From 56e2d6b94655e64660896f5d3cefd48d44363b89 Mon Sep 17 00:00:00 2001 From: Aasit Vora Date: Mon, 29 Aug 2022 00:50:09 +0530 Subject: [PATCH 1/2] working on optimizing fin flutter velocity calculation using Apogee NL291 as reference --- docs/notebooks/dispersion_analysis/RocketPy | 1 + docs/notebooks/getting_started.ipynb | 512 ++------------------ rocketpy/Flight.py | 122 ++--- 3 files changed, 110 insertions(+), 525 deletions(-) create mode 160000 docs/notebooks/dispersion_analysis/RocketPy diff --git a/docs/notebooks/dispersion_analysis/RocketPy b/docs/notebooks/dispersion_analysis/RocketPy new file mode 160000 index 000000000..256f90d1f --- /dev/null +++ b/docs/notebooks/dispersion_analysis/RocketPy @@ -0,0 +1 @@ +Subproject commit 256f90d1fe7df10e0636736e9d591ccc3de9f1a0 diff --git a/docs/notebooks/getting_started.ipynb b/docs/notebooks/getting_started.ipynb index e1e9d45ea..975b1eedc 100644 --- a/docs/notebooks/getting_started.ipynb +++ b/docs/notebooks/getting_started.ipynb @@ -122,8 +122,8 @@ "text": [ "Launch Site Details\n", "\n", - "Launch Rail Length: 5.2 m\n", - "Launch Date: 2022-07-03 12:00:00 UTC\n", + "Launch Rail Length: 5.2 m\n", + "Launch Date: 2022-08-30 12:00:00 UTC\n", "Launch Site Latitude: 32.99025°\n", "Launch Site Longitude: -106.97500°\n", "Reference Datum: SIRGAS2000\n", @@ -134,23 +134,23 @@ "\n", "Atmospheric Model Details\n", "\n", - "Atmospheric Model Type: Forecast\n", - "Forecast Maximum Height: 79.529 km\n", - "Forecast Time Period: From 2022-07-02 18:00:00 to 2022-07-18 18:00:00 UTC\n", - "Forecast Hour Interval: 3 hrs\n", + "Atmospheric Model Type: Forecast\n", + "Forecast Maximum Height: 79.815 km\n", + "Forecast Time Period: From 2022-08-28 00:00:00 to 2022-09-13 00:00:00 UTC\n", + "Forecast Hour Interval: 3 hrs\n", "Forecast Latitude Range: From -90.0 ° To 90.0 °\n", "Forecast Longitude Range: From 0.0 ° To 359.75 °\n", "\n", "\n", "Surface Atmospheric Conditions\n", "\n", - "Surface Wind Speed: 2.22 m/s\n", - "Surface Wind Direction: 233.99°\n", - "Surface Wind Heading: 53.99°\n", - "Surface Pressure: 854.12 hPa\n", - "Surface Temperature: 296.50 K\n", - "Surface Air Density: 1.003 kg/m³\n", - "Surface Speed of Sound: 345.19 m/s\n", + "Surface Wind Speed: 4.33 m/s\n", + "Surface Wind Direction: 24.89°\n", + "Surface Wind Heading: 204.89°\n", + "Surface Pressure: 855.09 hPa\n", + "Surface Temperature: 295.00 K\n", + "Surface Air Density: 1.010 kg/m³\n", + "Surface Speed of Sound: 344.32 m/s\n", "\n", "\n", "Atmospheric Model Plots\n" @@ -159,18 +159,18 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "225ad63d1c174f51a90ffd931cf4018e", + "model_id": "fbff1fa1d39b4403a1d2534add8a3257", "version_major": 2, "version_minor": 0 }, - "image/png": "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", + "image/png": "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", "text/html": [ "\n", "
\n", "
\n", " Figure\n", "
\n", - " \n", + " \n", "
\n", " " ], @@ -251,7 +251,7 @@ { "data": { "application/vnd.jupyter.widget-view+json": { - "model_id": "a97dfc37331a4cef9446f9e4462f0870", + "model_id": "1425a1e81dc24354a1270929b5202309", "version_major": 2, "version_minor": 0 }, @@ -446,446 +446,11 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "metadata": { "scrolled": false }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Initial Conditions\n", - "\n", - "Position - x: 0.00 m | y: 0.00 m | z: 1471.47 m\n", - "Velocity - Vx: 0.00 m/s | Vy: 0.00 m/s | Vz: 0.00 m/s\n", - "Attitude - e0: 0.999 | e1: -0.044 | e2: -0.000 | e3: 0.000\n", - "Euler Angles - Spin φ : 0.00° | Nutation θ: -5.00° | Precession ψ: 0.00°\n", - "Angular Velocity - ω1: 0.00 rad/s | ω2: 0.00 rad/s| ω3: 0.00 rad/s\n", - "\n", - "\n", - "Launch Rail Orientation\n", - "\n", - "Launch Rail Inclination: 85.00°\n", - "Launch Rail Heading: 0.00°\n", - "\n", - "\n", - "Surface Wind Conditions\n", - "\n", - "Frontal Surface Wind Speed: 1.30 m/s\n", - "Lateral Surface Wind Speed: -1.79 m/s\n", - "\n", - "\n", - " Rail Departure State\n", - "\n", - "Rail Departure Time: 0.363 s\n", - "Rail Departure Velocity: 25.800 m/s\n", - "Rail Departure Static Margin: 2.133 c\n", - "Rail Departure Angle of Attack: 4.936°\n", - "Rail Departure Thrust-Weight Ratio: 10.143\n", - "Rail Departure Reynolds Number: 1.796e+05\n", - "\n", - "\n", - "BurnOut State\n", - "\n", - "BurnOut time: 3.900 s\n", - "Altitude at burnOut: 659.636 m (AGL)\n", - "Rocket velocity at burnOut: 281.192 m/s\n", - "Freestream velocity at burnOut: 280.917 m/s\n", - "Mach Number at burnOut: 0.819\n", - "Kinetic energy at burnOut: 6.421e+05 J\n", - "\n", - "\n", - "Apogee\n", - "\n", - "Apogee Altitude: 4852.369 m (ASL) | 3380.903 m (AGL)\n", - "Apogee Time: 26.189 s\n", - "Apogee Freestream Speed: 15.789 m/s\n", - "\n", - "\n", - "Events\n", - "\n", - "Drogue Ejection Triggered at: 26.190 s\n", - "Drogue Parachute Inflated at: 27.690 s\n", - "Drogue Parachute Inflated with Freestream Speed of: 21.246 m/s\n", - "Drogue Parachute Inflated at Height of: 3370.106 m (AGL)\n", - "Main Ejection Triggered at: 163.238 s\n", - "Main Parachute Inflated at: 164.738 s\n", - "Main Parachute Inflated with Freestream Speed of: 18.448 m/s\n", - "Main Parachute Inflated at Height of: 700.774 m (AGL)\n", - "\n", - "\n", - "Impact\n", - "\n", - "X Impact: -465.679 m\n", - "Y Impact: 1574.118 m\n", - "Time of Impact: 286.260 s\n", - "Velocity at Impact: -5.633 m/s\n", - "\n", - "\n", - "Maximum Values\n", - "\n", - "Maximum Speed: 286.941 m/s at 3.40 s\n", - "Maximum Mach Number: 0.834 Mach at 3.40 s\n", - "Maximum Reynolds Number: 1.914e+06 at 3.32 s\n", - "Maximum Dynamic Pressure: 3.925e+04 Pa at 3.34 s\n", - "Maximum Acceleration: 105.103 m/s² at 0.15 s\n", - "Maximum Gs: 10.717 g at 0.15 s\n", - "Maximum Upper Rail Button Normal Force: 1.085 N\n", - "Maximum Upper Rail Button Shear Force: 0.257 N\n", - "Maximum Lower Rail Button Normal Force: 0.312 N\n", - "Maximum Lower Rail Button Shear Force: 0.257 N\n", - "\n", - "\n", - "Numerical Integration Information\n", - "\n", - "Maximum Allowed Flight Time: 600.000000 s\n", - "Maximum Allowed Time Step: inf s\n", - "Minimum Allowed Time Step: 0.000000e+00 s\n", - "Relative Error Tolerance: 1e-06\n", - "Absolute Error Tolerance: [0.001, 0.001, 0.001, 0.001, 0.001, 0.001, 1e-06, 1e-06, 1e-06, 1e-06, 0.001, 0.001, 0.001]\n", - "Allow Event Overshoot: True\n", - "Terminate Simulation on Apogee: False\n", - "Number of Time Steps Used: 690\n", - "Number of Derivative Functions Evaluation: 1919\n", - "Average Function Evaluations per Time Step: 2.781159\n", - "\n", - "\n", - "Trajectory 3d Plot\n", - "\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "e68cf6e9a4f9458fa6cb212176dbbe39", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "\n", - "Trajectory Kinematic Plots\n", - "\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "338e61cfb05e4438a512c8381f279961", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "\n", - "Angular Position Plots\n", - "\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "fc6377c757ec4effbcc7aaa12b2ed6f8", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "\n", - "Path, Attitude and Lateral Attitude Angle plots\n", - "\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "4695a21fe22b4d049794b6ecc404fccb", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "\n", - "Trajectory Angular Velocity and Acceleration Plots\n", - "\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "672cb15648f34d4a8d1275b8b7217069", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "\n", - "Trajectory Force Plots\n", - "\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "f5d31b4f1f9f4bf1a154c574d33544d7", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "1b035ab7b1364e7cbe047e20080fcb23", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "\n", - "Trajectory Energy Plots\n", - "\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "dd55c11aa6444e79b343b86061644dc8", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "\n", - "Trajectory Fluid Mechanics Plots\n", - "\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "ff45f450db364011a97da3647af82e88", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "\n", - "Trajectory Stability and Control Plots\n", - "\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "ed90fc4f656647c4a7f8fd505e114f6e", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "TestFlight.allInfo()" ] @@ -899,17 +464,9 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "File trajectory.kml saved with success!\n" - ] - } - ], + "outputs": [], "source": [ "TestFlight.exportKML(\n", " fileName=\"trajectory.kml\",\n", @@ -918,6 +475,27 @@ ")" ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "ename": "NameError", + "evalue": "name 'TestFlight' is not defined", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m~\\AppData\\Local\\Temp/ipykernel_2744/1922767628.py\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mTestFlight\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mcalculateFinFlutterAnalysis\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;36m0.04\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;36m68900000000\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;36m3000\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;31mNameError\u001b[0m: name 'TestFlight' is not defined" + ] + } + ], + "source": [ + "TestFlight.calculateFinFlutterAnalysis(0.04, 68900000000, 3000)" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -1412,7 +990,7 @@ "metadata": { "hide_input": false, "kernelspec": { - "display_name": "Python 3.10.0 ('rocketpy_dev')", + "display_name": "Python 3.9.13 64-bit (windows store)", "language": "python", "name": "python3" }, @@ -1426,11 +1004,11 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.0" + "version": "3.9.13" }, "vscode": { "interpreter": { - "hash": "18e93d5347af13ace37d47ea4e2a2ad720f0331bd9cb28f9983f5585f4dfaa5c" + "hash": "93f6290226dddf722ba35706e62588f4a9ddb272500263b6037e08deb4614b39" } } }, diff --git a/rocketpy/Flight.py b/rocketpy/Flight.py index 50ac5d97d..32fc9b224 100644 --- a/rocketpy/Flight.py +++ b/rocketpy/Flight.py @@ -836,7 +836,7 @@ def __init__( self.y[0] ** 2 + self.y[1] ** 2 + (self.y[2] - self.env.elevation) ** 2 - >= self.effective1RL**2 + >= self.effective1RL ** 2 ): # Rocket is out of rail # Check exactly when it went out using root finding @@ -850,7 +850,7 @@ def __init__( # Get points y0 = ( sum([self.solution[-2][i] ** 2 for i in [1, 2, 3]]) - - self.effective1RL**2 + - self.effective1RL ** 2 ) yp0 = 2 * sum( [ @@ -861,7 +861,7 @@ def __init__( t1 = self.solution[-1][0] - self.solution[-2][0] y1 = ( sum([self.solution[-1][i] ** 2 for i in [1, 2, 3]]) - - self.effective1RL**2 + - self.effective1RL ** 2 ) yp1 = 2 * sum( [ @@ -876,15 +876,15 @@ def __init__( D = float(phase.solver.step_size) d = float(y0) c = float(yp0) - b = float((3 * y1 - yp1 * D - 2 * c * D - 3 * d) / (D**2)) - a = float(-(2 * y1 - yp1 * D - c * D - 2 * d) / (D**3)) + 1e-5 + b = float((3 * y1 - yp1 * D - 2 * c * D - 3 * d) / (D ** 2)) + a = float(-(2 * y1 - yp1 * D - c * D - 2 * d) / (D ** 3)) + 1e-5 # Find roots - d0 = b**2 - 3 * a * c - d1 = 2 * b**3 - 9 * a * b * c + 27 * d * a**2 - c1 = ((d1 + (d1**2 - 4 * d0**3) ** (0.5)) / 2) ** (1 / 3) + d0 = b ** 2 - 3 * a * c + d1 = 2 * b ** 3 - 9 * a * b * c + 27 * d * a ** 2 + c1 = ((d1 + (d1 ** 2 - 4 * d0 ** 3) ** (0.5)) / 2) ** (1 / 3) t_roots = [] for k in [0, 1, 2]: - c2 = c1 * (-1 / 2 + 1j * (3**0.5) / 2) ** k + c2 = c1 * (-1 / 2 + 1j * (3 ** 0.5) / 2) ** k t_roots.append(-(1 / (3 * a)) * (b + c2 + d0 / c2)) # Find correct root valid_t_root = [] @@ -971,15 +971,15 @@ def __init__( D = float(phase.solver.step_size) d = float(y0) c = float(yp0) - b = float((3 * y1 - yp1 * D - 2 * c * D - 3 * d) / (D**2)) - a = float(-(2 * y1 - yp1 * D - c * D - 2 * d) / (D**3)) + b = float((3 * y1 - yp1 * D - 2 * c * D - 3 * d) / (D ** 2)) + a = float(-(2 * y1 - yp1 * D - c * D - 2 * d) / (D ** 3)) # Find roots - d0 = b**2 - 3 * a * c - d1 = 2 * b**3 - 9 * a * b * c + 27 * d * a**2 - c1 = ((d1 + (d1**2 - 4 * d0**3) ** (0.5)) / 2) ** (1 / 3) + d0 = b ** 2 - 3 * a * c + d1 = 2 * b ** 3 - 9 * a * b * c + 27 * d * a ** 2 + c1 = ((d1 + (d1 ** 2 - 4 * d0 ** 3) ** (0.5)) / 2) ** (1 / 3) t_roots = [] for k in [0, 1, 2]: - c2 = c1 * (-1 / 2 + 1j * (3**0.5) / 2) ** k + c2 = c1 * (-1 / 2 + 1j * (3 ** 0.5) / 2) ** k t_roots.append(-(1 / (3 * a)) * (b + c2 + d0 / c2)) # Find correct root valid_t_root = [] @@ -1237,14 +1237,14 @@ def uDotRail1(self, t, u, postProcessing=False): # Calculate Forces Thrust = self.rocket.motor.thrust.getValueOpt(t) rho = self.env.density.getValueOpt(z) - R3 = -0.5 * rho * (freestreamSpeed**2) * self.rocket.area * (dragCoeff) + R3 = -0.5 * rho * (freestreamSpeed ** 2) * self.rocket.area * (dragCoeff) # Calculate Linear acceleration - a3 = (R3 + Thrust) / M - (e0**2 - e1**2 - e2**2 + e3**2) * self.env.g + a3 = (R3 + Thrust) / M - (e0 ** 2 - e1 ** 2 - e2 ** 2 + e3 ** 2) * self.env.g if a3 > 0: ax = 2 * (e1 * e3 + e0 * e2) * a3 ay = 2 * (e2 * e3 - e0 * e1) * a3 - az = (1 - 2 * (e1**2 + e2**2)) * a3 + az = (1 - 2 * (e1 ** 2 + e2 ** 2)) * a3 else: ax, ay, az = 0, 0, 0 @@ -1343,15 +1343,15 @@ def uDot(self, t, u, postProcessing=False): a = b * Mt / M rN = self.rocket.motor.nozzleRadius # Prepare transformation matrix - a11 = 1 - 2 * (e2**2 + e3**2) + a11 = 1 - 2 * (e2 ** 2 + e3 ** 2) a12 = 2 * (e1 * e2 - e0 * e3) a13 = 2 * (e1 * e3 + e0 * e2) a21 = 2 * (e1 * e2 + e0 * e3) - a22 = 1 - 2 * (e1**2 + e3**2) + a22 = 1 - 2 * (e1 ** 2 + e3 ** 2) a23 = 2 * (e2 * e3 - e0 * e1) a31 = 2 * (e1 * e3 - e0 * e2) a32 = 2 * (e2 * e3 + e0 * e1) - a33 = 1 - 2 * (e1**2 + e2**2) + a33 = 1 - 2 * (e1 ** 2 + e2 ** 2) # Transformation matrix: (123) -> (XYZ) K = [[a11, a12, a13], [a21, a22, a23], [a31, a32, a33]] # Transformation matrix: (XYZ) -> (123) or K transpose @@ -1373,7 +1373,7 @@ def uDot(self, t, u, postProcessing=False): else: dragCoeff = self.rocket.powerOffDrag.getValueOpt(freestreamMach) rho = self.env.density.getValueOpt(z) - R3 = -0.5 * rho * (freestreamSpeed**2) * self.rocket.area * (dragCoeff) + R3 = -0.5 * rho * (freestreamSpeed ** 2) * self.rocket.area * (dragCoeff) # Off center moment M1 += self.rocket.cpEccentricityY * R3 M2 -= self.rocket.cpEccentricityX * R3 @@ -1400,12 +1400,12 @@ def uDot(self, t, u, postProcessing=False): compStreamVyB = compWindVyB - compVyB compStreamVzB = compWindVzB - compVzB compStreamSpeed = ( - compStreamVxB**2 + compStreamVyB**2 + compStreamVzB**2 + compStreamVxB ** 2 + compStreamVyB ** 2 + compStreamVzB ** 2 ) ** 0.5 # Component attack angle and lift force compAttackAngle = 0 compLift, compLiftXB, compLiftYB = 0, 0, 0 - if compStreamVxB**2 + compStreamVyB**2 != 0: + if compStreamVxB ** 2 + compStreamVyB ** 2 != 0: # Normalize component stream velocity in body frame compStreamVzBn = compStreamVzB / compStreamSpeed if -1 * compStreamVzBn < 1: @@ -1413,10 +1413,10 @@ def uDot(self, t, u, postProcessing=False): cLift = aerodynamicSurface["cl"](compAttackAngle, freestreamMach) # Component lift force magnitude compLift = ( - 0.5 * rho * (compStreamSpeed**2) * self.rocket.area * cLift + 0.5 * rho * (compStreamSpeed ** 2) * self.rocket.area * cLift ) # Component lift force components - liftDirNorm = (compStreamVxB**2 + compStreamVyB**2) ** 0.5 + liftDirNorm = (compStreamVxB ** 2 + compStreamVyB ** 2) ** 0.5 compLiftXB = compLift * (compStreamVxB / liftDirNorm) compLiftYB = compLift * (compStreamVyB / liftDirNorm) # Add to total lift force @@ -1429,7 +1429,7 @@ def uDot(self, t, u, postProcessing=False): if aerodynamicSurface["name"] == "Fins": Clfdelta, Cldomega, cantAngleRad = aerodynamicSurface["roll parameters"] M3f = ( - (1 / 2 * rho * freestreamSpeed**2) + (1 / 2 * rho * freestreamSpeed ** 2) * self.rocket.area * 2 * self.rocket.radius @@ -1450,26 +1450,26 @@ def uDot(self, t, u, postProcessing=False): alpha1 = ( M1 - ( - omega2 * omega3 * (Rz + Tz - Ri - Ti - mu * b**2) + omega2 * omega3 * (Rz + Tz - Ri - Ti - mu * b ** 2) + omega1 * ( (TiDot + MtDot * (Mr - 1) * (b / M) ** 2) - MtDot * ((rN / 2) ** 2 + (c - b * mu / Mr) ** 2) ) ) - ) / (Ri + Ti + mu * b**2) + ) / (Ri + Ti + mu * b ** 2) alpha2 = ( M2 - ( - omega1 * omega3 * (Ri + Ti + mu * b**2 - Rz - Tz) + omega1 * omega3 * (Ri + Ti + mu * b ** 2 - Rz - Tz) + omega2 * ( (TiDot + MtDot * (Mr - 1) * (b / M) ** 2) - MtDot * ((rN / 2) ** 2 + (c - b * mu / Mr) ** 2) ) ) - ) / (Ri + Ti + mu * b**2) - alpha3 = (M3 - omega3 * (TzDot - MtDot * (rN**2) / 2)) / (Rz + Tz) + ) / (Ri + Ti + mu * b ** 2) + alpha3 = (M3 - omega3 * (TzDot - MtDot * (rN ** 2) / 2)) / (Rz + Tz) # Euler parameters derivative e0Dot = 0.5 * (-omega1 * e1 - omega2 * e2 - omega3 * e3) e1Dot = 0.5 * (omega1 * e0 + omega3 * e2 - omega2 * e3) @@ -1478,7 +1478,7 @@ def uDot(self, t, u, postProcessing=False): # Linear acceleration L = [ - (R1 - b * Mt * (omega2**2 + omega3**2) - 2 * c * MtDot * omega2) / M, + (R1 - b * Mt * (omega2 ** 2 + omega3 ** 2) - 2 * c * MtDot * omega2) / M, (R2 + b * Mt * (alpha3 + omega1 * omega2) + 2 * c * MtDot * omega1) / M, (R3 - b * Mt * (alpha2 - omega1 * omega3) + Thrust) / M, ] @@ -1549,11 +1549,11 @@ def uDotParachute(self, t, u, postProcessing=False): R = 1.5 rho = self.env.density.getValueOpt(u[2]) to = 1.2 - ma = ka * rho * (4 / 3) * np.pi * R**3 + ma = ka * rho * (4 / 3) * np.pi * R ** 3 mp = self.rocket.mass eta = 1 - Rdot = (6 * R * (1 - eta) / (1.2**6)) * ( - (1 - eta) * t**5 + eta * (to**3) * (t**2) + Rdot = (6 * R * (1 - eta) / (1.2 ** 6)) * ( + (1 - eta) * t ** 5 + eta * (to ** 3) * (t ** 2) ) Rdot = 0 # Get relevant state data @@ -1569,7 +1569,7 @@ def uDotParachute(self, t, u, postProcessing=False): freestreamZ = vz # Determine drag force pseudoD = ( - -0.5 * rho * CdS * freestreamSpeed - ka * rho * 4 * np.pi * (R**2) * Rdot + -0.5 * rho * CdS * freestreamSpeed - ka * rho * 4 * np.pi * (R ** 2) * Rdot ) Dx = pseudoD * freestreamX Dy = pseudoD * freestreamY @@ -1749,19 +1749,19 @@ def postProcess(self, interpolation="spline", extrapolation="natural"): # Kinematics functions and values # Velocity Magnitude - self.speed = (self.vx**2 + self.vy**2 + self.vz**2) ** 0.5 + self.speed = (self.vx ** 2 + self.vy ** 2 + self.vz ** 2) ** 0.5 self.speed.setOutputs("Speed - Velocity Magnitude (m/s)") maxSpeedTimeIndex = np.argmax(self.speed[:, 1]) self.maxSpeed = self.speed[maxSpeedTimeIndex, 1] self.maxSpeedTime = self.speed[maxSpeedTimeIndex, 0] # Acceleration - self.acceleration = (self.ax**2 + self.ay**2 + self.az**2) ** 0.5 + self.acceleration = (self.ax ** 2 + self.ay ** 2 + self.az ** 2) ** 0.5 self.acceleration.setOutputs("Acceleration Magnitude (m/s²)") maxAccelerationTimeIndex = np.argmax(self.acceleration[:, 1]) self.maxAcceleration = self.acceleration[maxAccelerationTimeIndex, 1] self.maxAccelerationTime = self.acceleration[maxAccelerationTimeIndex, 0] # Path Angle - self.horizontalSpeed = (self.vx**2 + self.vy**2) ** 0.5 + self.horizontalSpeed = (self.vx ** 2 + self.vy ** 2) ** 0.5 pathAngle = (180 / np.pi) * np.arctan2( self.vz[:, 1], self.horizontalSpeed[:, 1] ) @@ -1770,9 +1770,9 @@ def postProcess(self, interpolation="spline", extrapolation="natural"): # Attitude Angle self.attitudeVectorX = 2 * (self.e1 * self.e3 + self.e0 * self.e2) # a13 self.attitudeVectorY = 2 * (self.e2 * self.e3 - self.e0 * self.e1) # a23 - self.attitudeVectorZ = 1 - 2 * (self.e1**2 + self.e2**2) # a33 + self.attitudeVectorZ = 1 - 2 * (self.e1 ** 2 + self.e2 ** 2) # a33 horizontalAttitudeProj = ( - self.attitudeVectorX**2 + self.attitudeVectorY**2 + self.attitudeVectorX ** 2 + self.attitudeVectorY ** 2 ) ** 0.5 attitudeAngle = (180 / np.pi) * np.arctan2( self.attitudeVectorZ[:, 1], horizontalAttitudeProj[:, 1] @@ -1793,9 +1793,9 @@ def postProcess(self, interpolation="spline", extrapolation="natural"): attitudeLateralPlaneProjY = self.attitudeVectorY[:, 1] - attitudeLateralProjY attitudeLateralPlaneProjZ = self.attitudeVectorZ[:, 1] attitudeLateralPlaneProj = ( - attitudeLateralPlaneProjX**2 - + attitudeLateralPlaneProjY**2 - + attitudeLateralPlaneProjZ**2 + attitudeLateralPlaneProjX ** 2 + + attitudeLateralPlaneProjY ** 2 + + attitudeLateralPlaneProjZ ** 2 ) ** 0.5 lateralAttitudeAngle = (180 / np.pi) * np.arctan2( attitudeLateralProj, attitudeLateralPlaneProj @@ -1887,11 +1887,11 @@ def postProcess(self, interpolation="spline", extrapolation="natural"): self.railButton2ShearForce[:outOfRailTimeIndex] ) # Aerodynamic Lift and Drag - self.aerodynamicLift = (self.R1**2 + self.R2**2) ** 0.5 + self.aerodynamicLift = (self.R1 ** 2 + self.R2 ** 2) ** 0.5 self.aerodynamicLift.setOutputs("Aerodynamic Lift Force (N)") self.aerodynamicDrag = -1 * self.R3 self.aerodynamicDrag.setOutputs("Aerodynamic Drag Force (N)") - self.aerodynamicBendingMoment = (self.M1**2 + self.M2**2) ** 0.5 + self.aerodynamicBendingMoment = (self.M1 ** 2 + self.M2 ** 2) ** 0.5 self.aerodynamicBendingMoment.setOutputs("Aerodynamic Bending Moment (N m)") self.aerodynamicSpinMoment = self.M3 self.aerodynamicSpinMoment.setOutputs("Aerodynamic Spin Moment (N m)") @@ -1903,7 +1903,7 @@ def postProcess(self, interpolation="spline", extrapolation="natural"): Ri = self.rocket.inertiaI Tz = self.rocket.motor.inertiaZ Ti = self.rocket.motor.inertiaI - I1, I2, I3 = (Ri + Ti + mu * b**2), (Ri + Ti + mu * b**2), (Rz + Tz) + I1, I2, I3 = (Ri + Ti + mu * b ** 2), (Ri + Ti + mu * b ** 2), (Rz + Tz) # Redefine I1, I2 and I3 grid grid = self.vx[:, 0] I1 = Function(np.column_stack([grid, I1(grid)]), "Time (s)") @@ -1919,9 +1919,9 @@ def postProcess(self, interpolation="spline", extrapolation="natural"): vx, vy, vz = self.vx, self.vy, self.vz w1, w2, w3 = self.w1, self.w2, self.w3 # Kinetic Energy - self.rotationalEnergy = 0.5 * (I1 * w1**2 + I2 * w2**2 + I3 * w3**2) + self.rotationalEnergy = 0.5 * (I1 * w1 ** 2 + I2 * w2 ** 2 + I3 * w3 ** 2) self.rotationalEnergy.setOutputs("Rotational Kinetic Energy (J)") - self.translationalEnergy = 0.5 * totalMass * (vx**2 + vy**2 + vz**2) + self.translationalEnergy = 0.5 * totalMass * (vx ** 2 + vy ** 2 + vz ** 2) self.translationalEnergy.setOutputs("Translational Kinetic Energy (J)") self.kineticEnergy = self.rotationalEnergy + self.translationalEnergy self.kineticEnergy.setOutputs("Kinetic Energy (J)") @@ -2030,9 +2030,9 @@ def postProcess(self, interpolation="spline", extrapolation="natural"): self.streamVelocityZ = -1 * self.vz self.streamVelocityZ.setOutputs("Freestream Velocity Z (m/s)") self.freestreamSpeed = ( - self.streamVelocityX**2 - + self.streamVelocityY**2 - + self.streamVelocityZ**2 + self.streamVelocityX ** 2 + + self.streamVelocityY ** 2 + + self.streamVelocityZ ** 2 ) ** 0.5 self.freestreamSpeed.setOutputs("Freestream Speed (m/s)") # Apogee Freestream speed @@ -2052,7 +2052,7 @@ def postProcess(self, interpolation="spline", extrapolation="natural"): self.maxReynoldsNumberTime = self.ReynoldsNumber[maxReynoldsNumberTimeIndex, 0] self.maxReynoldsNumber = self.ReynoldsNumber[maxReynoldsNumberTimeIndex, 1] # Dynamic Pressure - self.dynamicPressure = 0.5 * self.density * self.freestreamSpeed**2 + self.dynamicPressure = 0.5 * self.density * self.freestreamSpeed ** 2 self.dynamicPressure.setOutputs("Dynamic Pressure (Pa)") maxDynamicPressureTimeIndex = np.argmax(self.dynamicPressure[:, 1]) self.maxDynamicPressureTime = self.dynamicPressure[ @@ -2060,7 +2060,7 @@ def postProcess(self, interpolation="spline", extrapolation="natural"): ] self.maxDynamicPressure = self.dynamicPressure[maxDynamicPressureTimeIndex, 1] # Total Pressure - self.totalPressure = self.pressure * (1 + 0.2 * self.MachNumber**2) ** (3.5) + self.totalPressure = self.pressure * (1 + 0.2 * self.MachNumber ** 2) ** (3.5) self.totalPressure.setOutputs("Total Pressure (Pa)") maxtotalPressureTimeIndex = np.argmax(self.totalPressure[:, 1]) self.maxtotalPressureTime = self.totalPressure[maxtotalPressureTimeIndex, 0] @@ -2507,7 +2507,7 @@ def calculateStallWindVelocity(self, stallAngle): wV = ( 2 * vF * math.cos(theta) / c + ( - 4 * vF * vF * math.cos(theta) * math.cos(theta) / (c**2) + 4 * vF * vF * math.cos(theta) * math.cos(theta) / (c ** 2) + 4 * 1 * vF * vF / c ) ** 0.5 @@ -3166,7 +3166,7 @@ def plotFluidMechanicsData(self): return None - def calculateFinFlutterAnalysis(self, finThickness, shearModulus): + def calculateFinFlutterAnalysis(self, finThickness, shearModulus, altMaxV): """Calculate, create and plot the Fin Flutter velocity, based on the pressure profile provided by Atmospheric model selected. It considers the Flutter Boundary Equation that is based on a calculation published in @@ -3182,6 +3182,8 @@ def calculateFinFlutterAnalysis(self, finThickness, shearModulus): The fin thickness, in meters shearModulus : float Shear Modulus of fins' material, must be given in Pascal + altMaxV : float + Altitude at max Velocity of the rocket, must be in feet Return ------ @@ -3194,11 +3196,15 @@ def calculateFinFlutterAnalysis(self, finThickness, shearModulus): s = (self.rocket.tipChord + self.rocket.rootChord) * self.rocket.span / 2 ar = self.rocket.span * self.rocket.span / s la = self.rocket.tipChord / self.rocket.rootChord + T = 59 - 0.00356(altMaxV) + tempPressureforFlutter = ( + (2116 / 144) * ((T + 459.7) / 518.6) ** 5.256 + ) * 6894.7572931783 # Calculate the Fin Flutter Mach Number self.flutterMachNumber = ( (shearModulus * 2 * (ar + 2) * (finThickness / self.rocket.rootChord) ** 3) - / (1.337 * (ar**3) * (la + 1) * self.pressure) + / (1.337 * (ar ** 3) * (la + 1) * tempPressureforFlutter) ) ** 0.5 # Calculate difference between Fin Flutter Mach Number and the Rocket Speed From 30f1c7a6990c7dae1d6814787db557b42453982d Mon Sep 17 00:00:00 2001 From: Aasit Vora Date: Mon, 29 Aug 2022 02:32:35 +0530 Subject: [PATCH 2/2] changed flutter velocity logic for fin flutter simulation: more details on Apogee NL291 --- docs/notebooks/getting_started.ipynb | 1017 ------------------------- getting_started.ipynb | 1037 ++++++++++++++++++++++++++ rocketpy/Flight.py | 11 +- trajectory.kml | 27 + 4 files changed, 1069 insertions(+), 1023 deletions(-) delete mode 100644 docs/notebooks/getting_started.ipynb create mode 100644 getting_started.ipynb create mode 100644 trajectory.kml diff --git a/docs/notebooks/getting_started.ipynb b/docs/notebooks/getting_started.ipynb deleted file mode 100644 index 975b1eedc..000000000 --- a/docs/notebooks/getting_started.ipynb +++ /dev/null @@ -1,1017 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Getting Started" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Here we go through a simplified rocket trajectory simulation to get you started. Let's start by importing the rocketpy module." - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "from rocketpy import Environment, SolidMotor, Rocket, Flight" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "If you are using Jupyter Notebooks, it is recommended to run the following line to make matplotlib plots which will be shown later interactive and higher quality." - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "%matplotlib widget" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Setting Up a Simulation" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Creating an Environment for Spaceport America" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [], - "source": [ - "Env = Environment(\n", - " railLength=5.2, latitude=32.990254, longitude=-106.974998, elevation=1400\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To get weather data from the GFS forecast, available online, we run the following lines.\n", - "\n", - "First, we set tomorrow's date." - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "import datetime\n", - "\n", - "tomorrow = datetime.date.today() + datetime.timedelta(days=1)\n", - "\n", - "Env.setDate((tomorrow.year, tomorrow.month, tomorrow.day, 12)) # Hour given in UTC time" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Then, we tell Env to use a GFS forecast to get the atmospheric conditions for flight.\n", - "\n", - "Don't mind the warning, it just means that not all variables, such as wind speed or atmospheric temperature, are available at all altitudes given by the forecast." - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [], - "source": [ - "Env.setAtmosphericModel(type=\"Forecast\", file=\"GFS\")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We can see what the weather will look like by calling the info method!" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Launch Site Details\n", - "\n", - "Launch Rail Length: 5.2 m\n", - "Launch Date: 2022-08-30 12:00:00 UTC\n", - "Launch Site Latitude: 32.99025°\n", - "Launch Site Longitude: -106.97500°\n", - "Reference Datum: SIRGAS2000\n", - "Launch Site UTM coordinates: 315468.64 W 3651938.65 N\n", - "Launch Site UTM zone: 13S\n", - "Launch Site Surface Elevation: 1471.5 m\n", - "\n", - "\n", - "Atmospheric Model Details\n", - "\n", - "Atmospheric Model Type: Forecast\n", - "Forecast Maximum Height: 79.815 km\n", - "Forecast Time Period: From 2022-08-28 00:00:00 to 2022-09-13 00:00:00 UTC\n", - "Forecast Hour Interval: 3 hrs\n", - "Forecast Latitude Range: From -90.0 ° To 90.0 °\n", - "Forecast Longitude Range: From 0.0 ° To 359.75 °\n", - "\n", - "\n", - "Surface Atmospheric Conditions\n", - "\n", - "Surface Wind Speed: 4.33 m/s\n", - "Surface Wind Direction: 24.89°\n", - "Surface Wind Heading: 204.89°\n", - "Surface Pressure: 855.09 hPa\n", - "Surface Temperature: 295.00 K\n", - "Surface Air Density: 1.010 kg/m³\n", - "Surface Speed of Sound: 344.32 m/s\n", - "\n", - "\n", - "Atmospheric Model Plots\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "fbff1fa1d39b4403a1d2534add8a3257", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "Env.info()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Creating a Motor\n", - "\n", - "A solid rocket motor is used in this case. To create a motor, the SolidMotor class is used and the required arguments are given.\n", - "\n", - "The SolidMotor class requires the user to have a thrust curve ready. This can come either from a .eng file for a commercial motor, such as below, or a .csv file from a static test measurement.\n", - "\n", - "Besides the thrust curve, other parameters such as grain properties and nozzle dimensions must also be given." - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [], - "source": [ - "Pro75M1670 = SolidMotor(\n", - " thrustSource=\"../../data/motors/Cesaroni_M1670.eng\",\n", - " burnOut=3.9,\n", - " grainNumber=5,\n", - " grainSeparation=5 / 1000,\n", - " grainDensity=1815,\n", - " grainOuterRadius=33 / 1000,\n", - " grainInitialInnerRadius=15 / 1000,\n", - " grainInitialHeight=120 / 1000,\n", - " nozzleRadius=33 / 1000,\n", - " throatRadius=11 / 1000,\n", - " interpolationMethod=\"linear\",\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "To see what our thrust curve looks like, along with other import properties, we invoke the info method yet again. You may try the allInfo method if you want more information all at once!" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Motor Details\n", - "Total Burning Time: 3.9 s\n", - "Total Propellant Mass: 2.956 kg\n", - "Propellant Exhaust Velocity: 2038.745 m/s\n", - "Average Thrust: 1545.218 N\n", - "Maximum Thrust: 2200.0 N at 0.15 s after ignition.\n", - "Total Impulse: 6026.350 Ns\n", - "\n", - "Plots\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "1425a1e81dc24354a1270929b5202309", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "Pro75M1670.info()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Creating a Rocket" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "A rocket is composed of several components. Namely, we must have a motor (good thing we have the Pro75M1670 ready), a couple of aerodynamic surfaces (nose cone, fins and tail) and parachutes (if we are not launching a missile).\n", - "\n", - "Let's start by initializing our rocket, named Calisto, supplying it with the Pro75M1670 engine, entering its inertia properties, some dimensions and also its drag curves." - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [], - "source": [ - "Calisto = Rocket(\n", - " motor=Pro75M1670,\n", - " radius=127 / 2000,\n", - " mass=19.197 - 2.956,\n", - " inertiaI=6.60,\n", - " inertiaZ=0.0351,\n", - " distanceRocketNozzle=-1.255,\n", - " distanceRocketPropellant=-0.85704,\n", - " powerOffDrag=\"../../data/calisto/powerOffDragCurve.csv\",\n", - " powerOnDrag=\"../../data/calisto/powerOnDragCurve.csv\",\n", - ")\n", - "\n", - "Calisto.setRailButtons([0.2, -0.5])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Adding Aerodynamic Surfaces" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Now we define the aerodynamic surfaces. They are really straight forward." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [], - "source": [ - "NoseCone = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", - "\n", - "FinSet = Calisto.addFins(\n", - " 4, span=0.100, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", - ")\n", - "\n", - "Tail = Calisto.addTail(\n", - " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Adding Parachutes" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Finally, we have parachutes! Calisto will have two parachutes, Drogue and Main.\n", - "\n", - "Both parachutes are activated by some special algorithm, which is usually really complex and a trade secret. Most algorithms are based on pressure sampling only, while some also use acceleration info.\n", - "\n", - "RocketPy allows you to define a trigger function which will decide when to activate the ejection event for each parachute. This trigger function is supplied with pressure measurement at a predefined sampling rate. This pressure signal is usually noisy, so artificial noise parameters can be given. Call help(Rocket.addParachute) for more details. Furthermore, the trigger function also receives the complete state vector of the rocket, allowing us to use velocity, acceleration or even attitude to decide when the parachute event should be triggered.\n", - "\n", - "Here, we define our trigger functions rather simply using Python. However, you can call the exact code which will fly inside your rocket as well." - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [], - "source": [ - "def drogueTrigger(p, y):\n", - " # p = pressure\n", - " # y = [x, y, z, vx, vy, vz, e0, e1, e2, e3, w1, w2, w3]\n", - " # activate drogue when vz < 0 m/s.\n", - " return True if y[5] < 0 else False\n", - "\n", - "\n", - "def mainTrigger(p, y):\n", - " # p = pressure\n", - " # y = [x, y, z, vx, vy, vz, e0, e1, e2, e3, w1, w2, w3]\n", - " # activate main when vz < 0 m/s and z < 800 + 1400 m (+1400 due to surface elevation).\n", - " return True if y[5] < 0 and y[2] < 800 + 1400 else False\n", - "\n", - "\n", - "Main = Calisto.addParachute(\n", - " \"Main\",\n", - " CdS=10.0,\n", - " trigger=mainTrigger,\n", - " samplingRate=105,\n", - " lag=1.5,\n", - " noise=(0, 8.3, 0.5),\n", - ")\n", - "\n", - "Drogue = Calisto.addParachute(\n", - " \"Drogue\",\n", - " CdS=1.0,\n", - " trigger=drogueTrigger,\n", - " samplingRate=105,\n", - " lag=1.5,\n", - " noise=(0, 8.3, 0.5),\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Just be careful if you run this last cell multiple times! If you do so, your rocket will end up with lots of parachutes which activate together, which may cause problems during the flight simulation. We advise you to re-run all cells which define our rocket before running this, preventing unwanted old parachutes. Alternatively, you can run the following lines to remove parachutes.\n", - "\n", - "```python\n", - "Calisto.parachutes.remove(Drogue)\n", - "Calisto.parachutes.remove(Main)\n", - "```" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Simulating a Flight\n", - "\n", - "Simulating a flight trajectory is as simple as initializing a Flight class object givin the rocket and environnement set up above as inputs. The launch rail inclination and heading are also given here." - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [], - "source": [ - "TestFlight = Flight(rocket=Calisto, environment=Env, inclination=85, heading=0)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Analyzing the Results\n", - "\n", - "RocketPy gives you many plots, thats for sure! They are divided into sections to keep them organized. Alternatively, see the Flight class documentation to see how to get plots for specific variables only, instead of all of them at once." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "scrolled": false - }, - "outputs": [], - "source": [ - "TestFlight.allInfo()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Export Flight Trajectory to a .kml file so it can be opened on Google Earth" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "TestFlight.exportKML(\n", - " fileName=\"trajectory.kml\",\n", - " extrude=True,\n", - " altitudeMode=\"relativetoground\",\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [ - { - "ename": "NameError", - "evalue": "name 'TestFlight' is not defined", - "output_type": "error", - "traceback": [ - "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", - "\u001b[1;32m~\\AppData\\Local\\Temp/ipykernel_2744/1922767628.py\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mTestFlight\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mcalculateFinFlutterAnalysis\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;36m0.04\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;36m68900000000\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;36m3000\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", - "\u001b[1;31mNameError\u001b[0m: name 'TestFlight' is not defined" - ] - } - ], - "source": [ - "TestFlight.calculateFinFlutterAnalysis(0.04, 68900000000, 3000)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Using Simulation for Design\n", - "\n", - "Here, we go through a couple of examples which make use of RocketPy in cool ways to help us design our rocket." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Dynamic Stability Analysis" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Ever wondered how static stability translates into dynamic stability? Different static margins result in different dynamic behavior, which also depends on the rocket's rotational inertial.\n", - "\n", - "Let's make use of RocketPy's helper class called Function to explore how the dynamic stability of Calisto varies if we change the fins span by a certain factor." - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Simulating Rocket with Static Margin of -1.444->-0.405 c\n", - "Simulation Completed at Time: 5.0000 s\n", - "Simulating Rocket with Static Margin of -0.046->0.993 c\n", - "Simulation Completed at Time: 5.0000 s\n", - "Simulating Rocket with Static Margin of 1.352->2.391 c\n", - "Simulation Completed at Time: 5.0000 s\n", - "Simulating Rocket with Static Margin of 2.750->3.789 c\n", - "Simulation Completed at Time: 5.0000 s\n", - "Simulating Rocket with Static Margin of 4.147->5.186 c\n", - "Simulation Completed at Time: 5.0000 s\n" - ] - }, - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "43e4f534b14d4a78bc749dda355a40d4", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Helper class\n", - "from rocketpy import Function\n", - "\n", - "# Prepare Rocket Class\n", - "Calisto = Rocket(\n", - " motor=Pro75M1670,\n", - " radius=127 / 2000,\n", - " mass=19.197 - 2.956,\n", - " inertiaI=6.60,\n", - " inertiaZ=0.0351,\n", - " distanceRocketNozzle=-1.255,\n", - " distanceRocketPropellant=-0.85704,\n", - " powerOffDrag=\"../../data/calisto/powerOffDragCurve.csv\",\n", - " powerOnDrag=\"../../data/calisto/powerOnDragCurve.csv\",\n", - ")\n", - "Calisto.setRailButtons([0.2, -0.5])\n", - "Nose = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", - "FinSet = Calisto.addFins(\n", - " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", - ")\n", - "Tail = Calisto.addTail(\n", - " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", - ")\n", - "\n", - "# Prepare Environment Class\n", - "Env = Environment(5.2, 9.8)\n", - "Env.setAtmosphericModel(type=\"CustomAtmosphere\", wind_v=-5)\n", - "\n", - "# Simulate Different Static Margins by Varying Fin Position\n", - "simulation_results = []\n", - "\n", - "for factor in [0.5, 0.7, 0.9, 1.1, 1.3]:\n", - " # Modify rocket fin set by removing previous one and adding new one\n", - " Calisto.aerodynamicSurfaces.remove(FinSet)\n", - " FinSet = Calisto.addFins(\n", - " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956 * factor\n", - " )\n", - " # Simulate\n", - " print(\n", - " \"Simulating Rocket with Static Margin of {:1.3f}->{:1.3f} c\".format(\n", - " Calisto.staticMargin(0), Calisto.staticMargin(Calisto.motor.burnOutTime)\n", - " )\n", - " )\n", - " TestFlight = Flight(\n", - " rocket=Calisto,\n", - " environment=Env,\n", - " inclination=90,\n", - " heading=0,\n", - " maxTimeStep=0.01,\n", - " maxTime=5,\n", - " terminateOnApogee=True,\n", - " verbose=True,\n", - " )\n", - " # Post process flight data\n", - " TestFlight.postProcess()\n", - " # Store Results\n", - " staticMarginAtIgnition = Calisto.staticMargin(0)\n", - " staticMarginAtOutOfRail = Calisto.staticMargin(TestFlight.outOfRailTime)\n", - " staticMarginAtSteadyState = Calisto.staticMargin(TestFlight.tFinal)\n", - " simulation_results += [\n", - " (\n", - " TestFlight.attitudeAngle,\n", - " \"{:1.2f} c | {:1.2f} c | {:1.2f} c\".format(\n", - " staticMarginAtIgnition,\n", - " staticMarginAtOutOfRail,\n", - " staticMarginAtSteadyState,\n", - " ),\n", - " )\n", - " ]\n", - "\n", - "Function.comparePlots(\n", - " simulation_results,\n", - " lower=0,\n", - " upper=1.5,\n", - " xlabel=\"Time (s)\",\n", - " ylabel=\"Attitude Angle (deg)\",\n", - ")" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Characteristic Frequency Calculation\n", - "\n", - "Here we analyze the characteristic frequency of oscillation of our rocket just as it leaves the launch rail. Note that when we ran TestFlight.allInfo(), one of the plots already showed us the frequency spectrum of our flight. Here, however, we have more control of what we are plotting." - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "6de27cde8ea94047b5373e0f901c188c", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "\n", - "Env = Environment(\n", - " railLength=5.2, latitude=32.990254, longitude=-106.974998, elevation=1400\n", - ")\n", - "\n", - "Env.setAtmosphericModel(type=\"CustomAtmosphere\", wind_v=-5)\n", - "\n", - "# Prepare Motor\n", - "Pro75M1670 = SolidMotor(\n", - " thrustSource=\"../../data/motors/Cesaroni_M1670.eng\",\n", - " burnOut=3.9,\n", - " grainNumber=5,\n", - " grainSeparation=5 / 1000,\n", - " grainDensity=1815,\n", - " grainOuterRadius=33 / 1000,\n", - " grainInitialInnerRadius=15 / 1000,\n", - " grainInitialHeight=120 / 1000,\n", - " nozzleRadius=33 / 1000,\n", - " throatRadius=11 / 1000,\n", - " interpolationMethod=\"linear\",\n", - ")\n", - "\n", - "# Prepare Rocket\n", - "Calisto = Rocket(\n", - " motor=Pro75M1670,\n", - " radius=127 / 2000,\n", - " mass=19.197 - 2.956,\n", - " inertiaI=6.60,\n", - " inertiaZ=0.0351,\n", - " distanceRocketNozzle=-1.255,\n", - " distanceRocketPropellant=-0.85704,\n", - " powerOffDrag=\"../../data/calisto/powerOffDragCurve.csv\",\n", - " powerOnDrag=\"../../data/calisto/powerOnDragCurve.csv\",\n", - ")\n", - "\n", - "Calisto.setRailButtons([0.2, -0.5])\n", - "\n", - "Nose = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", - "FinSet = Calisto.addFins(\n", - " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", - ")\n", - "Tail = Calisto.addTail(\n", - " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", - ")\n", - "\n", - "# Simulate first 5 seconds of Flight\n", - "TestFlight = Flight(\n", - " rocket=Calisto,\n", - " environment=Env,\n", - " inclination=90,\n", - " heading=0,\n", - " maxTimeStep=0.01,\n", - " maxTime=5,\n", - ")\n", - "TestFlight.postProcess()\n", - "\n", - "# Perform a Fourier Analysis\n", - "Fs = 100.0\n", - "# sampling rate\n", - "Ts = 1.0 / Fs\n", - "# sampling interval\n", - "t = np.arange(1, 400, Ts) # time vector\n", - "ff = 5\n", - "# frequency of the signal\n", - "y = TestFlight.attitudeAngle(t) - np.mean(TestFlight.attitudeAngle(t))\n", - "n = len(y) # length of the signal\n", - "k = np.arange(n)\n", - "T = n / Fs\n", - "frq = k / T # two sides frequency range\n", - "frq = frq[range(n // 2)] # one side frequency range\n", - "Y = np.fft.fft(y) / n # fft computing and normalization\n", - "Y = Y[range(n // 2)]\n", - "fig, ax = plt.subplots(2, 1)\n", - "ax[0].plot(t, y)\n", - "ax[0].set_xlabel(\"Time\")\n", - "ax[0].set_ylabel(\"Signal\")\n", - "ax[0].set_xlim((0, 5))\n", - "ax[1].plot(frq, abs(Y), \"r\") # plotting the spectrum\n", - "ax[1].set_xlabel(\"Freq (Hz)\")\n", - "ax[1].set_ylabel(\"|Y(freq)|\")\n", - "ax[1].set_xlim((0, 5))\n", - "plt.subplots_adjust(hspace=0.5)\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Apogee as a Function of Mass\n", - "\n", - "This one is a classic one! We always need to know how much our rocket's apogee will change when our payload gets heavier." - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "90b6e4d7e0524bd38d440f37746de21e", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "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", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "def apogee(mass):\n", - " # Prepare Environment\n", - " Env = Environment(\n", - " railLength=5.2,\n", - " latitude=32.990254,\n", - " longitude=-106.974998,\n", - " elevation=1400,\n", - " date=(2018, 6, 20, 18),\n", - " )\n", - "\n", - " Env.setAtmosphericModel(type=\"CustomAtmosphere\", wind_v=-5)\n", - "\n", - " # Prepare Motor\n", - " Pro75M1670 = SolidMotor(\n", - " thrustSource=\"../../data/motors/Cesaroni_M1670.eng\",\n", - " burnOut=3.9,\n", - " grainNumber=5,\n", - " grainSeparation=5 / 1000,\n", - " grainDensity=1815,\n", - " grainOuterRadius=33 / 1000,\n", - " grainInitialInnerRadius=15 / 1000,\n", - " grainInitialHeight=120 / 1000,\n", - " nozzleRadius=33 / 1000,\n", - " throatRadius=11 / 1000,\n", - " interpolationMethod=\"linear\",\n", - " )\n", - "\n", - " # Prepare Rocket\n", - " Calisto = Rocket(\n", - " motor=Pro75M1670,\n", - " radius=127 / 2000,\n", - " mass=mass,\n", - " inertiaI=6.60,\n", - " inertiaZ=0.0351,\n", - " distanceRocketNozzle=-1.255,\n", - " distanceRocketPropellant=-0.85704,\n", - " powerOffDrag=\"../../data/calisto/powerOffDragCurve.csv\",\n", - " powerOnDrag=\"../../data/calisto/powerOnDragCurve.csv\",\n", - " )\n", - "\n", - " Calisto.setRailButtons([0.2, -0.5])\n", - " Nose = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", - " FinSet = Calisto.addFins(\n", - " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", - " )\n", - " Tail = Calisto.addTail(\n", - " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", - " )\n", - "\n", - " # Simulate Flight until Apogee\n", - " TestFlight = Flight(\n", - " rocket=Calisto,\n", - " environment=Env,\n", - " inclination=85,\n", - " heading=0,\n", - " terminateOnApogee=True,\n", - " )\n", - " return TestFlight.apogee\n", - "\n", - "\n", - "apogeebymass = Function(apogee, inputs=\"Mass (kg)\", outputs=\"Estimated Apogee (m)\")\n", - "apogeebymass.plot(8, 20, 20)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "### Out of Rail Speed as a Function of Mass\n", - "\n", - "To finish off, lets make a really important plot. Out of rail speed is the speed our rocket has when it is leaving the launch rail. This is crucial to make sure it can fly safely after leaving the rail. A common rule of thumb is that our rocket's out of rail speed should be 4 times the wind speed so that it does not stall and become unstable." - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "d6d3be4751b7488dafdeb849eea5b7fb", - "version_major": 2, - "version_minor": 0 - }, - "image/png": "iVBORw0KGgoAAAANSUhEUgAAAoAAAAHgCAYAAAA10dzkAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/YYfK9AAAACXBIWXMAAA9hAAAPYQGoP6dpAAB2LElEQVR4nO3dd1QUZ8MF8DsLSy9KB6kiomLHhhV7RVFj7N3Egj0aNaZojDH2FnsjFiyxx95FVFRA7A0FsSEiAgpK2/n+8HPfEFBXBWbZvb9zOAkzs7OXZ1e8TnlWEEVRBBERERFpDZnUAYiIiIiocLEAEhEREWkZFkAiIiIiLcMCSERERKRlWACJiIiItAwLIBEREZGWYQEkIiIi0jIsgERERERahgWQiIiISMuwABIRERFpGRZAIiIiIi3DAkhERESkZVgAiYiIiLQMCyARERGRlmEBJCIiItIyLIBEREREWoYFkIiIiEjLsAASERERaRkWQCIiIiItwwJIREREpGVYAImIiIi0DAsgERERkZZhASQiIiLSMiyARERERFqGBZCIiIhIy7AAEhEREWkZFkAiIiIiLcMCSERERKRlWACJiIiItAwLIBEREZGWYQEkIiIi0jIsgERERERahgWQiIiISMuwABIRERFpGRZAIjXz9OlTfPXVV7C0tIQgCJg3b16hPn+fPn3g6uqaY5kgCJg0aVKh5ihsvr6+8PX1VWnbV69ewcbGBhs2bCjYUCp4/vw5jI2NsW/fPqmjFAmF9dpdv34durq6uHr1aoE+D9HnYgEkjXTt2jX06NEDJUqUgL6+PhwcHNC9e3dcu3bti/b7+++/Y+fOnZ/0mOfPn2Ps2LHw9PSEgYEBLCws0Lx5c+zZsyfP7UeNGoWDBw9iwoQJWLduHVq0aPHefQuCkOPLzMwMDRo0wN69ez8pY3559uwZRowYgTJlysDQ0BA2NjaoUaMGxo0bh1evXkmSqSDMnz8fpqam6NKli3LZpEmTIAgCZDIZHjx4kOsxKSkpMDQ0hCAIGDp0aJ777dixI1q1aqX8PiQkBC1btkSJEiVgYGAAZ2dn+Pn5ISgoSLmNpaUlBgwYgJ9++ikff8K8xcTEKN9rv/32W57bdO/eHYIgwMTEpMDzfI4PvXYJCQk5tn3w4AHc3d1hYWGBiIiIT3qecuXKoXXr1vj555/zJTdRvhOJNMy2bdtEPT090c7OTpw4caK4cuVK8ccffxTt7e1FPT09cfv27Z+9b2NjY7F3794qb3/z5k2xRIkSop6enjhw4EBxxYoV4syZM8XKlSuLAMQxY8bkeoytra3YvXt3lfYPQGzatKm4bt06ce3ateKUKVNEBwcHURAE8cCBAyrn/LeMjAzxzZs3uZ7nl19++eDjnj9/Ljo7O4vFihUTR48eLS5fvlycNm2a2LVrV9HU1FSMjo7+rDyFpUGDBmKDBg0+ul1GRoZobW0t/v777zmW//LLLyIA0cDAQJw+fXqux61Zs0Y0MDAQAYgBAQF57tfU1FT8888/RVEUxS1btoiCIIhVqlQRp0+fLi5fvlycMGGCWKdOHdHX1zfHY69fvy4CEI8ePfoJP/Gni46OVv6M5cqVy7X+1atXorGxsWhgYCAaGxsXaJbP8bHX7tmzZ8plDx8+FN3d3cVixYqJYWFhn/V8+/btEwGIUVFRX5SbqCCwAJJGiYqKEo2MjMQyZcqI8fHxOdY9e/ZMLFOmjGhsbCzevXv3s/b/KQUwIyNDLF++vGhkZCSGhobmWJeVlSV27txZBCBu2rQpxzpBEPIsCHnJq0y8KwMtW7ZUaR+qPs/HCuCMGTNEAOLp06dzrUtOThZfv36db3kKgqoFcPv27Xn+pf6uRHTo0EGsXLlyrsc1bdpU7Nix43sL4NGjR0UAyqJcrlw50cvLS0xPT8+17dOnT3MtK1++vNizZ8+P5v8S7wpghw4dRABiZGRkjvUbNmwQ5XK56Ofnp5YF8GOv3bsC+OjRI9HDw0MsVqyYeOHChc9+voyMDLF48eLiTz/99EW5iQoCTwGTRpk5cybS0tKwfPlyWFtb51hnZWWFZcuWITU1FTNmzFAuz+uaN+B/p4XeEQQBqamp+Ouvv5Snwfr06fPeLNu2bcPVq1cxfvx41KxZM8c6HR0dLFu2DMWKFVNeWxcYGAhBECCKIhYtWqR8jk9VtmxZWFlZ4e7duzmW79q1C61bt4aDgwP09fXh7u6OKVOmIDs7O8d27xuPj7l79y50dHRQq1atXOvMzMxgYGCg/N7X1xfly5dHeHg4ateuDUNDQ7i5uWHp0qW5Hpueno5ffvkFpUqVgr6+PpycnPD9998jPT0917br16+Ht7c3DA0NYWFhgS5duuR5Onb58uVwd3eHoaEhatSogVOnTqn8c+7cuROurq5wd3fPc323bt0QGRmJmzdvKpfFxcXh2LFj6Nat23v3u3fvXpQrV0459nfv3kX16tWhp6eXa1sbG5tcy5o2bYp//vkHoii+9zlEUUTDhg1hbW2N+Ph45fKMjAxUqFAB7u7uSE1Nfe/j3/Hx8YGbm1uOU9EAsGHDBrRo0QIWFha5HqPq++/OnTvo2LEj7OzsYGBgAEdHR3Tp0gXJycnKbQ4fPoy6deuiWLFiMDExgaenJ3744YeP5v7YawcAT548QcOGDREfH49Dhw6hWrVqubZZtGgRSpYsmeP9k9c1pHK5HL6+vti1a9dHsxEVNhZA0ij//PMPXF1dUa9evTzX169fH66urp91jdy6deugr6+PevXqYd26dVi3bh0GDhz4wSwA0KtXrzzXm5ubo127drh58yaioqJQv359rFu3DsDbv8zfPcenSk5OxosXL1C8ePEcywMDA2FiYoLRo0dj/vz58Pb2xs8//4zx48d/8nPkxcXFBdnZ2SpnfvHiBVq1agVvb2/MmDEDjo6OGDx4MFavXq3cRqFQoG3btpg1axb8/PywcOFC+Pv7Y+7cuejcuXOO/U2dOhW9evWCh4cH5syZg5EjR+Lo0aOoX78+kpKSlNutWrUKAwcOhJ2dHWbMmIE6deqgbdu2eRbFvJw5cwZVq1Z97/r69evD0dExRznavHkzTExM0Lp16/c+bt++fTmu/3NxccHRo0fx8OFDlXJ5e3sjKSnpg9e5CoKA1atX482bNxg0aJBy+S+//IJr165hzZo1MDY2Vun5unbtik2bNikLZ0JCAg4dOvTekqvK+y8jIwPNmzdHaGgohg0bhkWLFuHbb7/FvXv3lK/htWvX0KZNG6Snp+PXX3/F7Nmz0bZtW5w+ffqjmT/22j19+hSNGjVCXFwcDh48iOrVq+faZsmSJRg6dCgcHR0xY8YM1KtXD/7+/u99nby9vXH16lWkpKR8NB9RoZL2ACRR/klKShIBiO3atfvgdm3bthUBiCkpKaIoimLv3r1FFxeXXNu9Oy30b59yCrhy5cqiubn5B7eZM2eOCEDcvXu3chnec4owLwDE/v37i8+ePRPj4+PFsLAwsUWLFiIAcebMmTm2TUtLy/X4gQMHikZGRjmu+ctrPKDCKeC4uDjR2tpaBCCWKVNGHDRokBgUFCQmJSXl2rZBgwYiAHH27NnKZenp6WLlypVFGxsbMSMjQxRFUVy3bp0ok8nEU6dO5Xj80qVLc5xujomJEXV0dMSpU6fm2O7KlSuirq6ucnlGRoZoY2MjVq5cOcep1eXLl4sAPnoKODMzUxQEQfzuu+9yrfv3acQxY8aIpUqVUq6rXr262LdvX1EU83597927JwIQjx8/rly2atUqEYCop6cnNmzYUPzpp5/EU6dOidnZ2XlmO3PmjAhA3Lx58wd/BlEUxWXLlokAxPXr14uhoaGijo6OOHLkyI8+7t0p4JkzZ4pXr14VAShfm0WLFokmJiZiamqq2Lt371yngFV5/128eFEEIP7999/vzTB37txc1+upQpXXzsXFRTQzMxPPnj2b5z7S09NFS0tLsXr16mJmZqZyeWBg4HvfP0FBQSIA8dy5c5+Ul6ig8QggaYyXL18CAExNTT+43bv1Bf0v8pcvXxZKllWrVsHa2ho2NjaoVq0ajh49iu+//x6jR4/OsZ2hoWGObAkJCahXrx7S0tJynK78XLa2trh06RIGDRqEFy9eYOnSpejWrRtsbGwwZcqUXKcmdXV1cxxB1dPTw8CBAxEfH4/w8HAAwN9//42yZcuiTJkySEhIUH41atQIAHD8+HEAwPbt26FQKPD111/n2M7Ozg4eHh7K7cLCwhAfH49BgwblOLXap08fmJubf/RnTExMhCiKuY6u/le3bt0QFRWFCxcuKP/7sdO/5ubmqFu3rnJZv379cODAAfj6+iIkJARTpkxBvXr14OHhgTNnzuTax7tM/72TNS/ffvstmjdvjmHDhqFnz55wd3fH77///tHH/ZuXlxcqVqyIjRs3AgCCgoLQrl07GBkZ5bm9Ku+/d6/BwYMHkZaWlud+ihUrBuDtKWWFQqFyXlVeu6dPn8LExAT29vZ5rg8LC8Pz58/xzTffQFdXV7m8e/fu793vp7wuRIWJBZA0xrsy9a4Ivo+qRTE/8hRGlnbt2uHw4cPYu3ev8rrFtLQ0yGQ5/3hfu3YN7du3h7m5OczMzGBtbY0ePXoAQI7rq76Evb09lixZgidPnuDWrVtYsGABrK2t8fPPP2PVqlU5tnVwcMh1urF06dIA3k43Ary9HuzatWuwtrbO8fVuu3fXsd25cweiKMLDwyPXtjdu3FBud//+fQCAh4dHjueVy+UoWbKkyj/nf8vsf1WpUgVlypRBUFAQNmzYADs7O2VpzcvevXvRrFmzHKUCAJo3b46DBw8iKSkJwcHBCAgIwP3799GmTZsc1/D9O5Oq142uWrUKaWlpuHPnDgIDA3MUNFV169YNf//9N6KionDmzJkPllxV3n9ubm4YPXo0Vq5cCSsrKzRv3hyLFi3K8f7s3Lkz6tSpgwEDBsDW1hZdunTBli1bVC6DH3rt1q9fj8TERDRt2jTX+AL/e/+UKlUqx3JdXd33Xjf7qa8LUWHR/fgmREWDubk57O3tcfny5Q9ud/nyZZQoUQJmZmYA3v+L+b8Xp3+qsmXLIjIyErGxsXB2dn5vFuDtnGGfy9HREU2aNAEAtGrVClZWVhg6dCgaNmyIDh06AACSkpLQoEEDmJmZ4ddff4W7uzsMDAwQERGBcePGfdKRFFUIgoDSpUujdOnSaN26NTw8PLBhwwYMGDDgk/ajUChQoUIFzJkzJ8/1Tk5Oyu0EQcD+/fuho6OTa7v8mpPOwsICgiDgxYsXH922W7duWLJkCUxNTdG5c+dchfydtLQ0nDhxAkuWLHnvvoyMjFCvXj3Uq1cPVlZWmDx5Mvbv34/evXsrt3mXycrKSqWf5cSJE8obaa5cuQIfHx+VHvdvXbt2xYQJE/DNN9/A0tISzZo1y3O7T3n/zZ49G3369MGuXbtw6NAhDB8+HNOmTUNoaCgcHR1haGiI4OBgHD9+HHv37sWBAwewefNmNGrUCIcOHcrz9QdUe+0aNGiALVu2oEOHDmjevDlOnDih0pHhD/nU14WosPAIIGmUNm3aIDo6GiEhIXmuP3XqFGJiYtCmTRvlsuLFi+e4SeCdd//a/7dP+Vf8u+dYu3ZtnutTUlKwa9culClTJtcRhS8xcOBAuLu748cff1QefThx4gSeP3+OwMBAjBgxAm3atEGTJk0+eiozP5QsWRLFixfHkydPcix//PhxrjtOb9++DQDKoynu7u5ITExE48aN0aRJk1xfnp6eyu1EUYSbm1ue2727M9nFxQXA2yOG/5aZmYno6OiP/iy6urpwd3dXadtu3brhyZMnuH379gePjB07dgzp6elo2bLlR/cJQHlX6n/H812msmXLfnQfT548wbBhw9CsWTO0adMGY8aMyfP9/jHOzs6oU6cOTpw4gU6dOuU6gvnOp77/KlSogB9//BHBwcE4deoUHj16lOMOcZlMhsaNG2POnDm4fv06pk6dimPHjilP9edF1dfOz88Pq1evxqVLl9CmTRu8fv1aue7d+ycqKirHY7KyspRHrf8rOjoaMplMedSaSF2wAJJGGTt2LAwNDTFw4EA8f/48x7rExEQMGjQIRkZGGDt2rHK5u7s7kpOTcxw5fPLkCXbs2JFr/8bGxnmWxbx89dVXKFeuHP744w+EhYXlWKdQKDB48GC8ePECv/zyyyf8hB+nq6uL7777Djdu3FBOP/HuqMi/T39lZGRg8eLF+fa8586dy3MKkfPnz+P58+fKsvZOVlYWli1bliPPsmXLYG1tDW9vbwDA119/jUePHmHFihW59vv69Wvl83Xo0AE6OjqYPHlyrlN8oigq3wvVqlWDtbU1li5dioyMDOU2gYGBKr+uPj4+uV7PvLi7u2PevHmYNm0aatSo8d7t9u3bh2rVqsHW1jbH8qNHj753ewC5xjM8PBzm5ubw8vL6aLZvvvkGCoUCq1atwvLly6Grq4v+/ft/9NR2Xn777Tf88ssvGDZs2Hu3UfX9l5KSgqysrBzLKlSoAJlMpjxamZiYmGv/lStXBoA8pwb6N1Vfu549e2LevHkICQlBx44dkZmZCeDt+8fS0hIrVqzIkXPDhg3vPbIYHh4OLy+vLz6SSJTfeAqYNIqHhwf++usvdO/eHRUqVED//v3h5uaGmJgYrFq1CgkJCdi4cWOOecC6dOmCcePGoX379hg+fDjS0tKwZMkSlC5dOtfHP3l7e+PIkSOYM2cOHBwc4ObmlmuOv3f09PSwdetWNG7cGHXr1kXfvn1RrVo1JCUlISgoCBEREfjuu+9yfCRVfunTpw9+/vlnTJ8+Hf7+/qhduzaKFy+O3r17Y/jw4RAEAevWrfusv/DfZ926ddiwYQPat28Pb29v6Onp4caNG1i9ejUMDAxyzdPm4OCA6dOnIyYmBqVLl8bmzZsRGRmJ5cuXQy6XA3j7F/GWLVswaNAgHD9+HHXq1EF2djZu3ryJLVu24ODBg6hWrRrc3d3x22+/YcKECYiJiYG/vz9MTU0RHR2NHTt24Ntvv8WYMWMgl8vx22+/YeDAgWjUqBE6d+6M6OhorFmzRuVrANu1a4d169bh9u3bHz2qM2LEiI/ub9++fejbt2+ez+Pm5gY/Pz/l/HxHjhzBP//8g+rVq8PPzy/H9ocPH4afn99Hj1KvWbMGe/fuRWBgIBwdHQEACxcuRI8ePbBkyRIMGTLko5n/rUGDBmjQoMEHt1H1/Xfs2DEMHToUnTp1QunSpZGVlYV169ZBR0cHHTt2BAD8+uuvCA4ORuvWreHi4oL4+HgsXrwYjo6OOW6iycunvHbDhw9HYmIiJk+ejF69emHDhg3Q09PDpEmTMGzYMDRq1Ahff/01YmJiEBgYCHd391xjn5mZiZMnT37ymBIVikK/75ioEFy+fFns2rWraG9vL8rlctHOzk7s2rWreOXKlTy3P3TokFi+fHlRT09P9PT0FNevX5/nNDA3b94U69evLxoaGooAVJoSJj4+Xhw9erRYqlQpUV9fXyxWrJjYpEmTHFO//Bs+cRqY9207adKkHFOLnD59WqxVq5ZoaGgoOjg4iN9//7148ODBXNOPfO40MJcvXxbHjh0rVq1aVbSwsBB1dXVFe3t7sVOnTmJERESObRs0aCB6eXmJYWFhoo+Pj2hgYCC6uLgoPwbt3zIyMsTp06eLXl5eor6+vli8eHHR29tbnDx5spicnJxj223btol169YVjY2NRWNjY7FMmTJiQECAeOvWrRzbLV68WHRzcxP19fXFatWqicHBwSp/Ekh6erpoZWUlTpkyJcfyvD5OLC//fs3eTaVy/vz5XNtt3LhR7NKli+ju7i4aGhoqP35t4sSJyimM3rlx44YIQDxy5MgHn/vBgweiubm56Ofnl2td+/btRWNjY/HevXvvffy/p4H5kLymgVHl/Xfv3j2xX79+oru7u2hgYCBaWFiIDRs2zPFzHT16VGzXrp3o4OAg6unpiQ4ODmLXrl3F27dvfzCTKH7eazds2DARgDho0CDlsgULFoguLi6ivr6+WKNGDfH06dOit7e32KJFixyP3b9/vwhAvHPnzkezERU2QRTz8RAAEZEKfH19kZCQgKtXr0od5bNMmTIFa9aswZ07d95704EqZsyYgTlz5uDJkydfdJfoyJEjERwcjPDwcN5t+hH59dr9m0KhgLW1NTp06JDjcgV/f38IgpDn5SREUuM1gEREn2jUqFF49eoVNm3a9EX7cXV1xdy5c7+otD1//hwrV67Eb7/9xvKngi997d68eZPr1PXatWuRmJiY46Pgbty4gT179mDKlClfEpeowPAIIBEVuqJ+BJC014kTJzBq1Ch06tQJlpaWiIiIwKpVq1C2bFmEh4fn+dnNROqIN4EQERGpyNXVFU5OTliwYAESExNhYWGBXr164Y8//mD5oyKFRwCJiIiItAyvASQiIiLSMiyARERERFqGBZCIiIhIy/AmkC+gUCjw+PFjmJqacvoFIiKiIkIURbx8+RIODg6QybTzWBgL4Bd4/PgxnJycpI5BREREn+HBgwfKj0TUNiyAX8DU1BTA2zeQmZlZvu47MzMThw4dQrNmzZSfi0p541ipjmOlOo6V6jhWquNYqa4gxyolJQVOTk7Kv8e1EQvgF3h32tfMzKxACqCRkRHMzMz4S+IjOFaq41ipjmOlOo6V6jhWqiuMsdLmy7e088Q3ERERkRZjASQiIiLSMiyARERERFqGBZCIiIhIy7AAEhEREWkZFkAiIiIiLcMCSERERKRlWACJiIiItAwLIBEREZGWYQEkIiIi0jIsgERERERahgVQTSkUotQRiIiISEOxAKqhqPiX8F8SigevpE5CREREmogFUA3NPxqFG3Evsfq2Dl6kZUgdh4iIiDQMC6Aa+s2/PJwtDJGYLuC7v68gm6eDiYiIKB+xAKohc0M5/uxSGXKZiFNRzzH/6B2pIxEREZEGYQFUU2XtTdG5pAIAsODoHRy7+VTiRERERKQpWADVWHVrEd1rOAEARm6KROzzNIkTERERkSZgAVRzP7T0RBXnYkh5k4VB68PxJjNb6khERERUxLEAqjk9XRkWd68KS2M9XH+Sgok7rkIUeVMIERERfT4WwCLA3twQC7tWgUwAtkU8RND5WKkjERERURHGAlhE1C5lhe9blAEATN59HZEPkqQNREREREUWC2ARMrB+STT3skVGtgJD1ofj+at0qSMRERFREcQCWIQIgoCZnSqhpJUxHie/wYhNkZwkmoiIiD4ZC2ARY2Ygx9Ke3jCU6yAkKgFzDt+SOhIREREVMSyARVBpW1NM/6oiAGDR8bs4dC1O4kRERERUlLAAFlFtKzmgbx1XAMB3Wy4hOiFV2kBERERUZLAAFmE/tCqLai7F8TI9C4PXhyMtI0vqSERERFQEsAAWYXKdt5NEW5no42bcS0zYfoWTRBMREdFHsQAWcTZmBljUrQp0ZAJ2RT7G2rP3pY5EREREao4FUAPULGmJCS3fThI9Zc91hN9PlDgRERERqTMWQA3Rv64bWle0R5ZCxJANEXj2kpNEExERUd5YADWEIAiY3rEiStmY4GlKOoZtjEBWtkLqWERERKSGWAA1iIm+Lpb28Iaxng5C7yVi5kFOEk1ERES5sQBqmFI2JpjZqRIAYFnwPey/8kTiRERERKRuWAA1UKsK9vi2fkkAwNitlxEV/0riRERERKROWAA11PfNPVGrpAVepWdh0PpwpKZzkmgiIiJ6iwVQQ+nqyLCwa1XYmukjKv4Vvt92mZNEExEREQAWQI1mbaqPxd2rQlcmYO/lJ1h9OkbqSERERKQGWAA1nLeLBX5qUw4A8Pu+GzgfzUmiiYiItJ3GFsAlS5agYsWKMDMzg5mZGXx8fLB///5c24miiJYtW0IQBOzcubPwgxaCXj4uaFfZAdkKEQFBEYhPeSN1JCIiIpKQxhZAR0dH/PHHHwgPD0dYWBgaNWqEdu3a4dq1azm2mzdvHgRBkChl4RAEAdM6VICnrSmevUxHQFAEMjlJNBERkdbS2ALo5+eHVq1awcPDA6VLl8bUqVNhYmKC0NBQ5TaRkZGYPXs2Vq9eLWHSwmGkp4ulPb1hqq+LCzEvMG3fTakjERERkUQ0tgD+W3Z2NjZt2oTU1FT4+PgAANLS0tCtWzcsWrQIdnZ2EicsHG5Wxpj99dtJolefjsa28IcSJyIiIiIp6EodoCBduXIFPj4+ePPmDUxMTLBjxw6UK/f2hohRo0ahdu3aaNeuncr7S09PR3p6uvL7lJQUAEBmZiYyMzPzNfu7/eX3fhuWtsTgBm5YcjIa47dfhq2pHDXdLPL1OQpbQY2VJuJYqY5jpTqOleo4VqoryLHi+AOCqMGTw2VkZCA2NhbJycnYunUrVq5ciZMnTyIqKgrfffcdLl68CBMTEwBvr5PbsWMH/P3937u/SZMmYfLkybmWBwUFwcjIqKB+jHynEIG/7sgQ+VwGIx0Roypkw8ZQ6lRERESF491ZwOTkZJiZmUkdRxIaXQD/q0mTJnB3d4ehoSEWLFgAmex/Z8Czs7Mhk8lQr149nDhxIs/H53UE0MnJCQkJCfn+BsrMzMThw4fRtGlTyOXyfN03ALzJzEbPNWGIfJAMFwsjbPm2BiyM9fL9eQpDQY+VJuFYqY5jpTqOleo4VqoryLFKSUmBlZWVVhdAjT4F/F8KhQLp6emYPHkyBgwYkGNdhQoVMHfuXPj5+b338fr6+tDX18+1XC6XF9gf5ILat1wux8re1eG/6DTuJ6Zh6KZLWD+gJvR1dfL9uQpLQb4OmoZjpTqOleo4VqrjWKmuIMaKY6/BBXDChAlo2bIlnJ2d8fLlSwQFBeHEiRM4ePAg7Ozs8rzxw9nZGW5ubhKklYaViT7W9KmODkvO4ELMC3y/9TLmda6s8dPiEBERaTuNvQs4Pj4evXr1gqenJxo3bowLFy7g4MGDaNq0qdTR1IqHrSmWdPeGrkzArsjHmHfkjtSRiIiIqIBp7BHAVatWfdL2WnQpZC51PawwtX15jNt2BfOP3oGrlRHaV3GUOhYREREVEI09AkifpnN1Zwxq4A4AGLf1Cj8zmIiISIOxAJLS98090aqCHTKyFfh2XRiiE1KljkREREQFgAWQlGQyAXO+roxKTsWQlJaJvmvO40VqhtSxiIiIKJ+xAFIOBnIdrOxVDSWKGSLmeRoGrgtHela21LGIiIgoH7EAUi7WpvpY07c6TPV1cT4mEeO3XdHqm2SIiIg0DQsg5am0rSkW96gKHZmAHRcfYcHRKKkjERERUT5hAaT3qudhjd/8ywMA5h65jV2RjyRORERERPmBBZA+qGsNZwysXxIAMPbvy7gQw+lhiIiIijoWQPqocS3KoIXX/08PszYMMZwehoiIqEhjAaSPkskEzO1cGZUczfEiLRP9Ai8gKY3TwxARERVVLICkEkM9Hazo/XZ6mHsJqRi4LhwZWQqpYxEREdFnYAEkldmYGmB1n+ow0dfFuehEjN9+mdPDEBERFUEsgPRJPO1Msaj72+lhtkc8wp/HOD0MERFRUcMCSJ+sQWlr/NrOCwAw+zCnhyEiIipqWADps3Sv6YJv6rkBAMZuvYwwTg9DRERUZLAA0mcb37IsmpWzRUaWAt+uC8f955wehoiIqChgAaTPpiMTMK9LZVQoYY7E1Az0DbyA5LRMqWMRERHRR7AA0hcx0tPFqt7V4GBugHvPUjFwfRinhyEiIlJzLID0xWzMDLDq/6eHCb2XiB92XOH0MERERGqMBZDyRVl7M/zZrQp0ZAK2hj/EouOcHoaIiEhdsQBSvvH1tMGktm+nh5l16DY2nY+VOBERERHlhQWQ8lXPWi4Y1MAdADBhxxX8c+mxxImIiIjov1gAKd+Na+GJ7jWdIYrAqM2ROHbzqdSRiIiI6F9YACnfCYKAKe3Ko11lB2QpRAxeH4Gzd59LHYuIiIj+HwsgFQiZTMCsTpXQpKwt0rMUGPDXBUQ+SJI6FhEREYEFkAqQXEeGP7tVQW13S6RmZKP36vO4FfdS6lhERERajwWQCpSBXAcrelVDFediSH6diR6rziEmgR8ZR0REJCUWQCpwxvq6COxTA2XsTPHsZTq6rzyHJ8mvpY5FRESktVgAqVCYG8mxrn9NuFkZ41HSa/RYeQ7PX6VLHYuIiEgrsQBSobE21cf6ATXhYG6Au89S0Wv1eSS/zpQ6FhERkdZhAaRCVaKYIdYPqAkrEz1ce5yC/oEXkJaRJXUsIiIircICSIWupLUJ1varCTMDXYTdf4GB68KRnpUtdSwiIiKtwQJIkijnYIY1fWvASE8Hp+4kYMTGSGRlK6SORUREpBVYAEky3i7FsbxnNejpyHDgWhzGbbsChUKUOhYREZHGYwEkSdX1sMKf3apARyZgW8RD/LrnOkSRJZCIiKggsQCS5Jp52WFWp4oAgMAzMZhz+LbEiYiIiDQbCyCphfZVHDGlnRcAYOGxKCwPvitxIiIiIs3FAkhqo6ePK75v4QkA+H3fTQSdi5U4ERERkWZiASS1MsS3FAb7ugMAJu68gl2RjyROREREpHlYAEntfN/cEz1ruUAUgdFbLuHI9adSRyIiItIoLICkdgRBwOS2XmhfpQSyFSKGBEXgTFSC1LGIiIg0BgsgqSWZTMDMryqiWTlbZGQpMGBtGC7GvpA6FhERkUZgASS1pasjw8JuVVC3lBXSMrLRZ80F3HiSInUsIiKiIo8FkNSavq4OlvfyRlXnYkh+nYmeq84jOiFV6lhERERFGgsgqT0jPV2s6VsDZe3NkPAqHT1WnsPjpNdSxyIiIiqyWACpSDA3lGNd/xooaWWMR0mv0XVFKB6xBBIREX0WjS2AS5YsQcWKFWFmZgYzMzP4+Phg//79AIDExEQMGzYMnp6eMDQ0hLOzM4YPH47k5GSJU9OHWJnoY/2AmnCyMMT952novOwsHiSmSR2LiIioyNHYAujo6Ig//vgD4eHhCAsLQ6NGjdCuXTtcu3YNjx8/xuPHjzFr1ixcvXoVgYGBOHDgAPr37y91bPoIh2KG2PytD1wtjfDwxWt0XnYW95+zBBIREX0KXakDFBQ/P78c30+dOhVLlixBaGgo+vfvj23btinXubu7Y+rUqejRoweysrKgq6uxw6IRHIoZYvNAH3RbEYq7z1LRfdUF9HeXOhUREVHRobFHAP8tOzsbmzZtQmpqKnx8fPLcJjk5GWZmZix/RYStmQE2fesDT1tTPH2ZjoXXdHDn6SupYxERERUJatN2kpKSsGPHDpw6dQr3799HWloarK2tUaVKFTRv3hy1a9f+5H1euXIFPj4+ePPmDUxMTLBjxw6UK1cu13YJCQmYMmUKvv322w/uLz09Henp6crvU1LezkmXmZmJzMzMT873Ie/2l9/71STFDGRY29cbvQPDcDPuFbqvvoC/+lRDWXtTqaOpLb6vVMexUh3HSnUcK9UV5Fhx/AFBFEVRygCPHz/Gzz//jA0bNsDBwQE1atSAg4MDDA0NkZiYiKtXryI8PBwuLi745Zdf0LlzZ5X3nZGRgdjYWCQnJ2Pr1q1YuXIlTp48maMEpqSkoGnTprCwsMDu3bshl8vfu79JkyZh8uTJuZYHBQXByMjo035wyjepmcCSGzp4kCrASEfEkHLZcDKROhUREamrtLQ0dOvWTXn2TxtJXgBtbW3Ru3dv9OnTJ8+jcwDw+vVr7Ny5EwsWLEDHjh0xZsyYz3quJk2awN3dHcuWLQMAvHz5Es2bN4eRkRH27NkDAwODDz4+ryOATk5OSEhIyPc3UGZmJg4fPoymTZt+sJTS27Havf8wNj62wKVHKTA10MXqXlVR2amY1NHUDt9XquNYqY5jpTqOleoKcqxSUlJgZWWl1QVQ8lPA169fh6Wl5Qe3MTQ0RNeuXdG1a1c8f/78s59LoVAoC1xKSgqaN28OfX197N69+6PlDwD09fWhr6+fa7lcLi+wP8gFuW9NYqgLBPathm/XX8SFmBfo+1cE1vStjuquFlJHU0t8X6mOY6U6jpXqOFaqK4ix4tirwU0gHyt/n7v9hAkTEBwcjJiYGFy5cgUTJkzAiRMn0L17d6SkpKBZs2ZITU3FqlWrkJKSgri4OMTFxSE7O/tzfgxSAyb6uvirXw34lLTEq/Qs9F59Hmfvfv4/GIiIiDSV5AUQAG7fvo3z58/nWHb06FE0bNgQNWrUwO+///7J+4yPj0evXr3g6emJxo0b48KFCzh48CCaNm2KiIgInDt3DleuXEGpUqVgb2+v/Hrw4EF+/VgkASM9XazuUx31PKyQlpGNvoHnEXInQepYREREakUtCuC4ceOwZ88e5ffR0dHw8/ODnp4efHx8MG3aNMybN++T9rlq1SrExMQgPT0d8fHxOHLkCJo2bQoA8PX1hSiKeX65urrm409GUjDU08GKXtXQqIwN3mQq0O+vCzh+M17qWERERGpDLQpgWFgYWrZsqfx+w4YNKF26NA4ePIj58+dj3rx5CAwMlC4gFTkGch0s7eGNZuVskZGlwLfrwnDoWpzUsYiIiNSCWhTAhIQEODo6Kr8/fvx4jk/y8PX1RUxMjATJqCjT05VhUfeqaF3BHpnZIoZsiMC+K0+kjkVERCQ5tSiAFhYWePLk7V/MCoUCYWFhqFWrlnJ9RkYGJJ6thooouY4M87tUhn9lB2QpRAzbeBG7Ih9JHYuIiEhSalEAfX19MWXKFDx48ADz5s2DQqGAr6+vcv3169d5bR59Nl0dGWZ/XRlfeTsiWyFi1OZIbA1/KHUsIiIiyUg+DyAATJ06FU2aNIGLiwt0dHSwYMECGBsbK9evW7cOjRo1kjAhFXU6MgEzOlaEXEeGjedjMXbrJWRlK9ClhrPU0YiIiAqdWhRAV1dX3Lx5E9euXYO1tTUcHBxyrJ88eXKOawSJPodMJuD39uWhpyPgr7P3MX77FWRmK9DTx1XqaERERIVKLU4B16tXD/Pnz4ehoWGu8gcAlSpV+uQJo4nyIggCJrX1woC6bgCAn3Zdw6qQaIlTERERFS61KIDffPMNzpw5A29vb5QtWxbjxo3D6dOneeMHFQhBEDCxdVkM8XUHAEzZcx1LTtyVOBUREVHhUYsC2KtXL2zbtg0JCQmYPXs2kpKS0KlTJ9jZ2aFfv37YuXMnXr9+LXVM0iCCIGBsc0+MaOwBAJh+4CYWHL0jcSoiIqLCoRYF8B19fX20atUKy5Ytw+PHj7F7927Y29vjp59+gqWlJdq0aYPTp09LHZM0hCAIGNW0NMY29wQAzDl8G7MP3eKRZyIi0nhqVQD/q2bNmpg6dSquXLmCK1euoHHjxsr5AonyS0DDUpjYqiwAYOGxKPyx/yZLIBERaTS1uAtYFe7u7hg1apTUMUhDfVO/JOQ6Aib9cx3Lgu8hI1uBn9uUgyAIUkcjIiLKd2pRAEuWLKnSdvfu3SvgJKTN+tRxg1xXhok7rmLN6RhkK0RMbuvFEkhERBpHLQpgTEwMXFxc0K1bN9jY2Egdh7RY95ou0JUJGL/9CtaevY8shYjf2pWHTMYSSEREmkMtCuDmzZuxevVqzJkzBy1btkS/fv3QqlUryGRqfYkiaajO1Z2hI5Nh7NZLCDoXi+xsEdM6VGAJJCIijaEWDatTp07Yv38/oqKi4O3tjVGjRsHJyQnjx4/HnTucmoMK31fejpj7dWXIBGBz2AOM3XoZ2QreGEJERJpBLQrgOyVKlMDEiRNx584dBAUF4dy5cyhTpgxevHghdTTSQv5VSmB+lyrQkQnYFvEQ322JRFa2QupYREREX0wtTgH/25s3b7B161asXr0a586dQ6dOnWBkZCR1LNJSfpUcoCsTMGzjReyMfIwshYi5nStDrqNW/3YiIiL6JGrzt9i5c+fw7bffws7ODnPmzEGHDh3w6NEjbNq0Cfr6+lLHIy3WsoI9FnevCrmOgD2Xn2D4xovIyOKRQCIiKrrUogB6eXmhTZs2MDQ0xMmTJxEREYGhQ4eiePHiUkcjAgA087LD0h7e0NORYf/VOAQERbAEEhFRkaUWBfDGjRt48+YN1q5di4YNG8LCwiLPLyIpNS5ri+W9vKGnK8Ph608xeH040rOypY5FRET0ydTiGsA1a9ZIHYFIJb6eNljVuxoG/BWGozfj8e3acCzr6Q0DuY7U0YiIiFSmFgWwd+/eUkcgUlk9D2us6VMd/f8Kw8nbzzDgrzCs6FUNhnosgUREVDRIfgpYFDm3GhU9tUtZIbBvdRjp6SAkKgH9Ai8gLSNL6lhEREQqkbwAenl5YdOmTcjIyPjgdnfu3MHgwYPxxx9/FFIyog+rWdISa/vVgIm+Ls7ee44+ay7gVTpLIBERqT/JTwEvXLgQ48aNw5AhQ9C0aVNUq1YNDg4OMDAwwIsXL3D9+nWEhITg2rVrGDp0KAYPHix1ZCKlaq4WWNu/BnqvOo/z0Ynovfo8AvtWh6mBXOpoRERE7yV5AWzcuDHCwsIQEhKCzZs3Y8OGDbh//z5ev34NKysrVKlSBb169UL37t05LQypparOxbF+QE30XHUO4fdfoOeq81jbvwbMWAKJiEhNSV4A36lbty7q1q0rdQyiz1LJqRiCvqmFHqvOIfJBEnqsPId1/WrC3IglkIiI1I/k1wASaYryJcwRNKAWLIz1cPlhMrqtDMWL1A9f20pERCQFFkCifFTOwQwbv6kFS2M9XHucgq4rQvH8VbrUsYiIiHJgASTKZ552ptj0bS1YmejjZtxLdF0RimcvWQKJiEh9sAASFQAPW1NsHlgLtmb6uP30FbquCEV8yhupYxEREQFgASQqMO7WJtj8rQ/szQ0QFf8KXZaHIi6ZJZCIiKQneQFMSUlR+YuoqHG1Msbmb31Qopgh7iWkovPys3ic9FrqWEREpOUknwamWLFiEARBpW2zs7MLOA1R/nO2NMKmb2uh28pQ3H+ehs7Lz+KvvjVQ0tpE6mhERKSlJC+Ax48fV/5/TEwMxo8fjz59+sDHxwcAcPbsWfz111+YNm2aVBGJvpiThRE2f+uDrivelkD/RaexpIc36pSykjoaERFpIckLYIMGDZT//+uvv2LOnDno2rWrclnbtm1RoUIFLF++HL1795YiIlG+cChmiK2DamPgujBExCah1+rz+LWdF7rXdJE6GhERaRnJrwH8t7Nnz6JatWq5llerVg3nz5+XIBFR/rI21UfQN7XgX9kB2QoRE3dcxeR/riErWyF1NCIi0iJqVQCdnJywYsWKXMtXrlwJJycnCRIR5T8DuQ7mdq6Msc09AQBrTsdgwNowpLzJlDgZERFpC8lPAf/b3Llz0bFjR+zfvx81a9YEAJw/fx537tzBtm3bJE5HlH8EQUBAw1IoaWWMUVsiceLWM3RcfAareleHs6WR1PGIiEjDqdURwFatWuH27dvw8/NDYmIiEhMT4efnh9u3b6NVq1ZSxyPKdy0r2OPvgbVha6aPO/Gv4L/4NM5HJ0odi4iINJxaHQEE3p4G/v3336WOQVRoKjiaY1dAXXyzNgxXHiWj+8pQTOtQEV95O0odjYiINJRaHQEEgFOnTqFHjx6oXbs2Hj16BABYt24dQkJCJE5GVHDszA2wZaAPWpa3Q2a2iDF/X8If+29CoRCljkZERBpIrQrgtm3b0Lx5cxgaGiIiIgLp6ekAgOTkZB4VJI1nqKeDRd2qYmjDUgCApSfvYtD6cKSmZ0mcjIiINI1aFcDffvsNS5cuxYoVKyCXy5XL69Spg4iICAmTERUOmUzAmOaemNe5MvR0ZTh0/Sk6LeXHxxERUf5SqwJ469Yt1K9fP9dyc3NzJCUlFX4gIon4VymBjd/UgpWJHq4/SUG7RacR+SBJ6lhERKQh1KoA2tnZISoqKtfykJAQlCxZ8pP2tWTJElSsWBFmZmYwMzODj48P9u/fr1z/5s0bBAQEwNLSEiYmJujYsSOePn36xT8DUX7xdimOnQF1UMbOFM9epqPzsrPYfemx1LGIiEgDqFUB/OabbzBixAicO3cOgiDg8ePH2LBhA8aMGYPBgwd/0r4cHR3xxx9/IDw8HGFhYWjUqBHatWuHa9euAQBGjRqFf/75B3///TdOnjyJx48fo0OHDgXxYxF9NsfiRtg6uDYal7FBepYCwzdexNzDtyGKvDmEiIg+n1pNAzN+/HgoFAo0btwYaWlpqF+/PvT19TFmzBgMGzbsk/bl5+eX4/upU6diyZIlCA0NhaOjI1atWoWgoCA0atQIALBmzRqULVsWoaGhqFWrVr79TERfykRfF8t7VcMf+29gxalozD96B3efvcKsTpVgINeROh4RERVBanUEUBAETJw4EYmJibh69SpCQ0Px7NkzTJky5Yv2m52djU2bNiE1NRU+Pj4IDw9HZmYmmjRpotymTJkycHZ2xtmzZ7/0xyDKdzoyARNbl8P0jhWgKxOw5/ITdF4eiviUN1JHIyKiIkitjgC+ExsbiwcPHqB+/fowNDSEKIoQBOGT93PlyhX4+PjgzZs3MDExwY4dO1CuXDlERkZCT08PxYoVy7G9ra0t4uLi3ru/9PR05dQ0AJCSkgIAyMzMRGZm/n6O67v95fd+NZE2jVWHyvYoYa6PoRsv4dKDJLT9MwTLelRBOXszlR6vTWP1pThWquNYqY5jpbqCHCuOPyCIanQx0fPnz/H111/j+PHjEAQBd+7cQcmSJdGvXz8UL14cs2fP/qT9ZWRkIDY2FsnJydi6dStWrlyJkydPIjIyEn379s1R5gCgRo0aaNiwIaZPn57n/iZNmoTJkyfnWh4UFAQjI35+KxWeZ6+BFbd08PS1AD2ZiF4eClSwUJs/ykREai0tLQ3dunVDcnIyzMxU+we0plGrAtirVy/Ex8dj5cqVKFu2LC5duoSSJUvi4MGDGD16tPIGjs/VpEkTuLu7o3PnzmjcuDFevHiR4yigi4sLRo4ciVGjRuX5+LyOADo5OSEhISHf30CZmZk4fPgwmjZtmmNORMpNW8cq5XUmhm++jNN3n0MQgO+aeODbeq4fPFqurWP1OThWquNYqY5jpbqCHKuUlBRYWVlpdQFUq1PAhw4dwsGDB+HomPMzUD08PHD//v0v3r9CoUB6ejq8vb0hl8tx9OhRdOzYEcDbOQhjY2Ph4+Pz3sfr6+tDX18/13K5XF5gf5ALct+aRtvGylIux1/9amDyP9exLvQ+Zh2+g+jnr/F7h/LQ1/3wzSHaNlZfgmOlOo6V6jhWqiuIseLYq1kBTE1NzfNUamJiYp7F60MmTJiAli1bwtnZGS9fvkRQUBBOnDiBgwcPwtzcHP3798fo0aNhYWEBMzMzDBs2DD4+PrwDmIoUXR0ZpviXh4etCSb/cx3bIh4iNjEVS3p4w8rk0/7MEBGR9lCru4Dr1auHtWvXKr8XBAEKhQIzZsxAw4YNP2lf8fHx6NWrFzw9PdG4cWNcuHABBw8eRNOmTQEAc+fORZs2bdCxY0fUr18fdnZ22L59e77+PESFpZePK9b0qQ5TfV1ciHmBtgtDcPVRstSxiIhITanVEcAZM2agcePGCAsLQ0ZGBr7//ntcu3YNiYmJOH369Cfta9WqVR9cb2BggEWLFmHRokVfEplIbdQvbY0dAXXw7dow3EtIxVdLz2DmV5XgV8lB6mhERKRm1OoIYPny5XH79m3UrVsX7dq1Q2pqKjp06ICLFy/C3d1d6nhEaq+UjQl2BNRBg9LWeJOpwLCNFzHjwE0oFGpzrxcREakBtToCCADm5uaYOHGi1DGIiixzQzlW96mOGQduYlnwPSw+cRe34l5iXpfKMOAHhxAREdSwAL548QKrVq3CjRs3AADlypVD3759YWFhIXEyoqJDRyZgQquyKGtvhnHbLuPozXi0X3wGS7pVkjoaERGpAbU6BRwcHAxXV1csWLAAL168wIsXL7BgwQK4ubkhODhY6nhERY5/lRL4e5AP7MwMEBX/Ch2XnsPNpE//VB0iItIsalUAAwIC0LlzZ0RHR2P79u3Yvn077t27hy5duiAgIEDqeERFUkXHYtg9tA6qOhdDypssLL0hw+rTMVCjOeCJiKiQqVUBjIqKwnfffQcdnf9dqKSjo4PRo0cjKipKwmRERZuNmQE2flsLX1UtARECph24je/+voQ3mdlSRyMiIgmoVQGsWrWq8tq/f7tx4wYqVeK1S0RfQl9XB7/7l0MH12zoyARsj3iEzstD8TTljdTRiIiokKnVTSDDhw/HiBEjEBUVpfxEjtDQUCxatAh//PEHLl++rNy2YsWKUsUkKrIEQUADexHtfKti+ObLuPQgCX4LQ7CspzeqOBeXOh4RERUStSqAXbt2BQB8//33ea4TBAGiKEIQBGRn89QV0eeq7W6J3UPr4Ju1Ybj99BU6Lw/FtPYV0NHb8eMPJiKiIk+tCmB0dLTUEYi0houlMbYPqYNRmyNx+PpTfPf3Jdx4koLxLctAV0etrg4hIqJ8plYF0MXFReoIRFrFRF8Xy3p4Y96R21hwLAorQ6Jx6+lL/Nm1KsyN5FLHIyKiAqIW/8y/ffs2zp8/n2PZ0aNH0bBhQ9SoUQO///67RMmINJ9MJmB0M08s6lYVhnIdnLqTgHaLQhAV/1LqaEREVEDUogCOGzcOe/bsUX4fHR0NPz8/6OnpwcfHB9OmTcO8efOkC0ikBVpXtMfWwT4oUcwQMc/T4L/oDI7eeCp1LCIiKgBqUQDDwsLQsmVL5fcbNmxA6dKlcfDgQcyfPx/z5s1DYGCgdAGJtISXgzl2D62Dmm4WeJWehQFrw7DoeBQnjSYi0jBqUQATEhLg6Pi/uw+PHz8OPz8/5fe+vr6IiYmRIBmR9rE00cf6ATXRo5YzRBGYefAWhm28iNcZvPOeiEhTqEUBtLCwwJMnTwAACoUCYWFhynkAASAjI4NHIIgKkVxHht/8K2Bq+/LQlQnYc/kJvlp6Bo+SXksdjYiI8oFaFEBfX19MmTIFDx48wLx586BQKODr66tcf/36dbi6ukqWj0hbda/pgqBvasHSWA/XHqeg7cIQnI9OlDoWERF9IbUogFOnTsXNmzfh4uKCcePGYcaMGTA2NlauX7duHRo1aiRhQiLtVcPNAruG1kE5ezM8T81AtxWh+OtMDI/KExEVYWoxD6Crqytu3LiBa9euwdraGg4ODjnWT548Occ1gkRUuByLG2Hb4Nr4fttl/HPpMX7ZfQ2XHibh9/YVYCDXkToeERF9IrU4AggAurq6qFSpUq7yBwCVKlWCpaWlBKmI6B1DPR0s6FIZP7YuC5kAbI94hK+WnsHDF2lSRyMiok+kNgWQiNSfIAgYUK8k1vevCQtjPVx9lIK2f57GmagEqaMREdEnYAEkok9Wu5QVdg+tg/IlzJCYmoEeq85h5al7vC6QiKiIYAEkos/iWNwIWwfVRoeqJaAQgd/23sDwTZFIy8iSOhoREX0ECyARfTYDuQ5md6qEyW29oCsT8M+lx+iw+Axin/O6QCIidSb5XcCXL19WeduKFSsWYBIi+hyCIKB3bVeUtTfDkA0RuBn3En5/hmB+l8rw9bSROh4REeVB8gJYuXJlCILw3muH3q0TBAHZ2fwoKiJ1VcPNAnuG1cWg9eGIfJCEvoEXMKaZJ4b4ukMQBKnjERHRv0heAKOjo6WOQET5xM7cAJsH1sKk3dex8XwsZh68hSsPkzHr60ow0Zf81w0REf0/yX8ju7i4SB2BiPKRvq4OpnWogIqO5vhl1zUcuBaHqEWvsKynN9ytTaSOR0REUIMCuHv3brRs2RJyuRy7d+/+4LZt27YtpFRE9KW61nCGp50pBq8PR1T8K/j/eRpzO1dGk3K2UkcjItJ6khdAf39/xMXFwcbGBv7+/u/djtcAEhU9VZ2L459hdRGwIQIXYl5gwNowjGjsgRGNPSCT8bpAIiKpSD4NjEKhgI2NjfL/3/fF8kdUNNmYGmDDgFro7fP2co/5R+/gm7VhSHmTKXEyIiLtJXkBJCLNp6crw+R25TGrUyXo6cpw9GY82v15GneevpQ6GhGRVpL8FPB/paam4uTJk4iNjUVGRkaOdcOHD5coFRHlh6+8HeFpa4pB68MRnZAK/0WnMatTJbSsYC91NCIiraJWBfDixYto1aoV0tLSkJqaCgsLCyQkJMDIyAg2NjYsgEQaoIKjOXYPrYOhQRdx9t5zDN4QgSG+7viumSd0eF0gEVGhUKtTwKNGjYKfnx9evHgBQ0NDhIaG4v79+/D29sasWbOkjkdE+cTSRB/r+tfAN/XcAACLT9xF38ALSErL+MgjiYgoP6hVAYyMjMR3330HmUwGHR0dpKenw8nJCTNmzMAPP/wgdTwiyke6OjJMbF0OC7pWgYFchuDbz+D3ZwiuPEyWOhoRkcZTqwIol8shk72NZGNjg9jYWACAubk5Hjx4IGU0IiogbSs5YMeQOnC2MMKDxNfosOQ0lgffhUKR98dDEhHRl1OrAlilShVcuHABANCgQQP8/PPP2LBhA0aOHIny5ctLnI6ICkpZezP8M7QuWnjZITNbxO/7bqL3mvOIf/lG6mhERBpJrQrg77//Dnv7t3cDTp06FcWLF8fgwYPx7NkzLFu2TOJ0RFSQzI3kWNKjKn5vXwEGchlO3UlAy3mncPxmvNTRiIg0jlrdBVytWjXl/9vY2ODAgQMSpiGiwiYIArrVdEZ11+IYtvEibsa9RN/AC+hXxw3jWnpCX1dH6ohERBpBrY4Avk9ERATatGkjdQwiKiQetqbYGVAHfWq7AgBWn45G+0VnEBX/StpgREQaQm0K4MGDBzFmzBj88MMPuHfvHgDg5s2b8Pf3R/Xq1aFQKCROSESFyUCug0ltvbCqdzVYGOvh+pMU+C0MwabzsRBF3iBCRPQl1KIArlq1Ci1btkRgYCCmT5+OWrVqYf369fDx8YGdnR2uXr2Kffv2SR2TiCTQuKwtDoyoh7qlrPA6Mxvjt19BQFAEktP4WcJERJ9LLQrg/PnzMX36dCQkJGDLli1ISEjA4sWLceXKFSxduhRly5aVOiIRScjGzABr+9XA+JZloCsTsO9KHFotOIULMYlSRyMiKpLUogDevXsXnTp1AgB06NABurq6mDlzJhwdHSVORkTqQiYTMKiBO7YNrg0XSyM8SnqNzsvOYt6R28jK5iUiRESfQi0K4OvXr2FkZATg7V2A+vr6yulgiIj+rZJTMewdXg8dqpaAQgTmHbmDritC8SjptdTRiIiKDLWZBmblypUwMTEBAGRlZSEwMBBWVlY5thk+fLgU0YhIzZjo62LO15XRoLQ1Ju64igsxL9ByXjD+6FgRrSrwH49ERB+jFgXQ2dkZK1asUH5vZ2eHdevW5dhGEIRPKoDTpk3D9u3bcfPmTRgaGqJ27dqYPn06PD09ldvExcVh7NixOHz4MF6+fAlPT09MnDgRHTt2/PIfiogKXLvKJVDFqTiGbbqISw+SMGRDBLpUd8LPfuVgpKcWv96IiNSSWvyGjImJyfd9njx5EgEBAahevTqysrLwww8/oFmzZrh+/TqMjY0BAL169UJSUhJ2794NKysrBAUF4euvv0ZYWBiqVKmS75mIKP85Wxph6yAfzD18G0tO3sWmCw9wISYRC7pWgZeDudTxiIjUklpcA1gQDhw4gD59+sDLywuVKlVCYGAgYmNjER4ertzmzJkzGDZsGGrUqIGSJUvixx9/RLFixXJsQ0TqT64jw/ctymBD/5qwNdPH3WepaL/oDFaFRHPOQCKiPKjFEcDCkJycDACwsLBQLqtduzY2b96M1q1bo1ixYtiyZQvevHkDX1/fPPeRnp6O9PR05fcpKSkAgMzMTGRm5u+cZO/2l9/71UQcK9Vp+lhVdzHH7iE++GHnNRy9+QxT9lxH8O14TG/vBUsT/U/al6aPVX7iWKmOY6W6ghwrjj8giFrwz2OFQoG2bdsiKSkJISEhyuVJSUno3LkzDh06BF1dXRgZGeHvv/9Gs2bN8tzPpEmTMHny5FzLg4KClHcxE5H0RBEIeSpgZ4wMWaIAU7mIHqUUKFNM43/dEZEK0tLS0K1bNyQnJ8PMzEzqOJLQigI4ePBg7N+/HyEhITnmFhw2bBjOnz+P33//HVZWVti5cyfmzp2LU6dOoUKFCrn2k9cRQCcnJyQkJOT7GygzMxOHDx9G06ZNIZfL83XfmoZjpTptG6tbcS8x6u/LuBOfCgDoX8cFo5p4QF/341e/aNtYfQmOleo4VqoryLFKSUmBlZWVVhdAyU8Bjx49GlOmTIGxsTGCg4NRu3Zt6OrmX6yhQ4diz549CA4OzlH+7t69iz///BNXr16Fl5cXAKBSpUo4deoUFi1ahKVLl+bal76+PvT1c59GksvlBfYHuSD3rWk4VqrTlrEq72SBf4bVw297r2N9aCxWnb6P03cTMfvrSirfIKItY5UfOFaq41ipriDGimOvBjeBLFy4EK9evQIANGzYEImJ+fPRTqIoYujQodixYweOHTsGNze3HOvT0tIAADJZziHQ0dGBQsFPFSDSFAZyHfzmXwErelWDpbEebsa9hP+i01h0PIqfIEJEWkvyI4Curq5YsGABmjVrBlEUcfbsWRQvXjzPbevXr6/yfgMCAhAUFIRdu3bB1NQUcXFxAABzc3MYGhqiTJkyKFWqFAYOHIhZs2bB0tISO3fuxOHDh7Fnz558+dmISH00LWeLKs71MXHHFRy89hQzD97CkRtPMefrynCzMpY6HhFRoZK8AM6cORODBg3CtGnTIAgC2rdvn+d2giAgOztb5f0uWbIEAHLd0btmzRr06dMHcrkc+/btw/jx4+Hn54dXr16hVKlS+Ouvv9CqVavP/nmISH1ZmehjaQ9vbI94hEm7r+FibBJazg/GhJZl0bOWC2QyQeqIRESFQvIC6O/vD39/f7x69QpmZma4desWbGxsvni/qtzb4uHhgW3btn3xcxFR0SEIAjp6O8LH3RJjt17C6ajn+GX3NRy+/hQzvqoIh2KGUkckIipwkl8D+I6JiQmOHz8ONzc3mJub5/lFRJRfHIoZYl2/mpjc1gsGchlCohLQfF4wtkc85OTRRKTxJD8C+G+lSpXC4sWLcfv2bQBA6dKl0bFjR5QoUULiZESkiWQyAb1ru6KehxVGb7mEyAdJGL3lEg5de4pJfmWkjkdEVGDUpgAuXrwYo0ePRkZGhnJOnpSUFHz//feYM2cOhgwZInFCItJUJa1NsHWQD5aevIt5R+7gwLU4XIhJRHtHAbwimIg0kVqcAt67dy+GDx+OoUOH4tGjR0hKSkJSUhIePXqEIUOGYMSIEdi3b5/UMYlIg+nqyDC0kQd2BtSBp60pnqdmYOUtHYzbfhUpb/ixUUSkWdSiAM6cORPjx4/HrFmzYG9vr1xub2+POXPmYNy4cZgxY4aECYlIW5QvYY7dw+rgm7quECBi+8XHaDnvFM7cTZA6GhFRvlGLAhgREYGePXu+d33Pnj0RERFRiImISJvp6+rg++alMcwrG07FDfEo6TW6rTiHyf9cw5tM1aejIiJSV2pRALOzsz/4sSxyufyT5gAkIsoP7mbAPwE+6F7TGQCw5nQMWi04hcgHSdIGIyL6QmpRAL28vLBr1673rt+5c6fy83qJiAqTsb4upravgDV9q8PGVB/3nqWi45IzmHPoFjL5UXJEVESpRQEMCAjAxIkTsXjxYmRlZSmXZ2VlYdGiRfjxxx95FzARSaqhpw0OjaqPtpUckK0QseBYFNovPo3bT19KHY2I6JOpRQHs3bs3hgwZgqFDh8LS0hJVq1ZFlSpVYGlpieHDh2PgwIHo06eP1DGJSMsVM9LDgq5V8Ge3KihmJMfVRyloszAEK4LvIVvByaOJqOhQiwIIALNmzcKZM2fQp08f2NnZwd7eHn379sXp06cxd+5cqeMRESm1qeiAQyPro6GnNTKyFJi67wa6Lg9F7PM0qaMREalEbSaCBoBatWqhVq1aUscgIvooGzMDrO5THZsvPMCUPddxPiYRzecF47tmpdG3jht0ZILUEYmI3kttjgASERU1giCgSw1nHBhZHzXdLPA6Mxu/7b2BDotP48aTFKnjERG9FwsgEdEXcrIwwsZvamFahwowNdDFpYfJ8FsYglkHb3HeQCJSSyyARET5QCYT0LWGM46MboAWXnbIUoj483gUWs0/hXP3nksdj4goBxZAIqJ8ZGtmgKU9vbG0R9W38wYmpKLz8lD8sOMKP1OYiNSGWhXARo0aISkpKdfylJQUNGrUqPADERF9phbl7XF4dAN0rfH2U0SCzsWiyeyTOHgtTuJkRERqVgBPnDiBjIyMXMvfvHmDU6dOSZCIiOjzmRvKMa1DBWz6thbcrIwR/zIdA9eFY/D6cMSnvJE6HhFpMbWYBuby5cvK/79+/Tri4v73L+Ts7GwcOHAAJUqUkCIaEdEXq1XSEvtH1MPCY3ew7OQ97L8ah5CoBExsVRadqztBEDhlDBEVLrUogJUrV4YgCBAEIc9TvYaGhli4cKEEyYiI8oeBXAdjm5dB6woOGL/9Mi4/TMb47VewM/IRpnWoCDcrY6kjEpEWUYsCGB0dDVEUUbJkSZw/fx7W1tbKdXp6erCxsYGOjo6ECYmI8kc5BzPsGFIHa05HY/ah2wi993YC6ZFNPPBNvZKQ66jVlTlEpKHUogC6uLgAABQKhcRJiIgKno5MwIB6JdHcyw4/7LiCU3cSMOPALey59ATTO1ZEBUdzqSMSkYZTiwL4ztq1az+4vlevXoWUhIio4DlZGGFtvxrYcfERft1zHdefpKDdohAMqFcSo5qUhqEez3wQUcFQqwI4YsSIHN9nZmYiLS0Nenp6MDIyYgEkIo0jCAI6VHVE/dLWmLLnOnZFPsby4HvYf/UJprWviLoeVlJHJCINpFYXm7x48SLH16tXr3Dr1i3UrVsXGzdulDoeEVGBsTLRx/wuVbCmT3U4mBvgQeJr9Fh1DmP+voQXqbmnxyIi+hJqVQDz4uHhgT/++CPX0UEiIk3UsIwNDo1ugD61XSEIwNbwh2g69yT+ufQYoihKHY+INITaF0AA0NXVxePHj6WOQURUKEz0dTGprRe2DqoNDxsTJLzKwLCNF9E38AIeJKZJHY+INIBaXQO4e/fuHN+LoognT57gzz//RJ06dSRKRUQkDW+X4tg7vB6WnLiLRcejcOLWMzSdexLDG3PKGCL6MmpVAP39/XN8LwgCrK2t0ahRI8yePVuaUEREEtLTlWFEEw+0qWSPiTuuIPReImYcuIWdFx9havsKqO5qIXVEIiqC1KoAch5AIqK8uVubYOM3tbDj4iP8tvcGbj99hU5Lz6JzNSeMb1kGxY31pI5IREWIWp4/SEhIQEJCgtQxiIjUyrspY4591wBdqjsBADaHPUDjOSexLfwhbxIhIpWpTQFMSkpCQEAArKysYGtrC1tbW1hZWWHo0KFISkqSOh4RkdooZqSHPzpWxNZBPvC0NUViaga++/sSuq04h7vPXkkdj4iKALU4BZyYmAgfHx88evQI3bt3R9myZQEA169fR2BgII4ePYozZ86gePHiEiclIlIf1VwtsGd4Xaw8FY35R2/j7L3naDnvFAY1KIkhDUvBQM5PEiGivKlFAfz111+hp6eHu3fvwtbWNte6Zs2a4ddff8XcuXMlSkhEpJ7kOjIM9nVHm4r2+HnXVRy/9QwLjkVh96XHmOJfHvU8rKWOSERqSC1OAe/cuROzZs3KVf4AwM7ODjNmzMCOHTskSEZEVDQ4WRhhdZ/qWNK9KmzN9BHzPA09V53H8I0XEf/yjdTxiEjNqEUBfPLkCby8vN67vnz58oiLiyvERERERY8gCGhZwR5H/v+TRGQCsPvSYzSefRLrQ+9DoeBNIkT0lloUQCsrK8TExLx3fXR0NCwsONcVEZEqTA3kmNTWC7sC6qJCCXO8fJOFH3deRYclZ3D9cYrU8YhIDahFAWzevDkmTpyIjIzcH3ienp6On376CS1atJAgGRFR0VXB0Rw7A+pgkl85mOjrIvJBEvz+DMHUvdeRmp4ldTwikpDa3ARSrVo1eHh4ICAgAGXKlIEoirhx4wYWL16M9PR0rFu3TuqYRERFjo5MQJ86bmhR3h5T9lzH3itPsOJUNPZefoLJ7cqjabnc114TkeZTiwLo6OiIs2fPYsiQIZgwYYJyMlNBENC0aVP8+eefcHJykjglEVHRZWdugEXdq+Krm/H4addVPHzxGt+sDUPTcraY3NYLDsUMpY5IRIVILQogALi5uWH//v148eIF7ty5AwAoVaoUr/0jIspHDcvY4HDJBlhw7A5WBN/D4etPcToqAaOblkbv2q6Q66jFlUFEVMDU7k968eLFUaNGDdSoUYPlj4ioABjq6WBcizLYO7weqrkUR1pGNn7bewMt55/CydvPpI5HRIVA7QogEREVDk87U2wZ6IPpHSvAwlgPUfGv0Hv1efQLvIB7/Eg5Io3GAkhEpMVkMgGdqzvj+BhfDKjrBl2ZgGM349FsbjB+23Mdya8zpY5IRAWABZCIiGBuKMePbcrh4Kj6aFTGBlkKEStDotFw1gkEnYtFNieRJtIoLIBERKTkbm2C1X2qI7BvdbhbGyMxNQM/7LiCNgtDcPbuc6njEVE+0dgCOG3aNFSvXh2mpqawsbGBv78/bt26lWu7s2fPolGjRjA2NoaZmRnq16+P169fS5CYiEh9+Hra4MDI+vjFrxzMDHRx40kKuq4IxeD14XiQmCZ1PCL6QhpbAE+ePImAgACEhobi8OHDyMzMRLNmzZCamqrc5uzZs2jRogWaNWuG8+fP48KFCxg6dChkMo0dFiIilcl1ZOhbxw0nxjZEz1oukAnA/qtxaDznJGYevMlPEyEqwtRmHsD8duDAgRzfBwYGwsbGBuHh4ahfvz4AYNSoURg+fDjGjx+v3M7T07NQcxIRqTsLYz1M8S+P7rWcMWXPdZyOeo5Fx+/i77CH+L5FGfiVt5E6IhF9Io0tgP+VnJwMAMq5BePj43Hu3Dl0794dtWvXxt27d1GmTBlMnToVdevWzXMf6enpSE9PV36fkvL2Q9UzMzORmZm/d8q9219+71cTcaxUx7FSHccqN3dLQ6zpVRVHbz7DtAO3EJv4GmP+voS/TpuisQXHShV8X6muIMeK4w8I4rvPXdNgCoUCbdu2RVJSEkJCQgAAoaGh8PHxgYWFBWbNmoXKlStj7dq1WLx4Ma5evQoPD49c+5k0aRImT56ca3lQUBCMjIwK/OcgIlIXWQrg5BMBBx/JkJ4tAAC8rRRo66xAMX2JwxF9RFpaGrp164bk5GSYmZlJHUcSWlEABw8ejP379yMkJASOjo4AgDNnzqBOnTqYMGECfv/9d+W2FStWROvWrTFt2rRc+8nrCKCTkxMSEhLy/Q2UmZmJw4cPo2nTppDL5fm6b03DsVIdx0p1HCvVPHuZjlmHbmNH5GOIEGAol+Gbem4YUMcVhno6UsdTO3xfqa4gxyolJQVWVlZaXQA1/hTw0KFDsWfPHgQHByvLHwDY29sDAMqVK5dj+7JlyyI2NjbPfenr60NfP/c/beVyeYH9QS7IfWsajpXqOFaq41h9mIOFHNM7VkDJ7Ac4kWKFsPtJWHDsLrZFPMb4lmXQpqI9BEGQOqba4ftKdQUxVhx7Db4LWBRFDB06FDt27MCxY8fg5uaWY72rqyscHBxyTQ1z+/ZtuLi4FGZUIqIiz8kECOpfHQu7VkGJYoZ4lPQawzZexNfLzuLqo2Sp4xHRf2jsEcCAgAAEBQVh165dMDU1RVxcHADA3NwchoaGEAQBY8eOxS+//IJKlSqhcuXK+Ouvv3Dz5k1s3bpV4vREREWPIAjwq+SApuVssTz4HhafiMKFmBfw+zMEnbwdMaa5J2xMDaSOSUTQ4AK4ZMkSAICvr2+O5WvWrEGfPn0AACNHjsSbN28watQoJCYmolKlSjh8+DDc3d0LOS0RkeYwkOtgeGMPdKrmiOn7b2Jn5GNsCXuIfVfiENCwFPrVdYW+Lq8PJJKSxhZAVe9tGT9+fI55AImIKH/YmxtiXpcq6Onjil//uYZLD5Mx/cBNbDwfix9alUVzL1teH0gkEY29BpCIiNSDt0tx7BhSB7M7VYKNqT5iE9MwaH04uq04hxtPUqSOR6SVWACJiKjAyWQCOno74vgYXwxrVAr6ujKcvfccrRecwoTtV/D8VfrHd0JE+YYFkIiICo2xvi6+a+aJo981QOuK9lCIwMbzsfCdeQIrgu8hI0shdUQircACSEREhc6xuBEWdauKLQN9UL6EGV6mZ2HqvhtoPi8YR64/Vfk6biL6PCyAREQkmRpuFtgVUBczOlaElYk+ohNSMWBtGHqtPo/bT19KHY9IY7EAEhGRpHRkAr6u7oQTY30x2NcdejoynLqTgJbzT+HnXVfxIjVD6ohEGocFkIiI1IKJvi7GtSiDI6MboIWXHbIVItaevY8GM49jdUg0MrN5fSBRfmEBJCIiteJsaYSlPb0R9E1NlLEzRcqbLPy65zpazAvG8VvxUscj0ggsgEREpJZqu1th7/B6+L19BVga6+Hus1T0XXMBfdacR1T8K6njERVpLIBERKS2dGQCutV0xvGxvvimnhvkOgJO3HqGFvOCMfmfa0hOy5Q6IlGRxAJIRERqz8xAjomty+HQqAZoUtYWWQoRa07HoMGs41h7NgZZvD6Q6JOwABIRUZHhZmWMlb2rYV3/Gihta4KktEz8vOsams0Lxq7IR8hWcP5AIlWwABIRUZFTz8Ma+4bXw5R2XihuJMe9Z6kYsSkSLecHY9+VJ1CwCBJ9EAsgEREVSbo6MvT0cUXw9w0xpllpmBno4vbTVxiyIQKtFpzCwWtx/EQRovdgASQioiLN1ECOoY08cGpcI4xo7AFTfV3cjHuJgevC4fdnCI7d5EfLEf0XCyAREWkEc0M5RjUtjVPjGmJow1Iw1tPB1Ucp6BcYBv/FZ3Dy9jMWQaL/xwJIREQapZiRHsY098SpcY0wsEFJGMp1cOlBEnqvPo9OS8/iTFQCiyBpPRZAIiLSSBbGepjQsiyCv2+IAXXdoK8rQ9j9F+i28hy6LA/FuXvPpY5IJBkWQCIi0mjWpvr4sU05nPq+IfrUdoWejgznohPReXkoeqw8h/D7iVJHJCp0LIBERKQVbMwMMKmtF05+74setZwh1xEQEpWAjkvOovfq84h8kCR1RKJCwwJIRERaxd7cEL/5V8DxMb7oWsMJujIBJ28/g/+i0+gfeAFXHyVLHZGowLEAEhGRVnIsboRpHSri2He++MrbETIBOHozHm0WhmDgujDceJIidUSiAsMCSEREWs3Z0gizOlXCkdEN4F/ZAYIAHLz2FC3nn0LAhgjcefpS6ohE+Y4FkIiICEBJaxPM61IFh0fVR5uK9hAEYO+VJ2g2LxgjN11EdEKq1BGJ8g0LIBER0b+UsjHFn92qYv+IemhZ3g6iCOyMfIwmc05i3NbLePgiTeqIRF+MBZCIiCgPZezMsKSHN/YMq4vGZWyQrRCxOewBGs46gZ93XcXTlDdSRyT6bCyAREREH1C+hDlW9amO7UNqo24pK2Rmi1h79j7qzziOqXuv4/mrdKkjEn0yFkAiIiIVVHUujvUDamLjN7VQzaU40rMUWHEqGvVmHMesg7eQnJYpdUQilbEAEhERfQIfd0v8PcgHgX2ro0IJc6RlZOPP41GoN+MY/jx2B6/Ss6SOSPRRLIBERESfSBAE+HraYPfQOljawxulbU2Q8iYLsw7dRv0Zx7Ei+B7eZGZLHZPovVgAiYiIPpMgCGhR3g77R9TH/C6V4WZljMTUDEzddwP1ZxzH2rMxSM9iEST1wwJIRET0hXRkAtpVLoHDo+pjxlcVUaKYIeJfpuPnXdfQaNZJbL4Qi6xshdQxiZRYAImIiPKJro4MX1dzwvExvpjiXx62Zvp4lPQa47ZdQZM5J7Hr0hMoRKlTEgG6UgcgIiLSNHq6MvSs5YJO3o5YH3ofi0/cRczzNIzZegV2hjrQdX2KNpVKQBAEqaOSluIRQCIiogJiINfBgHolcer7hhjb3BNmBrqIey1g2KZLaLMwBMdvxkMUeUiQCh8LIBERUQEz1tdFQMNSOD66HpqXUMBYTwfXHqegb+AFdFxyBidusQhS4WIBJCIiKiRmhnK0clbg2Oh6GFi/JAzkMkTEJqHPmgvwX3Qah68/ZRGkQsECSEREVMgsjPUwoVVZBI9tiP513WAgl+HSw2R8szYMrRaEYN+VJ1DwbhEqQCyAREREErExM8BPbcohZFwjDGrgDmM9Hdx4koIhGyLQYn4wdkU+QjaLIBUAFkAiIiKJWZnoY3zLMggZ1wjDG5WCqYEubj99hRGbItF0zklsDX+ITM4jSPmIBZCIiEhNFDfWw+hmnggZ1wijm5ZGMSM57iWkYszfl9Bo9glsPB+LjCwWQfpyLIBERERqxtxQjuGNPRAyrhHGtSgDS2M9PEh8jQnbr8B35nGsOxvDzxqmL8ICSEREpKZM9HUx2Ncdp8Y1xI+ty8LGVB+Pk9/gp13XUH/GcawKicbrDBZB+nQsgERERGrOSE8XA+qVRPD3DfFrOy84mBsg/mU6puy5jnozjmHpybt4lZ4ldUwqQlgAiYiIiggDuQ56+bjixNiGmNahApwsDJHwKgN/7L+JutOPYeHRO0h5kyl1TCoCWACJiIiKGD1dGbrWcMax73wxq1MllLQyRlJaJmYfvo06fxzDnEO3kJSWIXVMUmMaWwCnTZuG6tWrw9TUFDY2NvD398etW7fy3FYURbRs2RKCIGDnzp2FG5SIiOgzyXVk+MrbEYdHN8D8LpXhYWOCl2+ysOBYFOr8cQzTD9xEwqt0qWOSGtLYAnjy5EkEBAQgNDQUhw8fRmZmJpo1a4bU1NRc286bNw+CIEiQkoiI6MvpyAS0q1wCB0fWx5LuVVHW3gypGdlYcuIu6k4/hkm7r+Fx0mupY5Ia0ZU6QEE5cOBAju8DAwNhY2OD8PBw1K9fX7k8MjISs2fPRlhYGOzt7Qs7JhERUb6RyQS0rGCPFuXtcPRGPBYeu4NLD5MReCYGG87dR/sqJTCogTtKWptIHZUkprEF8L+Sk5MBABYWFsplaWlp6NatGxYtWgQ7OzupohEREeUrQRDQpJwtGpe1wemo51h8Igpn7j7HlrCH+Dv8IVqVt8dgX3eUL2EudVSSiFYUQIVCgZEjR6JOnTooX768cvmoUaNQu3ZttGvXTqX9pKenIz39f9dSpKSkAAAyMzORmZm/d129219+71cTcaxUx7FSHcdKdRwr1UkxVjVdzVGzjzcuPkjCsuBoHL35DHuvPMHeK09Q38MSg+qXRHXX4oWWR1UFOVZ8rwKCKIoa/ynTgwcPxv79+xESEgJHR0cAwO7du/Hdd9/h4sWLMDF5eyhcEATs2LED/v7+ee5n0qRJmDx5cq7lQUFBMDIyKrD8RERE+eVxGnDkkQwRCQJEvL3+3c1URNMSCpQrJkIbLol/dwYwOTkZZmZmUseRhMYXwKFDh2LXrl0IDg6Gm5ubcvnIkSOxYMECyGT/uw8mOzsbMpkM9erVw4kTJ3LtK68jgE5OTkhISMj3N1BmZiYOHz6Mpk2bQi6X5+u+NQ3HSnUcK9VxrFTHsVKdOo1VbGIaVobEYGvEI2Rmv60CZexMMai+G1p42UJHJm0TLMixSklJgZWVlVYXQI09BSyKIoYNG4YdO3bgxIkTOcofAIwfPx4DBgzIsaxChQqYO3cu/Pz88tynvr4+9PX1cy2Xy+UF9ge5IPetaThWquNYqY5jpTqOlerUYazcbc0xrWMljGrqiVUh0Vgfeh83415i5JbLcLU0wqAG7mhftQT0dXUkzVkQYyX12KsDjS2AAQEBCAoKwq5du2Bqaoq4uDgAgLm5OQwNDWFnZ5fnjR/Ozs65yiIREZGmsjEzwIRWZTHY1x1/nbmPNWeiEfM8DeO3X8G8I3cwoJ4butV0hpGexlYGraSx8wAuWbIEycnJ8PX1hb29vfJr8+bNUkcjIiJSO8WM9DCiiQdOj2uEH1uXhZ2ZAeJS3uC3vTdQ549jmH/kDj9dRINobJ3/nEsbNfxySCIioo8y1tfFgHol0dPHBTsiHmHJybu4/zwNc4/cxvLgu+hRywX967rBxsxA6qj0BTT2CCARERF9Pn1dHXSp4YyjoxtgQdcqKGNnitSMbCwLvoe6M45j4o4riH2eJnVM+kwaewSQiIiIvpyujgxtKznAr6I9jt+Kx6LjdxF+/wU2nIvFpgsP0KK8HfrVcUVV5+L8WNUihAWQiIiIPkoQBDQqY4uGnjY4H52IRSfuIvj2M+y9/AR7Lz9BRUdz9K3jilYV7CW/c5g+jgWQiIiIVCYIAmqWtETNkpa4/jgFa05HY9elx7j8MBmjNl/C1L030aOWM7rXdIG1ae6p00g98BpAIiIi+izlHMwws1MlnB3fCGOalYatmT4SXqVj3pE7qPPHMYzeHIkrD5Oljkl54BFAIiIi+iKWJvoY2sgDAxu4Y//VOKw5HY2LsUnYfvERtl98BG+X4uhbxxXNvewg1+GxJ3XAAkhERET5Qv7/N4y0reSAyAdJCDwdjb1XniD8/guE338Be3MD9Kjlgq41nGFhrCd1XK3GGk5ERET5rrJTMczrUgWnxzXC8MYesDLRw5PkN5h58BZ8ph3FuK2XcTMuReqYWosFkIiIiAqMjZkBRjctjdPjG2FWp0rwcjBDepYCm8MeoMW8U+i6PBQHr8UhW8EPYyhMPAVMREREBU5fVwdfeTuiY9USCLv/AoGnY3DgWhzO3nuOs/eew7G4IXr7uOLr6k4wN5RLHVfjsQASERFRoREEAdVdLVDd1QKPkl5j3dn72HQhFg9fvMbUfTcw98htdKzqiO41HKWOqtFYAImIiEgSJYoZYnzLMhjR2AM7Ix9hzelo3H76CutC72Nd6H2UMZfB3PM5fMvYSR1V4/AaQCIiIpKUoZ4OutZwxsGR9RE0oCaalLWFIAA3k2U4dSdB6ngaiUcAiYiISC0IgoDapaxQu5QV7j5NxpRNwehR01nqWBqJRwCJiIhI7ThbGKG9qwKOxQ2ljqKRWACJiIiItAwLIBEREZGWYQEkIiIi0jIsgERERERahgWQiIiISMuwABIRERFpGRZAIiIiIi3DAkhERESkZVgAiYiIiLQMCyARERGRlmEBJCIiItIyLIBEREREWoYFkIiIiEjL6EodoCgTRREAkJKSku/7zszMRFpaGlJSUiCXy/N9/5qEY6U6jpXqOFaq41ipjmOluoIcq3d/b7/7e1wbsQB+gZcvXwIAnJycJE5CREREn+rly5cwNzeXOoYkBFGb6+8XUigUePz4MUxNTSEIQr7uOyUlBU5OTnjw4AHMzMzydd+ahmOlOo6V6jhWquNYqY5jpbqCHCtRFPHy5Us4ODhAJtPOq+F4BPALyGQyODo6FuhzmJmZ8ZeEijhWquNYqY5jpTqOleo4VqorqLHS1iN/72hn7SUiIiLSYiyARERERFqGBVBN6evr45dffoG+vr7UUdQex0p1HCvVcaxUx7FSHcdKdRyrgsWbQIiIiIi0DI8AEhEREWkZFkAiIiIiLcMCSERERKRlWACJiIiItAwLoBrJzs7GTz/9BDc3NxgaGsLd3R1TpkzR6s8qfCc4OBh+fn5wcHCAIAjYuXNnjvWiKOLnn3+Gvb09DA0N0aRJE9y5c0easGrgQ+OVmZmJcePGoUKFCjA2NoaDgwN69eqFx48fSxdYQh97b/3boEGDIAgC5s2bV2j51IkqY3Xjxg20bdsW5ubmMDY2RvXq1REbG1v4YSX2sbF69eoVhg4dCkdHRxgaGqJcuXJYunSpNGElNm3aNFSvXh2mpqawsbGBv78/bt26lWObN2/eICAgAJaWljAxMUHHjh3x9OlTiRJrBhZANTJ9+nQsWbIEf/75J27cuIHp06djxowZWLhwodTRJJeamopKlSph0aJFea6fMWMGFixYgKVLl+LcuXMwNjZG8+bN8ebNm0JOqh4+NF5paWmIiIjATz/9hIiICGzfvh23bt1C27ZtJUgqvY+9t97ZsWMHQkND4eDgUEjJ1M/Hxuru3buoW7cuypQpgxMnTuDy5cv46aefYGBgUMhJpfexsRo9ejQOHDiA9evX48aNGxg5ciSGDh2K3bt3F3JS6Z08eRIBAQEIDQ3F4cOHkZmZiWbNmiE1NVW5zahRo/DPP//g77//xsmTJ/H48WN06NBBwtQaQCS10bp1a7Ffv345lnXo0EHs3r27RInUEwBxx44dyu8VCoVoZ2cnzpw5U7ksKSlJ1NfXFzdu3ChBQvXy3/HKy/nz50UA4v379wsnlJp631g9fPhQLFGihHj16lXRxcVFnDt3bqFnUzd5jVXnzp3FHj16SBNIjeU1Vl5eXuKvv/6aY1nVqlXFiRMnFmIy9RQfHy8CEE+ePCmK4tvf53K5XPz777+V29y4cUMEIJ49e1aqmEUejwCqkdq1a+Po0aO4ffs2AODSpUsICQlBy5YtJU6m3qKjoxEXF4cmTZool5mbm6NmzZo4e/ashMmKjuTkZAiCgGLFikkdRe0oFAr07NkTY8eOhZeXl9Rx1JZCocDevXtRunRpNG/eHDY2NqhZs+YHT6lrs9q1a2P37t149OgRRFHE8ePHcfv2bTRr1kzqaJJLTk4GAFhYWAAAwsPDkZmZmeN3fJkyZeDs7Mzf8V+ABVCNjB8/Hl26dEGZMmUgl8tRpUoVjBw5Et27d5c6mlqLi4sDANja2uZYbmtrq1xH7/fmzRuMGzcOXbt25YfT52H69OnQ1dXF8OHDpY6i1uLj4/Hq1Sv88ccfaNGiBQ4dOoT27dujQ4cOOHnypNTx1M7ChQtRrlw5ODo6Qk9PDy1atMCiRYtQv359qaNJSqFQYOTIkahTpw7Kly8P4O3veD09vVz/QOXv+C+jK3UA+p8tW7Zgw4YNCAoKgpeXFyIjIzFy5Eg4ODigd+/eUscjDZSZmYmvv/4aoihiyZIlUsdRO+Hh4Zg/fz4iIiIgCILUcdSaQqEAALRr1w6jRo0CAFSuXBlnzpzB0qVL0aBBAynjqZ2FCxciNDQUu3fvhouLC4KDgxEQEAAHB4ccR7q0TUBAAK5evYqQkBCpo2g8FkA1MnbsWOVRQACoUKEC7t+/j2nTprEAfoCdnR0A4OnTp7C3t1cuf/r0KSpXrixRKvX3rvzdv38fx44d49G/PJw6dQrx8fFwdnZWLsvOzsZ3332HefPmISYmRrpwasbKygq6urooV65cjuVly5blX+b/8fr1a/zwww/YsWMHWrduDQCoWLEiIiMjMWvWLK0tgEOHDsWePXsQHBwMR0dH5XI7OztkZGQgKSkpx1HAp0+fKn//06fjKWA1kpaWBpks50uio6Oj/Jc15c3NzQ12dnY4evSocllKSgrOnTsHHx8fCZOpr3fl786dOzhy5AgsLS2ljqSWevbsicuXLyMyMlL55eDggLFjx+LgwYNSx1Mrenp6qF69eq7pO27fvg0XFxeJUqmnzMxMZGZm8vf9/xNFEUOHDsWOHTtw7NgxuLm55Vjv7e0NuVye43f8rVu3EBsby9/xX4BHANWIn58fpk6dCmdnZ3h5eeHixYuYM2cO+vXrJ3U0yb169QpRUVHK76OjoxEZGQkLCws4Oztj5MiR+O233+Dh4QE3Nzf89NNPcHBwgL+/v3ShJfSh8bK3t8dXX32FiIgI7NmzB9nZ2crraCwsLKCnpydVbEl87L3133Isl8thZ2cHT0/Pwo4quY+N1dixY9G5c2fUr18fDRs2xIEDB/DPP//gxIkT0oWWyMfGqkGDBhg7diwMDQ3h4uKCkydPYu3atZgzZ46EqaUREBCAoKAg7Nq1C6ampsrfR+bm5jA0NIS5uTn69++P0aNHw8LCAmZmZhg2bBh8fHxQq1YtidMXYRLfhUz/kpKSIo4YMUJ0dnYWDQwMxJIlS4oTJ04U09PTpY4muePHj4sAcn317t1bFMW3U8H89NNPoq2traivry82btxYvHXrlrShJfSh8YqOjs5zHQDx+PHjUkcvdB97b/2XNk8Do8pYrVq1SixVqpRoYGAgVqpUSdy5c6d0gSX0sbF68uSJ2KdPH9HBwUE0MDAQPT09xdmzZ4sKhULa4BJ43++jNWvWKLd5/fq1OGTIELF48eKikZGR2L59e/HJkyfShdYAgijyYyaIiIiItAmvASQiIiLSMiyARERERFqGBZCIiIhIy7AAEhEREWkZFkAiIiIiLcMCSERERKRlWACJiIiItAwLIBHRZ6pfvz6CgoLydZ8JCQmwsbHBw4cP83W/RET/xgJIRGqpT58+EAQBgwYNyrUuICAAgiCgT58+hR/s/+3evRtPnz5Fly5dlMtcXV0xb9485feiKGLMmDEwMzNT+ePQrKys0KtXL/zyyy/5nJiI6H9YAIlIbTk5OWHTpk14/fq1ctmbN28QFBQEZ2dnCZMBCxYsQN++fSGT5f1rNDs7G/3798fatWtx/Phx+Pr6qrzvvn37YsOGDUhMTMyntEREObEAEpHaqlq1KpycnLB9+3blsu3bt8PZ2RlVqlTJse2BAwdQt25dFCtWDJaWlmjTpg3u3r2rXJ+RkYGhQ4fC3t4eBgYGcHFxwbRp0wC8PVI3adIkODs7Q19fHw4ODhg+fPh7cz179gzHjh2Dn59fnuvT09PRqVMnHDlyBKdOnYK3t7dy3c2bN1G3bl0YGBigXLlyOHLkCARBwM6dO5XbeHl5wcHBATt27Pik8SIiUhULIBGptX79+mHNmjXK71evXo2+ffvm2i41NRWjR49GWFgYjh49CplMhvbt20OhUAB4e8Ru9+7d2LJlC27duoUNGzbA1dUVALBt2zbMnTsXy5Ytw507d7Bz505UqFDhvZlCQkJgZGSEsmXL5lr36tUrtG7dGtevX8fp06fh6empXJednQ1/f38YGRnh3LlzWL58OSZOnJjnc9SoUQOnTp1SaYyIiD6VrtQBiIg+pEePHpgwYQLu378PADh9+jQ2bdqU65q6jh075vh+9erVsLa2xvXr11G+fHnExsbCw8MDdevWhSAIcHFxUW4bGxsLOzs7NGnSBHK5HM7OzqhRo8Z7M92/fx+2trZ5nv6dMmUKTE1NcePGDVhbW+dYd/jwYdy9excnTpyAnZ0dAGDq1Klo2rRprv04ODjg4sWLHx4cIqLPxCOARKTWrK2t0bp1awQGBmLNmjVo3bo1rKyscm13584ddO3aFSVLloSZmZny6F5sbCyAtzeVREZGwtPTE8OHD8ehQ4eUj+3UqRNev36NkiVL4ptvvsGOHTuQlZX13kyvX7+GgYFBnuuaNWuG1NRU/P7777nW3bp1C05OTsryB+C9RdPQ0BBpaWnvzUBE9CVYAIlI7fXr1w+BgYH466+/0K9fvzy38fPzQ2JiIlasWIFz587h3LlzAN5e+we8vZ4wOjoaU6ZMwevXr/H111/jq6++AvD2ZpNbt25h8eLFMDQ0xJAhQ1C/fn1kZmbm+VxWVlZ48eJFnusaN26MXbt2YenSpRgxYsRn/8yJiYm5jiASEeUXFkAiUnstWrRARkYGMjMz0bx581zrnz9/jlu3buHHH39E48aNUbZs2TwLmpmZGTp37owVK1Zg8+bN2LZtm/JOW0NDQ/j5+WHBggU4ceIEzp49iytXruSZp0qVKoiLi3tvCWzWrBn++ecfrFixIsfNJJ6ennjw4AGePn2qXHbhwoU893H16tVcN7oQEeUXXgNIRGpPR0cHN27cUP7/fxUvXhyWlpZYvnw57O3tERsbi/Hjx+fYZs6cObC3t0eVKlUgk8nw999/w87ODsWKFUNgYCCys7NRs2ZNGBkZYf369TA0NMxxneC/ValSBVZWVjh9+jTatGmT5zZNmjTBnj174OfnB4VCgT///BNNmzaFu7s7evfujRkzZuDly5f48ccfAQCCICgfm5aWhvDw8DxPIxMR5QceASSiIsHMzAxmZmZ5rpPJZNi0aRPCw8NRvnx5jBo1CjNnzsyxjampKWbMmIFq1aqhevXqiImJwb59+yCTyVCsWDGsWLECderUQcWKFXHkyBH8888/sLS0zPP5dHR0lHP1fUijRo2wd+9eBAYGIiAgADKZDDt37sSrV69QvXp1DBgwQHkX8L+vKdy1axecnZ1Rr169TxkiIiKVCaIoilKHICIqauLi4uDl5YWIiIj3HilUxenTp1G3bl1ERUXB3d0dAFCrVi0MHz4c3bp1y6+4REQ58BQwEdFnsLOzw6pVqxAbG/tJBXDHjh0wMTGBh4cHoqKiMGLECNSpU0dZ/hISEtChQwd07dq1oKITEfEIIBFRYVq7di1+++03xMbGwsrKCk2aNMHs2bPfe7qZiKggsAASERERaRneBEJERESkZVgAiYiIiLQMCyARERGRlmEBJCIiItIyLIBEREREWoYFkIiIiEjLsAASERERaRkWQCIiIiItwwJIREREpGX+D+vB2ItUkC0PAAAAAElFTkSuQmCC", - "text/html": [ - "\n", - "
\n", - "
\n", - " Figure\n", - "
\n", - " \n", - "
\n", - " " - ], - "text/plain": [ - "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "def speed(mass):\n", - " # Prepare Environment\n", - " Env = Environment(\n", - " railLength=5.2,\n", - " latitude=32.990254,\n", - " longitude=-106.974998,\n", - " elevation=1400,\n", - " date=(2018, 6, 20, 18),\n", - " )\n", - "\n", - " Env.setAtmosphericModel(type=\"CustomAtmosphere\", wind_v=-5)\n", - "\n", - " # Prepare Motor\n", - " Pro75M1670 = SolidMotor(\n", - " thrustSource=\"../../data/motors/Cesaroni_M1670.eng\",\n", - " burnOut=3.9,\n", - " grainNumber=5,\n", - " grainSeparation=5 / 1000,\n", - " grainDensity=1815,\n", - " grainOuterRadius=33 / 1000,\n", - " grainInitialInnerRadius=15 / 1000,\n", - " grainInitialHeight=120 / 1000,\n", - " nozzleRadius=33 / 1000,\n", - " throatRadius=11 / 1000,\n", - " interpolationMethod=\"linear\",\n", - " )\n", - "\n", - " # Prepare Rocket\n", - " Calisto = Rocket(\n", - " motor=Pro75M1670,\n", - " radius=127 / 2000,\n", - " mass=mass,\n", - " inertiaI=6.60,\n", - " inertiaZ=0.0351,\n", - " distanceRocketNozzle=-1.255,\n", - " distanceRocketPropellant=-0.85704,\n", - " powerOffDrag=\"../../data/calisto/powerOffDragCurve.csv\",\n", - " powerOnDrag=\"../../data/calisto/powerOnDragCurve.csv\",\n", - " )\n", - "\n", - " Calisto.setRailButtons([0.2, -0.5])\n", - " Nose = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", - " FinSet = Calisto.addFins(\n", - " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", - " )\n", - " Tail = Calisto.addTail(\n", - " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", - " )\n", - "\n", - " # Simulate Flight until Apogee\n", - " TestFlight = Flight(\n", - " rocket=Calisto,\n", - " environment=Env,\n", - " inclination=85,\n", - " heading=0,\n", - " terminateOnApogee=True,\n", - " )\n", - " return TestFlight.outOfRailVelocity\n", - "\n", - "\n", - "speedbymass = Function(speed, inputs=\"Mass (kg)\", outputs=\"Out of Rail Speed (m/s)\")\n", - "speedbymass.plot(8, 20, 20)" - ] - } - ], - "metadata": { - "hide_input": false, - "kernelspec": { - "display_name": "Python 3.9.13 64-bit (windows store)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.13" - }, - "vscode": { - "interpreter": { - "hash": "93f6290226dddf722ba35706e62588f4a9ddb272500263b6037e08deb4614b39" - } - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/getting_started.ipynb b/getting_started.ipynb new file mode 100644 index 000000000..9932a0e62 --- /dev/null +++ b/getting_started.ipynb @@ -0,0 +1,1037 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Getting Started" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Here we go through a simplified rocket trajectory simulation to get you started. Let's start by importing the rocketpy module." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The autoreload extension is already loaded. To reload it, use:\n", + " %reload_ext autoreload\n" + ] + } + ], + "source": [ + "%load_ext autoreload\n", + "%autoreload 2" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "from rocketpy import Environment, SolidMotor, Rocket, Flight" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If you are using Jupyter Notebooks, it is recommended to run the following line to make matplotlib plots which will be shown later interactive and higher quality." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib widget" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Setting Up a Simulation" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating an Environment for Spaceport America" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "Env = Environment(\n", + " railLength=5.2, latitude=32.990254, longitude=-106.974998, elevation=1400\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To get weather data from the GFS forecast, available online, we run the following lines.\n", + "\n", + "First, we set tomorrow's date." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "import datetime\n", + "\n", + "tomorrow = datetime.date.today() + datetime.timedelta(days=1)\n", + "\n", + "Env.setDate((tomorrow.year, tomorrow.month, tomorrow.day, 12)) # Hour given in UTC time" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Then, we tell Env to use a GFS forecast to get the atmospheric conditions for flight.\n", + "\n", + "Don't mind the warning, it just means that not all variables, such as wind speed or atmospheric temperature, are available at all altitudes given by the forecast." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "Env.setAtmosphericModel(type=\"Forecast\", file=\"GFS\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can see what the weather will look like by calling the info method!" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Launch Site Details\n", + "\n", + "Launch Rail Length: 5.2 m\n", + "Launch Date: 2022-08-30 12:00:00 UTC\n", + "Launch Site Latitude: 32.99025°\n", + "Launch Site Longitude: -106.97500°\n", + "Reference Datum: SIRGAS2000\n", + "Launch Site UTM coordinates: 315468.64 W 3651938.65 N\n", + "Launch Site UTM zone: 13S\n", + "Launch Site Surface Elevation: 1471.5 m\n", + "\n", + "\n", + "Atmospheric Model Details\n", + "\n", + "Atmospheric Model Type: Forecast\n", + "Forecast Maximum Height: 79.815 km\n", + "Forecast Time Period: From 2022-08-28 00:00:00 to 2022-09-13 00:00:00 UTC\n", + "Forecast Hour Interval: 3 hrs\n", + "Forecast Latitude Range: From -90.0 ° To 90.0 °\n", + "Forecast Longitude Range: From 0.0 ° To 359.75 °\n", + "\n", + "\n", + "Surface Atmospheric Conditions\n", + "\n", + "Surface Wind Speed: 4.33 m/s\n", + "Surface Wind Direction: 24.89°\n", + "Surface Wind Heading: 204.89°\n", + "Surface Pressure: 855.09 hPa\n", + "Surface Temperature: 295.00 K\n", + "Surface Air Density: 1.010 kg/m³\n", + "Surface Speed of Sound: 344.32 m/s\n", + "\n", + "\n", + "Atmospheric Model Plots\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "7a2957d31f1f40e1806a0e6f8751cc6d", + "version_major": 2, + "version_minor": 0 + }, + "image/png": "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", + "text/html": [ + "\n", + "
\n", + "
\n", + " Figure\n", + "
\n", + " \n", + "
\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Env.info()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating a Motor\n", + "\n", + "A solid rocket motor is used in this case. To create a motor, the SolidMotor class is used and the required arguments are given.\n", + "\n", + "The SolidMotor class requires the user to have a thrust curve ready. This can come either from a .eng file for a commercial motor, such as below, or a .csv file from a static test measurement.\n", + "\n", + "Besides the thrust curve, other parameters such as grain properties and nozzle dimensions must also be given." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "Pro75M1670 = SolidMotor(\n", + " thrustSource=\"data/motors/Cesaroni_M1670.eng\",\n", + " burnOut=3.9,\n", + " grainNumber=5,\n", + " grainSeparation=5 / 1000,\n", + " grainDensity=1815,\n", + " grainOuterRadius=33 / 1000,\n", + " grainInitialInnerRadius=15 / 1000,\n", + " grainInitialHeight=120 / 1000,\n", + " nozzleRadius=33 / 1000,\n", + " throatRadius=11 / 1000,\n", + " interpolationMethod=\"linear\",\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "To see what our thrust curve looks like, along with other import properties, we invoke the info method yet again. You may try the allInfo method if you want more information all at once!" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Motor Details\n", + "Total Burning Time: 3.9 s\n", + "Total Propellant Mass: 2.956 kg\n", + "Propellant Exhaust Velocity: 2038.745 m/s\n", + "Average Thrust: 1545.218 N\n", + "Maximum Thrust: 2200.0 N at 0.15 s after ignition.\n", + "Total Impulse: 6026.350 Ns\n", + "\n", + "Plots\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "17d205efe5ae4d4b8b6de2fde419373f", + "version_major": 2, + "version_minor": 0 + }, + "image/png": "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", + "text/html": [ + "\n", + "
\n", + "
\n", + " Figure\n", + "
\n", + " \n", + "
\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "Pro75M1670.info()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Creating a Rocket" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "A rocket is composed of several components. Namely, we must have a motor (good thing we have the Pro75M1670 ready), a couple of aerodynamic surfaces (nose cone, fins and tail) and parachutes (if we are not launching a missile).\n", + "\n", + "Let's start by initializing our rocket, named Calisto, supplying it with the Pro75M1670 engine, entering its inertia properties, some dimensions and also its drag curves." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "Calisto = Rocket(\n", + " motor=Pro75M1670,\n", + " radius=127 / 2000,\n", + " mass=19.197 - 2.956,\n", + " inertiaI=6.60,\n", + " inertiaZ=0.0351,\n", + " distanceRocketNozzle=-1.255,\n", + " distanceRocketPropellant=-0.85704,\n", + " powerOffDrag=\"data/calisto/powerOffDragCurve.csv\",\n", + " powerOnDrag=\"data/calisto/powerOnDragCurve.csv\",\n", + ")\n", + "\n", + "Calisto.setRailButtons([0.2, -0.5])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Adding Aerodynamic Surfaces" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now we define the aerodynamic surfaces. They are really straight forward." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [], + "source": [ + "NoseCone = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", + "\n", + "FinSet = Calisto.addFins(\n", + " 4, span=0.100, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", + ")\n", + "\n", + "Tail = Calisto.addTail(\n", + " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Adding Parachutes" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Finally, we have parachutes! Calisto will have two parachutes, Drogue and Main.\n", + "\n", + "Both parachutes are activated by some special algorithm, which is usually really complex and a trade secret. Most algorithms are based on pressure sampling only, while some also use acceleration info.\n", + "\n", + "RocketPy allows you to define a trigger function which will decide when to activate the ejection event for each parachute. This trigger function is supplied with pressure measurement at a predefined sampling rate. This pressure signal is usually noisy, so artificial noise parameters can be given. Call help(Rocket.addParachute) for more details. Furthermore, the trigger function also receives the complete state vector of the rocket, allowing us to use velocity, acceleration or even attitude to decide when the parachute event should be triggered.\n", + "\n", + "Here, we define our trigger functions rather simply using Python. However, you can call the exact code which will fly inside your rocket as well." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [], + "source": [ + "def drogueTrigger(p, y):\n", + " # p = pressure\n", + " # y = [x, y, z, vx, vy, vz, e0, e1, e2, e3, w1, w2, w3]\n", + " # activate drogue when vz < 0 m/s.\n", + " return True if y[5] < 0 else False\n", + "\n", + "\n", + "def mainTrigger(p, y):\n", + " # p = pressure\n", + " # y = [x, y, z, vx, vy, vz, e0, e1, e2, e3, w1, w2, w3]\n", + " # activate main when vz < 0 m/s and z < 800 + 1400 m (+1400 due to surface elevation).\n", + " return True if y[5] < 0 and y[2] < 800 + 1400 else False\n", + "\n", + "\n", + "Main = Calisto.addParachute(\n", + " \"Main\",\n", + " CdS=10.0,\n", + " trigger=mainTrigger,\n", + " samplingRate=105,\n", + " lag=1.5,\n", + " noise=(0, 8.3, 0.5),\n", + ")\n", + "\n", + "Drogue = Calisto.addParachute(\n", + " \"Drogue\",\n", + " CdS=1.0,\n", + " trigger=drogueTrigger,\n", + " samplingRate=105,\n", + " lag=1.5,\n", + " noise=(0, 8.3, 0.5),\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Just be careful if you run this last cell multiple times! If you do so, your rocket will end up with lots of parachutes which activate together, which may cause problems during the flight simulation. We advise you to re-run all cells which define our rocket before running this, preventing unwanted old parachutes. Alternatively, you can run the following lines to remove parachutes.\n", + "\n", + "```python\n", + "Calisto.parachutes.remove(Drogue)\n", + "Calisto.parachutes.remove(Main)\n", + "```" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Simulating a Flight\n", + "\n", + "Simulating a flight trajectory is as simple as initializing a Flight class object givin the rocket and environnement set up above as inputs. The launch rail inclination and heading are also given here." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "TestFlight = Flight(rocket=Calisto, environment=Env, inclination=85, heading=0)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Analyzing the Results\n", + "\n", + "RocketPy gives you many plots, thats for sure! They are divided into sections to keep them organized. Alternatively, see the Flight class documentation to see how to get plots for specific variables only, instead of all of them at once." + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "TestFlight.postProcess()" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Fin's geometric parameters\n", + "Surface area (S): 0.0080 m2\n", + "Aspect ratio (AR): 1.250\n", + "TipChord/RootChord = λ = 0.333\n", + "Fin Thickness: 0.04000 m\n", + "\n", + "\n", + "Fin's material properties\n", + "Shear Modulus (G): 2.600e+10 Pa\n", + "\n", + "\n", + "Fin Flutter Analysis\n", + "Minimum Fin Flutter Velocity: 7101.239 m/s at 0.00 s\n", + "Minimum Fin Flutter Mach Number: 20.335 \n", + "Minimum of (Fin Flutter Mach Number - Rocket Speed): 6780.399 m/s at 3.40 s\n", + "Minimum of (Fin Flutter Mach Number - Rocket Speed): 19.497 Mach at 3.40 s\n", + "Minimum Fin Flutter Safety Factor: 24.268 at 3.40 s\n", + "Altitude of minimum Fin Flutter Safety Factor: 514.595 m (AGL)\n", + "\n", + "\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "1e156fe60273456998eac16dedd2f19b", + "version_major": 2, + "version_minor": 0 + }, + "image/png": "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", + "text/html": [ + "\n", + "
\n", + "
\n", + " Figure\n", + "
\n", + " \n", + "
\n", + " " + ], + "text/plain": [ + "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "TestFlight.calculateFinFlutterAnalysis(0.04, 26000000000, 3000)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "TestFlight.allInfo()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Export Flight Trajectory to a .kml file so it can be opened on Google Earth" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "File trajectory.kml saved with success!\n" + ] + } + ], + "source": [ + "TestFlight.exportKML(\n", + " fileName=\"trajectory.kml\",\n", + " extrude=True,\n", + " altitudeMode=\"relativetoground\",\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "ename": "TypeError", + "evalue": "'float' object is not callable", + "output_type": "error", + "traceback": [ + "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[1;31mTypeError\u001b[0m Traceback (most recent call last)", + "\u001b[1;32m~\\AppData\\Local\\Temp/ipykernel_2076/1922767628.py\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mTestFlight\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mcalculateFinFlutterAnalysis\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;36m0.04\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;36m68900000000\u001b[0m\u001b[1;33m,\u001b[0m \u001b[1;36m3000\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[1;32mc:\\Users\\aasit\\Desktop\\RocketPy-Hackathon-2022\\rocketpy\\Flight.py\u001b[0m in \u001b[0;36mcalculateFinFlutterAnalysis\u001b[1;34m(self, finThickness, shearModulus, altMaxV)\u001b[0m\n\u001b[0;32m 3197\u001b[0m \u001b[0mar\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mrocket\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mspan\u001b[0m \u001b[1;33m*\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mrocket\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mspan\u001b[0m \u001b[1;33m/\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3198\u001b[0m \u001b[0mla\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mrocket\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mtipChord\u001b[0m \u001b[1;33m/\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mrocket\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mrootChord\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m-> 3199\u001b[1;33m \u001b[0mT\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;36m59\u001b[0m \u001b[1;33m-\u001b[0m \u001b[1;33m(\u001b[0m\u001b[1;36m0.00356\u001b[0m \u001b[1;33m*\u001b[0m \u001b[0maltMaxV\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 3200\u001b[0m tempPressureforFlutter = (\n\u001b[0;32m 3201\u001b[0m \u001b[1;33m(\u001b[0m\u001b[1;36m2116\u001b[0m \u001b[1;33m/\u001b[0m \u001b[1;36m144\u001b[0m\u001b[1;33m)\u001b[0m \u001b[1;33m*\u001b[0m \u001b[1;33m(\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mT\u001b[0m \u001b[1;33m+\u001b[0m \u001b[1;36m459.7\u001b[0m\u001b[1;33m)\u001b[0m \u001b[1;33m/\u001b[0m \u001b[1;36m518.6\u001b[0m\u001b[1;33m)\u001b[0m \u001b[1;33m**\u001b[0m \u001b[1;36m5.256\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", + "\u001b[1;31mTypeError\u001b[0m: 'float' object is not callable" + ] + } + ], + "source": [] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Using Simulation for Design\n", + "\n", + "Here, we go through a couple of examples which make use of RocketPy in cool ways to help us design our rocket." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Dynamic Stability Analysis" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Ever wondered how static stability translates into dynamic stability? Different static margins result in different dynamic behavior, which also depends on the rocket's rotational inertial.\n", + "\n", + "Let's make use of RocketPy's helper class called Function to explore how the dynamic stability of Calisto varies if we change the fins span by a certain factor." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "ename": "", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[1;31mRunning cells with 'Python 3.10.3 64-bit' requires ipykernel package.\n", + "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n", + "\u001b[1;31mCommand: 'c:/Python310/python.exe -m pip install ipykernel -U --user --force-reinstall'" + ] + } + ], + "source": [ + "# Helper class\n", + "from rocketpy import Function\n", + "\n", + "# Prepare Rocket Class\n", + "Calisto = Rocket(\n", + " motor=Pro75M1670,\n", + " radius=127 / 2000,\n", + " mass=19.197 - 2.956,\n", + " inertiaI=6.60,\n", + " inertiaZ=0.0351,\n", + " distanceRocketNozzle=-1.255,\n", + " distanceRocketPropellant=-0.85704,\n", + " powerOffDrag=\"../../data/calisto/powerOffDragCurve.csv\",\n", + " powerOnDrag=\"../../data/calisto/powerOnDragCurve.csv\",\n", + ")\n", + "Calisto.setRailButtons([0.2, -0.5])\n", + "Nose = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", + "FinSet = Calisto.addFins(\n", + " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", + ")\n", + "Tail = Calisto.addTail(\n", + " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", + ")\n", + "\n", + "# Prepare Environment Class\n", + "Env = Environment(5.2, 9.8)\n", + "Env.setAtmosphericModel(type=\"CustomAtmosphere\", wind_v=-5)\n", + "\n", + "# Simulate Different Static Margins by Varying Fin Position\n", + "simulation_results = []\n", + "\n", + "for factor in [0.5, 0.7, 0.9, 1.1, 1.3]:\n", + " # Modify rocket fin set by removing previous one and adding new one\n", + " Calisto.aerodynamicSurfaces.remove(FinSet)\n", + " FinSet = Calisto.addFins(\n", + " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956 * factor\n", + " )\n", + " # Simulate\n", + " print(\n", + " \"Simulating Rocket with Static Margin of {:1.3f}->{:1.3f} c\".format(\n", + " Calisto.staticMargin(0), Calisto.staticMargin(Calisto.motor.burnOutTime)\n", + " )\n", + " )\n", + " TestFlight = Flight(\n", + " rocket=Calisto,\n", + " environment=Env,\n", + " inclination=90,\n", + " heading=0,\n", + " maxTimeStep=0.01,\n", + " maxTime=5,\n", + " terminateOnApogee=True,\n", + " verbose=True,\n", + " )\n", + " # Post process flight data\n", + " TestFlight.postProcess()\n", + " # Store Results\n", + " staticMarginAtIgnition = Calisto.staticMargin(0)\n", + " staticMarginAtOutOfRail = Calisto.staticMargin(TestFlight.outOfRailTime)\n", + " staticMarginAtSteadyState = Calisto.staticMargin(TestFlight.tFinal)\n", + " simulation_results += [\n", + " (\n", + " TestFlight.attitudeAngle,\n", + " \"{:1.2f} c | {:1.2f} c | {:1.2f} c\".format(\n", + " staticMarginAtIgnition,\n", + " staticMarginAtOutOfRail,\n", + " staticMarginAtSteadyState,\n", + " ),\n", + " )\n", + " ]\n", + "\n", + "Function.comparePlots(\n", + " simulation_results,\n", + " lower=0,\n", + " upper=1.5,\n", + " xlabel=\"Time (s)\",\n", + " ylabel=\"Attitude Angle (deg)\",\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Characteristic Frequency Calculation\n", + "\n", + "Here we analyze the characteristic frequency of oscillation of our rocket just as it leaves the launch rail. Note that when we ran TestFlight.allInfo(), one of the plots already showed us the frequency spectrum of our flight. Here, however, we have more control of what we are plotting." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "ename": "", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[1;31mRunning cells with 'Python 3.10.3 64-bit' requires ipykernel package.\n", + "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n", + "\u001b[1;31mCommand: 'c:/Python310/python.exe -m pip install ipykernel -U --user --force-reinstall'" + ] + } + ], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "\n", + "Env = Environment(\n", + " railLength=5.2, latitude=32.990254, longitude=-106.974998, elevation=1400\n", + ")\n", + "\n", + "Env.setAtmosphericModel(type=\"CustomAtmosphere\", wind_v=-5)\n", + "\n", + "# Prepare Motor\n", + "Pro75M1670 = SolidMotor(\n", + " thrustSource=\"../../data/motors/Cesaroni_M1670.eng\",\n", + " burnOut=3.9,\n", + " grainNumber=5,\n", + " grainSeparation=5 / 1000,\n", + " grainDensity=1815,\n", + " grainOuterRadius=33 / 1000,\n", + " grainInitialInnerRadius=15 / 1000,\n", + " grainInitialHeight=120 / 1000,\n", + " nozzleRadius=33 / 1000,\n", + " throatRadius=11 / 1000,\n", + " interpolationMethod=\"linear\",\n", + ")\n", + "\n", + "# Prepare Rocket\n", + "Calisto = Rocket(\n", + " motor=Pro75M1670,\n", + " radius=127 / 2000,\n", + " mass=19.197 - 2.956,\n", + " inertiaI=6.60,\n", + " inertiaZ=0.0351,\n", + " distanceRocketNozzle=-1.255,\n", + " distanceRocketPropellant=-0.85704,\n", + " powerOffDrag=\"../../data/calisto/powerOffDragCurve.csv\",\n", + " powerOnDrag=\"../../data/calisto/powerOnDragCurve.csv\",\n", + ")\n", + "\n", + "Calisto.setRailButtons([0.2, -0.5])\n", + "\n", + "Nose = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", + "FinSet = Calisto.addFins(\n", + " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", + ")\n", + "Tail = Calisto.addTail(\n", + " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", + ")\n", + "\n", + "# Simulate first 5 seconds of Flight\n", + "TestFlight = Flight(\n", + " rocket=Calisto,\n", + " environment=Env,\n", + " inclination=90,\n", + " heading=0,\n", + " maxTimeStep=0.01,\n", + " maxTime=5,\n", + ")\n", + "TestFlight.postProcess()\n", + "\n", + "# Perform a Fourier Analysis\n", + "Fs = 100.0\n", + "# sampling rate\n", + "Ts = 1.0 / Fs\n", + "# sampling interval\n", + "t = np.arange(1, 400, Ts) # time vector\n", + "ff = 5\n", + "# frequency of the signal\n", + "y = TestFlight.attitudeAngle(t) - np.mean(TestFlight.attitudeAngle(t))\n", + "n = len(y) # length of the signal\n", + "k = np.arange(n)\n", + "T = n / Fs\n", + "frq = k / T # two sides frequency range\n", + "frq = frq[range(n // 2)] # one side frequency range\n", + "Y = np.fft.fft(y) / n # fft computing and normalization\n", + "Y = Y[range(n // 2)]\n", + "fig, ax = plt.subplots(2, 1)\n", + "ax[0].plot(t, y)\n", + "ax[0].set_xlabel(\"Time\")\n", + "ax[0].set_ylabel(\"Signal\")\n", + "ax[0].set_xlim((0, 5))\n", + "ax[1].plot(frq, abs(Y), \"r\") # plotting the spectrum\n", + "ax[1].set_xlabel(\"Freq (Hz)\")\n", + "ax[1].set_ylabel(\"|Y(freq)|\")\n", + "ax[1].set_xlim((0, 5))\n", + "plt.subplots_adjust(hspace=0.5)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Apogee as a Function of Mass\n", + "\n", + "This one is a classic one! We always need to know how much our rocket's apogee will change when our payload gets heavier." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "ename": "", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[1;31mRunning cells with 'Python 3.10.3 64-bit' requires ipykernel package.\n", + "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n", + "\u001b[1;31mCommand: 'c:/Python310/python.exe -m pip install ipykernel -U --user --force-reinstall'" + ] + } + ], + "source": [ + "def apogee(mass):\n", + " # Prepare Environment\n", + " Env = Environment(\n", + " railLength=5.2,\n", + " latitude=32.990254,\n", + " longitude=-106.974998,\n", + " elevation=1400,\n", + " date=(2018, 6, 20, 18),\n", + " )\n", + "\n", + " Env.setAtmosphericModel(type=\"CustomAtmosphere\", wind_v=-5)\n", + "\n", + " # Prepare Motor\n", + " Pro75M1670 = SolidMotor(\n", + " thrustSource=\"../../data/motors/Cesaroni_M1670.eng\",\n", + " burnOut=3.9,\n", + " grainNumber=5,\n", + " grainSeparation=5 / 1000,\n", + " grainDensity=1815,\n", + " grainOuterRadius=33 / 1000,\n", + " grainInitialInnerRadius=15 / 1000,\n", + " grainInitialHeight=120 / 1000,\n", + " nozzleRadius=33 / 1000,\n", + " throatRadius=11 / 1000,\n", + " interpolationMethod=\"linear\",\n", + " )\n", + "\n", + " # Prepare Rocket\n", + " Calisto = Rocket(\n", + " motor=Pro75M1670,\n", + " radius=127 / 2000,\n", + " mass=mass,\n", + " inertiaI=6.60,\n", + " inertiaZ=0.0351,\n", + " distanceRocketNozzle=-1.255,\n", + " distanceRocketPropellant=-0.85704,\n", + " powerOffDrag=\"../../data/calisto/powerOffDragCurve.csv\",\n", + " powerOnDrag=\"../../data/calisto/powerOnDragCurve.csv\",\n", + " )\n", + "\n", + " Calisto.setRailButtons([0.2, -0.5])\n", + " Nose = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", + " FinSet = Calisto.addFins(\n", + " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", + " )\n", + " Tail = Calisto.addTail(\n", + " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", + " )\n", + "\n", + " # Simulate Flight until Apogee\n", + " TestFlight = Flight(\n", + " rocket=Calisto,\n", + " environment=Env,\n", + " inclination=85,\n", + " heading=0,\n", + " terminateOnApogee=True,\n", + " )\n", + " return TestFlight.apogee\n", + "\n", + "\n", + "apogeebymass = Function(apogee, inputs=\"Mass (kg)\", outputs=\"Estimated Apogee (m)\")\n", + "apogeebymass.plot(8, 20, 20)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Out of Rail Speed as a Function of Mass\n", + "\n", + "To finish off, lets make a really important plot. Out of rail speed is the speed our rocket has when it is leaving the launch rail. This is crucial to make sure it can fly safely after leaving the rail. A common rule of thumb is that our rocket's out of rail speed should be 4 times the wind speed so that it does not stall and become unstable." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "ename": "", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[1;31mRunning cells with 'Python 3.10.3 64-bit' requires ipykernel package.\n", + "\u001b[1;31mRun the following command to install 'ipykernel' into the Python environment. \n", + "\u001b[1;31mCommand: 'c:/Python310/python.exe -m pip install ipykernel -U --user --force-reinstall'" + ] + } + ], + "source": [ + "def speed(mass):\n", + " # Prepare Environment\n", + " Env = Environment(\n", + " railLength=5.2,\n", + " latitude=32.990254,\n", + " longitude=-106.974998,\n", + " elevation=1400,\n", + " date=(2018, 6, 20, 18),\n", + " )\n", + "\n", + " Env.setAtmosphericModel(type=\"CustomAtmosphere\", wind_v=-5)\n", + "\n", + " # Prepare Motor\n", + " Pro75M1670 = SolidMotor(\n", + " thrustSource=\"../../data/motors/Cesaroni_M1670.eng\",\n", + " burnOut=3.9,\n", + " grainNumber=5,\n", + " grainSeparation=5 / 1000,\n", + " grainDensity=1815,\n", + " grainOuterRadius=33 / 1000,\n", + " grainInitialInnerRadius=15 / 1000,\n", + " grainInitialHeight=120 / 1000,\n", + " nozzleRadius=33 / 1000,\n", + " throatRadius=11 / 1000,\n", + " interpolationMethod=\"linear\",\n", + " )\n", + "\n", + " # Prepare Rocket\n", + " Calisto = Rocket(\n", + " motor=Pro75M1670,\n", + " radius=127 / 2000,\n", + " mass=mass,\n", + " inertiaI=6.60,\n", + " inertiaZ=0.0351,\n", + " distanceRocketNozzle=-1.255,\n", + " distanceRocketPropellant=-0.85704,\n", + " powerOffDrag=\"../../data/calisto/powerOffDragCurve.csv\",\n", + " powerOnDrag=\"../../data/calisto/powerOnDragCurve.csv\",\n", + " )\n", + "\n", + " Calisto.setRailButtons([0.2, -0.5])\n", + " Nose = Calisto.addNose(length=0.55829, kind=\"vonKarman\", distanceToCM=0.71971)\n", + " FinSet = Calisto.addFins(\n", + " 4, span=0.1, rootChord=0.120, tipChord=0.040, distanceToCM=-1.04956\n", + " )\n", + " Tail = Calisto.addTail(\n", + " topRadius=0.0635, bottomRadius=0.0435, length=0.060, distanceToCM=-1.194656\n", + " )\n", + "\n", + " # Simulate Flight until Apogee\n", + " TestFlight = Flight(\n", + " rocket=Calisto,\n", + " environment=Env,\n", + " inclination=85,\n", + " heading=0,\n", + " terminateOnApogee=True,\n", + " )\n", + " return TestFlight.outOfRailVelocity\n", + "\n", + "\n", + "speedbymass = Function(speed, inputs=\"Mass (kg)\", outputs=\"Out of Rail Speed (m/s)\")\n", + "speedbymass.plot(8, 20, 20)" + ] + } + ], + "metadata": { + "hide_input": false, + "kernelspec": { + "display_name": "Python 3.9.13 64-bit (windows store)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.13" + }, + "vscode": { + "interpreter": { + "hash": "93f6290226dddf722ba35706e62588f4a9ddb272500263b6037e08deb4614b39" + } + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/rocketpy/Flight.py b/rocketpy/Flight.py index 32fc9b224..e859cb344 100644 --- a/rocketpy/Flight.py +++ b/rocketpy/Flight.py @@ -3183,7 +3183,7 @@ def calculateFinFlutterAnalysis(self, finThickness, shearModulus, altMaxV): shearModulus : float Shear Modulus of fins' material, must be given in Pascal altMaxV : float - Altitude at max Velocity of the rocket, must be in feet + Altitude at maximum velocity of flight, in feet Return ------ @@ -3196,15 +3196,14 @@ def calculateFinFlutterAnalysis(self, finThickness, shearModulus, altMaxV): s = (self.rocket.tipChord + self.rocket.rootChord) * self.rocket.span / 2 ar = self.rocket.span * self.rocket.span / s la = self.rocket.tipChord / self.rocket.rootChord - T = 59 - 0.00356(altMaxV) - tempPressureforFlutter = ( - (2116 / 144) * ((T + 459.7) / 518.6) ** 5.256 + T = 59 - (0.0356 * altMaxV) + self.pressure = (self.pressure * 0) + ( + 2116 * ((T + 459.7) / 518.6) ** 5.256 ) * 6894.7572931783 - # Calculate the Fin Flutter Mach Number self.flutterMachNumber = ( (shearModulus * 2 * (ar + 2) * (finThickness / self.rocket.rootChord) ** 3) - / (1.337 * (ar ** 3) * (la + 1) * tempPressureforFlutter) + / (1.337 * (ar ** 3) * (la + 1) * self.pressure) ) ** 0.5 # Calculate difference between Fin Flutter Mach Number and the Rocket Speed diff --git a/trajectory.kml b/trajectory.kml new file mode 100644 index 000000000..c1be95192 --- /dev/null +++ b/trajectory.kml @@ -0,0 +1,27 @@ + + + + + 1 + + Rocket Trajectory - Powered by RocketPy + #4 + + 1 + relativeToGround + -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,0.0 -106.974998,32.990254,1.813510380088701e-06 -106.974998,32.990254,1.828813105930749e-05 -106.974998,32.990254,7.19197573744168e-05 -106.974998,32.990254,0.00018893537071562605 -106.974998,32.990254,0.010486547845403038 -106.974998,32.990254,0.014680497860581454 -106.974998,32.990254,0.018734546307996425 -106.974998,32.990254,0.023506810015305746 -106.974998,32.990254,0.027593431826744563 -106.974998,32.990254,0.032146056065812445 -106.974998,32.990254,0.03717140985986589 -106.974998,32.990254,0.04865098844629756 -106.974998,32.990254,0.06204997593818007 -106.974998,32.990254,0.07738737504996607 -106.974998,32.990254,0.10963736152461934 -106.974998,32.990254116611396,0.14822828011438105 -106.974998,32.99025415204444,0.1932682912229211 -106.974998,32.990254167654925,0.21311125198758418 -106.974998,32.990254184096244,0.23401031432263153 -106.974998,32.99025420137087,0.25596860708492386 -106.974998,32.99025422199071,0.28217912033915127 -106.974998,32.99025424366517,0.3097301639093075 -106.974998,32.99025426637887,0.33860224807517625 -106.974998,32.99025454737309,0.695782503106102 -106.974998,32.99025455309127,0.7030510545307607 -106.974998,32.99025455883575,0.7103530345825675 -106.974998,32.99025456460652,0.717688450847163 -106.974998,32.99025457040363,0.7250573109101879 -106.974998,32.99025457622703,0.7324596223581921 -106.974998,32.99025458792649,0.7473311631963497 -106.974998,32.99025459973127,0.7623365702650062 -106.974998,32.9902546116414,0.777475904256562 -106.974998,32.990254736547854,0.9362482762553554 -106.974998,32.990254872043096,1.1084803731901047 -106.974998,32.990255018174686,1.294232674194518 -106.974998,32.99025517499046,1.493565935541028 -106.974998,32.99025693596397,3.7319926714658322 -106.974998,32.99025703078774,3.8523707835458936 -106.974998,32.99025712722852,3.9746496949294396 -106.974998,32.990257323347834,4.223015099057648 -106.974998,32.990257525950334,4.479007632433422 -106.974998,32.990257735051756,4.742651225749796 -106.974998,32.990260187981605,7.805035037530843 -106.974998,32.99026049586958,8.186562412375451 -106.974998,32.99026081181943,8.577531849497063 -106.974998,32.99026113585612,8.977960431588372 -106.974998,32.99026146800737,9.38786013527033 -106.974998,32.99026215677979,10.236126356576051 -106.974998,32.99026287840678,11.122436695345414 -106.974998,32.99026363319553,12.046896711667387 -106.974998,32.99026442149111,13.009611424005698 -106.974998,32.990266625552515,15.686070179177477 -106.974998,32.99026906589512,18.622463229035475 -106.974998,32.99027175263213,21.820562493632906 -106.974998,32.990274698094574,25.28210359506329 -106.974998,32.99027791693351,29.008780818833202 -106.97499779193656,32.99028142614967,33.002241994258156 -106.97499759966567,32.99028524502839,37.2640838523746 -106.974997236982,32.99029058349381,43.07512095213656 -106.97499684093764,32.99029514993777,47.912937861184446 -106.97499632705946,32.99030009156195,53.016525878291304 -106.97499567807331,32.990305430423696,58.385493610983985 -106.97499487739188,32.99031118792331,64.01940069417128 -106.9749941715525,32.99031577185717,68.39864865939535 -106.97499336727527,32.990320607617406,72.92515711747296 -106.97499246010608,32.99032570147488,77.59874715598312 -106.97499144674381,32.990331058401644,82.41925803545473 -106.97499032519552,32.99033668187221,87.38655285790696 -106.97498884347395,32.99034374875994,93.51039972404692 -106.97498720863138,32.99035119788353,99.84315163745191 -106.97498580053144,32.990357400483376,105.03531909764342 -106.97498430247458,32.99036383862186,110.35928985656142 -106.97498271937091,32.990370506907404,115.81458883783057 -106.97498105675957,32.99037739919909,121.40085819532692 -106.97497932055582,32.99038450887825,127.11783912225451 -106.97497751681007,32.99039182899393,132.9652213042766 -106.97497565136254,32.99039935262447,138.94259018712546 -106.9749737294191,32.99040707345317,145.04950196866344 -106.97497175517209,32.99041498628678,151.28554300143583 -106.97496893893573,32.99042625882319,160.13721685114047 -106.97496653380742,32.99043587754387,167.66420524469117 -106.97496406435951,32.990445742223834,175.3593714424278 -106.97496203970323,32.99045381484878,181.63704332308066 -106.97495996874109,32.99046205009969,188.02114211465232 -106.97495784819567,32.99047045143724,194.5109688529135 -106.97495567458571,32.990479022622985,201.10579031036423 -106.97495344455851,32.99048776737592,207.80489141669864 -106.97495115525255,32.99049668894034,214.60758109243147 -106.97494852268268,32.99050687724506,222.33616690794884 -106.97494581222251,32.990517290958,230.19245743608508 -106.97494302449552,32.990527929332934,238.1755215245762 -106.97494071555653,32.99053669356713,244.72251078753084 -106.97493835973657,32.990545600323195,251.35134859926393 -106.9749359595442,32.99055464653349,258.06159075084315 -106.9749335177183,32.99056382878675,264.8527913396531 -106.9749310369608,32.99057314363871,271.72449878726025 -106.97492851966551,32.99058258794014,278.67625817375097 -106.97492523000398,32.990594925599595,287.73758131205636 -106.9749225137934,32.99060511189488,295.20331025529117 -106.97491976092496,32.990615434893414,302.75541822542596 -106.97491697046978,32.9906258954354,310.393573414153 -106.97491414080119,32.99063649518709,318.117389320842 -106.97491126988685,32.990647236352885,325.92646630571676 -106.97490835564186,32.990658121299845,333.8204288035315 -106.9749053963097,32.99066915209694,341.79892139447793 -106.97490239079748,32.990680330082434,349.8615916892245 -106.9748993388892,32.99069165558419,358.0080913896195 -106.97489678942652,32.99070109928142,364.7843891683335 -106.97489420974506,32.99071064172888,371.61722389979013 -106.97489160094435,32.99072028160986,378.50640057507326 -106.97488896430767,32.99073001725552,385.4516237267153 -106.97488675339567,32.99073817777235,391.26451301195584 -106.97488452492472,32.990746401882454,397.11541691686466 -106.9748822794984,32.9907546885292,403.00396132484616 -106.9748819198064,32.99075601600823,403.9466658737988 -106.97488155969961,32.990757345039064,404.8903078209912 -106.9748811991825,32.99075867560708,405.83487783381315 -106.97488083825974,32.99076000769687,406.7803659362801 -106.97488011522042,32.99076267636134,408.6740434064627 -106.97487939061317,32.99076535092082,410.5712657679146 -106.97487866446704,32.9907680312683,412.47196026850384 -106.97487702897256,32.990774068539615,416.7508282424874 -106.97487580115826,32.99077860115469,419.9612069841721 -106.9748745693702,32.99078314857294,423.18029054762815 -106.9748733337168,32.99078771029312,426.40770493664786 -106.97487186487206,32.99079313281147,430.2417921522267 -106.97487039088745,32.99079857398627,434.08648859899336 -106.9748689119293,32.99080403294389,437.9411136794256 -106.97486742814526,32.990809508890564,441.8050437545794 -106.97486437868004,32.990820759574696,449.7351577704037 -106.9748613111617,32.99083207105071,457.6963714033218 -106.97485883113139,32.99084121143628,464.1209629245061 -106.9748563416565,32.990850382529395,470.5596425494364 -106.97485384402981,32.990859580067415,477.0096716566111 -106.97485133965492,32.99086879965906,483.46833121905615 -106.974849643867,32.990875041428616,487.83727354060693 -106.97484794603817,32.9908812901797,492.20832016848476 -106.97484667572849,32.99088596530459,495.4768620436107 -106.97484540456175,32.99089064356925,498.7461615958248 -106.97484413264038,32.99089532470585,502.0160761059726 -106.97484286007384,32.99090000841086,505.2864369753802 -106.97484158697084,32.99090469436924,508.55706443640133 -106.97483923581534,32.990913349304336,514.5945723605682 -106.97483743740855,32.99091997046179,519.2105362696045 -106.9748360325742,32.99092514322827,522.8150783071164 -106.97483462749173,32.990930317436444,526.4191652675493 -106.97483322217563,32.99093549299663,530.0227299168976 -106.97483181663615,32.99094066981362,533.6256945821735 -106.9748304108805,32.99094584778481,537.2279706103354 -106.9748282670602,32.99095374483184,542.7189650469925 -106.9748261227281,32.99096164402249,548.2078346725852 -106.97482397785835,32.99096954506948,553.6942735601729 -106.97482183242882,32.99097744769032,559.1779817259628 -106.97481968643703,32.99098535158156,564.6586590723928 -106.97481675064965,32.990996162659414,572.148776037667 -106.97481381406965,32.99100697448889,579.6318921209613 -106.97481087712221,32.991017785953446,587.1072415720846 -106.97480794044704,32.9910285958232,594.5740657423371 -106.97480500475102,32.991039402757046,602.0316132144321 -106.97480207069441,32.99105020532537,609.479137146252 -106.97479877504364,32.991062341961,617.8383548978882 -106.97479548278972,32.99107446916153,626.1829082103745 -106.97479219434108,32.99108658498341,634.5117417573583 -106.97478890993982,32.9910986876624,642.8238011394442 -106.97478562971206,32.991110775619205,651.1180321482975 -106.97478503001146,32.99111298555252,652.6335508958496 -106.97478443045357,32.9911151949365,654.1484310823348 -106.9747838310386,32.99111740376422,655.6626672618936 -106.97478323176573,32.99111961203287,657.1762564298842 -106.97478263263316,32.99112181974369,658.6891981744966 -106.9747816492058,32.99112544341994,661.1719208447348 -106.9747806661415,32.991129065615404,663.6529041340068 -106.97477968343249,32.99113268634269,666.1321505474348 -106.97477870107221,32.991136305613075,668.6096617480994 -106.97477611495768,32.991145832673375,675.1276782573336 -106.97477353117254,32.99115534989229,681.6337020523356 -106.97477094970615,32.99116485743567,688.127770610477 -106.97476837059914,32.9911743554295,694.6099228463108 -106.97476579393414,32.991183843952825,701.0801987780974 -106.97476321982109,32.991193323037876,707.5386395099072 -106.97476064837963,32.991202792676546,713.9852872326569 -106.97475807972175,32.99121225283161,720.4201849785377 -106.9747555139365,32.99122170345046,726.8433760487537 -106.97475295107866,32.991231144479634,733.2549032250658 -106.97475039116269,32.99124057587813,739.6548079250592 -106.97474783416202,32.991249997627996,746.0431294160358 -106.97474528001351,32.99125940974114,752.4199041413995 -106.97474229070623,32.99127042615563,759.8772265372941 -106.97473930502085,32.9912814295168,767.318788539983 -106.97473632277234,32.991292419999986,774.7446305386843 -106.9747333438066,32.99130339780347,782.1547883734497 -106.97473036802369,32.99131436312206,789.5492954795045 -106.97472739538439,32.99132531612699,796.9281845254441 -106.97472442590687,32.99133625695145,804.2914887718748 -106.97472145965624,32.991347185682294,811.6392430827464 -106.97471750617474,32.99136175207458,821.4211840818712 -106.97471355886425,32.99137629698015,831.1755871946189 -106.97470961794498,32.99139082030434,840.9025475264439 -106.97470568353604,32.99140532193716,850.6021604170164 -106.97470175562336,32.99141980182029,860.2745188267818 -106.97469783406821,32.99143425999477,869.9197119073478 -106.97469391865006,32.99144869661653,879.5378249437936 -106.97469000912788,32.99146311193793,889.1289402834009 -106.97468610530059,32.99147750626429,898.6931387081322 -106.97468220705024,32.991491879900124,908.2305007851755 -106.97467831435813,32.99150623310089,917.7411078707282 -106.97467442729327,32.99152056604242,927.2250426047281 -106.97467054597894,32.99153487881441,936.6823888786885 -106.97466667054908,32.991549171436795,946.1132313654152 -106.97466280110658,32.99156344389225,955.5176547825354 -106.97465893769402,32.99157769616463,964.8957431028666 -106.97465508028287,32.9915919282729,974.2475789081718 -106.97465122878162,32.99160614029249,983.57324302305 -106.97464738305882,32.99162033235998,992.8728144849724 -106.97464354297345,32.99163450466211,1002.1463708214119 -106.97463925561829,32.99165032862443,1012.4851113261566 -106.97463497505453,32.99166612843853,1022.7915267344133 -106.97463070125096,32.99168190436499,1033.0657234022856 -106.97462643424628,32.99169765659951,1043.3078082511238 -106.97462217412186,32.991713385267026,1053.517888835971 -106.97461740966943,32.991730978596635,1064.9186285649025 -106.97461265403557,32.99174854249776,1076.2794850046603 -106.97460790721726,32.991766077049796,1087.6006073114231 -106.97460316912468,32.99178358239058,1098.8821420428353 -106.97459843960509,32.9918010587357,1110.1242329544484 -106.97459305029595,32.99182097595665,1122.911004436552 -106.97458939024072,32.991834503822595,1131.5802768766653 -106.97458870699592,32.991837029251954,1133.197292875739 -106.97458802391928,32.991839554079256,1134.8134877383104 -106.97458734100988,32.99184207830247,1136.4288619030967 -106.97458597568955,32.99184712493006,1139.6571497739405 -106.97458461102809,32.99185216912017,1142.8821601877758 -106.97458324701921,32.99185721085909,1146.1038970369204 -106.97458188365826,32.99186225013618,1149.3223639830394 -106.97457907983768,32.99187261337774,1155.9358130457558 -106.97457627873466,32.99188296612728,1162.5354577118133 -106.97457348035856,32.99189330840706,1169.1213266153754 -106.97457068473562,32.991903640289564,1175.693447273576 -106.97456789190257,32.99191396188751,1182.2518462681232 -106.97456352885716,32.991930087334,1192.4834754705162 -106.97455917288373,32.99194618855746,1202.681689642763 -106.97455482406583,32.991962266100785,1212.8465890972452 -106.97455048239,32.991978320333864,1222.9782813023157 -106.974546147749,32.99199435141027,1233.0768831534142 -106.97454181996986,32.992010359292806,1243.142520114251 -106.97453749885386,32.992026343822594,1253.175322912246 -106.9745331842173,32.99204230480469,1263.1754234126292 -106.97452887592321,32.99205824209011,1273.1429510592056 -106.9745233988896,32.99207850197712,1285.788460838175 -106.97451904162712,32.99209461925436,1295.827889013823 -106.97451469085355,32.99211071253862,1305.8341801872016 -106.9745103466221,32.992126782201,1315.8074497593434 -106.97450600896964,32.992142828626484,1325.747811734097 -106.97450167789621,32.99215885214754,1335.6553801500067 -106.97449735335583,32.99217485300139,1345.5302698998898 -106.97449303526075,32.992190831316556,1355.37259691794 -106.9744887234956,32.99220678712519,1365.1824778637829 -106.97448441793641,32.99222272039537,1374.960029445453 -106.97448011846932,32.99223863107511,1384.705367548188 -106.97447582500465,32.99225451913663,1394.4186063830293 -106.97447153748412,32.99227038461013,1404.0998578538479 -106.97446652874835,32.99228891810972,1415.3861146759828 -106.9744615281047,32.99230742111867,1426.628907037758 -106.97445653556399,32.992325894010456,1437.8284018845084 -106.9744515511256,32.99234433717962,1448.9847636928494 -106.97444657475704,32.99236275097727,1460.0981557998412 -106.97444160638585,32.99238113566713,1471.1687413508926 -106.97443664590456,32.99239949141237,1482.1966836392417 -106.97443169318608,32.99241781829405,1493.182145801632 -106.97442674810296,32.992436116350994,1504.1252900495583 -106.97442181054475,32.99245438562646,1515.026276740717 -106.9744168804282,32.9924726262067,1525.8852635961666 -106.97441195769856,32.99249083824179,1536.7024052761772 -106.97440704232318,32.99250902194534,1547.4778533926255 -106.9744021342796,32.99252717757603,1558.211756903137 -106.97439723354289,32.99254530540867,1568.904262734165 -106.97439114301488,32.992567833384115,1582.157200389277 -106.97438506363909,32.99259031910748,1595.3464905212963 -106.97437899526189,32.992612762883326,1608.472410721923 -106.97437293770798,32.99263516491884,1621.535236933084 -106.97436689080779,32.99265752538324,1634.5352423379336 -106.97436085441927,32.99267984447412,1647.4726960990006 -106.97435238411676,32.99271115828386,1665.5589801432338 -106.9743461067543,32.992734361767326,1678.911662055892 -106.97433984054513,32.99275752143059,1692.1971039907608 -106.97433358539296,32.9927806377126,1705.415589591998 -106.97432842819867,32.99279969498092,1716.2812874073334 -106.97432757850873,32.99280283476905,1718.0687099879 -106.97432672903871,32.992805973769244,1719.854900969161 -106.97432587979296,32.992809111983476,1721.6398610233741 -106.97432503077538,32.99281224941351,1723.4235908253913 -106.97432333343781,32.99281852192734,1726.9873623766116 -106.97432163705123,32.99282479132309,1730.5462210275018 -106.97431994163662,32.99283105761195,1734.100172183621 -106.97431824721039,32.99283732080386,1737.6492212522544 -106.97431432546998,32.99285181929665,1745.8527313413092 -106.97431040913274,32.99286630129482,1754.0300263013446 -106.97430649809753,32.99288076684658,1762.1811734422922 -106.97430259214624,32.99289521597431,1770.3062399415244 -106.9742986909907,32.99290964868739,1778.4052926408203 -106.97429342717399,32.99292912282752,1789.3068094207015 -106.97428817087659,32.99294856707325,1800.161120272062 -106.97428292169384,32.9929679815521,1810.96838353066 -106.97427859201176,32.992983992587426,1819.8581337729338 -106.97427426727273,32.99299998362368,1828.7159886575018 -106.97426994770625,32.99301595483639,1837.5420332080034 -106.9742656335959,32.99303190640868,1846.3363516125605 -106.9742613252251,32.993047838518294,1855.099027427878 -106.974257022827,32.993063751325806,1863.8301437620476 -106.97425053598035,32.993087750226636,1876.9582429856077 -106.97424406313081,32.99311170574878,1890.014814980042 -106.97423888882183,32.993130860542706,1900.4204009995192 -106.9742337228108,32.993149987747806,1910.7804314250757 -106.9742285647234,32.99316908746226,1921.0950483543938 -106.97422341428182,32.993188159811886,1931.364392150365 -106.97421827134657,32.99320720495738,1941.5886013195295 -106.97421313591512,32.993226223091085,1951.7678124155045 -106.97420606282859,32.99325241947125,1965.7389814316302 -106.97419900479089,32.993278565448314,1979.6250884594137 -106.97419369556594,32.993298238436275,1990.0348816390474 -106.97418839543728,32.99331788336675,2000.3966910160343 -106.97418310446513,32.99333750043347,2010.7106579951992 -106.9741778225827,32.99335708979757,2020.976922987225 -106.97417254962212,32.993376651596314,2031.1956254519037 -106.97416654028505,32.993398951120426,2042.8040112198137 -106.97416054197112,32.9934212150755,2054.350787555283 -106.97415455444434,32.993443443678835,2065.8361552212 -106.97414857760845,32.99346563718206,2077.2603120757926 -106.97414261151488,32.99348779587001,2088.62345315609 -106.9741350710996,32.99351581043672,2102.927639770736 -106.97412901708496,32.99353831114379,2114.366192184079 -106.97412297485253,32.993560776737034,2125.7420333935206 -106.97411694448235,32.99358320749835,2137.055360397415 -106.97411092593427,32.99360560367785,2148.3063684624663 -106.97410491906591,32.9936279655002,2159.495251033348 -106.97409773559595,32.99365471875181,2172.822342527232 -106.97409056827529,32.993681423331054,2186.060813173913 -106.97408341685764,32.9937080796263,2199.210983508591 -106.97407628125274,32.99373468806189,2212.2731691589465 -106.9740691615257,32.993761249095094,2225.247680994759 -106.97406113815397,32.99379119684643,2239.7990229596417 -106.97405313549989,32.993821085387125,2254.239313938972 -106.97404515371628,32.99385091535365,2268.568983787426 -106.97403719275118,32.993880687321656,2282.78845698254 -106.97402925233848,32.99391040180928,2296.898152631423 -106.97402122069278,32.993940476590666,2311.094882048405 -106.97401461450863,32.993965227394256,2322.714791958356 -106.97400802196456,32.99398993903946,2334.2587823358476 -106.97400144270746,32.99401461187198,2345.7270820234803 -106.97399487626215,32.994039246249095,2357.1199157422107 -106.97398954837293,32.99405924034489,2366.3242724366874 -106.97398422859955,32.994079209454036,2375.47904127671 -106.97397891703632,32.99409915374889,2384.584340423474 -106.97397361389707,32.99411907339179,2393.6402875612916 -106.97396831943388,32.99413896853659,2402.6469995801212 -106.97396243052769,32.99416110811725,2412.6249166366943 -106.97395756773128,32.99417939922707,2420.832653321159 -106.9739527126751,32.99419766990206,2428.998857695909 -106.9739478653377,32.994215920257524,2437.123617297144 -106.9739430256345,32.994234150411025,2445.2070185922375 -106.97393592108232,32.9942609264538,2457.020933638616 -106.97392883219226,32.99428765945063,2468.7458359700104 -106.97392334151797,32.99430837512348,2477.7833086661567 -106.97391785964376,32.99432906531024,2486.767459203715 -106.97391238641441,32.994349730200476,2495.6984086021534 -106.97390692176539,32.994370369979315,2504.5762770632045 -106.97390146571121,32.99439098482615,2513.4011839671266 -106.97389424468739,32.994418280696834,2525.021002597948 -106.97388703912883,32.99444553343039,2536.5481907615335 -106.97387984927546,32.994472743405204,2547.9830189341383 -106.97387267527502,32.99449991099199,2559.325753931181 -106.97386551712033,32.99452703655979,2570.576658542684 -106.97385837463523,32.9945541204808,2581.7359913608834 -106.97385124750829,32.994581163132935,2592.804006847506 -106.97384413535903,32.994608164899496,2603.780955606034 -106.97383703781355,32.994635126166564,2614.66708477029 -106.97382995456864,32.994662047319125,2625.462638403638 -106.97382288542951,32.994688928737204,2636.1678578172864 -106.97381480164118,32.99471968571156,2648.324971585422 -106.97380673629664,32.99475039153771,2660.364122367698 -106.97379868949656,32.994781046745615,2672.285660699094 -106.97379066133696,32.994811651852906,2684.089932190094 -106.97378265183451,32.99484220736951,2695.7772771691893 -106.9737746608834,32.994872713802465,2707.348030423494 -106.97376668825297,32.994903171659345,2718.802521129665 -106.97375873362145,32.99493358144958,2730.1410729925815 -106.97374997240378,32.99496709780992,2742.5242570336654 -106.97374123223872,32.99500055689518,2754.7669499507615 -106.9737325127714,32.9950339593832,2766.8695669591975 -106.97372381377382,32.99506730594117,2778.832517099016 -106.97371513513355,32.99510059722293,2790.6562034305994 -106.97370403352424,32.99514321716506,2805.6181919202777 -106.97369505668945,32.995177708887226,2817.582422006743 -106.97368610168999,32.99521214308332,2829.3974365459712 -106.97367716834273,32.99524652044067,2841.0636579428415 -106.97366825637319,32.99528084164289,2852.5815008559 -106.97365936544026,32.995315107370885,2863.951372355547 -106.9736489500168,32.99535528021379,2877.1161117839933 -106.9736385625488,32.99539537856487,2890.0779423595973 -106.97362820256741,32.9954354034991,2902.8374871093097 -106.97361786972068,32.99547535607427,2915.395357127941 -106.9736075637573,32.99551523732907,2927.7521518477756 -106.9735948236529,32.9955645838011,2942.7935580173894 -106.97358212417409,32.995613824123495,2957.527898396504 -106.97356946483237,32.99566296016933,2971.956240099888 -106.97355684518705,32.99571199364294,2986.079629059755 -106.97355477255095,32.99572005181774,2988.374326508803 -106.97355270099357,32.99572810725321,2990.6608008216485 -106.97355063052295,32.99573615994956,2992.9390567988326 -106.97354856114664,32.99574420990738,2995.2090992046237 -106.97354442570168,32.99576030161351,2999.724562033976 -106.97354029470293,32.995776382387,3004.207226481039 -106.97353616818151,32.99579245225224,3008.6571289436465 -106.9735320461542,32.995808511243254,3013.07430497845 -106.97352411749894,32.995839419309746,3021.492111306073 -106.97351620540564,32.995870287591096,3029.7888177354357 -106.97350830956906,32.99590111662188,3037.9646521555755 -106.9735004295574,32.99593190702291,3046.019832947541 -106.97349256488128,32.99596265945299,3053.9545717757005 -106.9734836194763,32.99599766295948,3062.8513087931365 -106.97347469270838,32.996032618908345,3071.592170306943 -106.97346578409731,32.99606752809046,3080.1774598366433 -106.97345689335054,32.99610239116111,3088.6074829206214 -106.97344802033847,32.99613720865736,3096.882546781338 -106.97343916506098,32.99617198102107,3105.0029592198894 -106.97342670346416,32.99622095758695,3116.195875873142 -106.97341427774191,32.996269846001,3127.082494542166 -106.97340188820341,32.9963186472215,3137.663641472632 -106.97338953486727,32.99636736237904,3147.940108879389 -106.9733772173796,32.99641599283261,3157.912650267211 -106.97336493506302,32.996464540135946,3167.5819819063313 -106.97335268704059,32.99651300595295,3176.9487884042533 -106.97334047236961,32.99656139196791,3186.0137296266535 -106.97332829014736,32.99660969981615,3194.7774470557856 -106.97331489472063,32.996662875181876,3204.0918884986636 -106.9733015369238,32.99671595929642,3213.0417166296434 -106.97328821612835,32.99676895388908,3221.627746728022 -106.97327493189029,32.99682186054507,3229.850780869368 -106.97326168387504,32.99687468075662,3237.711604859876 -106.97324847177617,32.996927415977055,3245.210984233226 -106.97322713587147,32.997012700976015,3256.5987304286105 -106.97321050043213,32.99707930374927,3264.852864522831 -106.97319391985437,32.99714577922729,3272.529875265182 -106.97317739271962,32.99721213070319,3279.6310526895145 -106.9731609174904,32.997278361525275,3286.157624121733 -106.97314449257945,32.997344475073525,3292.1107594944638 -106.97312811637643,32.997410474764536,3297.491572938375 -106.97310919076641,32.99748684829101,3303.0144684759684 -106.9730903259459,32.997563078952886,3307.7711890675496 -106.97307151945384,32.997639172353026,3311.7631758769344 -106.97305608293279,32.997701701583765,3314.4759666923323 -106.97304068291646,32.99776414495678,3316.6722755599662 -106.97302531805087,32.99782650573607,3318.352676670482 -106.9730099869967,32.99788878713645,3319.517649959214 -106.9729972454327,32.99794059156815,3320.0947106983754 -106.97298452572528,32.99799234471027,3320.314782266764 -106.97298278730422,32.99799942075429,3320.317135685333 -106.97298210375864,32.998002203287236,3320.315714897211 -106.97298142027415,32.99800498567674,3320.313261106831 -106.97298005342728,32.99801055016921,3320.3062875377123 -106.97297868682413,32.9980161140893,3320.2951820213425 -106.97297732046412,32.99802167743847,3320.2799446130625 -106.97296727893797,32.998062575861,3320.040943720622 -106.97295725032049,32.99810344393754,3319.5784594094334 -106.97294723446632,32.99814428197523,3318.8924768546053 -106.97293723130498,32.998185090098936,3317.9829618544195 -106.97292263582524,32.99824467200342,3316.2516944676568 -106.97290806790994,32.99830418869924,3314.0427437612248 -106.97289352841402,32.99836363802915,3311.3559002724082 -106.97288383622605,32.99840329579363,3309.295598397947 -106.97288326118806,32.99840565926726,3309.165827250015 -106.97288269176741,32.998408009548456,3309.036201486769 -106.97288156406117,32.998412683958925,3308.7772342872945 -106.97288045842693,32.99841730652831,3308.5188229167493 -106.97287937447445,32.99842187816861,3308.2609421222583 -106.97287355519616,32.99844717227832,3306.790000608072 -106.97286837205306,32.998470971222424,3305.331507222923 -106.97286376886672,32.99849340629558,3303.8818697658658 -106.97285969646398,32.99851459241802,3302.437971976807 -106.97285440688519,32.998544750465925,3300.2388607156113 -106.97285012499647,32.99857253367644,3298.0388791522496 -106.97284674280867,32.998598194352226,3295.831524686448 -106.97284416885135,32.998621946155886,3293.6114453658233 -106.97284232619775,32.99864396871993,3291.3743336901757 -106.9728407107195,32.998677040989975,3287.622678812299 -106.97284067816135,32.998706357011166,3283.8030051915125 -106.97284203056554,32.998732378045105,3279.9070774565193 -106.97284460989307,32.99875547178432,3275.9298610758947 -106.97284828525311,32.998775942222345,3271.8686027724657 -106.9728529468457,32.99879404383854,3267.7223504313965 -106.97286241296635,32.998818994702766,3260.7906797300734 -106.97287391814636,32.998838993286036,3253.643915822007 -106.97288719176512,32.99885466005396,3246.2957716755195 -106.97290200782582,32.99886651058028,3238.763192259919 -106.97291817249582,32.998874984998814,3231.0646361197737 -106.97293551680549,32.998880465339134,3223.2189733105156 -106.97296569793697,32.998883834947264,3210.262180244004 -106.97299803335241,32.998881465615725,3197.0398710729055 -106.97303206471568,32.998874382286765,3183.6138158136614 -106.97306740580078,32.998863446581815,3170.0349637022578 -106.97310373076108,32.99884938443304,3156.343809887791 -106.97314076654239,32.99883280359571,3142.5719475455667 -106.97318326934264,32.99881162797836,3126.9124786590423 -106.97322611832773,32.998788480908,3111.206121903317 -106.97326909256394,32.99876385408036,3095.47126620314 -106.97331201339222,32.998738145366865,3079.720869429441 -106.97335473686127,32.99871167561356,3063.963897105597 -106.9734058160911,32.99867911510938,3044.968666859118 -106.97345628211542,32.99864617729858,3025.9799260799405 -106.97350601201393,32.99861313726732,3007.002145910257 -106.97355491296979,32.99858020322949,2988.0378474740014 -106.97360455730097,32.99854640978367,2968.443594945082 -106.97365330447421,32.99851294146241,2948.8663199959533 -106.97370127000237,32.99847977921075,2929.306356604427 -106.97374857139293,32.99844688612337,2909.763771008684 -106.9737871416598,32.99841994608122,2893.657231274286 -106.97382533612443,32.99839317506999,2877.562638960478 -106.97386318090346,32.99836656738017,2861.47999634288 -106.97394161621546,32.998311190731556,2827.736121838619 -106.9740187423327,32.99825648352894,2794.0447368780347 -106.97409463511437,32.99820242896,2760.405574305278 -106.97416934161122,32.99814901632779,2726.8183201836478 -106.97425763005272,32.99808564621283,2686.51140628479 -106.97434429146801,32.99802318309095,2646.278575011847 -106.97442935004722,32.99796162074083,2606.119294903296 -106.97451941970952,32.99789614782093,2562.8342640514934 -106.97460764758834,32.9978317169668,2519.6336969566782 -106.97469404073219,32.99776832538894,2476.5169372326054 -106.97479483727614,32.99769396509002,2425.1244803615136 -106.97489303172287,32.99762108027547,2373.8496062758236 -106.9749171745071,32.997603089247285,2361.049154591411 -106.97494115523283,32.99758519014811,2348.2559669406373 -106.97496497395767,32.99756738293271,2335.4700274519196 -106.97501084266067,32.99753296659998,2310.5888998462588 -106.97503166116469,32.997517265462335,2299.161529108131 -106.97505227016605,32.997501640282366,2287.7402701185115 -106.97507264469021,32.99748609179775,2276.325173018853 -106.97511261231071,32.99745522719788,2253.513633833105 -106.97515140790466,32.99742467618719,2230.727184516865 -106.97518893917163,32.99739444132948,2207.9658232511924 -106.97522513848902,32.99736452441513,2185.2294635197673 -106.97528072166536,32.99731683349747,2148.5244993333167 -106.9753325534889,32.99726997987306,2111.884368063506 -106.9753805633799,32.99722396444351,2075.3085182144646 -106.97542471088501,32.997178787185405,2038.7964340450385 -106.97546740349594,32.99713165198492,2000.0285418113876 -106.97550568928449,32.99708546331231,1961.3318742062324 -106.9755395634348,32.99704021981245,1922.7058717498471 -106.97555303616407,32.9970206625174,1905.7767958845252 -106.97560210318774,32.99693704773094,1831.7040131177932 -106.97563489609344,32.99685691151046,1757.8861219933783 -106.97564045299396,32.9968377983557,1739.8301500942803 -106.97564503527502,32.996818893448605,1721.7892710691276 -106.97564789990682,32.99680452512713,1707.95122458584 -106.97564943716708,32.99679549422688,1699.192373723492 -106.97565078876744,32.99678652365506,1690.437127479226 -106.97565198168992,32.996777620218296,1681.6855205949196 -106.97565304172059,32.99676879042123,1672.9375851822329 -106.97565399236976,32.996760040190864,1664.1933486365597 -106.97565485460548,32.99675137480842,1655.452833145353 -106.97565610872664,32.996737446430565,1641.2185712061591 -106.97565724099223,32.99672377170694,1626.994282582401 -106.97565831359633,32.99671036622319,1612.7800015356538 -106.97565937066909,32.99669724098806,1598.5757352068526 -106.97566062519417,32.99668232119111,1582.0481939378146 -106.97566194607127,32.99666780301483,1565.534196287084 -106.97566336699167,32.9966536947011,1549.0337091848637 -106.97566491416005,32.99664000258952,1532.5466936941439 -106.975667584159,32.99661978147495,1507.2338991735505 -106.97567065611378,32.996600567920154,1481.952666532528 -106.97567416288535,32.996582369129875,1456.7028301883497 -106.97567812733861,32.99656518977528,1431.4842281486008 -106.97568256720903,32.99654903323031,1406.2967027023715 -106.97569004029769,32.99652699320221,1369.0588053829429 -106.97569860672974,32.99650720245692,1331.8881985013686 -106.97570827726939,32.99648966012349,1294.784390182043 -106.97571905665168,32.99647436382634,1257.7468976571827 -106.97573094726242,32.99646131061956,1220.775246586832 -106.97575503028739,32.996443524043066,1154.7034943268768 -106.97576023856473,32.99644084494841,1141.6042376493288 -106.97576558744831,32.99643844845676,1128.5131323197443 -106.97576851916772,32.99643727038407,1121.4787733284165 -106.97577250081231,32.996435791176935,1112.060894484171 -106.9757765346772,32.996434388457565,1102.64722999662 -106.97578060924045,32.99643302318791,1093.237794928632 -106.97578610308976,32.9964311946712,1080.6624158626378 -106.97579163164755,32.996429304194805,1068.0946921090085 -106.97579717814423,32.996427294981444,1055.534668389288 -106.97580658568945,32.99642350451597,1034.265398375931 -106.97581595124211,32.99641905661044,1013.0184082766959 -106.97582524093635,32.996413836910705,991.7936636902914 -106.97583442958398,32.99640776051531,970.5910666597333 -106.97584921788162,32.99639579350383,935.9012096831411 -106.9758636290023,32.99638117136471,901.2700917552811 -106.97587763433236,32.99636379939588,866.697163486931 -106.97589121672819,32.996343621783446,832.1819121046801 -106.97590505279861,32.99631929651743,795.890328228918 -106.97591840188963,32.99629180368262,759.6618788597052 -106.97592953714907,32.99626549896354,728.420036281429 -106.97593030120908,32.99626356469185,726.2370494627921 -106.97593106347266,32.99626161881539,724.0542895408089 -106.97593908719745,32.99624021621818,700.7986504540477 -106.9759391021457,32.996240174520416,700.7550422708496 -106.97593911708685,32.99624013277682,700.7117029429887 -106.97593914695513,32.99624004919905,700.6255547651285 -106.97593917679566,32.99623996544232,700.540453203821 -106.97593920660916,32.99623988151094,700.4563701827951 -106.97593934738698,32.9962394819513,700.0714264531593 -106.97593948763408,32.99623907896629,699.7061297512842 -106.97593962740157,32.99623867288585,699.3583413049278 -106.97593976673348,32.99623826399415,699.0262252763878 -106.97593997627712,32.99623764209233,698.5512019760708 -106.97594018502286,32.99623701504109,698.1038224226922 -106.97594039305976,32.99623638341522,697.6804205469825 -106.97594060046245,32.9962357476964,697.2779393491865 -106.97594080729282,32.996235108284004,696.8938592834866 -106.97594116568962,32.99623398874523,696.2637613161664 -106.97594152273462,32.99623286048293,695.6740477559811 -106.97594187860439,32.99623172463692,695.1176952822566 -106.97594223343617,32.99623058209306,694.5893204372383 -106.9759425873419,32.99622943357367,694.0845862461142 -106.97594294041396,32.996228279675066,693.5999576161016 -106.97594351363065,32.99622639084377,692.8467488509482 -106.97594408510223,32.99622449075314,692.1295585151915 -106.97594465503492,32.996222580734205,691.441004666533 -106.97594522359186,32.99622066183985,690.7754496386601 -106.97594579090537,32.996218734924184,690.1284847878987 -106.97594635708408,32.9962168006882,689.4966430554032 -106.97594726454047,32.99621367929611,688.5064704007464 -106.97594816960154,32.99621054245459,687.5396582057351 -106.97594907250313,32.996207391685694,686.5900640788468 -106.97594997343487,32.996204228213514,685.6531859389447 -106.97595087255094,32.99620105303308,684.7257224498303 -106.97595216736421,32.99619645102624,683.3989161251029 -106.9759534589583,32.99619182826435,682.081837696292 -106.97595474757222,32.99618718629019,680.7711271502503 -106.97595603339369,32.99618252631567,679.4646136357678 -106.97595731657142,32.99617784930056,678.1609154911484 -106.97595898669586,32.9961717237681,676.4629814398377 -106.97596065272896,32.99616557186841,674.7669673108744 -106.97596231482795,32.99615939461649,673.0721070231175 -106.97596397311015,32.996153192769384,671.3780070508978 -106.9759657295855,32.996146582229464,669.5799717207396 -106.97596748193696,32.99613994511779,667.7823349090086 -106.97596923022769,32.99613328184183,665.9849763026318 -106.97597097656381,32.9961265847854,664.1857087453272 -106.97597271891156,32.99611986203207,662.3866301603489 -106.97597445729703,32.99611311375016,660.5877264110277 -106.97597619017813,32.99610634618364,658.7906094226232 -106.97598486532861,32.99607185171325,649.7346430682614 -106.97599344161881,32.99603672031958,640.6825744576508 -106.97600191936264,32.99600095402914,631.6343596234747 -106.97601955752148,32.99592307663635,612.475155821433 -106.97603675436423,32.995842356024035,593.3331511388833 -106.97605355415901,32.99575881373248,574.208308073062 -106.97605443762697,32.995754290149996,573.1912538346198 -106.97605532177744,32.99574975936874,572.1742489792434 -106.97605620771253,32.99574522186704,571.1572940757296 -106.9760579900361,32.99573612891435,569.1235366799101 -106.97605979027215,32.995727013753374,567.0899842924698 -106.97606161325774,32.995717878482814,565.0566389136841 -106.97606564868109,32.99569805164375,560.6582606974928 -106.97606983074269,32.995678148121364,556.2608628485357 -106.97607417477386,32.995658174591085,551.8644474156386 -106.97607868549797,32.99563813313082,547.4690130164881 -106.97608684130543,32.99560348283728,539.9065432978666 -106.97609549734986,32.995568634414575,532.3469693308355 -106.9761046548334,32.995533588530364,524.7902871521621 -106.97613316886594,32.995433752251394,503.50706791809307 -106.97616567262465,32.995332355024466,482.24668207311447 -106.97620216328679,32.995229398974736,461.0090366885788 -106.97629711559864,32.994995905723066,414.0664455204162 -106.97641154355657,32.99475479719975,367.2337715391286 -106.97654540359204,32.99450609037429,320.51003550850237 -106.97679624240153,32.99409794998112,246.95367365716652 -106.9770952562502,32.993670972397275,173.66284537283832 -106.97744225912639,32.993225230329756,100.63345848090717 -106.97764090335735,32.99298687560201,62.888916083978756 -106.9776757632503,32.9929460728471,56.51296286674824 -106.97771098470858,32.99290512942692,50.13897287995087 -106.97771474919261,32.99290076961195,49.4616211153982 -106.9777222875567,32.99289204674383,48.106983869743544 -106.97772983531362,32.992883321236214,46.752435038997874 -106.97773738893854,32.99287459497588,45.39797491650302 -106.97774711497762,32.99286336501025,43.65481130655576 -106.97775684139958,32.99285213879592,41.91179630750253 -106.97776656463382,32.99284091824394,40.168930585498856 -106.97778597598499,32.99281851738039,36.68642612060967 -106.97780535157032,32.99279615145752,33.204519661185714 -106.9778246822858,32.992773825346205,29.723211782764565 -106.97784396257637,32.992751542645905,26.24268513181528 -106.97786319134163,32.99272930331286,22.76275529346617 -106.97788236735893,32.99270710799886,19.28342082331801 -106.97790148970202,32.992684957294216,15.804709499172759 -106.97792055807753,32.99266285125578,12.326592937732812 -106.97793957223898,32.99264079001277,8.849071088571009 -106.97795852921325,32.992618776932154,5.372664731467012 -106.97797743178145,32.99259680873957,1.896851679878182 -106.97798772585324,32.992584837424346,2.6187080948147923e-08 + + + +