 1] = ((-0.0005) ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]])^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-7.5 + \ $CellContext`y[$CellContext`t]) + ( 11.5 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-11.5 + $CellContext`x[$CellContext`t])^2 + (-7.5 + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Subscript[$CellContext`LX, 3, 2] = ((-0.0005) ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]])^2 + ( 0.0025 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-10. + \ $CellContext`y[$CellContext`t]) + ( 10. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0025 ((-10. + $CellContext`x[$CellContext`t])^2 + (-10. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Subscript[$CellContext`LX, 3, 3] = ((-0.0005) ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]])^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-13. + \ $CellContext`y[$CellContext`t]) + ( 7. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 0.001/$CellContext`r[$CellContext`t] + 0.0045 ((-7. + $CellContext`x[$CellContext`t])^2 + (-13. + \ $CellContext`y[$CellContext`t])^2) + 0.001/(Pi/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t]) + 0.001/((6 Pi)/7 - Subscript[$CellContext`\[Theta], 1][$CellContext`t])), Subscript[$CellContext`LX, 3, 4] = ((-0.0005) ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2))/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]])^2 + ( 0.0045 ((-3 + $CellContext`x[$CellContext`t])^2 + (-15 + \ $CellContext`y[$CellContext`t])^2)) (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15. + \ $CellContext`y[$CellContext`t]) + ( 3. - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) + \ (((-4) Cos[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Cos[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`x[$CellContext`t]) (-15 + \ $CellContext`y[$CellContext`t]) + ( 3 - $CellContext`x[$CellContext`t]) ((-4) Sin[ Subscript[$CellContext`\[Theta], 1][$CellContext`t]] - 4 Sin[Subscript[$CellContext`\[Theta], 1][$CellContext`t] + Subscript[$CellContext`\[Theta], 2][$CellContext`t]] + $CellContext`y[$CellContext`t])) ( 5.*^-9 + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 2][$CellContext`t]]) + 0.001/((5 Pi)/6 - Abs[ Subscript[$CellContext`\[Theta], 3][$CellContext`t]]) + 0.001/(4 - $CellContext`r[$CellContext`t]) + 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