Graphics3D[{{Thickness[0.01], RGBColor[1., 0., 0.], Line[{{1., 0., 0.}, {0.99803, 0.062791, 0.0066667}, {0.99211, 0.12533, 0.013333}, {0.98229, 0.18738, 0.02}, {0.96858, 0.24869, 0.026667}, {0.95106, 0.30902, 0.033333}, {0.92978, 0.36812, 0.04}, {0.90483, 0.42578, 0.046667}, {0.87631, 0.48175, 0.053333}, {0.84433, 0.53583, 0.06}, {0.80902, 0.58779, 0.066667}, {0.77051, 0.63742, 0.073333}, {0.72897, 0.68455, 0.08}, {0.68455, 0.72897, 0.086667}, {0.63742, 0.77051, 0.093333}, {0.58779, 0.80902, 0.1}, {0.53583, 0.84433, 0.10667}, {0.48175, 0.87631, 0.11333}, {0.42578, 0.90483, 0.12}, {0.36812, 0.92978, 0.12667}, {0.30902, 0.95106, 0.13333}, {0.24869, 0.96858, 0.14}, {0.18738, 0.98229, 0.14667}, {0.12533, 0.99211, 0.15333}, {0.062791, 0.99803, 0.16}, {0., 1., 0.16667}, {-0.062791, 0.99803, 0.17333}, {-0.12533, 0.99211, 0.18}, {-0.18738, 0.98229, 0.18667}, {-0.24869, 0.96858, 0.19333}, {-0.30902, 0.95106, 0.2}, {-0.36812, 0.92978, 0.20667}, {-0.42578, 0.90483, 0.21333}, {-0.48175, 0.87631, 0.22}, {-0.53583, 0.84433, 0.22667}, {-0.58779, 0.80902, 0.23333}, {-0.63742, 0.77051, 0.24}, {-0.68455, 0.72897, 0.24667}, {-0.72897, 0.68455, 0.25333}, {-0.77051, 0.63742, 0.26}, {-0.80902, 0.58779, 0.26667}, {-0.84433, 0.53583, 0.27333}, {-0.87631, 0.48175, 0.28}, {-0.90483, 0.42578, 0.28667}, {-0.92978, 0.36812, 0.29333}, {-0.95106, 0.30902, 0.3}, {-0.96858, 0.24869, 0.30667}, {-0.98229, 0.18738, 0.31333}, {-0.99211, 0.12533, 0.32}, {-0.99803, 0.062791, 0.32667}, {-1., 0., 0.33333}, {-0.99803, -0.062791, 0.34}, {-0.99211, -0.12533, 0.34667}, {-0.98229, -0.18738, 0.35333}, {-0.96858, -0.24869, 0.36}, {-0.95106, -0.30902, 0.36667}, {-0.92978, -0.36812, 0.37333}, {-0.90483, -0.42578, 0.38}, {-0.87631, -0.48175, 0.38667}, {-0.84433, -0.53583, 0.39333}, {-0.80902, -0.58779, 0.4}, {-0.77051, -0.63742, 0.40667}, {-0.72897, -0.68455, 0.41333}, {-0.68455, -0.72897, 0.42}, {-0.63742, -0.77051, 0.42667}, {-0.58779, -0.80902, 0.43333}, {-0.53583, -0.84433, 0.44}, {-0.48175, -0.87631, 0.44667}, {-0.42578, -0.90483, 0.45333}, {-0.36812, -0.92978, 0.46}, {-0.30902, -0.95106, 0.46667}, {-0.24869, -0.96858, 0.47333}, {-0.18738, -0.98229, 0.48}, {-0.12533, -0.99211, 0.48667}, {-0.062791, -0.99803, 0.49333}, {0., -1., 0.5}, {0.062791, -0.99803, 0.50667}, {0.12533, -0.99211, 0.51333}, {0.18738, -0.98229, 0.52}, {0.24869, -0.96858, 0.52667}, {0.30902, -0.95106, 0.53333}, {0.36812, -0.92978, 0.54}, {0.42578, -0.90483, 0.54667}, {0.48175, -0.87631, 0.55333}, {0.53583, -0.84433, 0.56}, {0.58779, -0.80902, 0.56667}, {0.63742, -0.77051, 0.57333}, {0.68455, -0.72897, 0.58}, {0.72897, -0.68455, 0.58667}, {0.77051, -0.63742, 0.59333}, {0.80902, -0.58779, 0.6}, {0.84433, -0.53583, 0.60667}, {0.87631, -0.48175, 0.61333}, {0.90483, -0.42578, 0.62}, {0.92978, -0.36812, 0.62667}, {0.95106, -0.30902, 0.63333}, {0.96858, -0.24869, 0.64}, {0.98229, -0.18738, 0.64667}, {0.99211, -0.12533, 0.65333}, {0.99803, -0.062791, 0.66}, {1., 0., 0.66667}, {0.99803, 0.062791, 0.67333}, {0.99211, 0.12533, 0.68}, {0.98229, 0.18738, 0.68667}, {0.96858, 0.24869, 0.69333}, {0.95106, 0.30902, 0.7}, {0.92978, 0.36812, 0.70667}, {0.90483, 0.42578, 0.71333}, {0.87631, 0.48175, 0.72}, {0.84433, 0.53583, 0.72667}, {0.80902, 0.58779, 0.73333}, {0.77051, 0.63742, 0.74}, {0.72897, 0.68455, 0.74667}, {0.68455, 0.72897, 0.75333}, {0.63742, 0.77051, 0.76}, {0.58779, 0.80902, 0.76667}, {0.53583, 0.84433, 0.77333}, {0.48175, 0.87631, 0.78}, {0.42578, 0.90483, 0.78667}, {0.36812, 0.92978, 0.79333}, {0.30902, 0.95106, 0.8}, {0.24869, 0.96858, 0.80667}, {0.18738, 0.98229, 0.81333}, {0.12533, 0.99211, 0.82}, {0.062791, 0.99803, 0.82667}, {0., 1., 0.83333}, {-0.062791, 0.99803, 0.84}, {-0.12533, 0.99211, 0.84667}, {-0.18738, 0.98229, 0.85333}, {-0.24869, 0.96858, 0.86}, {-0.30902, 0.95106, 0.86667}, {-0.36812, 0.92978, 0.87333}, {-0.42578, 0.90483, 0.88}, {-0.48175, 0.87631, 0.88667}, {-0.53583, 0.84433, 0.89333}, {-0.58779, 0.80902, 0.9}, {-0.63742, 0.77051, 0.90667}, {-0.68455, 0.72897, 0.91333}, {-0.72897, 0.68455, 0.92}, {-0.77051, 0.63742, 0.92667}, {-0.80902, 0.58779, 0.93333}, {-0.84433, 0.53583, 0.94}, {-0.87631, 0.48175, 0.94667}, {-0.90483, 0.42578, 0.95333}, {-0.92978, 0.36812, 0.96}, {-0.95106, 0.30902, 0.96667}, {-0.96858, 0.24869, 0.97333}, {-0.98229, 0.18738, 0.98}, {-0.99211, 0.12533, 0.98667}, {-0.99803, 0.062791, 0.99333}, {-1., 0., 1.}, {-0.99803, -0.062791, 1.0067}, {-0.99211, -0.12533, 1.0133}, {-0.98229, -0.18738, 1.02}, {-0.96858, -0.24869, 1.0267}, {-0.95106, -0.30902, 1.0333}, {-0.92978, -0.36812, 1.04}, {-0.90483, -0.42578, 1.0467}, {-0.87631, -0.48175, 1.0533}, {-0.84433, -0.53583, 1.06}, {-0.80902, -0.58779, 1.0667}, {-0.77051, -0.63742, 1.0733}, {-0.72897, -0.68455, 1.08}, {-0.68455, -0.72897, 1.0867}, {-0.63742, -0.77051, 1.0933}, {-0.58779, -0.80902, 1.1}, {-0.53583, -0.84433, 1.1067}, {-0.48175, -0.87631, 1.1133}, {-0.42578, -0.90483, 1.12}, {-0.36812, -0.92978, 1.1267}, {-0.30902, -0.95106, 1.1333}, {-0.24869, -0.96858, 1.14}, {-0.18738, -0.98229, 1.1467}, {-0.12533, -0.99211, 1.1533}, {-0.062791, -0.99803, 1.16}, {0., -1., 1.1667}, {0.062791, -0.99803, 1.1733}, {0.12533, -0.99211, 1.18}, {0.18738, -0.98229, 1.1867}, {0.24869, -0.96858, 1.1933}, {0.30902, -0.95106, 1.2}, {0.36812, -0.92978, 1.2067}, {0.42578, -0.90483, 1.2133}, {0.48175, -0.87631, 1.22}, {0.53583, -0.84433, 1.2267}, {0.58779, -0.80902, 1.2333}, {0.63742, -0.77051, 1.24}, {0.68455, -0.72897, 1.2467}, {0.72897, -0.68455, 1.2533}, {0.77051, -0.63742, 1.26}, {0.80902, -0.58779, 1.2667}, {0.84433, -0.53583, 1.2733}, {0.87631, -0.48175, 1.28}, {0.90483, -0.42578, 1.2867}, {0.92978, -0.36812, 1.2933}, {0.95106, -0.30902, 1.3}, {0.96858, -0.24869, 1.3067}, {0.98229, -0.18738, 1.3133}, {0.99211, -0.12533, 1.32}, {0.99803, -0.062791, 1.3267}, {1., 0., 1.3333}, {0.99803, 0.062791, 1.34}, {0.99211, 0.12533, 1.3467}, {0.98229, 0.18738, 1.3533}, {0.96858, 0.24869, 1.36}, {0.95106, 0.30902, 1.3667}, {0.92978, 0.36812, 1.3733}, {0.90483, 0.42578, 1.38}, {0.87631, 0.48175, 1.3867}, {0.84433, 0.53583, 1.3933}, {0.80902, 0.58779, 1.4}, {0.77051, 0.63742, 1.4067}, {0.72897, 0.68455, 1.4133}, {0.68455, 0.72897, 1.42}, {0.63742, 0.77051, 1.4267}, {0.58779, 0.80902, 1.4333}, {0.53583, 0.84433, 1.44}, {0.48175, 0.87631, 1.4467}, {0.42578, 0.90483, 1.4533}, {0.36812, 0.92978, 1.46}, {0.30902, 0.95106, 1.4667}, {0.24869, 0.96858, 1.4733}, {0.18738, 0.98229, 1.48}, {0.12533, 0.99211, 1.4867}, {0.062791, 0.99803, 1.4933}, {0., 1., 1.5}, {-0.062791, 0.99803, 1.5067}, {-0.12533, 0.99211, 1.5133}, {-0.18738, 0.98229, 1.52}, {-0.24869, 0.96858, 1.5267}, {-0.30902, 0.95106, 1.5333}, {-0.36812, 0.92978, 1.54}, {-0.42578, 0.90483, 1.5467}, {-0.48175, 0.87631, 1.5533}, {-0.53583, 0.84433, 1.56}, {-0.58779, 0.80902, 1.5667}, {-0.63742, 0.77051, 1.5733}, {-0.68455, 0.72897, 1.58}, {-0.72897, 0.68455, 1.5867}, {-0.77051, 0.63742, 1.5933}, {-0.80902, 0.58779, 1.6}, {-0.84433, 0.53583, 1.6067}, {-0.87631, 0.48175, 1.6133}, {-0.90483, 0.42578, 1.62}, {-0.92978, 0.36812, 1.6267}, {-0.95106, 0.30902, 1.6333}, {-0.96858, 0.24869, 1.64}, {-0.98229, 0.18738, 1.6467}, {-0.99211, 0.12533, 1.6533}, {-0.99803, 0.062791, 1.66}, {-1., 0., 1.6667}, {-0.99803, -0.062791, 1.6733}, {-0.99211, -0.12533, 1.68}, {-0.98229, -0.18738, 1.6867}, {-0.96858, -0.24869, 1.6933}, {-0.95106, -0.30902, 1.7}, {-0.92978, -0.36812, 1.7067}, {-0.90483, -0.42578, 1.7133}, {-0.87631, -0.48175, 1.72}, {-0.84433, -0.53583, 1.7267}, {-0.80902, -0.58779, 1.7333}, {-0.77051, -0.63742, 1.74}, {-0.72897, -0.68455, 1.7467}, {-0.68455, -0.72897, 1.7533}, {-0.63742, -0.77051, 1.76}, {-0.58779, -0.80902, 1.7667}, {-0.53583, -0.84433, 1.7733}, {-0.48175, -0.87631, 1.78}, {-0.42578, -0.90483, 1.7867}, {-0.36812, -0.92978, 1.7933}, {-0.30902, -0.95106, 1.8}, {-0.24869, -0.96858, 1.8067}, {-0.18738, -0.98229, 1.8133}, {-0.12533, -0.99211, 1.82}, {-0.062791, -0.99803, 1.8267}, {0., -1., 1.8333}, {0.062791, -0.99803, 1.84}, {0.12533, -0.99211, 1.8467}, {0.18738, -0.98229, 1.8533}, {0.24869, -0.96858, 1.86}, {0.30902, -0.95106, 1.8667}, {0.36812, -0.92978, 1.8733}, {0.42578, -0.90483, 1.88}, {0.48175, -0.87631, 1.8867}, {0.53583, -0.84433, 1.8933}, {0.58779, -0.80902, 1.9}, {0.63742, -0.77051, 1.9067}, {0.68455, -0.72897, 1.9133}, {0.72897, -0.68455, 1.92}, {0.77051, -0.63742, 1.9267}, {0.80902, -0.58779, 1.9333}, {0.84433, -0.53583, 1.94}, {0.87631, -0.48175, 1.9467}, {0.90483, -0.42578, 1.9533}, {0.92978, -0.36812, 1.96}, {0.95106, -0.30902, 1.9667}, {0.96858, -0.24869, 1.9733}, {0.98229, -0.18738, 1.98}, {0.99211, -0.12533, 1.9867}, {0.99803, -0.062791, 1.9933}, {1., 0., 2.}}]}, {PointSize[0.04], RGBColor[1., 0., 1.], Point[{Cos[t], Sin[t], 0.1061*t}]}, {PointSize[0.04], RGBColor[0., 0., 1.], Point[{1., tsc, -0.6}]}, {Thickness[0.01], RGBColor[1., 0., 1.], Line[{{1., -1., -0.6}, {1., 1., -0.6}}]}, Text[StyleForm["t", FontSize -> 15.], {1., tsc, -0.4}], {Text[StyleForm["0", FontSize -> 15.], {1., -1., -1.}], Text[StyleForm["2\[Pi]", FontSize -> 15.], {1., -0.33333, -1.}], Text[StyleForm["4\[Pi]", FontSize -> 15.], {1., 0.33333, -1.}], Text[StyleForm["6\[Pi]", FontSize -> 15.], {1., 1., -1.}]}, {FaceForm[RGBColor[0.6, 1., 0.6]], EdgeForm[], Polygon[{{-1.8, 1., 0.}, {-1.8, 1., 2.}, {-1.8, -1., 2.}, {-1.8, -1., 0.}}]}, {RGBColor[0., 1., 0.], Thickness[0.01], EdgeForm[], {Line[{{Cos[t], Sin[t], 0.1061*t}, {-0.3 + Cos[t], Sin[t], 0.1061*t}}], Polygon[{{-0.5 + Cos[t], Sin[t], 0.1061*t}, {-0.3 + Cos[t], 0.1 + Sin[t], 0. + 0.1061*t}, {-0.3 + Cos[t], Sin[t], 0.1061*t}, {-0.3 + Cos[t], -0.1 + Sin[t], 0. + 0.1061*t}}]}}, {RGBColor[0., 0., 1.], Thickness[0.01], EdgeForm[], {Line[{{Cos[t], Sin[t], 0.1061*t}, {Cos[t] - 0.99442*Sin[t] + (0.19888*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2], 0.99442*Cos[t] + Sin[t] - (0.19888*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2], 0.10551 + 0.1061*t - 0.021102/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2]}}], Polygon[{{Cos[t] - 0.99442*Sin[t], 0.99442*Cos[t] + Sin[t], 0.10551 + 0.1061*t}, {Cos[t] - 0.99442*Sin[t] + (0.19888*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.1*(0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2]))/Sqrt[(0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2 + ((0.*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2 + (0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2], 0.99442*Cos[t] + Sin[t] - (0.19888*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.1*(0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2]))/Sqrt[(0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2 + ((0.*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2 + (0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2], 0.10551 + 0.1061*t - 0.021102/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.1*((0.*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2]))/Sqrt[(0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2 + ((0.*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2 + (0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2]}, {Cos[t] - 0.99442*Sin[t] + (0.19888*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2], 0.99442*Cos[t] + Sin[t] - (0.19888*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2], 0.10551 + 0.1061*t - 0.021102/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2]}, {Cos[t] - 0.99442*Sin[t] + (0.19888*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] - (0.1*(0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2]))/Sqrt[(0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2 + ((0.*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2 + (0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2], 0.99442*Cos[t] + Sin[t] - (0.19888*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] - (0.1*(0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2]))/Sqrt[(0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2 + ((0.*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2 + (0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2], 0.10551 + 0.1061*t - 0.021102/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] - (0.1*((0.*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2]))/Sqrt[(0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2 + ((0.*Cos[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2 + (0./Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2] + (0.99442*Sin[t])/Sqrt[0.011133 + 0.98887*Cos[t]^2 + 0.98887*Sin[t]^2])^2]}}]}}, {{RGBColor[0., 1., 0.], Thickness[0.01], Line[{{1.3, 1., 0.}, {1.3, 1., 2.}}], Line[{{1.25, 1., 0.}, {1.35, 1., 0.}}], Line[{{1.25, 1., 1.}, {1.35, 1., 1.}}], Line[{{1.25, 1., 2.}, {1.35, 1., 2.}}]}, {RGBColor[0., 1., 1.], Thickness[0.02], Line[{{1.2, 1., 1. + 0.99442*Sin[t]}, {1.4, 1., 1. + 0.99442*Sin[t]}}]}, Text[StyleForm["-0.5", FontSize -> 15.], {1.6, 1., 0.}], Text[StyleForm["0", FontSize -> 15.], {1.6, 1., 1.}], Text[StyleForm["0.5", FontSize -> 15.], {1.6, 1., 2.}], Null}}, PlotRange -> {{-1., 1.}, {-1., 1.}, {0., 2.}}, BoxRatios -> {1., 1., 1.}, Axes -> True, AxesLabel -> {"X", "Y", "Z"}, ViewPoint -> {13., -24., 15.}, Lighting -> False]