From 4758db7f0dee6d743ebca5f483370422f7e8ef5c Mon Sep 17 00:00:00 2001 From: Ryan Coe Date: Tue, 22 Feb 2022 21:49:41 -0700 Subject: [PATCH 01/10] OptimizeResult import --- wecopttool/core.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/wecopttool/core.py b/wecopttool/core.py index 080f3bd6..68c332a1 100644 --- a/wecopttool/core.py +++ b/wecopttool/core.py @@ -22,7 +22,7 @@ from autograd import grad, jacobian import xarray as xr import capytaine as cpy -from scipy.optimize import minimize +from scipy.optimize import minimize, OptimizeResult from scipy.linalg import block_diag import matplotlib.pyplot as plt import matplotlib as mpl @@ -587,7 +587,7 @@ def solve(self, maximize: bool = False, scale_logging: bool = False, ) -> tuple[xr.Dataset, xr.Dataset, np.ndarray, np.ndarray, float, - optimize.optimize.OptimizeResult]: + OptimizeResult]: """Solve the WEC co-design problem. Parameters From 978e83c879c15a63de843badd0ed4c6ad7fa53a8 Mon Sep 17 00:00:00 2001 From: Ryan Coe Date: Mon, 28 Feb 2022 18:59:57 -0700 Subject: [PATCH 02/10] one more fix --- wecopttool/core.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/wecopttool/core.py b/wecopttool/core.py index 68c332a1..6f996308 100644 --- a/wecopttool/core.py +++ b/wecopttool/core.py @@ -1233,7 +1233,7 @@ def delaxes(axs, idof, jdof, ndof): def post_process_continuous_time(results: xr.DataArray - ) -> Callable[float, float]: + ) -> Callable[[float, float]]: """Create a continuous function from the results in an xarray DataArray. From 92658c1948e156fa28535dd48555a33a7261c85e Mon Sep 17 00:00:00 2001 From: Ryan Coe Date: Mon, 28 Feb 2022 19:19:12 -0700 Subject: [PATCH 03/10] some spelling clean up --- CHANGES.md | 2 +- wecopttool/core.py | 6 +++--- 2 files changed, 4 insertions(+), 4 deletions(-) diff --git a/CHANGES.md b/CHANGES.md index 98e795a9..5d0ca31c 100644 --- a/CHANGES.md +++ b/CHANGES.md @@ -27,7 +27,7 @@ **Bug fixes** * Correct dependency name for jupyter-notebook -* Move jupyter-notebook to base install dependecy +* Move jupyter-notebook to base install dependency **New features** diff --git a/wecopttool/core.py b/wecopttool/core.py index 3535f296..113f828c 100644 --- a/wecopttool/core.py +++ b/wecopttool/core.py @@ -68,7 +68,7 @@ def __init__(self, fb: cpy.FloatingBody, mass: np.ndarray, mass: np.ndarray Mass matrix shape of (``ndof`` x ``ndof``). hydrostatic_stiffness: np.ndarray - Hydrstatic stiffness matrix matrix of shape + Hydrostatic stiffness matrix matrix of shape (``ndof`` x ``ndof``). f0: float Initial frequency (in Hz) for frequency array. @@ -76,7 +76,7 @@ def __init__(self, fb: cpy.FloatingBody, mass: np.ndarray, nfreq: int Number of frequencies in frequency array. See ``f0``. dissipation: np.ndarray - Additional dissipiation for the impedance calculation in + Additional dissipation for the impedance calculation in ``capytaine.post_pro.impedance``. Shape: (``ndof`` x ``ndof`` x ``1``) or (``ndof`` x ``ndof`` x ``nfreq``). stiffness: np.ndarray @@ -884,7 +884,7 @@ def scale_dofs(scale_list: list[float], ncomponents: int) -> np.ndarray: def complex_xarray_from_netcdf(fpath: str | Path) -> xr.Dataset: - """Read a NetCDF file with commplex entries as an xarray dataSet. + """Read a NetCDF file with complex entries as an xarray dataSet. """ with xr.open_dataset(fpath) as ds: ds.load() From a6e5620a895b36f9644de49675f3e1df8d04ee64 Mon Sep 17 00:00:00 2001 From: Ryan Coe Date: Mon, 28 Feb 2022 19:29:54 -0700 Subject: [PATCH 04/10] logging level -> ERROR; spelling typos --- examples/tutorial_1_wavebot.ipynb | 257 +++++------------------------- 1 file changed, 36 insertions(+), 221 deletions(-) diff --git a/examples/tutorial_1_wavebot.ipynb b/examples/tutorial_1_wavebot.ipynb index ee55f4ce..41f0d085 100644 --- a/examples/tutorial_1_wavebot.ipynb +++ b/examples/tutorial_1_wavebot.ipynb @@ -16,9 +16,9 @@ "\n", "![WaveBot Photo](https://live.staticflickr.com/65535/51855905347_de87ccaaba_z.jpg)\n", "\n", - "We will start by loading the neccessary modules and creating a save directory:\n", + "We will start by loading the necessary modules and creating a save directory:\n", "\n", - "* Set the logging level (optional) to control the ammount of information printed to the screen\n", + "* Set the logging level (optional) to control the amount of information printed to the screen\n", "* Import Autograd (wrapper on NumPy, required) for automatic differentiation\n", "* Import other packages we will use in this tutorial \n", "* Import WecOptTool \n", @@ -33,7 +33,7 @@ "source": [ "# logging\n", "import logging\n", - "logging.basicConfig(level=logging.INFO)\n", + "logging.basicConfig(level=logging.ERROR)\n", "\n", "# autograd (derivatives)\n", "import autograd.numpy as np\n", @@ -65,7 +65,7 @@ "In this section we will create the `WEC` object, which contains all the information about the WEC and its dynamics.\n", "This includes the mesh, degrees of freedom, mass and hydrostatic properties, linear hydrodynamic coefficients (from a BEM solution), additional dynamic forces (e.g. PTO force, mooring, non-linear hydrodynamics), and constraints (e.g. maximum PTO extension). \n", "In this case, the only additional force will be the PTO force and the only constraint will be a maximum PTO force of $2000 N$.\n", - "Note that the BEM solution is not reuqired when creating the WEC object, it can be calculated or read after the WEC is created.\n", + "Note that the BEM solution is not required when creating the WEC object, it can be calculated or read after the WEC is created.\n", "WecOptTool uses Capytaine as a BEM solver, and one of the first things we will do is create a Capytaine FloatingBody. \n", "\n", "First, we will create a surface mesh for the hull using an existing function (note, you can use existing STL files, etc.)." @@ -93,16 +93,7 @@ "cell_type": "code", "execution_count": 3, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "INFO:capytaine.bodies.bodies:Stored 1054 triangle faces as quadrilaterals\n", - "INFO:capytaine.bodies.bodies:New floating body: WaveBot.\n" - ] - } - ], + "outputs": [], "source": [ "fb = cpy.FloatingBody.from_meshio(mesh, name=\"WaveBot\")\n", "fb.add_translation_dof(name=\"HEAVE\")" @@ -125,7 +116,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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", 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empROz3Ytwi6r3oslKMa7+7fLzc80s2Xu/m9mdle8ChMRqYq31+3ijhdz2H+omLsnDGbyGSeQpGGvtSKWoCgzs0nAi9H5i8qt07UVIhKqwsMl/PKVtcz+aCsndWvNc5NHMbh7m7DLalBiCYrLgceAPxAJhmXAFWbWAripOhs1sw7AHCK3BdkMTHL3gqPaNAeWAM2idb7o7vdUZ3si0jBlbfuSqXOy2Jx/kClj+jHt7IEa9hoHsdzraSNwXiWrP6jmdqcDi919hplNj87feVSbIuBMd//KzJKBD8zsNXdfVs1tikgDUVJaxu/eyeXxt3Pp2roZz1+Xyej+HcMuq8EKuuDuDnf/jZk9TgWHmNz9lhpsdyL/OAk+C3iXo4IiesuQr6KzydEvHeoSaeQ27T3IbXOyyN72Jeen9+C+iUNp2yI57LIatKA9irXR78vjsN2u7p4H4O55Zlbhjd/NrAmRZ2GcCPze3T+q7A3NbAowBaBPnz61X7GIhMrdef7jrfziz2tJaZrE45cN57xT9Ay1RAi64G5R9PssADNr6e4HY31jM3uLyDDao90d63u4eymQbmbtgJfMbKi7r6qk7UxgJkBGRob2PEQakD0Hipj+p5UsXrebM07sxG8vPoVubZuHXVajEcsFd6OBp4BWQB8zOwW43t1vDHqdu48LeM9dZtY9ujfRHdh9nPf60szeBcYTuUmhiDQSb6z+nOnzc/iqqIR7zhvC1aPTNOw1wZJiaPMo8D0gH8Dds4ExNdzuQuDq6PTVwIKjG5hZ5+ieBNERVuOAdTXcrojUE18VlXDniyuZ8twKurVpzis3n8G1p+vaiDDEMjwWd9921OXvpZW1jdEMYK6ZTQa2AhcDmFkP4El3nwB0B2ZFz1MkAXPd/c813K6I1AMrtnzB1DnZbCso5Max/blt3EBSmsbyuVbiIZag2BZ9FKqbWQpwC/840V0t7p4PnFXB8p3AhOj0SmB4TbYjIvVLcWkZj731d/7wbi492rVg7vWjGZnWIeyyGr1YguJfiVxw1xPYDrwB/CieRYlI45O7+wBT52STs2MfF43oxT3nDaF1cw17rQtiueBuL5Grs0VEap278+yHW3jg1bWkpjThiStOZfzQ7mGXJeUEXXBX4YV236jhBXciIuza/zU/eXElSzbsYeygzvzmwmF0aaNhr3VN0B5F+Qvt7gN0nyURqTWv5uRx10s5fF1cyv0TT+aKzL56ZkQdFXTB3axvps3stvLzIiLVtf/rYu5duJr5n+xgWK+2PHJJOv07twq7LAkQ0/BYdI8lEakFH23MZ9rcbPL2HeKWM0/k5rMGkNxEw17ruliDQkSk2opKSnn4zQ3MXLKRPh1SefGG0zi1T/uwy5IYBZ3MLv+s7FQz2//NKiI3d9WTQUTkuDbsOsCtL2SxNm8/l43qzc/OGULLZvqMWp8EnaNonchCRKRhKStznlm6mV+/vo7WzZryX1dlcPaQrmGXJdWgWBeRWpe37xC3z8vmr7n5jBvchRkXDqNTq2ZhlyXVpKAQkVq1IGsHP395FSVlzq8u+BaXjuytYa/1nIJCRGrFvsJifr5gFQuzdzK8TzsemZROWqeWYZcltUBBISI1tjR3Lz+el83uA0VMO3sgN47tT1MNe20wFBQiUm1fF5fy4F/W89QHm+jXqSXzbziNU3q3C7ssqWUKChGpljU79zN1Thbrdx3gysy+3DVhMC1SmoRdlsSBgkJEqqS0zHny/Y089MYG2qYm88y1I/nuoC5hlyVxpKAQkZhtLyhk2txsPt70BeNP7sYDF3yLDi1Twi5L4kxBISLH5e689OkO7lmwGgcevGgYF43opWGvjYSCQkQCFRw8zM9eXsUrOXmMTGvPw5PS6d0hNeyyJIEUFCJSqSUb9nD7vGwKCg9zx/hBXD+mP02StBfR2CgoROQYhw6XMuO1tcz6cAsndmnF09eMZGjPtmGXJSFRUIjIEVbt2MetL3zKZ3sOcu3padw5/iSaJ2vYa2OmoBARIDLs9Yn3PuORNzfQsVUKz00exXcGdA67LKkDFBQiwtb8QqbOzWLFlgLOHdadX5w/lHapGvYqEQoKkUbM3Zm3fDv3LVpNUpLx6CXpTEzvoWGvcoRQgsLMOgBzgDRgMzDJ3QsqadsEWA7scPdzE1WjSEOX/1URP52fwxtrdpHZrwMPTUqnZ7sWYZcldVBYt3ecDix29wHA4uh8ZW4F1iakKpFG4u11u/jeo+/z7vo93D1hMM9fl6mQkEqFFRQTgVnR6VnA+RU1MrNewDnAk4kpS6RhKzxcwt0v5fB//ricTq1SWHDT6fzfMf1I0rUREiCscxRd3T0PwN3zzKyyO4o9CtwB6PndIjWUte1Lps7JYnP+QaaM6ce0swdq2KvEJG5BYWZvAd0qWHV3jK8/F9jt7ivMbGwM7acAUwD69OkTe6EiDVxJaRm/eyeXx9/OpWvrZjx/XSaj+3cMuyypR+IWFO4+rrJ1ZrbLzLpH9ya6A7sraHY68AMzmwA0B9qY2X+7+xWVbG8mMBMgIyPDa/4TiNR/m/Ye5LY5WWRv+5Lz03tw38ShtG2RHHZZUs+EdY5iIXB1dPpqYMHRDdz9p+7ey93TgEuBtysLCRE5krsz+6MtTHjsfTbvPcjjlw3n0UuHKySkWsI6RzEDmGtmk4GtwMUAZtYDeNLdJ4RUl0i9t+dAEdP/tJLF63Zzxomd+O3Fp9CtbfOwy5J6LJSgcPd84KwKlu8EjgkJd38XeDfuhYnUc2+s/pzp83M4WFTCPecN4erRaRrRJDWmK7NFGoCvikq4f9Ea5izfxpDubXjs0nQGdNVgQakdCgqRem7Fli+YOiebbQWF3Di2P7eNG0hK07BOP0pDpKAQqaeKS8t47K2/84d3c+nRrgVzrx/NyLQOYZclDZCCQqQeyt19gKlzssnZsY+LRvTinvOG0Lq5RjRJfCgoROoRd+fZD7fwwKtrSU1pwhNXnMr4od3DLksaOAWFSD2xa//X/OTFlSzZsIexgzrzmwuH0aWNhr1K/CkoROqBV3PyuOulHL4uLuX+84dyxbf76JkRkjAKCpE6bP/Xxdy7cDXzP9nBsF5teeSSdPp3bhV2WdLIKChE6qiPNuYzbW42efsOccuZJ3LzWQNIbqJhr5J4CgqROqaopJSH39zAzCUb6dMhlRdvOI1T+7QPuyxpxBQUInXIhl0HuPWFLNbm7eeyUb352TlDaNlMf6YSLv0GitQBZWXOM0s38+vX19G6WVP+66oMzh7SNeyyRAAFhUjo8vYd4vZ52fw1N59xg7sw48JhdGrVLOyyRP6XgkIkRAuydvDzl1dRUub86oJvcenI3hr2KnWOgkIkBPsKi/n5glUszN7J8D7teGRSOmmdWoZdlkiFFBQiCbY0dy8/npfN7gNFTDt7IDeO7U9TDXuVOkxBIZIgXxeX8uBf1vPUB5vo17kl8284jVN6twu7LJHjUlCIJMCanfuZOieL9bsOcGVmX+6aMJgWKU3CLkskJgoKkTgqLXOefH8jD72xgbapyTxz7Ui+O6hL2GWJVImCQiROthcUMm1uNh9v+oLxJ3fjgQu+RYeWKWGXJVJlCgqRWubuvPTpDu5ZsBoHHrxoGBeN6KVhr1JvKShEalHBwcP87OVVvJKTx8i09jw8KZ3eHVLDLkukRhQUIrVkyYY93D4vm4LCw9wxfhDXj+lPkyTtRUj9p6AQqaFDh0uZ8dpaZn24hQFdWvH0NSMZ2rNt2GWJ1BoFhUgNrNqxj1tf+JTP9hzk2tPTuHP8STRP1rBXaVgUFCLVUFrmPPHeZzzy5gY6tkrhucmj+M6AzmGXJRIXoQSFmXUA5gBpwGZgkrsXVNBuM3AAKAVK3D0jcVWKVGxrfiFT52axYksB5w7rzi/OH0q7VA17lYYrrD2K6cBid59hZtOj83dW0va77r43caWJVMzdmbd8O/ctWk1SkvHoJelMTO+hYa/S4IUVFBOBsdHpWcC7VB4UIqHL/6qIn87P4Y01u8js14GHJqXTs12LsMsSSYiwgqKru+cBuHuemVV2TwMH3jAzB/7T3WdW9oZmNgWYAtCnT5/arlcasbfX7eKOF3PYf6iYuycMZvIZJ5CkYa/SiMQtKMzsLaBbBavursLbnO7uO6NB8qaZrXP3JRU1jIbITICMjAyvcsEiRyk8XMIvX1nL7I+2clK31jw3eRSDu7cJuyyRhItbULj7uMrWmdkuM+se3ZvoDuyu5D12Rr/vNrOXgFFAhUEhUpuytn3J1DlZbM4/yJQx/Zh29kANe5VGK6ynpSwEro5OXw0sOLqBmbU0s9bfTAP/DKxKWIXSKJWUlvHoWxu48D+WUlRcyvPXZXLXhMEKCWnUwjpHMQOYa2aTga3AxQBm1gN40t0nAF2Bl6IjSpoCz7v76yHVK43Apr0HuW1OFtnbvuSHw3ty7w9Opm2L5LDLEgldKEHh7vnAWRUs3wlMiE5vBE5JcGnSCLk7z3+8lV/8eS0pTZP43b8M59xhPcIuS6TO0JXZ0qjtOVDE9D+tZPG63ZxxYid+e/EpdGvbPOyyROoUBYU0Wm+s/pzp83M4WFTCPecN4erRaRr2KlIBBUU5K7YUsGxjPpn9OjKib/uwy5E4WLGlgCUb9rBqxz4Wr9vNkO5teOzSdAZ0bR12aSJ1loIiasWWAi6buYzisjKSk4yfjD+JE7u0CrssqUW5u7/iN6+vo7g0cpnNBcN7MuPCYaQ0DWvwn0j9oKCIWrYxn8OlZQAcLnV++crakCuSeEoy6N+llUJCJAYKiqjMfh1JaZpESWkZTZskcd8PTuakbjoc0ZCs+/wA9yxcTWlpGclNk8js1zHskkTqBQVF1Ii+7fmf/5upcxQN2PA+7RnYtbX+jUWqSEFRzoi+7fWfRwOnf2ORqtMBWhERCaSgEBGRQAoKEREJpKAQEZFACgoREQmkoBARkUAKChERCaSgEBGRQAoKEREJpKAQEZFACgoREQmkoBARkUDm7mHXUOvMbA+wpZov7wTsrcVyGgL1ybHUJ8dSnxyrPvVJX3fvXNGKBhkUNWFmy909I+w66hL1ybHUJ8dSnxyrofSJDj2JiEggBYWIiARSUBxrZtgF1EHqk2OpT46lPjlWg+gTnaMQEZFA2qMQEZFACgoREQnUKIPCzMab2XozyzWz6RWsNzP79+j6lWZ2ahh1JloM/XJ5tD9WmtlSMzsljDoT6Xh9Uq7dSDMrNbOLEllfGGLpEzMba2ZZZrbazN5LdI2JFsPfTlszW2Rm2dE+uTaMOqvN3RvVF9AE+AzoB6QA2cCQo9pMAF4DDMgEPgq77jrSL6cB7aPT32/o/RJLn5Rr9zbwKnBR2HWH3SdAO2AN0Cc63yXsuutAn9wF/Do63Rn4AkgJu/ZYvxrjHsUoINfdN7r7YeAFYOJRbSYCz3rEMqCdmXVPdKEJdtx+cfel7l4QnV0G9EpwjYkWy+8KwM3An4DdiSwuJLH0yb8A8919K4C7N/R+iaVPHGhtZga0IhIUJYkts/oaY1D0BLaVm98eXVbVNg1NVX/myUT2uhqy4/aJmfUEfgg8kcC6whTL78lAoL2ZvWtmK8zsqoRVF45Y+uR3wGBgJ5AD3OruZYkpr+aahl1ACKyCZUePEY6lTUMT889sZt8lEhRnxLWi8MXSJ48Cd7p7aeTDYoMXS580BUYAZwEtgA/NbJm7b4h3cSGJpU++B2QBZwL9gTfN7H133x/n2mpFYwyK7UDvcvO9iKR8Vds0NDH9zGY2DHgS+L675yeotrDE0icZwAvRkOgETDCzEnd/OSEVJl6sfz973f0gcNDMlgCnAA01KGLpk2uBGR45SZFrZpuAk4CPE1NizTTGQ09/AwaY2QlmlgJcCiw8qs1C4Kro6KdMYJ+75yW60AQ7br+YWR9gPnBlA/50WN5x+8TdT3D3NHdPA14EbmzAIQGx/f0sAL5jZk3NLBX4NrA2wXUmUix9spXIHhZm1hUYBGxMaJU10Oj2KNy9xMxuAv5CZLTC0+6+2sz+Nbr+CSKjVyYAuUAhkU8DDVqM/fL/gI7AH6KfoEu8AdwZszIx9kmjEkufuPtaM3sdWAmUAU+6+6rwqo6vGH9P7gf+aGY5RA5V3enu9eX247qFh4iIBGuMh55ERKQKFBQiIhJIQSEiIoEUFCIiEkhBISIigRQUIiISSEEhAkRvEZ5lZquit4NuV8XXv2tmGdHpV6v6+gre7xoz22NmT1bxdQ+a2edmdntNti9SnoJCJOKQu6e7+1Aid/b8UXXfyN0nuPuXtVDTHHe/rorb/gmN5waFkiAKCpFjfUj07p9mNir6kKZPo98HRZe3MLMXog9xmkPk5ndE1202s05mlmZmq8otv93M7o1O32Jma6Kvf+F4BUX3MF6O7u1sMrObzGxatK5lZtahlvtA5H81ult4iAQxsyZE7snzVHTROmBM9DYN44AHgAuBG4BCdx8WvVHiJ1Xc1HTgBHcvqsJhqqHAcKA5kdvL3Onuw83sEeAqIneyFal1CgqRiBZmlgWkASuAN6PL2wKzzGwAkVtHJ0eXjwH+HcDdV5rZyipubyUw28xeBl6O8TXvuPsB4ICZ7QMWRZfnAMOquH2RmOnQk0jEIXdPB/oSeZzlN+co7ifyH/RQ4Dwin+a/cbwbpZVw5N9Y+deeA/yeyHMbVphZLB/aispNl5WbL0Mf+iSOFBQi5bj7PuAW4HYzSyayR7Ejuvqack2XAJcDmNlQKv5EvwvoYmYdzawZcG60fRLQ293fAe4g8ozpVrX+w4jUEn0KETmKu39qZtlEnivwGyKHnqYBb5dr9h/AM9FDTllU8AAady82s38DPgI2ETnfAZFbUf+3mbUlcsvpR2pplJRIXOg24yJ1kJldA2S4+03VeO29wFfu/tvarksaJx16EqmbDgHfr84Fd8AVwMG4VCWNkvYoREQkkPYoREQkkIJCREQCKShERCSQgkJERAL9fyaKsWRhdz9hAAAAAElFTkSuQmCC", "text/plain": [ "
" ] @@ -159,7 +150,7 @@ "source": [ "Next we will add the mass and hydrostatic properties. \n", "If these values are known they can be added directly. H\n", - "Here we will use the fact that the WaveBot is free floating and assume constatn density to calculate these properties. \n", + "Here we will use the fact that the WaveBot is free floating and assume constant density to calculate these properties. \n", "Capytaine does not (yet) natively perform hydrostatic calculations. \n", "We can use `meshmagick` to do this, which has been wrapped for convenience in `wecopttool.hydrostatics`. " ] @@ -209,7 +200,7 @@ "In this case all the functions of interest are packaged into a class called `PseudoSpectralPTO`. \n", "We will start by creating an instance of this class which requires the number of frequencies in the pseudo-spectral problem and a `kinematics` matrix. \n", "The kinematics matrix converts from the WEC degrees of freedom (in this case only heave) to the PTO degrees of freedom. \n", - "In this case the PTO extracts power directly from the WEC's heave so the kinemaitcs matrix is simply the $1\\times 1$ identity matrix. " + "In this case the PTO extracts power directly from the WEC's heave so the kinematics matrix is simply the $1\\times 1$ identity matrix. " ] }, { @@ -228,7 +219,7 @@ "source": [ "Next we will create the constraints, which must be in the correct format for [`scipy.optimize.minimize()`](https://docs.scipy.org/doc/scipy/reference/generated/scipy.optimize.minimize.html). \n", "We will constraint the PTO force to $2000 N$ in either direction. \n", - "We will enforce the constraint at 4 times more points than the dynamics (see theory section for why this is helpful for the psuedo-spectral problem). \n", + "We will enforce the constraint at 4 times more points than the dynamics (see theory section for why this is helpful for the pseudo-spectral problem). \n", "This will be the only constraint.\n", "\n", "We will also create the additional dynamics forces function, which will simply be the PTO force." @@ -270,15 +261,7 @@ "cell_type": "code", "execution_count": 9, "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "INFO:wecopttool.core:New WEC: WaveBot with 1 DOF.\n" - ] - } - ], + "outputs": [], "source": [ "wec = wot.WEC(fb, mass, stiffness, f0, nfreq, \n", " f_add=f_add, constraints=constraints)" @@ -298,169 +281,9 @@ "execution_count": 10, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "INFO:wecopttool.core:Running Capytaine (BEM): 50 frequencies x 1 wave directions.\n", - "INFO:capytaine.bodies.bodies:Clipping WaveBot_immersed with respect to Plane(normal=[0. 0. 1.], point=[0. 0. 0.])\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=0.314, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=0.314, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=0.628, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=0.628, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=0.942, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=0.942, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=1.257, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=1.257, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=1.571, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=1.571, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=1.885, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=1.885, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=2.199, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=2.199, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=2.513, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=2.513, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=2.827, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=2.827, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=3.142, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=3.142, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=3.456, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=3.456, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=3.770, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=3.770, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=4.084, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=4.084, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=4.398, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=4.398, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=4.712, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=4.712, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=5.027, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=5.027, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=5.341, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=5.341, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=5.655, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=5.655, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=5.969, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=5.969, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=6.283, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=6.283, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=6.597, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=6.597, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=6.912, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=6.912, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=7.226, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=7.226, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=7.540, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=7.540, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=7.854, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=7.854, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=8.168, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=8.168, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=8.482, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=8.482, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=8.796, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=7.97e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=8.796, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=7.97e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=9.111, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=7.43e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=9.111, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=7.43e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=9.425, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=6.94e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=9.425, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=6.94e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=9.739, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=6.50e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=9.739, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=6.50e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=10.053, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=6.10e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=10.053, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=6.10e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=10.367, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=5.73e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=10.367, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=5.73e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=10.681, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=5.40e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=10.681, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=5.40e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=10.996, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=5.10e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=10.996, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=5.10e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=11.310, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.82e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=11.310, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.82e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=11.624, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.56e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=11.624, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.56e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=11.938, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.32e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=11.938, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.32e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=12.252, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.11e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=12.252, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.11e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=12.566, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.90e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=12.566, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.90e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=12.881, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.72e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=12.881, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.72e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=13.195, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.54e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=13.195, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.54e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=13.509, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.38e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=13.509, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.38e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=13.823, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.23e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=13.823, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.23e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=14.137, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.08e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=14.137, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.08e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=14.451, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.95e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=14.451, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.95e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=14.765, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.83e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=14.765, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.83e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=15.080, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.71e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=15.080, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.71e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=15.394, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.60e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=15.394, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.60e-01)!\n", - "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=15.708, depth=inf, wave_direction=0.000, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.50e-01)!\n", - "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=15.708, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", - "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.50e-01)!\n", - "INFO:wecopttool.core:Impedance matrix deleted. To calculate impedance call 'self.bem_calc_impedance()'\n", - "INFO:wecopttool.core:Impedance matrix deleted. To calculate impedance call 'self.bem_calc_impedance()'\n", - "INFO:wecopttool.core:Calculating impedance matrix.\n", - "INFO:capytaine.post_pro.impedance:Compute impedance.\n", - "WARNING:wecopttool.core:Linear damping for DOF \"HEAVE\" has negative or close to zero terms. Shifting up.\n", - "INFO:wecopttool.core:Writting BEM data to results_tutorial_1/bem.nc.\n" - ] - }, { "data": { - "image/png": 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", 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", "text/plain": [ "
" ] @@ -541,7 +364,7 @@ "WecOptTool will solve the optimization problem (PTO force that will produce the highest average power) while simultaneously ensuring the dynamics equation is satisfied. \n", "\n", "To help the optimization we will scale the problem before solving it (see Documentation). \n", - "WecOptTool allows you to scale the WEC dynamics state (see Documentation), your optimization state (in this case the Fourirer coefficients for the PTO force), and the objective function separately. \n", + "WecOptTool allows you to scale the WEC dynamics state (see Documentation), your optimization state (in this case the Fourier coefficients for the PTO force), and the objective function separately. \n", "See the `wecopttool.WEC.solve()` function for more information. \n", "Here we are scaling the optimization state by a factor of $0.01$ which results in over $10\\times$ less iterations required for the optimizer to converge." ] @@ -566,7 +389,7 @@ "For more details see `scipy.optimize.minimize`. \n", "Also note that the only required inputs for defining and solving the problem are: (1) the waves, (2) the objective function, and (3) the size of the optimization state. \n", "All other inputs are used to control the optimization execution. \n", - "Pay attention to the `Exit mode`: an exit mode of $0$ indicates a succesful solution. \n", + "Pay attention to the `Exit mode`: an exit mode of $0$ indicates a successful solution. \n", "See `scipy.optimize.minimize` for more information. " ] }, @@ -575,25 +398,17 @@ "execution_count": 14, "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "INFO:wecopttool.core:Solving pseudo-spectral control problem.\n", - "INFO:wecopttool.core:Optimization terminated successfully (Exit mode 0)\n" - ] - }, { "name": "stdout", "output_type": "stream", "text": [ "Optimization terminated successfully (Exit mode 0)\n", - " Current function value: -103.18562474569269\n", - " Iterations: 28\n", - " Function evaluations: 33\n", - " Gradient evaluations: 28\n", - "CPU times: user 15 s, sys: 2.31 s, total: 17.3 s\n", - "Wall time: 4.53 s\n" + " Current function value: -103.1856247443844\n", + " Iterations: 29\n", + " Function evaluations: 32\n", + " Gradient evaluations: 29\n", + "CPU times: user 23.4 s, sys: 2.34 s, total: 25.7 s\n", + "Wall time: 12.6 s\n" ] } ], @@ -641,7 +456,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Average power: -103.18562474569269 W\n", + "Average power: -103.1856247443844 W\n", "\n" ] } @@ -675,7 +490,7 @@ "We will first look at some time-domain solutions. \n", "We will only plot a subset of the available quantities; inspect the `xarray.Dataset` objects for all stored quantities. \n", "\n", - "Note that the PTO force never exceeds $2000N$, and that due to the non-linear constraint the WEC heave motion is not sinusiodal. " + "Note that the PTO force never exceeds $2000N$, and that due to the non-linear constraint the WEC heave motion is not sinusoidal. " ] }, { @@ -686,7 +501,7 @@ { "data": { "text/plain": [ - "[]" + "[]" ] }, "execution_count": 17, @@ -695,7 +510,7 @@ }, { "data": { - "image/png": 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", + "image/png": 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", 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", 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", 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U3/L7JyO6gjA54RkpVefteGtmzUAUzdIJqyxjnlrRojAREVb05jrCzHWsUKVSa7SlmZjftRO0k8cPjbfkLzHkMinymRRjZf/C5Md7jnH2uoGW3/+81UvIZVId4YQfLdXo72rdMrFxZS8iQZgEiDWTdnwm8WS375h/YXJkvEJKaEs4rujLPasGlg8mckxaCAs2mO/Bt9+k3lB2Hylyaov+EkN/V4ZRz8JktFRl16HxlpzvhlwmxQvWLvXu/6nWG5RrDXpzrQuTrmyaNUu7F0REVxAmFqnWGxQq9bYmX7Ny7gTN5EihwrI2ItMAlvfmOyI02AiTdh3wEGmfPnn6WBQWPN+ExePpy2e8m7keenoEVXhBG8IEIr/Jg3uHqdQaCY1s/ozHgrmvDc0EIlNX0ExOcEbjG3NJGxdTLpNiZV+e/SP+ExePjFVa9pcYVvbmOsJncnBCmLShmfR0hmbyRBzJ1bYw6cp4N3Nt23MMgLNbjOQynLV2CZVag6eO+JuEzXfZSh5TM6cP9rFraKwjotNmIggTi5hJph0zF0QRXR2jmbQpTJZ3iM9k/3CkHZ3UYvQTdI6Z64lD7YUFGzpBM9lxYIzB/vxEgmurmKCX8bK/sipGmPS2KUw2ruxlvFLn4Kh/jX4mgjCxiHHMtmPmgs7JNTkyXmnZ+W5Y0ZenWK17j5vfP1JiZV9UibZVOkWYPH6oQFc21ZbJDqAvn/XuMxmv1Nq+XwB6Yj/FuMfrzAjmJMxcAI91eI2uIEwssug0k/H2zVwT9bk8aycHRkptaSXQOcLkyTgsuN1+JP1dGcbKfs+lUKnTO4/KutPRF2sDhQ7QTPra1EwWSq5JECYWMY7ZJDST4WLV62q+3lCOFRIQJn0mcdG/MGknkguiSJtcJuVdmDzeQrXgqegEM1ehXJ9Xmfbp6MlHn+FVM0lImKxe0kVXNtXxTvggTCwyUjQO+PY1E/Db12S4WKWhrScsGibrc/m1/x5oM/vdsNRzFnyt3mD3kULbYcEw6YD36egdr9TaCqU1mM8oeCxFn1Q0VyolbFzZ1/Gl6IMwschwUj6TJVHiok9h0m4pFcPKicrB/jSTSq3BobFK2z4GiCL1fGomTx8rUa0rG9tIWDT0d2Wo1pWyx3DaQqVOT5sreWjSTDz6gEw0Z18CwvG0wd5g5jqRGSlVyaaFrmx7X7PRTHz6TZISJp1QOfjgaGtNsabCd7FHExbcSun54zEhrD7Dg8fLtUR8Jj1xR1OfmslkNFf757OiN8exDqi0MBO+e8BfKyIHRWR707aPiMje47ovmtc+LCI7ReRREXlD0/aL4207ReRq1+cxHaYuV7uOUWPb3++xPpcpztiuMOnJpenKprz6TEy73laaYh2Pb2FiwkVXJ3Auxhzj029SrNQnIrHaIeqnnvKqmYyXa3Rn02Tm2RRvKrpz6Y7qHjkVvjWT64CLp9j+6ebuiwAishm4DDgrfs9fi0haRNLA54BLgM3A2+N9vTNSbK8ul6Erm2ZZT5anj/lLXDwyHk2Y7QqTqD5XnkMes+APtNiudyp8C5Ni7GBOwmndl4+LPXqagFU18pkksJKHKL/DtwO+3RwTQ3c2TbnW6IiiotPhVZio6p3AXPu1XwrcoKplVX2cqBf8+fFjp6ruUtUKcEO8r3dGSjX6ExAmEHVc9OszSUYzAf/1ucz3mJQDfrjgUZhUo9VqEqt5E3U06kkzKdcaNDQZwQiRFuw3NLjeVpHHZnri78T83p2Ib81kOt4vIttiM9iyeNtaYHfTPnvibdNtfxYicpWIbBWRrUNDQzbG/QyGE9JMwH+uyeHxCn35DPlM+ze67yz4AyMlcpkUy3ra/21MGfqGpxVjsRI5y7vaSL40mInPl2ZiTFJJRHOZz/GbtFhNTMvqjn1AnWzq6kRh8nngdOBcYB/wyaQ+WFWvUdUtqrplcHAwqY+dltFita26XM2sXtrl1WdydLzCst5kBOOK3rxnn0nUYbFdXxZECamq/lbzhWqNXDqViF2+b8IB70fTMs7ynqQ0k3zauwO+3RwTQ3csYIMwmQeqekBV66raAP6WyIwFsBdY37TrunjbdNu9k7RmcmS8QsmTmnt4vMLy3vZDaSEycx0aK3vLZ9g/Umq5I+Hx+K4cXKokk+QH/h3wRotIys/Qm8t4dcCPlesTfqh2CWauFhCR1U1//jxgIr1uAS4TkbyIbAQ2AT8E7gU2ichGEckROelvcTnmqVDVtvu/N3Py0ijXxFfHxaOF9utyGVb05ijXGt5WjQdGyolEcoH/kiqFSn3CBNIuEz4TTxNw4ppJzrdmUqUvYTOX75p2M5HMEqBFROQrwKuAlSKyB/gT4FUici6gwBPAbwCo6kMiciPwE6AGvE9V6/HnvB+4DUgD16rqQ27P5NkUq3WqdW07+91gekgPjZYTySmYL0fGKjxn1ZJEPmt5U32upFahcyVq11viNc89KZHP8y1MitV6YpNvPpMimxZvmolxlicRTACRcPTpMxkv19vOfjcY7bOTzVxehYmqvn2KzV+YYf+PAh+dYvutwK0JDq1tTCmVpMxcvR7VXFXl8Hhloq5Wu0xkwY+X2bCi/czt+TBarlGo1BPJfgf/PU2KlTpdCWkmIkJfPuPN/2Mm/kR9Jj6juUrJhgZDMHOdkBgb+pLuZC6mLo/RHMVqnXKtwbKeZITJco+Vg81EOdCdzLksJs0E/DbIKtjwmXjSTMq1OpV6o+3GWAbzG/s0281GECaWSKoul6HL48rETPqJ+Uw8Vg42wjjfZokbg29hUkjQAQ9xTxNfmkmsRSRRTgUic1mp6ifRz5xLctFcQTM5YTGVZJPymZiLyUc019FCMnW5DCviqLBDHioHm+8vKad1dzZNNi3ehEmpmpwDHqL6XL5Cg42gT6LQI0zWxPLhtDZ+p8TNXEEzOfFIWjMxF1Op6r6iqynK2G7LXkN3Lk1PLs0RD2auCWGS0OpXRLyWVElcM/Fo5jImqaSEY4/HMvQT/d8Ty4D3X1J/NoIwscRIQl0WDT4dcEcSNnNBnAXvw8wVf39JOa0h+o0Xjc/EY4OsQqVOVzZFOtV+MilMaiY+ck0mG2Mlc//n4woHwcx1AjJSSnZlMnExeViZTJi5EormgqgXvA9hYjS7JE1DS7r8NcgqJRjNBaZ1r79yKkmVUgHfmkl0PSRVTiWVErqz6YnCnp1IECaWGC5W6c2lySZQ5gKiiymfSXnxmRwer5BNS2KRKRBpOYc9VA62oZn4MnOpKoWEfSZ9Xf5Cg6PGWMmdi3Hk+xCOY7EDPqnFJEQRXUEzOQEZKSaX/W7o9nQxHRmrsKwnl0gtK8OKXj+Vg0sVI0ySu/R9CZNqXak3NFEzV38+Q7nWoOKh22IhoZa9BuPIXwwOeIgWQMFncgKSZF0uQ3c27UUzOVKoJBbJZfDlMynVko3mAn/CpFhJXssyoaw+/AxJBxMYzWTcQ+KiMXMlFRoMsWYShMmJx0ipmlhYsKE7m6boIZrryHjywqQ7l6biodmPjQl4aXfkM3Fdhj7JXiaGvi5/DbIS95n41EwmcmaSOx9flom5EoSJJUaKtcTNXPmsn5XJsUIlsex3g5nMyzW352PLZ9JQGHM8aRUmuiwmdxv7bJBVqCQbmeZVMylFvexTCUWmQbSYDGauE5DhYjWxUiqG7qwfB3yp2kh08oXJZk6u82ZK1Qa5THLhp9BUht6xqas4kYCZ3HXms0FW1LLXRjSXHy0rqSKPhmDmOkGxYubK+fGZlKr1RB3W4C+jv1StJ9KVsJklnkqqmIkl2XIq/hpkFcrJaia5TIpcOsW4p6TFpCtiBzPXCUi9oYyWalYc8D4upkiYJKyZZP0Ik2LCTl7wV59r0meSbGgw+DNzJT0BR5WD3Z/LaLmWaCg9RBpo0ExOMExYYNI+ky5fwqTWSDT6CZjoJe/6fEq1ZPMywKOZq5J8ZFp/3o+Zq95QignnzICpHOz+nrFh5urOpYJmcqKRdF0uQ1c2PZEn4YpqPYq4StrMZT7Ptc8kyf4fBl89TYoJ1xkDf617zbkklTFuiLot+skzSTKSCyIfUCd3WvQqTETkWhE5KCLbm7YtF5HbRWRH/P+yeLuIyGdEZKeIbBOR85rec3m8/w4RudzHuTQz0csk6ZWJB83ERvRT8+eVnWsmyQcTeDNzWdBMurNpUuJeMzGmqCTDnCEKD/aTZ2JBM8mmKVUbzkPQ58qMZ9s8Yc9AVVUfbPH41wGfBb7UtO1q4A5V/ZiIXB3//SHgEqK+75uAlwCfB14iIsuJ2v1uIWr1e5+I3KKqR1scU9uMWNJMIge86+gn0/8j2Ql4ogqy49DgUoI90w29uTTplPsy9En3TAd/3RaNKSppzaTXl2ZSriWasAhNQSu1euJCNwlmG9F/AvcCM8VRbgRObeXgqnqniBz/3kuJ+sIDXA98l0iYXAp8SVUVuEdEBkRkdbzv7ap6BEBEbgcuBr7SypiSYDjhisEG4zNR1URLm8xEORZeSUdATXaOdGzmqtZZmWDBSvBXht6W1tjflXWvmVQsaSa5DE8fKyb6mbOhqlaESXO3xYUoTO5V1dfMtIOI/HuC4wFYpar74uf7gVXx87XA7qb99sTbptv+LETkKuAqgA0bNiQ45Gcy2bI3aWESTehlC6aa6ShZM3MZn4n70OCko7nAlFRx7Geo1BGZrCidFJFmsvC1LIg0HdeaSTmu7JC0mctn6+65MONVOJsgmes+rRJrIYkZCFX1GlXdoqpbBgcHk/rYZ2HLAe+j25qNku3QFBrsIQO+K5O8MFnSlfGStNiTTSeupfpokDVuy2fiIZrLmAhtaSadGtE157MVkbOJzFkT71HVb1gY0wERWa2q+2Iz1sF4+15gfdN+6+Jte5k0i5nt37UwrjkzUqyRTklivawNPvwM5lj28kzc+4C6LGgmeQ9FOJMujGjoy2c4VnBbhLNg0WfiumjleNmuMOnUkipz0o9F5FrgWuAXgZ+LH2+yNKZbABORdTlwc9P2d8VRXRcAw7E57Dbg9SKyLI78en28zRujpSr9XZnEV4xm4nCpmUwWRrQVGuzazJV8zgzEYduOy7bbMtn1d2UY9TQBJx5Om89QqNSdRkCNWRImnW7mmuvZXqCqm5M+uIh8hUirWCkie4iisj4G3Cgi7wGeBN4W734r8EZgJ1AArgBQ1SMi8r+IAgUA/tQ4431hI/kK/CT62fKZ5NIpRNwKE9UoMS5pwQhRgMJB55pJzcp11t/lvnWvjWx+mCz2WKwmn10/HfbMXNHnFaudmWsy17O9W0Q2q+pPkjy4qr59mpdeO8W+Crxvms8xmlNHYKMwIvipZ2VW20lPwCJCV8atacg0k7KmmTjPAWrQbSGqpy/vw2eSfDl9mGxOlXQRyZmYMHNZyDMB9xGQc2WuZ/slIoGyHygThQqrqp5tbWQLmFK1nniEDTT5TBz6GSbyTCw4rbuyKbfnYsn/E32m23MBkzOT/HXWl89SqNSpNzTR6sozUajUEEl+0WJ8MIVyHfoT/ehpMYI48TpjEz6Tha2ZfAF4J/Ag0JlisYOwkWUNfqK5yhZKdhhcd46cbNlry2fi2MxVrXFSf1fin9vXVIY+6YjE6Rgv1+nNJe9nNJrOuMMJ2AiTxAs9LpJoriFVvcXqSBYRNkq2w2QTJJcXk63EOPOZPs5l0Zi5LGTzwzOLPboSJoVKLXF/CUw69F1GQI1ZN3MtbGFyv4j8I/BNIjMXYC00eMFTrtZZlnCbW/DlgLeTAQ8mnNalyS7OmbEwaXVlIjOXy+oENsrpg59ijzbKz0NUgh7c9rQfK9VISfKLFvN5nRoaPNdfr5tIiLy+aZsCQZhMQanasOMz8eGAr9bJpIRM2kIEVDbltG3vpJZlRzCC2+oEtqIGfTTIshWZ5ksz6c0nb7JLpYSubOeWoZ9VmIhIXlWviP8vz7Z/IHL02vSZuBUm9iZH5z4TyyY7iGqZuRIm1pIWPTTIGi/XE09YhEmntVPNxEJdLkN3tnNb985lifY3ItIF/LXtwSwWSpZKdvgojhgJRjudCnz5TGxFc4G76gSNhlK20LQM/DTIinwmyU/AxnTmUjMZtyhMop4mC1CYiMgrgK3AXUSl3V/hZFQLnGg1n/wEnE4JubRbNbdkoZmUwXlosIX+HwazeHCladlojGXw4TMZr1jWTBxHcyXtfDdE98wCFCbE+STMXII+cBw2eqYbXF9Mtkx2gPOkRaM12IrmAnc5QLYyxqHZZ+JQMynb0UzymRTplER5Jo4YLdnWTDozz2S2qsH/CZwPvBzYoqp3OhnVAkY1Mj8k3UzKEDXIcu0zsWPmch3NZcyDVs1crjQTizkzPkJQC9W6FcEoIvTk0k41E5tmru5cemGauWLeq6pF4LdsD2YxULZUfsTgunWvLf8PuHfA284zAfdmLhsTcCadIpMSp0mYhbK9hk+9uYxTzcREc9nA9T0zH2Zr2/vH8f80/x+jqvq/rI1sgTIRMWRpAu5yHM1Rqtq7yZ2b7Mxvk7MT5gw4qxxso/97M10OtcZKrUGl3ki8ZYOhN59mzKFmUqjUrZ1LTy7N08c6U5jMdleNT/FQ4D1ErXQDxzGR5GfxJnedtGjzXGoNpVZ3M2mVqlFnwpyFnJm8Ywe8MXXYcMCDW0FvBGOPpdV8bz5DwaH/p2jRZ+raMjEfZvz1VPWT5rmI9AMfAK4EbgA+Od37TmQmcxnsmblcr+bthQZPrub7LEzwx2PKj9jIUHdt5ipZNNlBJBxdaSbGn2FzNe+q22KjoVQs+0wXbJ6JiCwXkT8DthEJn/NU9UOqenCWt56Q2KxMC8YB77ZqsM1VljmGC0o1OxnjMCkYy45+m8me6RZNkI58JgXbmonDCCjbPtOeheqAF5FPEDWdGgVeoKofUdWjLgYmIk+IyIMi8oCIbI23LReR20VkR/z/sni7iMhnRGSniGwTkfNcjHEqJs1ci8QBX7MbzQXuooaKFbsmO3CXtGgzmACi8yk7M9nF/d8tnUtP3p0D3rbP1Nz/UXunzmK2WeL3gTXAHwFPi8hI/BgVkRH7w+PVqnquqm6J/74auENVNwF3xH8DXAJsih9XAZ93MLYpsX0x5bMp5w54m8EEgLP6XLaz+cFlaHA0AdsIJgC3DviJxlgWkhYh7gPvSDOxb5mItDfXvXPmwmx5JilV7VbVflVd0vToV9UlrgbZxKXA9fHz64G3NG3/kkbcAwyIyGoP45tsJrUI6lmpqt0EzIzJzXDkgLeZze/4XCZDgxd+pF1hwmdiMdHPmWZi2zLhvg3FXLHv9WwdBf5NRO4TkavibatUdV/8fD+wKn6+Ftjd9N498bZnICJXichWEdk6NDRkZdAuzFyubvJKvUFDbUYMuc/NsGUWmsjNcB3NZbM6gSON0TjHbZRTMZ87Xqk5MQ3ZLCYKk4uHTsyCd9MUuTVepqp7ReQk4HYReaT5RVVVEZnX1aGq1wDXAGzZssXKlVV24IA3NlPbfTOMYLRRTh/cd44rVe30zDC4NA0Vq3VycakQGzg9F+MzsaiZNNRNewDr0Zw5t37G+dCxmomq7o3/PwjcRFTW5YAxX8X/m4iyvcD6previ7c5x/bKpCubpqGR1mCbsu1zmcjNcDUBN6z0sje4jIAqWeqyaHDpm5vwmVhMWoyOY381bzvPbKLUzUI0c4lIWkT+w8Vgmo7ZG+e1ICK9RE25tgO3AJfHu10O3Bw/vwV4VxzVdQEw3GQOc8pEaKCl1fyEachBGXr7CZhu61mVqnb6fxjyDgtXFip2alkZurJpZ4ERBQeaSXQc++dj2wFvfvNODA+e9ddT1bqINERkqaoOuxgUkS/kptiMkwH+UVW/LSL3AjeKyHuAJ4G3xfvfCrwR2AkUgCscjfNZ2NZMmlcmS7Hbn3vyxlgcEVClan3CgWmDrmzKWZ6JTf8PmIrOrpIW62TTQs7SAswkQ7qogly2HM3Z1cFmrrkuBcaAB0XkdqKSKgCo6u/YGJSq7gLOmWL7YeC1U2xX4H02xjJfrKu5OXereRd1xpqPYxubZS7A+BnclSCxqWU5jeayVH7e4NI3ZzsAp8exn3E+zPUX/Aah3/ucKFWjVZYtx6hLm2nRQf0ncOgzsexn6Mq6i4Cyrpk01U3LWC51M26xMCK4XbRYj+bKuu8cOVfmJExU9XoRyQFnxpseVdWqvWEtXErVhrWVPDRljbu4MSyXhnB5k5s2t7byf8Bt58hCpU6/pW5+4LZuWrFSnzDf2GAxCROTpNqJmsmcrhIReRWwA/gcUS/4n4YWvlNTqtWtTlgT9axcOBNNAqYl4ZhNR6GtLlbzJjDCvp/Bpf9n8UzANs9lsgacfUFftG7mihYQxQWcZ/JJ4PWq+iiAiJwJfAV4ka2BLVRsVtmFphvDwQRse5UFUdRb0UFk2mQtK5sOeLfRXFZ9Jg5L6ts32S0eP6P5njrRzDXXOytrBAmAqv4ULIcSLVDKFvt/QHPSkos8E7urLIirIC8SwZh3aOYqWmpza8g79GfZLNkDk7+5G9NwnVw6RcqSzzSdiqLeOtHMNVfNZKuI/B3w9/Hf7wC22hnSwsa2ZmJWPE4c8C4mYEemoQnNZJHkZhQt1hkDt2auYrXB8l4X5+JmAZa3eP9DFNG1kEODf5Mo9NaEAt9F5DsJHEepZq/KLrh1wNluwATucjPcmOzc5GaoqnXNxGVF57LtBZhjM5ftki3djlt3z5W5RnOVgU/Fj8AMlKoNN85EJw54uzkz5rMXQ5RN9NlucjOqdaXeUMvBBO7MXLbzf3LpFCIuhYldzaQ7l6bQgWaujq3NtVApVevWCiOC4yibmt2cGXDX7Mv4mFzlZthkMv/HbtFKWBzRXCLirNq27dQA6FzNJAiThLGt5mbjUueuzFy2bwzXmomTqKGaZWHi5Fzc+RlKVXvdPA2uqiCXanaj7KBzfSZBmCRMyYEDztVqPjoX28LETQTUZDCBvd8m7yicdrIw4sIPpzX+H5uCEeIQ9EWyAOvOZTrSzDWjniwiXyRqUjUVqqrvSX5IC5tyzb4DrivnbjXfbaktrCHvqASJi8g0VxOwm3Nxk89kkkmtL1qc3TMNq5UJIMqVOjC8wIQJ8K0ptq0Hfhew++svUFzZTJ3F/9s2c2XSToIJbPdmaf5s27+NMXFY1Uwc9ZpxERgB7iLtStU6g/15q8foyWUoVBdYBryqft08F5HTgP8BvAL4GPAFu0NbmDiJ5nDkgHMS5phLWfcxgJs8E1dmLifn4kjLMhO8dTOXo0g7F90cuxaqA15Enisifw98E/gvYLOqfl5VK9ZHt8Co1RvUGurgYnJl/3XgGHWVtFix27QMJs1ctnMzbPd/h6hVs8ikRmcL221uDd0OTcM2rzGINNIFV05FRP6JqPHU3cCriDoaLhGR5SKy3P7wFha2q+waulw54F34f+JorqgljT1MmLPNcuquzFwlB5qJiESCfhFEpkG8aHHkm3ORtOjinpkvs91ZLwYE+APgB0QlVO6LHx1VTkVELhaRR0Vkp4hc7WMMruy/rlZZxUrdas90iASvi572tsuPgLvcjKIDzQTcmIac+Uycmobta1ku7pn5MpvP5FRH42gLEUkTlcd/HbAHuFdEblHVn7gch+2KoQZXCVjlWsN6zHzzat6m4LKdGAfumn0VHDjgwU0OkIvINPP5tn8XVY1Nw47umYrde2a+zGbmOnm2D5jLPg44H9ipqrtiX84NwKWuB2EuVtt5Js7MXA7svxM1oBysgF1EDJlj2WQxTcAuKlObz7ftyyrX7JcfArfdVufDbL/grXP4jLnsY5u1wO6mv/fE256BiFwlIltFZOvQ0FDig3Crsi/80uDgMJzWiWbiJjejVK0jgtWyPRB9/mISjLbNXEYw2v5duju02+JseSbniMjIDK8LMNPrHYWqXgNcA7Bly5bEvVdm5ePKAWcbN2UuTAkS+yGoNlvDQlM0l4M8k+5sGhF7NdPA9LR3FEzg4p6xfS4O73+g48KDZ/OZdI5Bbmb2EiVTGtbF25wyUWXXwcrERZkLF9Fcrm6MokOTnW3B6ELLAlcOeDemoa5sinpDqdYbZC1F9LkLwIlb93aYZrJYanPdC2wSkY0ikgMuIwpjdorLbN5afGPYolxroOrG/AAukuPsF+DLOyrbXnRwLhA3+3KVgOnoOrM5AZcc+X+6Hd0z82VRCBNVrQHvB24DHgZuVNWHXI/D1SpronWvxYup7HDFCPYr7booDSMi5DMp+xNwxZFm4qAEiZkQXQStNB/PBi5NdrDAzFwLCVW9Fc/BAK6yeSdDA+ss6cpaOcak/de2k9ddBJSr1fziOZfUogkmmIwatCcc3Zm5OtMBP+dfUEReJiJXxM8HRWSjvWEtTBZTaKCrnBl3iX724//BTUl9FwmY4EYwGo3RfjCB/QnYZQUMWKDCRET+BPgQ8OF4Uxb4e1uDWqg4S1rM2Q+ndW2ysz1p2e4zbuhyUFLfRQImuMkzKTr6XVz4GSZMdg6SlpuP1ynM9Vf8eeDNwDiAqj4N9Nsa1ELFTCL27b/2V1kumkmBu17jziKgHBSuLFbr1rPfIbqOba9+S9WGM8FojmcLl+WUoPN8JnOdKSoaVRVTABHptTekhUup2nBq/7V5MblMwGw+ng2qcTVnd+G0i0cwVmoNGg17BQVdJMaCmwWYs2z+zAI2cwE3isj/AwZE5NeB7wB/a29YC5NytR6X7rZr/530mdhrkONamDjx/ziYtPIuHPCVuvUETGhyWluMtHMnTOwvWlxl86dSUdRgp2kmc4rmUtW/EJHXEWW7Pwf4Y1W93erIFiCuboyeOGnJZk8DVzHz6ZSQS9tdzU/c5I4m4OFi1eoxnIUGNzXIshU95qLKArgNDXYxB3Tn3NTnmw9zEiZx5NZdRoCISLeInKqqT9gc3ELDRctemKwWa1OYuCoNA5Ft3upN7qAxlqErk+KgxXNRVYcZ8PYz+l30/wBXwsTddeaq2+p8mOtZ/xPQvHSsx9sCTUTlRxxcSA4ccC5XWV3ZtNWKrqZfttHobGI7nLZSb9BQu42xDC5K6ruKTOt24YCv1cmk7DZgM3Q7qhw+H+Z61pnmNr3x85ydIS1c3Jm57GsmRlA5Wc1bdlq76v8B9s/FaFmuHPBg38+wWBzwru5/cJMDNF/mOlMMicibzR8icilwyM6QFi6laoO8w5u8WLHogI+drk5WwBm7KnvRqTCxm2ditCxX2fxgV5iUHTSTAjeC0ZX/BxawzwR4L/APIvLZ+O89wDvtDGnh4qKZFETRHN3ZtGUHvJsETIjbENucgCeEycI3c7lq2QuT+VK2zVwuJuBUSshl7GqNUTSnG80kuv/tLSZbYda7K26J+5uqeoGI9AGo6pj1kS1ASrUGS7vt1Mo6np5cmoLlVVYunSKVshvmDPYT/cxN50bLiiYsVbUSIu4q/LT5GIvBAQ/mt7FZTsWNYITotzk8Xpl9R4fMeuaqWgdeFj8fC4JkesqONBOI1VzLmontTH5D3pHPpDfvJs8E7OVmTFSmdWR+BHstlaOe6W4c8BBrwJYXYC5+F7B/Lq0wV73/fhG5hSiCa9xsVNVvWBnVAsWlA64nZ1fNde1MHBotW/v8CTNX1o2ZC+z5Aky7ZlfBBGDPzGUi01yu5m3nmbgwCwN0Zxdo0iLQBRwGXtO0TYEgTJpw64DLWPeZODsXyzd5oezSaT3ZhngpyZs8XTWTAvsOeFfFRA1dGbtO61K17sQvB50ZGjzXDPgrbA9kMeCiza2hx3LSkqsCfOAgNLgaxf/nnCQt2p2AjTa6GBL9yg79PxBVQLBdaXt5r7vFZKcJk7mWoF8nIjeJyMH48XURWWdjQCLyERHZKyIPxI83Nr32YRHZKSKPisgbmrZfHG/bKSJX2xjXXHBv5rLtTHQYM2/TyVtxU2UX7FendeozsdwF06WWBW4c8C5SAyD6ziq1BnWLRTjny1zF6BeJeqqviR/fjLfZ4tOqem78uBVARDYT9XY/C7gY+GsRScfRZp8DLgE2A2+P93VK5ExsuHXALxL7b5dlLatQqTkzPzTXs7KBy9Bg21qWczOXbZ9JxaHPJGf3OmuFuc58g6r6RVWtxY/rgEGL45qKS4EbVLWsqo8DO4Hz48dOVd0VZ+bfEO/rFBO942plYt8B33AWzdWVSVG2WOp83ItmYkmYVN054FOWi3C66plj6Lbc7KtUc+gz7cBui3M988Mi8qtGExCRXyVyyNvi/SKyTUSuFZFl8ba1wO6mffbE26bb/ixE5CoR2SoiW4eGhhIdcNnxKqvHiQPe1Sor0hpsmbqKlTo9DsKCwZ1pyHbPHIPNIpwl12Yuyz3tXUdAQmc1yJrrFXkl8DZgP7APeCvQslNeRL4jItuneFwKfB44HTg3PtYnWz3O8ajqNaq6RVW3DA4mq1iVao5XWQ7yTFzdGH3xRD9etue0dhEWDJMtW+2ZuWp0Z+33TDfYLMI5IRgdTsC27hmTM+Py/ofOMnPNeIeJyMdV9UPA+ar65pn2nQ+qetFc9hORvwW+Ff+5F1jf9PK6eBszbHeGy/IjEEVz1RpKpdawEqUUlTl3c2P05qPLcLxcY7A/n/jnFyt1Bnrc1CW1b+ay11tkKmxG2pWdayb2fCbVukY5Mw7LqcDCMnO9UaIl0IddDAZARFY3/fnzwPb4+S3AZSKSj/urbAJ+CNwLbBKRjSKSI3LS3+JqvAbXzkTbZejHy/WJSd42xjk+VrbjA3LrM4luqbItP0PFXcg22M0BctWAzRBFDVqKsnPY/weahEkHmblmmy2+DRwF+kRkBBCiZEUBVFWXWBjTn4vIufFxngB+g+hgD4nIjcBPgBrwvrjUCyLyfuA2IA1cq6oPWRjXjJQcOxMnui1Wa4knx6kq45UafY6EiTmOLR9QFBrsKprLbj0rl6YUsLuad1lnLDpOaiKcNp1wzTnX97/pGtpJmsmMd5iq/jfgv4nIzarqJEJKVaetRqyqHwU+OsX2W4FbbY5rNlw2kwK7PU0KlTqquNNMJnwmdjSTKDR4sURzuROMYIpwWs6ZcbyaL9eS/w6NJuoyzwQ6SzOZkxh1JUgWMkZ9du2As3Exjcchx66EidFMxi2FOjs1c2Xs1rNy1f/dkLcYAeVeM7GXUOp6MbkQfSaBOVKaCNl0czH15uyZhkxUVZ+jcFoz0dvQTOpxkIKr1XwmnSKTEnvlVKr1CROHC7os5maYz3UV5myz26I5F5cVkCEIk0VJuebHAW8jcdFM6q4m4AnNxEJosPl+XGkmYHkCrriLsoM4NNhinkk+46ZnDtg1QbpODejEPJM5zRYi0gWcEf+5U1VL9oa0MHHvgLd3MZmoKlcOeCO0bGgmE+VHXIfTWjQNuTRz2axnVXIe5mxRmHgyc3VSnsmMM5+IZETkz4myyq8HvgTsFpE/FxE3LQUXCK4roNp0wJtJ3ZXPJJdJkUunGLOhZTns/27IW+wcGeWZOHTA2wyndVj/DWwLk9gy4eh8smkhnZIFZeb6BLAc2KiqL1LV84iy0weAv7A8tgWFrzwTG617JzUTdzd6bz5NwaqZy+UEnLKWZ1Jy7IDvslhOpeiw/w80r+aT/21c1xkTkainScVerbH5MtuZvwn4dVUdNRtUdQT4TeCN077rBGQyA95tnknRis/EtLl1NwH35DJWzVzufSY2NRP3eSaqyRfhdFmyB+xWdHZt5jLHWkiaieoUV1GcLNg5hfQ7gFItasCUSbutGroYzFwQ+WdshAb7MHPZ6s9SqTWoNdSxZpKmoVG5kKRxL0zsRUAZM7erStsQlaFfMD4T4Cci8q7jN8ZVgx+xM6SFSclSz+/pSKeEfMZOH+iJPBOHpqHefNpKNFfRg5nLVuMy13kZMBm2ayec1q3JzqaZy7WZG+LWvQsomut9wDdE5ErgvnjbFqCbqG5WIMZ1mQuwN2mNl6PKtEmXnJiJ3nyG0VLymknBg2bSl8+wbzj5gEeXXRYNZnIsV+vQnWzMTbFaZ7DPnZDPuzBzOQwo6LTWvbP9kgdU9SUi8hqiDocAt6rqHZbHteAoVuvOEhYNtnqajJXr9Dp0vkOkBR0YSX4C9iFM+rsyjJaqiX+uL/8P2FvNL5rQ4FqdlERRVq7ozqYWlDD5IXCeqv478O8OxrNgGS3VWJLwym02ota9dpIWXfpLIKrPZTNp0eWk1d+VtaJlue6ZDs3Nvuys5p2u5C2HBnc57DMD0fkcHq84O95szGaXcffNLHBGilX6uxxPwBbNXC79JWDPAT+pmbg7n/6uSGOs1ZNdzZtzceq0ttjsq1StOyuMCJBNp0inxFptLpe/C9hvkDdfZrvDBkXk96Z7UVU/lfB4FiyjpRprBrqdHrM7a0eYjJXdlZ839ObthQbnMymn/p/+rkhDHSvXEm3K5brKLjgwczmegLsydkxDpWrDWVqAYaGFBqeBPqB/mkcgZqRUZYkHzcRWNJd7n0maal0TbxE77rD8vMFoqEmbunyVhgE7mknRQ9BKd85ODlCp5rYAJ9htXNYKs81++1T1T5M+qIj8EvAR4HlELYG3Nr32YeA9QB34HVW9Ld5+MfBXRALu71T1Y/H2jcANwAqiiLN3qqpzQ+JoqebBzJWhUCkk/rnj5TqnrnCvmQAUyskGMhQcNsYymEXFSMJOeLMK9eOAT3bSqtajJlWuNZN8xs5qvuzY/wOdFxrsy2eyHfgF4M5nHExkM1Hb3bOAi4G/FpG0iKSBzwGXAJuBt8f7Anwc+LSqnkHUFfI9lsY8LarKaKnqxwFvyWfi3MxlqXVv0WEvE4MxcyWumXjJsjYO+GTNXD4yxqPj2Sl1U3JcGgZMAI6d6gStMNvZ/6yIfFBEPisivyEiicwwqvqwqj46xUuXAjeoallVHwd2AufHj52quivWOm4ALo37078G+Fr8/uuBtyQxxvkwXqnTUPw44C2ssnxEc/Vaat1b8CJM7Ji5fPhM8pYc8K5rWRmsmbk8OOBNdYJKwoEerTLbL/lpoiTFB4m0gk9aHs9aYHfT33vibdNtXwEcU9XacdunRESuEpGtIrJ1aGgosUGPFCNzxpIu95pJ0pNvo6GMV+r0Op6ATevepDWTQqXm1McAzZpJsmaughefSVPSYoKUPWSMQxSdZsUBX/MQzWVMkB1S7HG25edmVX0BgIh8gSjvZE6IyHeAk6d46Q9V9ea5DzE5VPUa4BqALVu2JKYbmhVov2Nh0pPNUKlFtuekopWMpuNaM+mb0EySFiZ1Tl7SlehnzoZtB7zbsu122hD7MNmZ49loKFes+AkmgOi7XIr/jiCzzRgTSytVrc0nIUdVL2phPHuB9U1/r4u3Mc32w8CAiGRi7aR5f2eYFeiSbvdmLogm4KQEmY8ijzDpM0k6PLhYcduACZqFSbKaievOhGDPAe/DZAfR+RyxkOgXhQb70UxsCMdWmE2UniMiI/FjFDjbPBeREQvjuQW4TETycZTWJiJt6F5gk4hsFJEckZP+lrii8X8Ab43ffzngXOsxUTuuNZOJlUmCpi7XXRYNvRNmroXvM8ln0uQyKSsOeNfnkk2n6MqmGLUg5MGPA96Gz6Rcc5uACXarILfCjDOGqlr5dkTk54H/CwwC/yIiD6jqG1T1IRG5EfgJUAPeF5e7R0TeD9xGFBp8rao+FH/ch4AbROTPgPuBL9gY80yYScNHngkk67T2pplYMnNFeSZuzwWia2HEgpnL9UoeYKA7x7FCsqt5Ex3msjcL2Os14yuaKzr2AhAmtlDVm4Cbpnnto8BHp9h+K3DrFNt3EUV7ecM44J37TCwIk7EJYeK+0GPz8ZPCR2gwmPpcCTvgq+4T4wAGerIcKyRvsgOcF0ftttCGuN5QxhM0Nc8Vs7DolG6LbkXpImVkwgHvVjabXuBJFns0rXNdm7m6silSQqKte00zKT/CJPmS+q5b9hoGerIcK9oRJj7MXEnnZg0Xq6jCsh5PwqRDNJMgTBJgpFQll0k5vzGsmLkqfsxcIkJvPpOoZjJZMdi9Am6jDH3RcTMpw0B3jmFLmonr4AjTBTPJRL+jsQlwWYJ12OaCMREGYbKIGC3VnPtLwE7r3gkzl4cJuDfhPvDme3GdMwPQn0++DH3U/92PZnI0YZ/JZJize5+JJpzoZ/xJA441k4lIuw4pqRKESQKMFKvOExZhUjNJUm0f9+QzMcdMUjD6SPIz2DBz+XLAL43NXEmu5icd8H4ioJJM9Ds6HmltrjWTngkzdxAmiwYfRR5h8mJKsg+ICc31opkkbOaa7Ezow8yVvAO+5Esz6c5RqTUSTVz0kYAJdpp9eTNzBZ/J4sNHkUewk2cyXo5KtrtMjDP05jKJhgZP+H88aSbjlTr1RnKr+YInzcQ4lo8VkzN1lWp1cmm3CZhgp9uiiXQb6HU7B+RjE2GnVA4OwiQBRrxpJnbyTFw73w2RZpLcufjo/2Ew18NYgqauoodigjDpCzDmnCQoe8jLADuJfkcLFTIpod/xfZNKibUkzFYIwiQBRkt+fCbZdIpsWhJ3wLsOCzb05tNWHPB+khaj6yHJnia+zFxLuyPzTZKaSVTLyv252Kg1drRQZaAn67T/u6G7g7otBmGSACNFP5oJmAY5CZqGyu67LBp683bMXL7yTCC5Yo/VeoNqXenxqJkkGR5cqvkRjBPJsQlqjMcKlUTbM8+HTmqQFYRJm1TrDYrVuhfNBEy3xSTzTOpenO8Q+TbsOOD9ZMBDcsUefeVlwKQwSTJxsVhx35kQYGV/HoDD4+XEPvNooeI8YdHQlQuayaJh1FP2uyHpBlm+fSalaiMxp7VPM1fSmomvku0wGaWUZEmV4WLVeZVtgJV9kTAZGk1OmBwrVL1qJsFnskgY9VQx2JB0616vwiThUOdipYaI+25+0CRMyslMwBPBBF78DGnymVSixR6HRsuc1O+2zwxEBThz6RRDY4tDMwk+k0XESDGuGOwhNBhizSThPJM+jz4TSK4+13ilTk827cUxmnQf+KJHMxckX+xxaLTMYGxycomIMNifT0wzUVWOFqrOc0wMSS8m2yEIkzaZ1Ew8OeBzmeQ1E18+k4Rb9xYqdS91ucCCmctjmDPEZegTiuYqVuqMlmtehAnAyr4ch8YSOpdqnUqt4c3M1ZVNU0y4C2arBGHSJib005sDPptcCZJ6QylW6/7NXAkJk2Kl5sX5DtFNnkunEgsNntBMPJi5IC6pkpBmYrQCX8JksD/PoYQ0k6MFU0rFn5kr+EwWCb7KzxsiM1dSZiE/XRYNRogl5TPx0WWxmb4E63P5anNrWNaTZTihaK6hsRLgT5is7Msn5jM5Om6KPIbQYC/CRER+SUQeEpGGiGxp2n6qiBRF5IH48TdNr71IRB4UkZ0i8hmJDeEislxEbheRHfH/y1yey0SXRV8+k3xyDjhfXRYNxsw1npDPxLcwSbLYo8+ilRCZuZKqHHxwJJrIT/IoTI6MV2gkEDV4zLdmEkKD2Q78AnDnFK89pqrnxo/3Nm3/PPDrRH3hNwEXx9uvBu5Q1U3AHfHfzjBdFn2t5nsSrGdlJnGfSYuQXOvegqeWvYYke5r4jOaCZB3wRivwaeaqNzQR4ThR5LHXn8+kUKklWtG5VbwIE1V9WFUfnev+IrIaWKKq92j0rX0JeEv88qXA9fHz65u2O2G0VKM/nyHtoTAiGJtpI5FV1rjHXiYwKZCTdcB71Ezy2cQyrX11JjQs7clSrjUSsc8PjZZJCazo9aeZAImYunz1MjEM9uep1nXCd+OTTvSZbBSR+0XkP0Xk5fG2tcCepn32xNsAVqnqvvj5fmDVdB8sIleJyFYR2To0NJTIYEdKVW/+EmjqaZLATe7bzGXOJSkHfKFS91Ix2JCkmctoBb6utYHu5BIXD46UWdGX97YAW9kXncuh0SQ0k7hicLcfzWTtQDcAe48WvRy/GWvCRES+IyLbp3hcOsPb9gEbVPWFwO8B/ygiS+Z6zFhrmXaJrqrXqOoWVd0yODg453OZidFS1VvCIiRbOdhoBD5NdpCsz8RXaDAk29Nk99ECg/15b5qJ8QkkYRoaGisz2OdHK4FJ85oJBGiHo4UKffkMOccdIw3rlsXC5FjBy/GbsXanqepFLbynDJTj5/eJyGPAmcBeYF3TruvibQAHRGS1qu6LzWEH2xv5/Bgp1ryUhTCYyTKJiI7J/u9+Jqx0SujOJlc52GdoMCSrmew+UmR9PHH4YKmpz5WEZjJa4qQl/oSJqc+VhGZyLK4Y7AsjTPYsZs2kFURkUETS8fPTiBztu2Iz1oiIXBBHcb0LuDl+2y3A5fHzy5u2O2G03CGaSbX9Scv0EvGlmUBkYhtPQDCqKoWq32iuJV0Zxiq1RPxZu48WWL+8J4FRtYYx4wwnkLg4NOpXM+nPZ8hnUhxKwGcSlVLxY+ICWNqdpTeXZu+xE1SYiMjPi8ge4ELgX0TktvilVwDbROQB4GvAe1X1SPzabwF/B+wEHgP+Nd7+MeB1IrIDuCj+2xkjxRpLPPpMuhM0c/n2mUTHTkYzKVUbqPop8mjo78qiCmNtRqfV6g32DZdYv8yjMElIM2k0lENjFW+RXBCVVFnZl0xJlaOeNRMRYe2y7o7QTLzcaap6E3DTFNu/Dnx9mvdsBZ4/xfbDwGuTHuNc8e4zMZ3jEhImIn5Ktht6c5lEhEnBYy8TQ3NJlXYqJOwbLlFvKOuX+zNzTVQObjNx8UihQr2h3nJMDCv7k0lcPFaocIpHjREiJ/yidsCfCKgqIyW/PpPeBMNpx8tRLxMfhRENfflMIhnwvpP8ILmeJruPRs7VdR41k65silwm1bYDfrKUivuKwc0M9uUTqc91dNxfxWDD2mXdJ66Za7FQrNapN9SrZmJCA5863H40x3jZr8Maooz+JKK5fHZZNCRV7HHPkWii8GnmEhEGurNtd1s0wsSnAx5gsD/XtpmrVm8wUqp5K6ViWDvQw3CxmmhjuVYIwqQNJkqpeBQmy3pznNSf59EDo21/1ljFX/93Q29CmsnjQ+MAbPBogpgUJu1rJimB1QN+V/NJZMEfNJqJRwe8Of6R8XJbjdhMrbJO0EzAf65JECZtYEqp+ExaBDhzVT8/TUCY+GyMZejNJeOAf3j/KCmJvhtfJNXTZPeRAquXdpNN+71dkyhD77tisGFlf56GwpHx1s9nomKwp1Iqhk7JNQnCpA18Vww2nLmqnx0HxtoOQY2EiV8zV28+k0hzrEf2jbBxZa+3JD9gIspvpF1hcrTo1fluSEYzKdGbS3tftJiSKu2EB0+WUvEsTDokCz4IkzaY6GXiqWKw4Tkn91Gs1tsOD4y6LPq9yY0Dvt3CdY/sH+W5q+dcPMEKiTngjxS8+ksMSQgTXx0Wj8eMoR1h4ruXiWFlX55cOuU9PDgIkzaY9Jn4nYA3xaacdv0mnWDm6sllaChtJS6Olqo8daTA8072Z+KCKAIqk5K2zFylap2Do2WvCYuGgZ5kzFydIEwmij224YQ3kW2+6nIZUilhzUAXezxHdAVh0gbGZ+LTAQ+w6aQ+gLb8JqrKaKnqXZicEZ/L9r3DLX+G+R6e51kzEZG2y9CbkM9OMHMt7c5SqrZXOXhotMxJnsOCoanYYxJmrl6/9z/E4cFBM1m4jE74TPxeTP1dWdYOdLclTJ44XOBooep9NX/+xuWkBO5+7HDLn/Hwvuh78G3mAlPssXXNZPcR/zkmBpPp3U7HxU7RTPryGbqyqbZyTY4WqmRSQr/nBRjEiYtBM1m4jJSqZNNCV9b/13jmqj4e3d+6MLnzp1FJ/lecmUw15VZZ2p3lrDVLuXtXO8JkhP6uDGuW+l8Bt1vscfdR/zkmBpMF32riYrFSZ7Rc6whhkkRJlWOFCgM9Wa9Jvoa1Az0MjZa99oP3PwsuYEwplU64mM48uZ9dQ+NU642W3n/XjiE2LO/hlBW9CY9s/lx4+gruf+poyyViHtk/yvNOXtIRv0u7Zq49RwrkMinv5UcABrrbq8/VKWHBhsH+fHsO+PGq90gugwkP3jfcfln9VgnCpA0Oj1W8O98Nz1nVT6Xe4MnD4/N+b6XW4O7HDvOKM1daGNn8ufC0FVTryn1PHp33exsN5dH9ozxvtV9znWHD8h4e2Tfacivi3UcLrBvoJuWpkVQz7ZahN/1DOkWYtKuZRBWD/ftLoDMSF4MwaZHhQpXvPjrESzau8D0UYDI576cHxub93h89dZTxSp2Xb/Jr4jK8eONy0inh7l2H5v3ePUeLjJVrHeEvAfjF89YxWq7xL9v2zb7zFOw+UmRdB0RywWQ+Ratl6A+OxKVUOkiYtOeA7xzNxJRV2nPUX+JiECYtcuPW3RSrdS5/6am+hwJEUVApoSW/yV07hkinhJee3hmCsS+f4ex1S1tywj+8fwSA53oOJDCcv3E5p63s5YZ7d7f0/t1HC16bYjXTtplrrPPMXEfGKy2XVOkkzeTkpV2kBK9O+CBMWqDeUK6/+wnO37iczWs6YwXclU1zyoreliK67vzpIc7bMOA9Kq2ZC09bwbY9w/MuXvfIvlFE4DkdIkxEhF9+8Xrue/IoO+b524yWqhwrVDsixwSiopld2RTbnx5p6f1Do2VSAit6O0SY9OVoKBwen792UqzUOVaoem2M1Uw2neLkJV3BzLXQuOPhA+w5WuSKDtFKDGeu6pt34uLhsTLbnx7uGBOX4cLTV1BrKPc+cWT2nZt4eN8Ip67o9doU63h+8UXryKZl3trJng6K5IJIMF75Mxv55o+f5tvb98/7/QdHyqzoy5PuAP8PNJVUaaF97x/fvJ1qo8Ern9M5983aZd1eExd9dVr8hIg8IiLbROQmERloeu3DIrJTRB4VkTc0bb843rZTRK5u2r5RRH4Qb/+qiFhfKlz3/SdYs7SL121eZftQ8+LMVf08ebgwr/DA/9p5CFX/IcHHs+WU5WTTwj3zNHU9sn+kY0xchpV9eV63eRXf+NEeyrW5/zaTOSadYeYC+OBFZ3L2uqVc/Y1t7J9H5NBwocr2p4e9VwtuZk3sZ/jCfz0+r3vmxnt380/37eG3X30GLz29M4JWwH+TLF+aye3A81X1bOCnwIcBRGQzcBlwFnAx8Nciko77wn8OuATYDLw93hfg48CnVfUM4CjwHpsDf3T/KN9/7DDvvPBUMp6ruB7Pmav6qTeUB/cOz7no4107DjHQk+UFa5daHt386M6leeH6ZXPON1FVDo+VefJIgeee3Bmmx2Yue/EGjhaq3PbQgVn3LVXr3P6TA1x/9xMAHWPmAshlUvzVZS+kXG3wezc+MOt1pqrc8uOnee2n/pNH9o/y9pdscDTS2Tl73VJ+81Wn8/Uf7eEtn/sejw3NHrzy0NPD/M+bt/OyM1bygYvOdDDKubNuWQ/7hov8yc3beWD3sbbr280XX217/63pz3uAt8bPLwVuUNUy8LiI7ATOj1/bqaq7AETkBuBSEXkYeA3wK/E+1wMfAT5va+zXff8J8pkUl714va1DtIwpH/JLf3M36ZSwvDdHPpMinRLScc6FEt3gDY18P0OjZV531qqOMT00c8HpK/jMHTvY8mffIZ+JOv0JQDzURkOpq1KtKUcLFcq1KMemU/xYzbzsjJWsHejmj256kL/8zk+f8Zr55lWhocrB0TKFSp0lXRne/dJTO8bJa9i4spePvHkzH/r6g7z6k98ld9yiSonOQxXK1TpPD5c4e91Srr/yxZy1pnMWLSLChy5+LudvXM7vffUBfvYzd7FmaTcIpESY6o44MFJiWU+Ov7rs3I67Z375xet5/PA4X7l3N9ff/SQn9efpzWeQ+HyACQHzxXefz4YVyS5SOsGwfCXw1fj5WiLhYtgTbwPYfdz2lwArgGOqWpti/2chIlcBVwFs2NDaCumUFT1c8TMbvfcwmIozTurjuitezOOHxjk0VubwWIVKrUFddSJiReKbJCVRgbhsKsU7LzzF78Cn4R0v2UChXGO8UqdSa1CpNyZuBgXSIqRTQiYlLOvNsbw3x+qlXby6g+zYhlRK+P/efBbfuH8PghD/Y2LtqEzc9Mt6sly0eRUXnLbCew+T6XjblvUcGa/y4N5jU74uIhO/z3mnLONXzt/QcZOv4dXPOYlbP/ByPvvvOxkp1WJBOPWq/nmrl3DVK05jRQeZ6wzrl/fwuV85j5FSlX99cB8/2HWEWrzgUlUmxKNEGmbSiC1VSES+A5w8xUt/qKo3x/v8IbAF+AVVVRH5LHCPqv59/PoXgH+N33exqv5avP2dRMLkI/H+Z8Tb1wP/qqrPn218W7Zs0a1bt7ZzioFAIHDCISL3qeqW47db00xU9aJZBvRu4E3Aa3VSou0Fmu1H6+JtTLP9MDAgIplYO2nePxAIBAKO8BXNdTHw34E3q2pzyuYtwGUikheRjcAm4IfAvcCmOHIrR+SkvyUWQv/BpM/lcuBmV+cRCAQCgQhfPpPPAnng9rgY3z2q+l5VfUhEbgR+AtSA96lqHUBE3g/cBqSBa1X1ofizPgTcICJ/BtwPfMHtqQQCgUDAms+k0wk+k0AgEJg/0/lMOjNUJBAIBAILiiBMAoFAINA2QZgEAoFAoG2CMAkEAoFA25ywDngRGQKebPHtK4H5d26yT6eOCzp3bJ06LujcsXXquKBzx7aYxnWKqj6rzMQJK0zaQUS2ThXN4JtOHRd07tg6dVzQuWPr1HFB547tRBhXMHMFAoFAoG2CMAkEAoFA2wRh0hrX+B7ANHTquKBzx9ap44LOHVunjgs6d2yLflzBZxIIBAKBtgmaSSAQCATaJgiTQCAQCLRNECYzICIXi8ijIrJTRK6e4vW8iHw1fv0HInKqgzGtF5H/EJGfiMhDIvKBKfZ5lYgMi8gD8eOPbY+r6dhPiMiD8XGfVUlTIj4Tf2fbROQ8B2N6TtN38YCIjIjIB4/bx9l3JiLXishBEdnetG25iNwuIjvi/5dN897L4312iMjlDsb1CRF5JP6tbhKRgWneO+PvbmlsHxGRvU2/2Runee+M97GFcX21aUxPiMgD07zX2nc23Txh9TrTuKVjeDzzQVTq/jHgNCAH/BjYfNw+vwX8Tfz8MuCrDsa1Gjgvft4P/HSKcb0K+Jan7+0JYOUMr7+RqHumABcAP/Dwu+4nSrzy8p0BrwDOA7Y3bftz4Or4+dXAx6d433JgV/z/svj5Msvjej2QiZ9/fKpxzeV3tzS2jwB/MIffe8b7OOlxHff6J4E/dv2dTTdP2LzOgmYyPecDO1V1l6pWgBuAS4/b51Lg+vj514DXStygxRaquk9VfxQ/HwUeZoa+9x3IpcCXNOIeok6Zqx0e/7XAY6raavWDtlHVO4Ejx21uvpauB94yxVvfANyuqkdU9ShwO3CxzXGp6r9p1MUU4B6ibqbOmeY7mwtzuY+tjCueC94GfCWp482VGeYJa9dZECbTsxbY3fT3Hp49aU/sE99ww8AKJ6MDYrPaC4EfTPHyhSLyYxH5VxE5y9WYAAX+TUTuE5Grpnh9Lt+rTS5j+pvb13cGsEpV98XP9wOrptjH93d3JZFWORWz/e62eH9sgrt2GpONz+/s5cABVd0xzetOvrPj5glr11kQJgsUEekDvg58UFVHjnv5R0RmnHOA/wv8s8OhvUxVzwMuAd4nIq9weOwZkajl85uBf5riZZ/f2TPQyNbQUTH7IvKHRN1P/2GaXXz87p8HTgfOBfYRmZQ6ibczs1Zi/TubaZ5I+joLwmR69gLrm/5eF2+bch8RyQBLgcO2ByYiWaIL5B9U9RvHv66qI6o6Fj+/FciKyErb44qPtzf+/yBwE5GZoZm5fK+2uAT4kaoeOP4Fn99ZzAFj7ov/PzjFPl6+OxF5N/Am4B3xBPQs5vC7J46qHlDVuqo2gL+d5pi+vrMM8AvAV6fbx/Z3Ns08Ye06C8Jkeu4FNonIxnhFexlwy3H73AKYSIe3Av8+3c2WFLEd9gvAw6r6qWn2Odn4bkTkfKLf2YWQ6xWRfvOcyHm7/bjdbgHeJREXAMNNardtpl0p+vrOmmi+li4Hbp5in9uA14vIstik8/p4mzVE5GLgvwNvVtXCNPvM5Xe3MbZmX9vPT3PMudzHNrgIeERV90z1ou3vbIZ5wt51ZiOSYLE8iCKPfkoUDfKH8bY/JbqxALqITCY7gR8CpzkY08uIVNNtwAPx443Ae4H3xvu8H3iIKHLlHuCljr6v0+Jj/jg+vvnOmscmwOfi7/RBYIujsfUSCYelTdu8fGdEAm0fUCWyR7+HyNd2B7AD+A6wPN53C/B3Te+9Mr7edgJXOBjXTiL7ubnWTPTiGuDWmX53B2P7cnwNbSOaJFcfP7b472fdxzbHFW+/zlxbTfs6+85mmCesXWehnEogEAgE2iaYuQKBQCDQNkGYBAKBQKBtgjAJBAKBQNsEYRIIBAKBtgnCJBAIBAJtE4RJIBAIBNomCJNAIAFEZEBEfqvp7zUi8jULxzFl1/90hn1Oj8uajyV9/EBgOkKeSSCQAHExvW+p6vMtH+cjwJiq/sUc9h1T1T6b4wkEDEEzCQSS4WOA0Qg+ISKnmoZJIvJuEfnnuBnREyLyfhH5PRG5X0TuEZHl8X6ni8i34yqyd4nIc2c7qIi8UiYbMd1vSnQEAq7J+B5AILBIuBp4vqqeCxOaSjPPJyoD3kVUouJDqvpCEfk08C7gL4FriEpw7BCRlwB/DbxmluP+AfA+Vf1eXCG2lMzpBALzIwiTQMAN/6FRk6JRERkGvhlvfxA4OxYELwX+qam/Wn4On/s94FMi8g/AN3SawoKBgG2CMAkE3FBuet5o+rtBdB+mgGNGs5krqvoxEfkXoiJ+3xORN6jqIwmMNxCYF8FnEggkwyhRr+2W0Khx0eMi8ksQlRAXkXNme5+InK6qD6rqx4nKrc/qZwkEbBCESSCQAKp6mEgz2C4in2jxY94BvEdETFnyufQq/2B8zG1EZdCna6sbCFglhAYHAguIEBoc6FSCZhIILCzGgKvmkrQIPKs9cSBgi6CZBAKBQKBtgmYSCAQCgbYJwiQQCAQCbROESSAQCATaJgiTQCAQCLTN/w/1rNozBF7BqAAAAABJRU5ErkJggg==", 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", 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", 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", 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" ] @@ -772,7 +587,7 @@ "outputs": [ { "data": { - "image/png": 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", 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7VY+jNTOzplC0zeVY4JeSnknrG5E9y1LpYmAm8CfgSLJeZgdExF8Ajy1mZtZPdJpcUuP9bmTD729BNlfLwxHxdpXdh0XEj9PyMZIOA26TdCDtPBdjZmZ9T6fJJSLekTQ5taU82Mnuq0saFBFvpGMvl/Qs8FtgcM/DNTOzZlC0zeUPkn4kaTdJO7S9qux3EfCRfEFE/B44mM4Tk5mZ9RFF21w+mt6/mysLYKWJv9p6ilWKiHuBfbocnZmZNaVCySUiJnXlpJJGRMTT3QvJzMyaXdEh99dNs0m2ptcPJa3bzr4fJhuevzSS1pN0jaSHJS2UtIukoZJukvRoel8/t/+JkhZJekTSvmXGYmZmnSva5nIx8Arw2fR6GbikcidJk4CrgMPLCjA5D7gxIrYEtgUWko13NjsixpONIHBCimEr4BBga2A/4ILU483MzHpJ0TaXsRFxUG79O5Luq7LfLOAjEbGox5ElktYBdgc+D5CG/n9L0mTeH3l5BjAHmEY2++VVEfEm8LikRcBOwJ1lxWRmZh0reufyuqSPta2kIfVXeUIf+DlwiqTC0ycXsBnZiMyXSLpX0kWSBgMbRsRSgPTeNnnZCOCp3PFLUtlKJB3VVs23fPnyEsM1M7OiSeBfgPMlLZa0GPgR2dD7K4mIL5N1Ob68tAizu6sdgAsjYnvgNVIVWDtUpWyVBzgjYnpEtEREy7Bhw8qJ1MzMgE6Si6Rj0+KQiNgWmABMiIjtI2J+tWMi4nTgxhJjXAIsiYi70vo1ZMnmOUkbpTg3Apbl9h+VO34k8AxmZtZrOrtzOSK9/xdARLwcES93dtIypzROUyY/JWmLVLQX8BBZ+86UVDYFuD4tzwIOkbSmpE2B8cDdZcVjZmad66xBf2GqBhsmKX+nIiAiYkJ7B0qaAIzJf0ZEXNvNOI8BrpC0BvBnsqS3GnB1mpzsSbJRAIiIBZKuJktAK4CpEfFONz/XzMy6QREdjycp6YNkY4MdWLktIp5o55iLyarQFgDvvr97fKFH0dZIS0tLtLa21jsMM7OmImleRLRU21Zk4MpnyZ4t6YqdI2KrLh5jZmZ9RJldhvPuTA8zmplZP1T0IcqumkGWYJ4F3qRAG42ZmfUdtUouF5MNAfMA77e5mJlZP1EouUjaHPg62VTF+d5fe7ZzyJMRMavn4ZmZWTMqeufyS+DHwE+AIt16H5b0c+AGsmoxoEddkc3MrIkUTS4rIuLCLpx3LbKk8olcWQBOLmZm/UDR5HKDpH8FrmPlO5EXKneUtGZEHJHe36zcbmZmfV/RrshTyNpc/gjMS6/2njr8saRBwAU9D8/MzJpR0WmONy2yn6TdyZLO7WRD5O8eEbf1ID4zM2tCRXuLrQ4cTTZpF2QTc/13RLxduWvFu5mZ9UNFq8UuBHYkq+q6IC2v0sAfEbcCE4HdgBbftZiZ9U9FG/Qnpvlc2tws6f529v2XiHgjdQAwM7N+qOidyzuSxratSNqM9p93+XgaBv+D+UJJDTkispmZla9ocvk6cIukOZJuBW4GjqvcSdL3gZOBDwOzJR2T2/yVngZrZmbNoWhvsdmSxgNbkDXWP9zOMywHANtHxApJpwI/l7RZRHwNN/KbmfUbHSYXSXtGxM2S/rFi01hJ1YZzGRgRKwAi4iVJBwDTJf0SWKO8sM3MrJF1dufycbIqsAOqbKs2nMtjkj6eeo2Rphc+UtLpwEE9DdbMzJpDh8klIr6dFr8bEY/nt0mq9mDlwe2c55uSujI2mZmZNbGiDfozq5RdU1kQEa9HxOvVThART3clMDMza16dtblsCWwNrFvR7rIOMKidYwYC0yPCXY/NzPqpztpctgD2B9Zj5XaXV4AvVe4saQjZ3C+eKMzMrB/rrM3leuB6SbtExJ0FzjcHmNHFuV/MzKyPKTr8y72SppJVkb1XHVal6mtd4KmSYjMzsyZVtEH/Z2TDuewL3AqMJKsaq7Q7cIKkyeWEZ2ZmzahochkXEd8CXouIGcDfkw3xspKIWArsA3yxvBDNzKzZFE0ubfO2vCRpG7LqrzHVdoyIV4B/6HloZmbWrIq2uUyXtD7wTbKeYEOAb7W3c9sQMGZm1j8VTS6zI+JF4DZgM6j+hL6kW8iGhakmImKvbkWZnXsA2RTKT0fE/pKGAr8gu4NaDHw2xYikE4EjyaYF+GpE/La7n2tmZl1XNLnMBHaoKLuGbEbKvOOrHLsz8A1gWddCW8WxwEKyBzgBTiBLemdIOiGtT5O0FXAIWc+2jYHfS9o8jXNmZma9oNQn9CNiXu7Yj5NVna1JNjvl/3Y3SEkjyToRfA/491Q8GdgjLc8ge8ZmWiq/Kk0J8LikRcBOQJHndMzMrASlPqEPIGlfsqTyBvC9iLil52FyLtndzwdyZRum3mlExFJJw1P5COBPuf2WpLLKOI8CjgIYPXp0CSGamVmbUp/QlzQXGAacRbpTkPRedVpE3NPVACXtDyyLiHmS9ihySJWyVdqBImI6MB2gpaWlvXYiMzPrhs6qxb4RET8APifpnyq3R8RXK4peA14FPkM2f0v+iz6APbsR467AgZI+RVYVt46ky4HnJG2U7lo24v02nSXAqNzxI4FnuvG5ZmbWTZ1Viy1M761FThYRe/QomurnPBE4ESDduRwfEYdJOguYApyR3q9Ph8wim175HLIG/fHA3WXHZWZm7eusWuyG9D6jd8LpkjOAqyUdCTxJmqgsIhZIuhp4CFgBTHVPMTOz3qWIzpsbJN0EHBwRL6X19cl6ZO1b2/B6R0tLS7S2Fro5MzOzRNK8iGiptq3o8C/D2hILQHpYcXi1HZUZVW2bmZn1D0WTyzuS3uuvK2kT2nkSP7JboV/1PDQzM2tWRZ/QPxm4Q9KtaX134Msd7P8nSRMjYm6PojMzs6ZUKLlExI3peZWdyboXfy0inu/gkEnAlyU9QdY9WdlpYkJPAzYzs8ZXKLlIOg04NSJ+ndbXkXRJRBzRziGfLCtAMzNrPkXbXAYCd0uaIOkTwFxgXns7R8QTvD9kzAHAeqnMzMz6gaLVYidKmg3cBbwI7B4Ri9rbX9KxZGOPXZuKLpc0PSL+q6cBm5lZ4ytaLbY7cB7wXbLpjX8k6QsR0d6wKkcCH4mI19LxZ5KNNebkYmbWDxTtLXY22UOUDwGk4fdvBrZsZ3+RTdTV5h2qDyhpZmZ9UNHkskt+CJWIuDbXLbmaS4C7JF2X1j8N/LR7IZqZWbMp2qA/VtJsSQ8CSJoAHN3ezhFxDnAE8AJZG80REXFuD2M1M7MmUfTO5SfA14H/BoiI+ZJ+Dpze3gFp7pYuz99iZmbNr+idy9oRUTls/YqygzEzs76haHJ5XtJY0nhikj4DLK1ZVGZm1tSKVotNJZsSeEtJTwOPA4fWLCozM2tqRR+i/DOwt6TBwGoR8UptwzIzs2ZW9M4FgLaHIs3MzDpStM3FzMysMCcXMzMrXaHkImltSd+S9JO0Pl7S/rUNzczMmlXRO5dLgDeBXdL6Ejp4gNLMzPq3wsO/RMQPgLcBIuJ1PBClmZm1o2hyeUvSWrz/EOVYsjsZMzOzVRTtinwqcCMwStIVwK7A52sUk5mZNbmiD1H+TtI8YGey6rBjI+L5mkZmZmZNq+hMlLOAK4FZfpDSzMw6U7TN5YfAbsBDkn4p6TOSBtUwLjMza2JFq8VuBW6VNADYE/gScDGwTg1jMzOzJlX4Cf3UW+wg4F+AicCMWgVV8bmjJN0iaaGkBZKOTeVDJd0k6dH0vn7umBMlLZL0iKR9eyNOMzN7X9En9H8BLCS7azmf7LmXY2oZWM4K4LiI+BBZh4KpkrYCTgBmR8R4YHZaJ207BNga2A+4IN1xmZlZLynaFfkS4HMR8U4tg6kmIpaSJiaLiFckLQRGAJOBPdJuM4A5wLRUflVEvAk8LmkRsBNwZ+9GbmbWfxVtc7lR0jbprmBQrvyymkVWhaQxwPbAXcCGKfEQEUslDU+7jQD+lDtsSSozM7NeUrQr8rfJ7hK2An4DfBK4A+i15CJpCDAT+LeIeFlqd/SZahuiyvmOAo4CGD16dFlhmpkZxRv0PwPsBTwbEUcA2wJr1iyqCpJWJ0ssV0TEtan4OUkbpe0bActS+RJgVO7wkcAzleeMiOkR0RIRLcOGDatd8GZm/VDR5PJ6RLwLrJC0DtkX+Wa1C+t9ym5RfgosjIhzcptmAVPS8hTg+lz5IZLWlLQpMB64uzdiNTOzTNEG/VZJ6wE/AeYBr9J7X9i7AocDD0i6L5WdBJwBXC3pSOBJ4GCAiFgg6WrgIbKeZlPr0RHBzKw/U8QqzREdH5A1qq8TEfNrElEdtLS0RGtra73DMDNrKpLmRURLtW1FG/QvA24Hbo+Ih8sMzszM+p6ibS6XAhsB/yXpMUkz256UNzMzq1T0OZebJd1KNuzLJLIhYLYGzqthbGZm1qSKVovNBgaTPeV+OzAxIpZ1fJSZmfVXRavF5gNvAdsAE4Bt0kCWZmZmqyhaLfY1eO8p+SPIxhr7IL34IKWZmTWPotViXyGbLGxH4AmyuVxur2FcZmbWxIo+RLkWcA4wLyJW1DAeMzPrA4pWi51V60DMzKzvKDwTpZmZWVFOLmZmVjonFzMzK52Ti5mZlc7JxczMSufkYmZmpXNyMTOz0jm5mJlZ6ZxczMysdE4uZmZWOicXMzMrnZOLmZmVzsnFzMxK5+RiZmalc3IxM7PSObmYmVnpnFzMzKx0Ti5mZlY6JxczMyudk4uZmZVuYL0DqBVJ+wHnAQOAiyLijLI/4/r7nub8WxaxaNmrjBs+hKmTxjF5uxF1K2+0OBvxGvlaNG65r1FjXIuy9MnkImkAcD6wD7AEmCtpVkQ8VNZnXH/f05z9u0c486AJTBwzlLmLX2DazPnMe+JFbnlkWa+XA1X/YdQrzjaNdI3q+bvxtfA1aoZr0d73SLdERJ97AbsAv82tnwic2N7+O+64Y3TVPufMiT8sWr5S2R8WLY/xJ/2mLuX7nDOnoeLc55w5DXeN6vm78bXwNWqGa9He90h7gNZo53u1T965ACOAp3LrS4CP5HeQdBRwFMDo0aO7/AGLlr3KxDFDVyqbOGYob73zbl3KFy17taHibIunka5RvX83jRRTo5X7GjXGtWjve6Q7+mqDvqqUxUorEdMjoiUiWoYNG9blDxg3fAhzF7+wUtncxS+wxoDV6lI+bviQhopz3PAhDXeN6vm78bXwNWqGa9He90h39NXksgQYlVsfCTxT5gdMnTSOaTPn88fHnuftd97lj489z7SZ8zlkp1F1KZ86aVxDxTl10riGu0b1/N34WvgaNcO1aO97pDuUVZv1LZIGAv8H7AU8DcwFPhcRC6rt39LSEq2trV3+nEbsYdJIcTbiNfK1aNxyX6PGuBZdIWleRLRU3dYXkwuApE8B55J1Rb44Ir7X3r7dTS5mZv1ZR8mlrzboExG/AX5T7zjMzPqjvtrmYmZmdeTkYmZmpXNyMTOz0jm5mJlZ6fpsb7GukLQceKIHp9gAeL6kcMrUqHGBY+uuRo2tUeMCx9ZdRWLbJCKqPoXu5FICSa3tdcerp0aNCxxbdzVqbI0aFzi27uppbK4WMzOz0jm5mJlZ6ZxcyjG93gG0o1HjAsfWXY0aW6PGBY6tu3oUm9tczMysdL5zMTOz0jm5mJlZ6ZxcekDSfpIekbRI0gn1jqeNpFGSbpG0UNICScfWO6Y8SQMk3Svp1/WOJU/SepKukfRwuna71DumNpK+ln6XD0q6UtKgOsZysaRlkh7MlQ2VdJOkR9P7+g0U21npdzpf0nWS1muU2HLbjpcUkjZolLgkHZO+3xZI+kFXz+vk0k2SBgDnA58EtgL+SdJW9Y3qPSuA4yLiQ8DOwNQGig3gWGBhvYOo4jzgxojYEtiWBolR0gjgq0BLRGxDNo3EIXUM6VJgv4qyE4DZETEemJ3W6+FSVo3tJmCbiJhANs/Tib0dVHIpq8aGpFHAPsCTvR1QcikVcUmaBEwGJkTE1sDZXT2pk0v37QQsiog/R8RbwFVkv4y6i4ilEXFPWn6F7Euya7MA1YikkcDfAxfVO5Y8SesAuwM/BYiItyLipboGtbKBwFppIry1KXlm1a6IiNuAFyqKJwMz0vIM4NO9GVObarFFxO8iYkVa/RPZzLS9rp3rBvAfwDeomIq9t7QT19HAGRHxZtpnWVfP6+TSfSOAp3LrS2iQL/A8SWOA7YG76hxKm3PJ/iO9W+c4Km0GLAcuSVV2F0kaXO+gACLiabK/HJ8ElgJ/jYjf1TeqVWwYEUsh++MGGF7neNrzBeB/6x1EG0kHAk9HxP31jqXC5sBuku6SdKukiV09gZNL96lKWUP165Y0BJgJ/FtEvNwA8ewPLIuIefWOpYqBwA7AhRGxPfAa9avaWUlqv5gMbApsDAyWdFh9o2o+kk4mqzK+ot6xAEhaGzgZOKXesVQxEFifrFr968DVkqp957XLyaX7lgCjcusjqWNVRSVJq5Mllisi4tp6x5PsChwoaTFZNeKeki6vb0jvWQIsiYi2O7xryJJNI9gbeDwilkfE28C1wEfrHFOl5yRtBJDeu1yNUkuSpgD7A4dG4zzcN5bsD4b70/+JkcA9kj5Y16gyS4BrI3M3WU1DlzobOLl031xgvKRNJa1B1sA6q84xAZD+wvgpsDAizql3PG0i4sSIGBkRY8iu180R0RB/gUfEs8BTkrZIRXsBD9UxpLwngZ0lrZ1+t3vRIJ0NcmYBU9LyFOD6OsayEkn7AdOAAyPib/WOp01EPBARwyNiTPo/sQTYIf1brLdfAXsCSNocWIMujt7s5NJNqYHwK8Bvyf6jXx0RC+ob1Xt2BQ4nuzO4L70+Ve+gmsAxwBWS5gPbAd+vbziZdDd1DXAP8ADZ/9u6DRsi6UrgTmALSUskHQmcAewj6VGynk9nNFBsPwI+ANyU/i/8uIFiq7t24roY2Cx1T74KmNLVOz4P/2JmZqXznYuZmZXOycXMzErn5GJmZqVzcjEzs9I5uZiZWemcXMyaiKQ5aaTaA3Nl50ravYfnfTW9D5N0Y658N0kPVRvJ16wjTi5mzefQiJgF2VD3wM5p8MGVpJG7uyQilgNLJe2a1m8H/IyUdZmTi1k7JP17mj/lQUn/lsrGpLlBLkrlV0jaW9If0lwmO6X9Bqd5MuamgTAnp/K1JV2d5hb5RRoYsCVtu1BSa5o/4zsFw/wMkL/TWCzpFEl3AAdL+lKK4X5JM9N4VqSRJe5M206rOOevgEN7cOnMnFzMqpG0I3AE8BGywfu+JGn7tHkc2dwvE4Atgc8BHwOOB05K+5xMNrzNRGAScFYaZflfgRfT3CKnATvmPvbkiGhJ5/24pAkFQt0VqBwI9I2I+FhEXEU2PtTEiGibn6btqfDzyAbpnAhUDjfSCuxW4LPN2uXkYlbdx4DrIuK1iHiVbLDIti/cx9O4UO8CC8gmyQqyoVnGpH0+AZwg6T5gDjAIGJ3OexVARDwIzM995mcl3QPcC2xNNgldZzYimyog7xe55W0k3S7pAbK7ka1T+a7AlWn5ZxXHLyMbfdms2wbWOwCzBtXR8OJv5pbfza2/y/v/pwQcFBGPrHTSdoYtl7Qp2Z3PxIh4UdKlZAmpM69X2e+13PKlwKcj4n5Jnwf2yG1rb+ynQem8Zt3mOxez6m4DPp3aSAYD/wDc3oXjfwsc05ZMclVqdwCfTWVbAR9O5euQJYW/StqQbPrsIhaSVdO15wNkDfSrs3I7yh94f6rkyvaVzQH3DrMecXIxqyJNE30pcDfZLJ4XRcS9XTjFacDqwPzUjbet0fwCYFgaeXkaWbXYX9NMhPeSVbNdTPblX8T/sPLdSKVvpfhvAh7OlR8LTJU0F1i34phJ6bxm3eZRkc16UeoevHpEvCFpLDAb2Dwi3ip4/Bzg+IhozZXdAewfES+VFONtwOSIeDGtjwF+HRHblHF+6x9852LWu9YG7pB0P3AdcHTRxJK8AFyaf4gSOI6ss0CPSRoGnJNLLLsBN9DFiaLMfOdiZmal852LmZmVzsnFzMxK5+RiZmalc3IxM7PSObmYmVnp/j+xGYiJsIBWtgAAAABJRU5ErkJggg==", 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", 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", 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", 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p9De2tK4Exc4AslyTLtinvEG/1xjzVWPMYWPM4aKioqALF2mN7WPsKt/YXhMrERFfa3dIW7vrcdbCXiFAjb+12zY0Y8nnx6vGzlH2V1rTK9yUkkSFM13rSpDsDCBdQOWinzcDPRF4b9Tx7TUxZllLF2BrYaa2qtapvn3Ut9dEefiGii5W68+3680qeKPTLloGpy2tK7VF+mwqWHYGkNNAnYjUiEgq8GHg2Qi8N+pc7BlnbsHLkS35lp2jRtMl63a6bYS9Fbmkp4a/Vwi30iWaWgze6bYRAI7UWFdXagszaRmc1lUCgmBbADHGuIHPAi8AV4CnjDGXROTTIvJpABEpFZEu4HPAH4lIl4jkrPRee/6SjTvV6qsUd1hZKfwjsTRdEpxZl4fzXWMcqSmw7Bzpqf50iT5ID9qp1hFSkx3s22xNrxB8gX1q3s3g5Lxl54gXyXae3BjzHPDcktf+ftH3ffjSU0G9N1adah1ha1EmhVlplp3j1uiSKXaVh/9Bfbxp7BxlwWM4UmPN84+AGh3Kuy6n2kY4UOm05FlhQKCx1TI0TXGYJ/XGG52JbjOP13C6bcTSLjnAlgJNl6zH6dZRROBQtbXXpbZI0yXBmpp3c7F73PK6crOxpXVlTRpAbHatb5LJObfllSKQLtHWbnBOtQ2zszSH3PQUS89TW5jJ5LybwSlNl6yloX0Ur7H2+QdAeW46ackOTS0GQQOIzU61DgNYmmsP8LV2tVKsZcHjpaF9jDstvlEB1PjTJTpCbm2nWkdIcoglS5gs5nCIphaDpAHEZqfaRqhwplMRpl3VVlOjo0uCcrF7nNkFj+UtXfD1QEBnPgfjVOsIeypyyUyz/tFtTWGmXpMgaACxkcdrOHljmDtrrb9Rwa10ydCUbtm5muPNQ4D1qRLw7UGRqumSNU3Pu2nsHOVoBK4J+HrrHSMzuNzeiJwvVmkAsdGlnnFGZxa4ty4yM+RrdQnxoLzaNMTu8hxLR8UFOBxCTUGmPrBdwxutwyx4DPduj1BdKczC4zV0juqw99VoALHRa02+lu6xbYUROV+NpkvWNDXvprFjlHsiFNTB/2xKr8mqXr0+xKYUB4cs2O5gOTU6EisoGkBs9Or1QXaV5VCUbX1LF3zpkrRkhz4cXMUbLf6Wbl1kgjr4AkjnyAwLHk2XrOQXzUPcWVMQ9g2kVrK1UHvrwdAAYpOpeTcNHaPcsz1yN6rA6BKtFCt7rcnf0t0SmZYu+NIlbq+hY0TTJcvpGZuleWCKeyIY1HMzUijITNXG1ho0gNjk9RuBlm5kVwgOjMRSy3v1+iBHagosnem8lKZLVvdak28bhkimFeHWJE+1Mg0gNvnJlX6y0pI5HMGWLtwaXaLpkrdqHpiiZWia+28rjuh5t97cBU97hst56fIAFc50tpdkRfS8vqG8ek1WowHEBh6v4aXL/dy3oyiiLV24lS7p1HTJW7x4uQ+A+28rieh5A+kSbe2+1YzLzWtNgzywq8SS/T9WU1uUxdCUi/HZpRuiqgANIDZo6BhleNrFQ7tLI35uXednZS9e6mff5lzKIzCpcylNlyzv1euDzLu99tSVQt0Kei0aQGzwwsU+UpMc3Lcj8jsk6iZGy+sbn+Ns55gtNyrQdMlKXrjUT15GCndEONULixtbel1WogEkwrxew/OX+ji2rYDsTdYu1LccTZcs74VLvvTVg7sim74K0HTJW827Pbx8pZ933VZCclLkb1VV+ZkkOUTryio0gERYffsoXaOzvHd/uW1l0Ilrb/W9xm52lmZTV5Jty/k1XfJWP70ywMScm/febk9dSU12UJmnK1ivRgNIhD3T0EVGapJtqRLQobxL3Ric4mznGL90cNm9yyJCl5l5q2cauynOTovYSg3LqS3K4oZekxVpAImguQUPP7rQyyN7yshItW8zSF+6ZJ6JOU2XAHy/sRuHwGM29gqr8jM0XbLIyLSLV64O8L4DFSQ5Ijv6arGawkzahqfxenUF6+VoAImgly73Mznn5gMHK2wtx80lxPVmhddreKahm7fVFdm6fammS97s2bPduL3G/rpSlMncgpfeiTlbyxGtNIBE0Ldeb2dzXjpHa63fPGo1gXSJTlyDn10foHtslg8esi99FaDpEh9jDP/8Rgd7K3LZWZpja1lqdU2sVdkaQETkYRG5JiLNIvL5ZX4vIvI3/t+fF5GDi37XJiIXROSsiNRHtuTrd7lnglOtIzxx1xZbu+Sg6ZLFvnGinZKcNB7eY98zqYBaTZcAcLx5mOaBKZ64e4vdRWGrzptalW0BRESSgC8BjwC7gMdFZNeSwx4B6vxfnwK+vOT37zDG7DfGHLa6vBv15Ik20lOS+NDhSruLcjNdkuiV4sbgFK9eH+Qjd1aTYsMw0aVq/OmSnvFZu4tiq2+caCM/M5X37CuzuygUZaeRmZqkqcUV2FlrjgDNxpgWY4wL+A7w2JJjHgO+aXxeB5wiYv//Ves0Ou3i+2e7ed+BCnIzIj/3Yzm1RVkJP5T3WyfbSUkSHj9SZXdRgFvpkkS+WXWOzPDy1X4eP1IZsaXbVyMimlpchZ0BpALoXPRzl/+1YI8xwIsickZEPrXSSUTkUyJSLyL1g4ODYSj2+n23vpN5t5dPREGXPKC2MJPWoamETZdMzbt5+kwX795bFrH9WNai6RLfc0KHCB89Wm13UW7SZWZWZmcAWe5BwNK72WrHHDPGHMSX5vqMiNy73EmMMV81xhw2xhwuKor80iFuj5dvnWznrtoCdpTaM0ltOTUJPrrk3890MTXvjoo8e0BRdhpZackJ+8B2xuXmu6c7eWh3CWW5kV+PbCU1hZn0jM8yt+CxuyhRx84A0gUsfiCwGegJ9hhjTODfAeB7+FJiUeely/10j83yiWNb7C7KmyTy6BKv1/BPx1vZX+nkQFXk11haiYh/w68ETWE909DN+OwCnzxWY3dR3qS2KAtjoG04Ma/LauwMIKeBOhGpEZFU4MPAs0uOeRb4uH801lFg3BjTKyKZIpINICKZwIPAxUgWPlhfP95KZX56xJcIX0sgXZKI+fZXrg3QNjzDJ98WXTcqSNx0SSCo79ucG7F9z4Ol86ZWZlsAMca4gc8CLwBXgKeMMZdE5NMi8mn/Yc8BLUAz8DXgN/2vlwC/EJFzwCngR8aY5yP6BwThfNcYp9tG+cTdNbYP3V0qMLokESvF14+3UpqziUeiYOjuUrWFWQmZLnm1aZAbg9N88lhNxPf9WEtNoa7KuxL71tMAjDHP4QsSi1/7+0XfG+Azy7yvBbjd8gJu0D8dbyMzNYkPHrZ/ktpSiTq65FrfJMebh/mDh3dExdDdpWqLMjHG1zO8rczeSXSR9PXjbRRnp/Ho3ugbZJmZlkxpzqaETS2uZtUAIiKfC+Izpo0xXwlTeeLG4OQ8Pzzfw0furCbHhmXbg1FblEl926jdxYiob5xoY1OKg8fviI6hu0st3vArUQJIi38+zu89sJ3U5OgL6pC4qcW1rHW1/iuQBWSv8vV7VhYwVn2vsYsFj+GjR6PzRgWJly6Zcbn5j3M9vGdfOXmZqXYXZ1k1N5d1T5ye4XfrO0lyCL9yxP5JtivxBZApfEkRFbBWCutbxpg/Xe0A/0NstYgxhqfquzhY5WRbcfQM3V2qxp8uaRuetn3NoUh47kIfU/PuqFgNYCUZqcmU5W5KmNbugsfLv5/p5p07iynOtm8xy7XUFmYxMedmeNpFYVZ0zBuKBqv2QIwxf7DWBwRzTKJp7ByjeWAqqm9UkHijS5463UltYaYt26OuR21RJjcSJN/+s2uDDE3NR31dqUngUYurCeohuog4gY8DWxa/xxjzW5aUKsY9faaL9JQk3h0Fa/msJpFGl7QPT3OqbYQ/eHhH1I3yWaq2MIvvn+3GGBP1Zd2op890UpiVxjt2RH6S73psXTRv6o4t+TaXJnoEOwrrOeB14ALgta44sc/t8fL8xT7u31Viy57n63FzdEkC9ECeu+Db8/yx/fbuLxGMmsJMJufcDE25omaZFStMzbt55dogv3qkypY9z9ejIi+d1GRHQtSV9Qg2gGwyxgQzIivhnWobYWTaFZVzDJZTV5JF00D890B+fLGX2yudVDijZ4mMldSV+Fq7TQOTcR1AXrk6gMvtjYm6kuQQagszE6KurEewYf9bIvIbIlImIvmBL0tLFqOev9jHphQH90V5lzxge0k2TQOTeOJ4UcXOkRnOd43HxI0KYEeJb+DF9b5Jm0tirecv9lGYlcbhGEkJ7SjN5lqcX5P1CjaAuIC/BE4CZ/xfUb+JU6R5vYbnL/Zx3/ZiW/c8X48dJdnMLXjpHJmxuyiWeeGSL30VKwGkKDsNZ0YK1/rjt7U76/Lw06sDPLS7JOpWaVjJ9pJsusdmmZxbsLsoUSPYAPI5YJsxZosxpsb/VWtlwWLRpZ4JBibneXB3dK17tZrt/hWCr/XHb8vqp1cH2FmaTXVBbIw4FxG2l2RzPY6vyeutw8wueHhwd2wEdbjVM9Q01i3BBpBLQPw2UcPk1SbffiP31MVG+gpguz/fHq/pkhmXm/q2Ue7dHjvXBHw3q+t9k3E7ce2160OkJTu4syY20lfAze0Y4rWuhCLYPIsHOCsirwDzgRd1GO+bvdY0yK6ynJh68JmRmkxVfkbc9kDeaBnB5fFyT12h3UVZl+2l2UzOu+kdn6M8Bh78r9drTYMcqcmPil0Hg1XhTCcjNSlu60oogg0g3/d/qRVMz7s50z4alUuEryWe0yWvNg2SluyIubH7gXTJtf7JuAsgveOzNMXARNulHA6hLo7rSiiCCiDGmCetLkisO9U6woLHcM+22EqVAOwozeJn13xDKqN1MbtQvXp9kDtrC2KqpQtvTi2+Y0exzaUJr9eahgC4Z3ts9QoBdpRk8dOr9myNHY1WvVuIyFfX+oBgjkkEx5uHSE12cDjKl8lYzvaSbNxeE3fLNAxMzHFjcJq3bSuwuyjr5sxIpSQnLS7TJSdvDFOYlXazlxVLtpdkMzQ1z/DU/NoHJ4C1eiDvE5HVNs0W4B1hLE/MOt0+yv7Nzphr6cKth4PX+iejat/2japv9y1VH2vpq4B4TS2ebhvhji15MblMy+K6crcuqrhmAPmvQXzGa+EoSCybdXm41D3Ob9wbmyObawuzSHaIb3RJ1G/TFbzTbSOkJTvYXZ5rd1FCsqMkm2+93o7Ha2JmrsRa+ifm6Bqd5RN3b7G7KCFZPMnz7q2xl4ILt1UDiD77CM65rjHcXsPhKNvLOVipyQ62FmVxuXfC7qKE1Zn2UfZXOmP2uc7Oshzm3V5ah6aieluA9QhsYBYrs8+XKspOIy8jhSu98dczDEVs1qwoc8afKjkUowEEYHdFDhe7x+0uRtjMuNxc6pmIyWdSAXsqfHu0XOyOn8B+um2ETSkOdpfH5v4zIsKeilwuxFFd2QgNIGFwpn2UbcVZODOic5e7YOytyGVgcp6BidUeecWOs51jeLwmZlu6ANuKskhLdsTVzSrQK4zG/eiDtacil+v9k8y7E2Mnz9Ws6yqGe/dBEXlYRK6JSLOIfH6Z34uI/I3/9+dF5GCw740UYwxn2kdjNn0VsKfC95wgXm5WDe2jiMDBqti9LslJDm4ri5+e4YzLzeXeCQ5Xx25QB9hTnovba3RhRYIMICJyt4hcBq74f75dRP5uIycWkSTgS8AjwC7gcRHZteSwR4A6/9engC+v470R0T48w/jsAvsrnXacPmx2leUgEj8B5FzXODWFmeSmR/eeLGvZW5HLpZ4JvHGwWvLlngk8XsPtMV5X9sZZY2sjgu2B/DXwEDAMYIw5B9y7wXMfAZqNMS3GGBfwHeCxJcc8BnzT+LwOOEWkLMj3RsTFHt//RIEWfKzKTEtma1FW3LR2L3WP36zosWxvRS5T827ahmN/jk7ghhvr16UyP53c9JS4qSsbEXQKyxjTueSljSYAK4DFn9nlfy2YY4J5LwAi8ikRqReR+sHB8M8gvdA9TmqSg+0xOClqqb0VuXHxwHZ4ap6e8Tn2xOjw3cV2Bx6k98T+dbnYPUFhVholObE9f8L3ID0nLurKRgUbQDpF5G7AiEiqiPw+/nTWBiw3sH1pP32lY4J5r+9FY75qjDlsjDlcVBT+ZUYudU+wozQ7ZoeKLra7PIe+iTkGJ2N7lm2gpRvrvULwTSZMTXbERWv3Yvc4eypyYnIC4VJ7ynO51jeJy53YO3wHe9f7NPAZfK38LmC//+eN6AIWr6a2GegJ8phg3ms5YwwX/JUiHuzb7ATgfNeYreXYqEv+1vruOLguKf4H6ec6x+wuyobMujw0DUzGfPoqYO/mXFweL1f7ErsXEmwAEWPMR4wxJcaYYmPMR40xwxs892mgTkRqRCQV+DDw7JJjngU+7h+NdRQYN8b0Bvley3WNzjI+uxAXLV3wpbCSHXJzCZBYdaFrnC0FGeRsiu0H6AEHq5yc6xpjwRO7rd0rfRN4TXz0CuHW6L4zMV5XNirYAHJCRF4UkV8XEWc4TmyMcQOfBV7Alw57yhhzSUQ+LSKf9h/2HNACNANfA35ztfeGo1zrEUgrxEOuHSA9NYndFbmcaYvtSuHrFcbHNQE4XJ3P3IL3Zs8qFl2Mo7QiQLkznQpn+s2Z9Ykq2OXc60TkCL6W/v/tH9L7HWPMP2/k5MaY5/AFicWv/f2i7w0rpMqWe2+kXewZJ9khcbUA4R3VeXzr9Xbm3R7SkmNvYcjRaRfdY7N87K5qu4sSNoHZ9PVtIzE7XPxi9zj5mamU526yuyhhc6g6jzdahzHGxMVznVCsZxTWKWPM5/ANoR0BEn6drMs9E2wrzorJFXhXcnhLHvNub8yOMLniz0nvKov95x8BJTmbqMyP7dbuld5J/1yj+LnR3rElj/6JebpGZ+0uim2CnUiYIyJPiMiPgRNAL75AktCu90+xM456HwCH/LOEz7SP2FyS0AT2q46363K4Op/69tGY3CPd4zU0DcTXVgFwq67Ux2hdCYdgeyDn8I28+lNjzHZjzH8zxpyxrljRb3Juge6xWbbHWaUoyk5jS0EGp2O0tXutfwpnRkpM7UsfjEPVeQxNzdM2PGN3Udatc2SGuQVvTG4gtZodpdlkpyXHbF0Jh2D3RK81sdj0sdD1/ikAtsfJMtuLHa0t4EcXenF7vCTH2KJ31/sn2V6SHVepEvBdE4ATN4aoKQzrknSWC+yqGG+NrSSHcKQmnxPNQ3YXxTbB3h0KReQvReQ5Eflp4MvSkkW5wE5x8dYtB7inrojJOTfnumJr8poxhut9k3HX0gXYWpRJee4mXrseezerQFqxrjjL5pKE3z11hbQNz9ARgz3DcAg2gPwLcBWoAf4EaMM3FyNhXeubJCM1iQpnut1FCbtj2woQgdeawr/0i5V6x+eYnHfHXUsXfMtn3Lu9iOM3hnDH2HyQa/2TVOank5kWbMIjdtyz3be6xasxVlfCJdgAUmCM+UdgwRjzc2PMJ4GjFpYr6l3vn6SuJBtHnGw1upgzI5V9m528ej22KkUgVRKPPRBY3DMcs7so63K9Pz57hQC1hZlUONNjrrEVLsEGkAX/v70i8m4ROYBv+ZCE5asU8dclD7i3rpCznWOMzyysfXCUCKRKtsfpdTm2rQCHwM9jKI3lcntpGZyOi8VGl+PrGRZyonk4plcKCFWwAeT/EZFc4PeA3wf+Afhdy0oV5Yan5hmacsVtpQC4b0cxXgM/uz5gd1GCdq1/kpKctJjeGXI1zoxUDlTl8fKVfruLErTWoWncXhOXzwoD3r69mMl5N6daE284b1ABxBjzQ2PMuDHmojHmHcaYQ8aYiK89FS0CI7DiuVIcqHRSkpPGcxd67S5K0AIjsOLZw7tLudQzETMPbW+OwIrj6/L27UWkpyTx44uxU1fCJdiJhNtF5GURuej/eZ+I/JG1RYte1+M81w7gcAiP7CnjZ9cGmZ53212cNXm8hqb+qbi+JgAP7ykFiJmb1fW+SZIcQm1RbA09Xo/01CTeubOY5y/244mDnSPXI9gU1teA/47/WYgx5jy+dbES0rX+SXLT42+y2lKP7Cll3u3llWvRn8bqHJlh3u2lLk6ffwRU5mewtyKX5y722V2UoFzvn2RLQUZMrqu2Ho/sLWVoap76tsRKYwUbQDKMMaeWvBb9zVKLtAxOsbUoM+4mqy11eEs+hVlp/Me5iG+1sm4tQ7604tai+A4g4LtZnesci4k0VsvQdEJck3fsKCYt2cGzMVBXwinYADIkIlvx7/onIr+Mbz2shNQyOE1tAlSKJIfw/gPlvHxlgKGp6N6lsGXQt2d4IlyX9+2vQAT+7czSXaaji8draB+epiaO01cBmWnJPLKnlGfP9TC3sNHdvmNHsAHkM8BXgJ0i0g38DvB/WVWoaDY5t8DA5Hxc53QX+9DhStxew/cauu0uyqpahqZxZqSQnxmfI7AWK3emc29dEU+f6YrqnHvX6AwLHsPWwvgP6gAfuqOSyTk3z8dIejEcgh2F1WKMuR8oAnYaY95mjGmztGRRqnXI39JNkEpRV5LNgSonT9V3RvVKsC2DUzG3RtRG/ModlfSOz0X1BLZbvcLEuC5Hawqoys/gu6eju2cYTsGOwkoTkV8Ffhv4XRH5HyLyP6wtWnS6GUASpFKArxfSNDAV1VvdtgxOJ0xQB3jXbcXkZ6by7VMddhdlRTcGfc+lEiWwOxzChw5v5mTLMC3+vz3eBZvC+gHwGL4H59OLvhLOjcFpHALVBRl2FyViHttfTs6mZP7peKvdRVnW1Lw7odKKAGnJSXz4jkpeutxP50h0PkxvHZomNz0x0ooBv3JHFalJDr5xos3uokREsAFkszHmV4wxf2GM+avAl6Uli1Itg1Nszov/YYmLZaQm8/idVTx/sY+u0ei7WbUGUiUJ0tIN+Nhd1ThEeDJKb1a+wSbxP1pxsaLsNN67v5x/q++KqWWAQhVsADkhInstLUmMCFSKRPPxu7YgInzzZLvdRXmLwBDeRBiBtVhZbjqP7i3ju6c7mYrCyZ4tQ1MJlVYM+LVjW5hd8PDd+uhNL4bLqgFERC6IyHngbUCDiFwTkfOLXg+JiOSLyEsi0uT/N2+F4x72n7NZRD6/6PU/FpFuETnr/3o01LKsh9draB2aTpic7mIVznQe3lPKt091RN3M9JbBaSTB0ooBn3xbDZPzbp6uj64Ht9PzbvonEiutGLC7PJejtfk8eaI95pbeX6+1eiDvAf4T8AiwDXjQ/3Pg9VB9HnjZGFMHvOz/+U1EJAn4kv/cu4DHRWTXokP+2hiz3//13AbKErT+yTlmFzwJ19IN+OSxGibn3Px7Q5fdRXmTlqFpKpzpbEpJnLRiwP5KJwernHzjRBveKBrSe2u0YuIFEPDVle6xWV68HDsLX4Zi1QBijGlf7WsD530MeNL//ZPA+5Y55gjQ7B9C7AK+43+fbQLDErcmaKU4WOVk3+ZcnjzRFlVDelsGpxI2qAN84lgNbcMz/DyKhvQGRmAl6nV5120lVOanx/3DdLs2vC4xxvQC+P8tXuaYCmBxv7zL/1rAZ/3ptK+vlAIDEJFPiUi9iNQPDm6sgrUkeKUQEZ64aws3Bqc53jxsd3EA3za2rUPTCdvSBd+aZcXZaVH1MD2R04rgW8XhY0erOdU6wpXeCbuLYxnLAoiI/ERELi7zFWwvYrmhG4Fm75eBrcB+fEuqrDgizBjzVWPMYWPM4aKiovX8CW9xY3CajNQkSnLiexHF1bzn9jIKMlOjpmXVPzHPjMvD1gTMtQekJDn4yJ3V/Oza4M3Ukd1aEzitGPChw5VsSnHwzZNtdhfFMpYFEGPM/caYPct8/QDoF5EyAP+/yy332gVULvp5M9Dj/+x+Y4zHGOPFt1LwEav+jsUCD9ATaVjiUmnJSTx+pIqXr0bH/IOWm5PVErNXGPD4nZWkJEnU3KxahhI7rQi+DcDet7+C7zV2Mzbjsrs4lrArhfUs8IT/+yfwTVRc6jRQJyI1IpKKb/n4Z+Fm0Al4P3DRwrLepJXC5yNHq3CI8K3X7R/SeyMBVwZYTnH2Jh7dW8bT9V22j5IzxtA6mNhpxYAn7t7C3IKXp6JslFy42BVAvgA8ICJNwAP+nxGRchF5DsAY4wY+C7wAXAGeMsZc8r//LxYNJX4HEdhed27BQ9forFYKfPMPHtpdwtNnumzfB7p1cJr0lCRKczbZWo5o8PG7tjA57+aH5+1dUrx/Yp5plyfhgzrAbWU5HNmSz3dORfdacqGyJYAYY4aNMe8yxtT5/x3xv95jjHl00XHPGWO2G2O2GmP+bNHrHzPG7DXG7DPGvDfwQN5K7cMzGKMt3YBfOriZkWkXP79m78iflqEpthRm4nAkblox4GCVk9rCTJ6xeeXkmxM7EzytGPBLhypoGZrmXNe43UUJO7t6IDHn5ggsrRQA3Lu9iILMVJ5ptHdOSKKuDLAcEeEDByt4o3XE1udTibYK71oe2VtGWrKD70XZ/Klw0AASpBZ/rj0RNscJRkqSg/fuL+cnlwdsW/Nn3u2ha3QmYeflLOex/b6R7t9vtK8X0qJpxTfJ2ZTCA7tKePZcDy53fM1M1wASpJbBaUpy0shKS7a7KFHjAwc24/J4+fFFezan7BiewWs0qC9WmZ/BnTX5fP+sjQFE04pv8YGDFYzOLPCL5uiZ7BkOGkCC1DKUWBsWBWNPRQ6b89J54ZI9O7DdGEyszb2C9ejeMm4MTtM8YM+eFK1DmlZc6m3bishOS+bFS/G1tIkGkCAYYxJmH/T1EBEe2l3K8eZhW1aDTcTNvYLx4O4SAF68HPnAPu/20DmiacWlUpMd3LezmJcu90f1NsTrpQEkCKMzC4zPLugQ3mU8uKsEl8fLz64tNxfUWi2DUxRlp5G9KSXi545mZbnp3L45lxdsaO1qWnFlD+0uYXjaRUNH9O7suV4aQIIQGIG1VXsgb3F4Sz4Fmam23KxaEnRp/WA8uLuUc51j9I3PRfS8mlZc2du3F5Ga5OCFi/akfK2gASQIgWGJerN6qySH8M6dxfzs2kDE9z5oHZpO6DWwVvPgLl8a66dXI9sz1LTiyrI3pXD3tgJejvA1sZIGkCDcGJoiJUnYnJdud1Gi0r3bi5icc3O+O3ITpcZmXIxMu7Slu4JtxVmU5W6K+KgfTSuu7t66IlqHpiM6T6epf5K3/+UrnLwR/hW0NYAEYWthFr98aDPJSfqfazlv21aICLx2fShi57yhvcJViQj31BXyi6ahiD601bTi6u7dXgjAL5ojW1fah2csmYKgd8QgfOiOSv7fD+yzuxhRKy8zlX0VubwWwQ2NNFWytnvqipiYc3O+ayxi52wZnNK04iq2Fvl6hnbUlS2F4d+bRQOICot76opo7BxjYi4ys9JbBqdIdgiV+Ym5YVEwjvl7hq9GqGc4Ou1idGZB04qrsKNnaGVaUQOICot76grxeA0nIrRTYcvgNFX5GaRoWnFF+Zmp7I1gz/Dmcj+awlrV2yLcM7Ryx06tfSosDlTlkZ6SxOstkQkgOts5OMe2FXK2c4xZl8fyc93a8lmvy2qObS0A4GSE6krLkHWToDWAqLBITXZwoMrJqdYRy8/l8Rpah3VlgGAcqcnH7TU0RmDyWuvQtKYVg1CQlUZdcVZE6sqt0YraA1FR7khNPlf6JhiftfY5SM/YLC63V1cGCMKh6jwcAm9E4GalacXg3VGTz5m2Ucufg7RYPNhEr7QKmyM1+RgDDe3WtnY11x68nE0p7CrPiUhr17fls16TYNxZk8/kvJsrvROWnufW3iyawlJR7kBlHilJYnlr91auXVNYwTiypYCGjlFL96LweA1twzN6TYJ0x5Z8AMsDe2C0olWToDWAqLBJT01ib0Uup1qtfTjYMjhN9qZkCrNSLT1PvDhSk8+828uF7jHLzhFIK2qvMDjlznQq89MjEECmqSqwLq2oAUSF1ZGaAs53jVs66icwLFFENywKxh1b8gBrn4PcuLnlswaQYB3ZUsDpthGMse45iK+uWNcrtCWAiEi+iLwkIk3+f/NWOO7rIjIgIhdDeb+KvDsjMOqnZXBKUyXrUJCVxrbiLE5bGEBurQyg1yVYR2ryGJ523Qy+4XZrtKJ1Qd2uHsjngZeNMXXAy/6fl/MN4OENvF9F2IEqJwCNnWOWfP6My03P+Jy2dNfpUFUejZ1jlrV2WwanyU7TtOJ6HKr2PQdpaB+z5PMjMVrRrgDyGPCk//sngfctd5Ax5lVguWZTUO9XkefMSKW2KNOyHkjbkG8VU92waH0OVjsZm1m42VMIt8AILE0rBq+2MJPc9BQaO62pKy0R6BXaFUBKjDG9AP5/i616v4h8SkTqRaR+cDC+NrSPVgcq82jssKa12zIUyLVrqmQ9DlT5sryNHWOWfL5u+bx+Doewv9Jp4TXx1RUrBzZYFkBE5CcicnGZr8esOudyjDFfNcYcNsYcLioqiuSpE9bBaifD0y46LNjzQDf3Cs22oiyy05It2U51xuWmd3xOr0kIDlQ5udY/yaQFi5BGYrRi+BeI9zPG3L/S70SkX0TKjDG9IlIGrHeLro2+X1noQOWt1m51QXhvKq1D01Q400lPTQrr58Y7h0PYX2VNa1eX1g/dgao8jIHzXeMc21YY1s9u9a+BZWVa0a4U1rPAE/7vnwB+EOH3KwttL8kiIzXJkucgLYNT2tIN0YFKJ1f7Jpied4f1c1t0H/SQ7a90AlhWV6webGJXAPkC8ICINAEP+H9GRMpF5LnAQSLybeAksENEukTk11d7v4oOyUkObt/spCHMrV1jjD/XrgEkFAeq8vD6W7vhFAggVmxYFO9y01PYVpwV9p5hpEYrWpbCWo0xZhh41zKv9wCPLvr58fW8X0WPA1VOvvpqC7MuT9jSTX0Tc0zOu6kr1pZuKG62djtHucu/pHg4NA1MUpmfTkaqLbeTmHeg0snLVwcwxoQt3dQ84HuAXldibV3RmejKEger8nB7DRd7wtfabeoPVIrssH1mIsnLTKW2MDPs8w6a+qeoK9ZrEqoDVXmMTLtoHw7foJPrEaorGkCUJfb7JxSGc2XepkCrSnsgIdtf5eRs52jYhli7PV5ahqYsb+nGs4PVToCwzgdpGpgkNclBtcV7s2gAUZYozEqjKj8jrLndpv5J8jNTKchKC9tnJpqDVXkMTbnoHJkNy+e1Dc+w4DHaA9mAuuJsMlOTwlxXfBM7ky3em0UDiLLMwSonDR3ha+02DUxp72ODAkvNhGs+SPPAJOAbeadCk+QQbq90hnWOTtPAJNsiUFc0gCjLHKjKY2Bynu6xjbd2jTFc75/UVMkG7SjJDusQ60CuPRI3q3h2oMrJld5JZlwbH2I943LTOTLL9gg8K9QAoixzqNo3oTAcw3kHJueZnHNHpFLEs8AQ6zNhCiBNA1NsztMRWBt1sCoPj9eEZYh1cwSfFWoAUZbZWZpNekpSWB6kX+/3pUq0pbtxh6rzwtbabeqf1KAeBoG1ysKRxorkaEUNIMoyyUkO9m3ODUu6JFAp9Ga1cQernWFp7bo9XloGp/W5VBjk3xxiHYbG1sAkKUlCdYH1Ezs1gChLHarO41LPBHMLG9uhsGlgkryMFAoydb+JjQqsVXZmgzer9pEZXB6vzssJk4PVeTSEYRXrpv4paguzLNvGdjENIMpSgQmFG23tXuubpK4kW/ebCIO8zPDs2XK9T0dghdOhat+EwrYNTij01ZXIXBMNIMpS4Rg26vEarvZNsqssJ0ylUgerNt7avdw7QZJDNK0YJgcDz0E20DMcn1mge2yWXeWRqSsaQJSlCrLS2FKQsaFK0TY8zYzLw+4IVYpEEI7W7qWeCbYVZbEpRZfWD4e6Yt+eLRsZIXep19fT312eG65irUoDiLKcL7cb+oTCyz0TABFrVSWCcLR2L/dM6DUJo8CeLRu9JkDEeusaQJTlNrp8xuXeCVKSRJfLCKONtnaHp+bpm5jTtGKYHarO29AOhZd7JyjKTqMoOzLL/WgAUZY7uMEx7pd7JqgrziY1Wf93DZeNtnYv9/pauppWDK+D/h0Kz3WGNujkcs9ERK+J1khluR2lvsXiQg0glzRVYomDVXlcD7G1G0iV3KY9kLDaX+VEJLQh1nMLHpoHpiLaK9QAoiyX5G/thlIpBibnGJqa11SJBQ5V+3YoDKW1e7l3gvLcTeTpvJywytmUwvbi7JAaW80DU7i9JqKNLQ0gKiIOVuVxtW9y3ftxn/ff3PZURGZUSSLZSGv3fNe4XhOLBAadeLzrG3RytnMMgL0RvC4aQFREHKnJx+M1nG4bWdf7GjtHSXZIRCtFosjZlMKushxOtgyt630j0y5ah6Zvrt+kwutobT6Tc+6bacJgNXaMUZCZSpXFm0gtpgFERcTh6nxSkxycvDG8rvc1doxxW1lO2PZVV29299YCGtrH1rXUzFn/znkH/ZNEVXjdVevbr/7EjfUF9sbOUQ5UOSO6WoMtAURE8kXkJRFp8v+7bFNGRL4uIgMicnHJ638sIt0ictb/9WhkSq5ClZ6axIEqJ8fXUSk8XsO5zrGbs9lV+N29tRCXx7uuNFZjxxhJDmHvZu0VWqE4ZxN1xVmcWEdja2zGRctg5HuFdvVAPg+8bIypA172/7ycbwAPr/C7vzbG7Pd/PWdBGVWY3b21kEs9E4zNuII6/nr/JNMuz81hwCr87qjJJ9khHG8OPrA3dIyyszRb9wCx0N1bCzjVOoLL7Q3q+Eb/849IN7bsCiCPAU/6v38SeN9yBxljXgXWlzRXUevYtgKMgddbgrukgZEo+yudFpYqsWWlJXN7pTPo1q7b4+Vc57j2Ci1297ZCZhc8nOsaC+r4hvZRHAL7NjstLddSdgWQEmNML4D/3+IQPuOzInLen+ZasYkqIp8SkXoRqR8cHAy1vCoM9m12kpGaFHRu98SNYUpy0iKyr0Eiu3trAee7xpgIYj7Ihe5xpubdHPXn6ZU1jtYU4BCC7hmeuDHM3opcstIi2yu0LICIyE9E5OIyX4+F4eO/DGwF9gO9wF+tdKAx5qvGmMPGmMNFRUVhOLUKVWqyg6O1BbxybWDNdbG8XsPJG8Mc21aoS7hb7J66IrwGXru+9s0q0FO5SwOIpXIzUti32ckr19Zu9E7NuznXOcaxbYURKNmbWRZAjDH3G2P2LPP1A6BfRMoA/P8OrPOz+40xHmOMF/gacCT8f4GywgO7SugcmeWaf4valVzpm2Bk2sWxrZGvFInmYJWT/MxUXrzct+axv2ga4rayHAqyIrPWUiJ7YFcJ5zrH6BufW/W4U63DuL0mvgLIGp4FnvB//wTwg/W8ORB8/N4PXFzpWBVd3nVbMSLw4qX+VY8LdN3tqBSJJjnJwbt2FvPK1QEWPCs/tJ11eTjTMcrbtmnvIxIe3FUCwEtXVq8rv2gaJjXZwaHqyA82sSuAfAF4QESagAf8PyMi5SJyc0SViHwbOAnsEJEuEfl1/6/+QkQuiMh54B3A70a2+CpUxdmbOFDp5KXLq1eKly73s7M0m9LcTREqWWJ7YFcJE3NuTrWuPMDh59cHcbm93LcjlEeWar22FWdRU5jJi5dW7hkaY3jxch93by2wZV8WWwKIMWbYGPMuY0yd/98R/+s9xphHFx33uDGmzBiTYozZbIz5R//rHzPG7DXG7DPGvDfwQF7Fhod2l3Khe5yWwallfz8wOUd9+ygP7ymNcMkS1z11RWSkJvGDs90rHvP8xV6cGSncWZMfwZIlLhHhod2lnLwxzODk/LLHXOqZoGt0lkdsqis6E11F3PsOVJDkEJ6q71r29y9c6scYNIBEUHpqEv9pXzk/PN/L1DLrlc0teHj5ygAP3FZCcpLeNiLllw9txu01PNOwfF350YVekhzCA7s0gKgEUZKziXfsKObpM11vybkbY/jOqQ52lmazQ/fajqgP3VHJjMvDD8/1vOV3Pzzfy+S8m/cfrLChZIlrW3EWh6vz+O7pTrxLFldc8Hj5t/ou7tteRL5NqyJrAFG2+MjRKoam5t/SsmroGOVSzwQfOVqtw3cj7GCVk9vKcvjKqy24FwV2YwzfOtlGbVGmDt+1wcfuqqZlaJoXljwL+fHFPoam5vno0WqbSqYBRNnkvu1F3F7p5G9ebmbG5UuZGGP44gvXKchM5f0HtKUbaSLC79xfR+vQNN+t77z5+ouX+znXNc5v3FOrQd0G79lXztaiTP7qpevMu32LXrrcXv73S9epK87i3u32zW/TAKJsISL84SM76Rmf5Q+fuYDHa/jHX7RysmWY376/LuIzapXPg7tKuLMmnz/70RUudo/TOTLDH33/InXFWXzw0Ga7i5eQkhzCH717F80DU/zPH1zC5fbypz+8RMvQNH/46G0kOewL6rLWjOB4cvjwYVNfX293MdQif/vTJr744nVyNiUzMefmgV0lfOWjh3DYWCkSXc/YLL/85RP0TsyRJEJ6ahJPf/pudpTqMyk7/cXzV/m7n90g2SG4vYb/fG8t//3R2yJybhE5Y4w5/JbXNYAouz1/sZcXL/ezuzyXj99VTYqO8rHd4OQ833q9nfkFD796ZxXVBZl2F0kBL1zq4+SNYe7Yks+je0sjllLUAIIGEKWUCsVKAUSbekoppUKiAUQppVRINIAopZQKiQYQpZRSIdEAopRSKiQaQJRSSoVEA4hSSqmQaABRSikVkoSaSCgig0B7iG8vBIbCWJxYoH9zYtC/OTFs5G+uNsa8ZdXGhAogGyEi9cvNxIxn+jcnBv2bE4MVf7OmsJRSSoVEA4hSSqmQaAAJ3lftLoAN9G9ODPo3J4aw/836DEQppVRItAeilFIqJBpAlFJKhUQDSBBE5GERuSYizSLyebvLYzURqRSRV0TkiohcEpHftrtMkSAiSSLSKCI/tLsskSAiThF5WkSu+q/1XXaXyWoi8rv+/6cvisi3RWST3WUKNxH5uogMiMjFRa/li8hLItLk/zcvHOfSALIGEUkCvgQ8AuwCHheRXfaWynJu4PeMMbcBR4HPJMDfDPDbwBW7CxFB/x/wvDFmJ3A7cf63i0gF8FvAYWPMHiAJ+LC9pbLEN4CHl7z2eeBlY0wd8LL/5w3TALK2I0CzMabFGOMCvgM8ZnOZLGWM6TXGNPi/n8R3Y6mwt1TWEpHNwLuBf7C7LJEgIjnAvcA/AhhjXMaYMVsLFRnJQLqIJAMZQI/N5Qk7Y8yrwMiSlx8DnvR//yTwvnCcSwPI2iqAzkU/dxHnN9PFRGQLcAB4w+aiWO1/A38AeG0uR6TUAoPAP/nTdv8gIpl2F8pKxphu4ItAB9ALjBtjXrS3VBFTYozpBV8DESgOx4dqAFmbLPNaQox9FpEs4N+B3zHGTNhdHquIyHuAAWPMGbvLEkHJwEHgy8aYA8A0YUprRCt/3v8xoAYoBzJF5KP2liq2aQBZWxdQuejnzcRht3cpEUnBFzz+xRjzjN3lsdgx4L0i0oYvRflOEflne4tkuS6gyxgT6Fk+jS+gxLP7gVZjzKAxZgF4Brjb5jJFSr+IlAH4/x0Ix4dqAFnbaaBORGpEJBXfQ7dnbS6TpURE8OXGrxhj/pfd5bGaMea/G2M2G2O24Lu+PzXGxHXL1BjTB3SKyA7/S+8CLttYpEjoAI6KSIb///F3EecDBxZ5FnjC//0TwA/C8aHJ4fiQeGaMcYvIZ4EX8I3a+Lox5pLNxbLaMeBjwAUROet/7Q+NMc/ZVyRlgf8C/Iu/YdQC/JrN5bGUMeYNEXkaaMA30rCROFzSRES+DdwHFIpIF/A/gS8AT4nIr+MLpB8My7l0KROllFKh0BSWUkqpkGgAUUopFRINIEoppUKiAUQppVRINIAopZQKiQYQpZRSIdEAolSI/Muh/+ain8v98wzCfZ4/FpFuEfnTVY7ZKiJnRWQq3OdXaiU6D0SpEPkXmvyhf2lwK8/zx8CUMeaLQRw7ZYzJsrI8SgVoD0Sp0H0BCLT8/1JEtgQ28RGRT4jI90XkP0SkVUQ+KyKf8698+7qI5PuP2yoiz4vIGRF5TUR2rnVSEXm7/5xn/Z+XbfHfqdSydCkTpUL3eWCPMWY/3OyRLLYH31L4m4Bm4L8ZYw6IyF8DH8e3hPxXgU8bY5pE5E7g74B3rnHe3wc+Y4w57l8xeS48f45S66MBRCnrvOLfkGtSRMaB//C/fgHY57/53w38m29tPwDSgvjc48D/EpF/AZ4xxnSFudxKBUUDiFLWmV/0vXfRz158dc8BjAV6MMEyxnxBRH4EPAq8LiL3G2OuhqG8Sq2LPgNRKnSTQMjPH/ybdLWKyAfBt4y+iNy+1vtEZKsx5oIx5s+BemDN5yZKWUEDiFIhMsYMA8dF5KKI/GWIH/MR4NdF5BxwCd+OeWv5Hf85zwGzwI9DPLdSG6LDeJWKcjqMV0Ur7YEoFf2mgE8FM5EQ6I9YqVTC0x6IUkqpkGgPRCmlVEg0gCillAqJBhCllFIh0QCilFIqJP8/f4SHh8wYLYIAAAAASUVORK5CYII=", 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", 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", 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" ] @@ -923,12 +738,12 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## Comparison to unconstained case\n", + "## Comparison to unconstrained case\n", "The unconstrained (no maximum PTO force) optimal control can be calculated analytically as the conjugate gradient of the intrinsic impedance. \n", "We will compare the two results to gain some insight into the effect of the constraint on the optimal PTO force.\n", "\n", "We will look at comparisons in both the time- and frequency-domain. \n", - "Note that the optimal constrained PTO force follows the optimal uncosntrained solution (sinusoidal) whenever the unconstrained solution is within the constraint. \n", + "Note that the optimal constrained PTO force follows the optimal unconstrained solution (sinusoidal) whenever the unconstrained solution is within the constraint. \n", "When the constraint is active the optimal PTO force is the maximum PTO force of $2000 N$. \n", "Also note that the unconstrained optimal PTO force uses only one component at the excitation frequency, while the optimal constrained solution also contains components at odd multiples of the excitation frequency. " ] @@ -940,7 +755,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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Qif32208jIyNVVwNAieJursIdGyHFT7EAAACoHW6ugk4IkAEAwEDh5irohAAZAAAMlKJvaY7+1zEPsoX7pP6hpGe7+8Vmdpikp7v7zYXXDgAAIGfcXAWdJLmT3t9KekLS70q6WNJDkv5F0gsLrBcAAEBhuLkK4iSZYnGcu58t6VFJcvcHJD2p0FoBANAwNiaZTV+k2dvGxqqsJVBvg5Y3OkmA/LiZzZHkkmRmByuMKAMABliWwDXrPu7TF2n2tuY+gx5QD/r5I3/NvNGjo2F9dDSs1zlIThIgXyHpGkmLzOx9kr4p6f2F1goA0PPSBq5Z9ymjXr2qjA8UWcvB4IjLG11XHQNkd/8HSX8p6QOS7pJ0urt/oeiKAQBQlrICxLTllBXsE1QjziDmjW4bIJvZrzUXSfdIWifp85LubmwDAKAWejkQ7VV1OxeC/fYGMW903AjytyTd2vj5C0k/lPTfjd+/VXzVAABlIUBAGcp4n/XytJR+/TsbxLzRbQNkdx9x92dL+qqkle6+0N0PknSqpC+XVUEAQPHqNBqI3lXGBZe9/G1Av15w2swbvW6dtHr1g1q3LqzXOW90kov0jnf365or7j4u6UXFVQkA0M96dT5v3qoufxAM+ge3Xjr/Zt7oVase1Kmn1js4lpIFyD8zszVmtqSxvFvSz4quGACgP/XyCF6eqi4/i26C+kHLg4vBliRAHpV0sEKqt2skLWpsAwAAOShz1D1LUF9mHlwC8f5Q9znYSdK83e/ub3P3oxrL29z9/jIqBwBAUcoIxJKW0euj0WXlwe21G1L0S0AXfZ+dcUY5gWuvzsHO6zXrGCCb2dfM7D9mLp32AwCgV5URiPVasNeNsvLg9toNKbr94FLWh7Do+2z9eumkk6S9e4sLXMtS5c2IkkyxeIekdzaWCyVtVUj/BgBAXyojEOu1YK8bafLgdjOCV6cbUpT1AalO77MyNT+8mOnCVo8nmWLxrcjyn+7+dkkvybuiAACUJU0gljXgq1OwNz0PrmLz4HYzgldWIF6GsgLXOr3PyjLjw8tYq+ckmWLxa5FloZmdLOlpudYUAIASpQ3EsgR8dbr7WDQP7sUXq7A8uGUF4mUo40OYVK/3WVlmfHhpGQsnmWIRvaPeTZL+QtKbc6ojAAClSxOI9XIZZWrmwV2zRoXlwS0rEC9DGR/CpN57n/X6yL7U+sPLTHMTHOd57v5odIOZPbmLesnMXqswpP08Sce6+62Rxy5QCMAnJZ3r7hsb20+R9GFJcyRd5e4f7KYOAID0JienviLesCH8E+7H4KUZiI2PhxG95cvzP5cyyqijZiB+6qlV16Q7zcB18+YQjA0NFRO49tr7bGxsdvBrNhX0d1JGH9P88NKc/tJKkgD5RklHz9h2U4ttaXxX0u9L+kR0o5k9X9LrJR0h6RmSvmpmz2k8/DFJL5d0p6RbzOxad/9+F3UAAKTQnLe3eXNYHx0N//D7dYSvjECsLsEe0iszcK3L+6ysPib64WViQk+0ek7bKRZm9nQzO0bSAjM7ysyObiwvkbR/NxVz9x+4++0tHnqVpH909z3uvkvSdknHNpbt7r7T3R+T9I+N5wIASsLV8kA6ZUxLqZM0fUw3UzmiU3kkXdSqLnEjyCdL+hNJh0i6LLL9IUl/FXeCXXimpE2R9Tsb2yTpJzO2H9fqAPfdd5+WLVu2b310dFSjzRwrFXrwwQe1a9euqqvRV2iz9Giz9OrUZiMjI5n3bd1vjkxrm//4jwO0e/cBkmzftt27XV/72oM64ogHm7Vo057ttrd/LP61SVtOXPntpK9zvuWkL6N9m/XquWQpJ99zSd9meZ5LlnKyl3H55QfoiisOnPWo2fT1c899QNKBJfxdTn8sTR/zxjdKb3zj9CM9+9kj2rlzdjlr17Yu/4gjJPeR97aqlXmHSSFm9j/d/V9in9R6v69KenqLh97t7v/WeM7XJb2jOQfZzD4qaZO7/31j/VOSmp8bTnH3sxrb/1jSce6+aubBly1b5tu2bUtb3cLt2rWrq39eg4g2S482S69mbWadn9JiJ3tB9FKQyPbp8wY3bAhfeUbn7Q0Ph1GY5le77eYaxs1BbPdY3GuTtpw0cyCT7FNGOVnKaNdmvXouWcrJ+1zStlme55KlnKrfy3n+Xc58rJs+Jmv5atNvth1BNrM/agSqS8zs7TMfd/fLWuwWffxlcY+38VNJh0bWD2lsU8x2AEAJyrroCMBg6qU+Jm6KRTM5yXAZFWm4VtLnzewyhYv0Dpd0s0J0f7iZjSgExq+XdEaJ9QKAgddrV8sDqJde6mPaBsju/onGz7V5F2pmr5b0EUkHS/p3M9vq7ie7+/fM7J8kfV/SXklnu/tkY59VkjYqpHn7tLt/L+96AQDi1eVqeQC9qVf6mI5p3szsYEl/KmlJ9Pnu/qashbr7NZKuafPY+yS9r8X26yRdl7VMAAAAIIkkeZD/TdL/k/RVhZt3AAAAALWV5FbT+7v7u9z9n9z9X5pL4TUDAKBLk5Phyngp/JxMMMyTZZ+y6gagHEkC5A1m9srCawIAQI6ad+VqpsIfHQ3rcYFoln3KrBsBNVCOJAHy2xSC5EfM7Fdm9pCZ/aroigEAMFOaIDHLnf/Kultg2nKyBu4E1UA2HQNkd3+Ku+/n7gvc/amN9aeWUTkAAJrSBolbtoRcqlG7d4f0Ue1k2adZtzSBaNpysgTuBNVAdh0DZDM7usWy1MySXOAHAEBLaQOxtEHiUUeFGw1EDQ2F3KrtZNknSyCatpwsgXuZQTVQN0mmWPytpE2SPtlYNkn6gqTbzewVBdYNAFBTWQKxtEFi865cw8PhVrPDw53vypVlnyyBaNpysgTuZQXVEqPOqJ8kAfLPJB3l7se4+zGSlkvaKenlkv53gXUDANRUlkAsbZDYvCvXunXSxReHnxs3xt+VK8s+WQLRtOVkCdzLCqoZdUYdJQmQnxO9a527f1/Sc919Z3HVAgD0k6Ln4ErxQWK78pt35VqzJvxMcsvatPtkCUTjyml1LlkC97KC6rqNOvdqvVCuJAHy98zs42b2/zWWv5X0fTN7sqTHC64fAKDHlTEHV2ofJErVjmBmCUTbiWvLtIF7p6C6VSCY5VzKGnUuI6c1FzZiH3ePXSQtkPQXCreGvkbSOyTtrxBcD3fav+zlyCOP9F60c+fOqqvQd2iz9Giz9GrWZpn6TemY1gdTskLXr3cfHg7Pby7Dw2F7u2Pt3et+0knheWbh50knhe1NSV+bJOXnZe/ecFwp/GzWt7n9kkumb0+r23NJ2mbR9m+W0Wz/tOeS5fVPe55x9Y2KlpN0n2ibdftejiun1Tm1ei+1K6fT9jhx+6QtJ+49lqXOac8nz3NpPtxqSZLm7RF3/5C7v7qxXOruD7v7E+4+UVzoDgDoB2XMwc27/CzyHN1tp6xziZsWkfZcyhh1LiundS9nC2GUulxJ0rwdbmb/bGbfN7OdzaWMygEAel/cdIm4f+p5BZVZ5wCnVcZNRMo6lzwD8SwfdspIc5dln17NFsKFkOVLMgf5M5I+LmmvpJdKulrS3xdZKQBA/2g3gviKV5TzTz3POcBxyhjdLetc8g7Eix51Liunda9mCynrDo+YkuRmHwvc/XozM3f/kaQxM/uWpPcUXDcAQB9ojiCOj4d/8MuXh4Ai7p/6qacWX37WEel2moHQRGRyYd6ju2WdSzMQ3Lw5BGZDQ8UE4u2kPc8s9c2yT5b2z1JO2vdSXECd599SVpOTU8H6hg3FvGfLliRA3mNm+0n6bzNbJemnkoaLrRYAoCpZ/tk1RxCj/6zL/Kfeqvy8lRVUlnEuZQXice+lNOeZpb5Zz7FdvdqdSxlBdRkfzrJqTv/YvDmsj46Gc+k0zSZtP1N6EN7u6r3mIumFCgHxIQrTLf5V0vGd9qtqIYtFfdBm6dFm6dWszbrOYpH1ivxWysrIUKa8slUUpZfaLM/3UlJZMjwkabMizqXTe6ldRo52WV/iymiXKWNmOUn2mdleZWT+yJLFJOn5e7t+sd0D/boQINcHbZYebZZezdqs6wA5z5RpWf+pN9XstSlFL7VZL6TfSyJJm5V5Lk3tgr2kH86KSo03s70uvjj8fUfbxizUs925pG3PpM/PkubP2/SLbS/SM7Nr45YCB7UBABWpOrsB6qMX0u/lpaxziZP2QsiyUuOVcZFiWen3ouKyWJygMK3i/0m6VNKHZiwAgJqpOrsB6oP0e9nkle+4rNR4ZWT+KCv9XlRcgPx0SX8l6UhJH5b0ckn3uvs33P0byQ4PAOgnZaUZQ/2Rfi+9PEfDy0qNl+WborTtWVb6vai2WSzcfVLSlyR9ycyeLGlU0tfNbK27fzTZ4QEA/aSs7AaoP9LvpZdnasSyUuNJxWf+KCv9XlRsmrdGYPx7CsHxEklXSLom2aEBAP2ojDRjGAyk30snz9SIZabGa6VT+re07Znl+d2cS9sA2cyuVphecZ2kte7+3WSHBAAAKEedvvXIezQ8S1Cf1weBsm4UJMWPVGc9l7g5yH8k6XBJb5N0o5n9qrE8ZGa/Sl8UAABA/upyMWidrgHo9ywmcXOQ44JnAAAA5KjM0fCi70xX1t3/ihqpJggGAADoEWWMhpeRO7rfs5jEXqQHAACAeiljfnC/ZzFhBBkAAGCAlDU/uIzR8KJGqhlBBgAAGCBlzQ8uQ1Ej1QTIAAAAA6Ss3NFlKSJHNQEyAADAAKlT7uiiECADAAAMGO6YGY+L9AAAAIAIAmQAAAAgggAZAAAAiCBABgAAACIIkAEAAIAIAmQAAAAgggAZAAAAiCBABgAAACIIkAEAAIAIAmQAAAAgggAZAAAAiCBABgAAACIIkAEAAIAIAmQAAAAgggAZAAAAiCBABgAAACIIkAEAMpu+jI1VXSMAqM7cqisAAKjWkUfu0bZtVdcCAHoHI8gAAABARO0C5Pvvv7/qKrS0bt26qqvQd2iz9Giz9Ggz+s06oc3So83SGZT2IkAuyaC8ofJEm6VHm6VHm9Fv1gltlh5tls6gtFftAmQAAACgG+buVdchV2b2kKTbq65HCwsl3Vt1JfoMbZYebZZendrsXnc/Je1O9Ju1QpulR5ulU7f2atlv1i5ABgAAALrBFAsAAAAgggAZAAAAiCBABgAAACIIkAEAAIAIAmQAAAAgggAZAAAAiCBABgAAACIIkAEAAIAIAmQAAAAgggAZAAAAiCBABgAAACIIkAEAAICIvgqQzewKM5s0s61mts3MHjOzd1ZdLwAAANSHuXvVdUjFzCbcfdjMFkq61d2XRB8//PDDff78+fvWR0dHNTo6WnItZ5uYmNDw8HDV1Wjr8ssP0BVXHFh1NYBMzj33AZ133oMdn9ft+zxJOUnLiB4rz33cZR0PNIPZKS59qW1ZVen1frMX9VKbXX/9Ar3tbYv08MNTY3H77/+EPvzhe3TSSY9UWLPpeqnN+kHd2mtkZKRln1m7AHnZsmW+bdu2aioXY9euXRoZGam6GqmYSe3eHu0eS7u96mNRfr3Kz6KMcrIcK2P5qYPjUNYL3P3WLLsWqh/7zar1Uptdcol00UXT38dm0sUXS2vWVFevmXqpzbKanJTGx6UtW6SjjpJWrJDmzCmmjP/4jwf0u797YCFlVKRlv9lXUywAAEB/OOooaWho+ra5c6ULLwyBctwyNlZJlfvS5KR08snS6Gj4QDI6GtYnJ4sp4/LLDyikjF7TzwHyXklPqroSAABgthUrpOOOk5rfxg8PSy9+sbR3bxhVbi7S9HX3wQuQx8Y6f2ho98FhfFzavFmamAhtNzER1sfHs9VlclLasCF8A7Bhw9TI8VQZ1nUZ7crpJXOrrkAXfinpF2Z2pbu/perKAACAKXPmSBs3hiBq5Upp3bpivvqvg7Gx2cFv0mlWW7ZIu3dP37Z7t7R1q3Tqqenq0Rwp3rw5HGNoKHzI+Z3fya+MuHI2buyd90ffjSC7+3Djp7v7bxEcAwDQm+bMmQqgTj21d4KfOmk1lWVoSFq+PP2x2o1GT07mV0ZcOd2MSOet7wJkAAAABK2mshx3XNieVrvR6Llz8ysjrpytW7MdrwgEyAAAAH2qOZVl3bqwvm5d9qkK7Uajjz46vzLiysk6Il0EAmQAAIA+ltdUlrjR6Dyny+Q56l0UAmQAQNd6/Yp0AJ3lORrdC+V0o5+zWAAAekA/XJEO9Joybu6RxcyR4n4vJytGkAEAXemHK9KBXlLGzT0wW5t80y2T6REgAwC6ulFBP1yRDvQSPlRWY2xs9k1p3LnVNACgjVb/OKRkdzjrhyvSgV7Ch8reR4AMAOhKP1yRDvQSPlT2PgJkAEBX+uGKdKCX8KGy9xEgAwC6xi2FgeT4UNn7CJABAIkNQr7jQThHVI8PlZ11c/Fwt8iDDABIZBDyHQ/COQL9YmxsdvBrNnURcZEYQQYAJDIIqakG4RwBdEaADABIJEtqqrynKxQ9/YH0WwAkplgAABJqpqaamJjaFpeaKu/pCmVMf0h7jv1mbExau7bz8y66qJh5nd3o1Vszo54YQQYAJJI2NVXe0xXKmP5Q9/Rb3dwQpkrcmhllI0AGACSSNjVV3tMVypj+QPqt3sTccJSNABkAkFia1FR53y2srLuPkX6r9zA3HGUjQAYAFCLv6Qp1n/6A9rg1M8pGgAwAKETe0xWY/jC4On044uYuyBsBMgCgMHlPV8jzeP0eVLW6y9iznz1Syl3Gyhb34YgL+FAE0rwBAAZOHe6YV+Vdxqow88NRU/QCPmn6BXzR5yVFOjlIjCADAAZQv2RFaDVK3GqpwyhxVnlewJf3aHS/f0sxyBhBBgAMnLigKsuoY1EGbZQ4izxv7pLnaHQdvqUYZIwgAwAGDlkR6iPP7CZ5jkZX9S0F3zrkgwAZADBwSBlXH3lmN8nzg1NVuZvj7pZ40UVTz1u7luA5DgEyAGDgkDKuXvLKbpLnB6de/JaiX281XgUCZADAQOKOeVOq+Fq+eQGb1DsXsOX5wYlvKfobATIAYOC1ChClwfnqueyRxWi2CKm3chfn9cEpa7Ddix8cBhEBMgBg4PHVc7niskXUSdpgu5c/OMxU94sBCZABAECpqrqArdf10weHPD9U9mKwTYAMAABK1YsXsPWCQf3g0Ivf4BAgAwCAUnEBW2t8cOgdBMgAAKBUpNlrjQ8OyRU9LYMAGQAAlI40e7PxwSG5oqdlzM2rogAAAOjOzA8OqAYjyAAAABgozXzTZrqw1eNtR5DN7O0Jjr/b3T+RuXYAAABAiZr5pjdvliSNSbpk5nPiRpDfKWlY0lNilr/ItcYAAABAgWbkm24ZC8fNQf4/7n5xXAFmNhT3OAAAALIZG5PWru38vIsu6t871lWhVb7pmdqOILv7X3YqIMlzAAD11CrNklSfW80CVevFG2jUQat80zNlnoPs7pdlqxYAoA7Gxmb/Yzab+icelWQUDADK0Mw33Zhm8USr58TNQW7OM36BpP8l6ZmN5c8kHZ13ZQEAAIBWmlknpPBzcjL7sWbkm76o1XPajiC7+1pJMrMbJB3t7g811sck/Xv2agEAAADJzMg6odHRMALczU1Umvmm3fXeVo8nyYO8WNJjkfXHGtsAAOgrzJuekueIHFCkGVknNDER1sfHiyszSYB8taSbzWysMXq8WdLniqsSAADF4KKnoDkiNzoa1kdHwzpBMnpRq6wTu3dLW7cWV2bHANnd3yfpTZIeaCxnuvv7i6sSAAAoUhUjckBWrbJODA1Jy5cXV2aiW027+7ckrZN0jaT7zOyw4qoEAMAUpkXkr4oROSCrZtaJ4eGwPjwc1lesKK7MjgGymZ1mZv8taZekbzR+8hkTAAZE1QEq0yLyV8WIHJDVjKwTWreuuwv0kkgygnyJpOMl/dDdRyS9TNKm4qoEAOglBKi9Ic+L6qoYkQO60cw6IYWfRQbHUrIA+XF3v0/Sfma2n7t/TSE3MgAAs1Q94lxHnS6qSxs8VzEiB/STJAHyg2Y2LOkGSf9gZh+W1OEO1gCAQcWIc/7iLqrLmpGi7BE5oJ8kCZBfJelhSaslfUnSDkkri6wUAACYEndRHRkpgPzFBshmNkfSBnd/wt33uvvn3P2KxpQLAABQgriL6shIUZxW04VaLXwbUj+xAbK7T0p6wsyeVlJ9AADADHEX1ZGRojhMFxpccxM8Z0LSNjP7iiJzj9393MJqBQAA9mleVDc+Lq1cGS6qW7EibG8Gz81pFmSkALqXJED+18YCAMBAm5wMQeqWLWHkthmklmHmRXXR7e2CZwy25vtVCtlNeF8k1zFAdvfPlVERAAB6WTNbxObNYY7v0FAYqe2F9GjtgucsCKrqIfp+lUJ2k+j7lde5A3dvuUi6st1jaZ5T9iId44sWuZ93nvv114efixa577ef79u+fXtYWj2W9z5NO3fu9Kgyyu/2WFL7faKPtdunV49F+fUtP8v7P235ef8tJdknxblM5tlvVvG6Je03k7RPnu+B7dvdr7zSfd686bNP581zf+97y+3Ps7wuSc//y192P/TQ6ed46KFhe9n/T8o6//32e6LwPqiKPvi97239fr3ySvfbb+/8OufZn+fZBxdQfst+M+4ivdPN7IqY5SOSXlp8CJ/OkUfu0Y03Sj/7mfSyl4WfN94o7dkTfi5YIB19dFgWLJj+WN77HH986zQ74+PhsSLLz+NYUvt9mo+126dXj0X59S4/y/s/bfl5/y112ifluTxZGfXC65am3+zUPnm+B5r7nHOO9Pjj0+v1+OPSmjXF9MF59s1Jz/8Vr5Duumv6Od51V9he9v+Tss7/ttvuKLwPKutvKbrPmjWt36/nnBMu4Pz5z+Nf527LL6oPLqD81v1mzOjwGxMsryt/hFinSLpd0nZJ5898fNGi5X7lle4HHeT+iU+En1de6X7xxe7r14dPTQcc4P60p4Xf168Pj+W9z9697jfe6L5wYfik0hwJ2b49bLvxxvCcIsrP61hS+32k9vv06rEov77lR0cdm39jn/jE1N9f9LGs5ccdq135WeqcpfzIuVyYrV89pmVZUvtzlVq3ddz2uHZr6tRvNrUrJ817IMm5RPfZf/+wzMxhcPbZ3ZUft0/atoxrlyT7nHba7POTwvZuziVrncs4/507d+b6Xs6rzlnKj+5z9tmzX8f993cfGnJ/8pPdzeJf527Lz+Pvr4zyvU2/aB6Czr7QyMv8Q0kvl3SnpFskjbr796ee8wKfN+9WPeMZ0g9/KD3nOeETxN69Yb7YgQdKZ5wR3grr1kkPPBDmks2dq1z3ac7zWbMmfHI555xdGhkZ0erV4VPLJZdMn8uWZ/l5Hevxx8PV0K32mZiQ5s1rvU+77VUfi/LrWb5Z+Bu77LLQBzT/xt7/fumCC1o/NjmZrvwdO6b+lmcey7319ksukZYuTVfnmfskKX/GuTzhrtSzCKP9ZrSsv/mbcH6tztVMOu+82W39N3/Tfnu7Y83U3Gdmv/n+90fr3Lqcyy5L9h5Iei7ROrd738x8fdKWH/e+bbU9y+uS9Pxf9CLp939/+sjjvHnSv/6r9J//mf1cOtW5mYWjk+OPlzZtyn7+xx+frpws7+W8XrMsf0vRY8X1QTt2SP/2b/Gvc5ryH3kkjNiuXCmddpr0vOdJH/xg939/3Zx/ir8/a/kmaBc59+Ii6QRJGyPrF0i6YPpzjtn3KenCC1t/2r/yyqkRmpmfrPLaZ3g4jOhs3+6+ePHUSMiiRWHb+vXhOUWVX/X59+qxKL9+5Tf/xpqaf2PN0YJWj6UtP/q3PPNY7bavX5++zq326VT+zHPJ1rce07KsxvFanqvUuq3jtse1W1S7fjOqXTlJ3wNJz2XmPosWTX3z0By977b8uH3StmVcuyTZZ+9e9xNOmP6eOuGEsL2bcynrvdTt+Xdbfq+df/NbKym8bw8+ODx2++1hPnI0Dpn5OictP8mx0rR/tM6t/sbyfv29Tb/YbyPIr5F0iruf1Vj/Y0nHufuqyHP654QAIFcu9zajITHoNwEMKndv2WfG3kkvysz2z686RTpGkmv//V0XXhh+StOXK68My8ztee4zPOxav961fbtr8eKwzd21aFHYtn59eE5R5Vd9/r16LMqvX/nNv7HwYX/qb8y9/d9f2vLj/pbblb9+ffo6t9qnU/nTzyWrqX4z6blGt0fbOm57XLtFR27alT9zhKfda53kPZD0XNxbv46tlqGhbOXH7ZO2LXfu3Jnr+ed5LmnLz7st82r/ssrPs/3j3jPdtv95583+WzBzXXJJPv3mzH6pU1+Svs1a6xggm9mLzOz7km5rrP+Wmf1tp/0K8lNJh0bWD2lsm2bePOngg8OcsIMPDutmYf7NoYeGuTfbt4ffh4fDY3nv07yL0VVXhfk+TWecIX3qU9NvG5p3+VWff37H8hqdS1nl59tm/XD+7f7GpPaPJW2z5va4v+W4v/G0dZ65T5Lyo+ci6Ynk3WnrfjPLuc5s6ySvwcztUXHlROVZftw+b3lLmMt4/vlhDmPzi+Tzzgvb3cNjb3lL/uXnfS6UT/l5l3/nnaH/iJo7N2TKSFv+li3Sww9PP9bDD0tbt8Yf6/WvD7mcpTB//JOfTHf+LbWbe9FcJG1WCEq3RLZ9t9N+RSwKNzbZKWlE0pMkfUfSEdHnLF7cOovFJZe0v4r+kktaX8XezT4zs1hI7u5TV1dGs1jkXX7V55/Xsd7+9vtrcy5llZ93m/XL+Tfnm0nJr3pO0mbdZnbIUucs5UeyWKzJ0rfO7De7uVo/bntcuzV16jej2r3WSd8DSc4l7T5Zyo/bJ2294jIy5PVaZj2Xqtsyr/ZvHuucc5ofleKX5vPSlp9n+xf5Xn7qU8Oc4+HhkBlj//3DnOSPfzyfzBvS7Ewx7cqX0pfv7WLOdg/se4K0ufFzS2TbdzrtV9Qi6ZUKmSx2SHr3zMePOOJI377d/bWvDS/Ua18bGuGxx8LP888PjfnUp4bfo4/lvc/Che7XXTf1Bmi67rrwWJHlV33+eRzr9tt31uZcyiq/iDbrp/NvdrQz92luz9JmaY7Vrvwsdc5Y/rws/Wq7fjOurCJetzz6zSzvgTzft1nK77RPHn1Anq9lN+dSdVvm0f5llV9WH5RH+//lX4YP9GNj4edrXpOtzlK4kG7//aeC7eYNQNqdy4IFs2+IMmfO9H2y9JtJ5iD/xMxeJMnNbJ6ZvUPSDxLsVwh3v87dn+PuS939fTMf/973nqwTT5QOOUT66lfDzxNPDGk9TjwxpPX49rfDsmfP9Mfy3mfTpvB15UwrVoTHiiy/6vPP41jPf/6S2pxLWeUX0Wb9dP5S632a27O0WZpjtSs/S50zlv9Iln61Xb8ZV1YRr1se/WaW90Ce79ss5XfaJ48+IM/Xsptzqbot82j/ssovqw/Ko/0ff1y68MKQWu7CC8O0ryx1vv76cEvsJz0pbH/Sk8L69de3P5e3vnX2DVEmJ6Uzz+yu3+yYxcLMFkr6sKSXKeSK+7Kkt7n7fbE7VmTZsmW+bdu2qqsxi1n4XIPkdu0KOVCR3KC3Wbu/s7i/v7RtFnesLH/naffp8PzUGSyk9v1mWf1WltetjGNlkaX8POvc7v2c5/mXdS5ltWXafcoqv528+6C05eTdz3Vb5w0bQhA9MTG1bXg45Cw/9dREZWTLYuHu97r7H7r7Yndf5O5/1KvBMQAAKMfYWAg8oos0e9vYWJW1RN3NTHoQTZTQjbntHjCzj0jt8wa5+7ndFQ0AAPrV2Njs4LfdSN3atWXUqN4mJ6Xx8fD7hg0hAJyT+r6Z9TNnTrhz8fh4yHaxfHk+bdM2QJZ0a3eHBgAAQLcmJ6WTT566TfboaBgl3biRIFkKbXDqqVNTKvLQNkB298/lVwwAAACyGB8PwXFznu3ERFgfH883KMSUuBFkSZKZrdfsqRa/VBhh/oS7P1pExQAAg4mvkoHptmyRdu+evm337jClgAC5GEnSvO2UNCHpk43lV5IekvScxjoAALlofpU8OhrWR0fD+uRktfUCqnTUUdLQ0PRtQ0Nhvi2KkSRAfpG7n+Hu6xvLH0l6obufLenoguvX13bsCLclXbw4rC9eHNZ37Ki2XgDQqz79aemGG6Z/lXzDDWE7MKiKytSA9pIEyMNmdlhzpfH7cGP1sUJqVQPj4+F+4AsWSDfeGLbdeGNYP/74qa8PAQDB+Lh03nmzk/4//njYTr+JQdXM1LBunXTxxeEnF+gVq+McZEl/IembZrZDIZnyiKQ/N7MhSVzI18KOHdIb3iBde6107LFTnfoPfhDuMrNypXTaaeGuUEuXVltXAOgFzX5z7dqwzEz6f9FF4XH6TQyqIjI1oL0kNwq5TtLhks6T9DZJv+nu/+7uu9398mKr158++lHpT/80BMet5tIde6x01lnSxz5WbT0BoFc0+83Vq6e+SpamvkpevZp+E0B5kkyxkKRjJB0h6bckvc7M3lBclfrf5z8vvfnN8WlZzjorPA8AMNVvRr9KlqZ/lUy/CaCTvO7w2DFANrP/I+lSSb8t6YWN5QVd1b7m7r1Xetaz4tOyHHZYeB4AYKrflKa+SpbCz+Y8y17rN7P8I+b2zECxxsbC3RyjizR7W9cBskIwfKK7/7m7n9NYuM10jIULpR/9KD4ty49/HJ4HAJjqN+P0Wr+Z5R9xXv+8ARQrSYD8XUlPL7oidXLGGdKnPjU9LYs0PS3LVVeF5wEApvrNOPSbAMqSJEBeKOn7ZrbRzK5tLkVXrJ+tWiV98pPSzTe3nkt3882hoz/77GrrCQBVmpwMd8qTpOc/X7rySummm1o/96ab4vvN6LE2bODGIgC6kyTN21jRlaibpUulq68OqdzOOisskvS850lr1oRO/uqrSVUEYHA175i3eXNYf/vbQ5+4cmXIZtHsN3fsCH1mXL8581ijo+HbujLzxHJ77PrjNR4sSdK8fSO6SJqU9Lriq9bfVqwI+Tr37JFOPDFsO/HEsL5pE3e/ATDYWmX52bFD+sAH0vebcRmDysDtseuP13jwJErzZmZHmdlfm9kdki6R9INCa1UTS5dKl10m/fznYf3nPw/rjBwDGHTtsvzcfXf6fjMuY1AZqg7QUTxe48HTNkA2s+eY2UVmdpukj0j6sSRz95e6+0dLqyEAoHbisvxUeawsqg7QZyKVXP567TVG8eJGkG+T9LuSTnX333b3jyhMrwAAoCtxWX6qPFYWeQToeQa1eaaSI9gOqv4QhvLFBci/L+kuSV8zs0+a2UmSrJxqAQDqLO6OeVUeK4togG6WLUDv1fzIvVqvsuXxGqO/tM1i4e5flPRFMxuS9CpJ50laZGYfl3SNu3+5lBoCAGpp5h3zeuVYWcreuDHMR926NYwqkuGgXniNB0+SLBa73f3z7r5S0iGStkh6V+E1AwCgTzQD9DVrpt8eG+n1ak5rXuNk6jItJ1EWiyZ3f8Ddr3T3k4qqEAAAGExlplPr1UC839VlWk6qABkAAMSrywhaFcpKp0ZeY3RCgAwAQI7qMoJWhbzTqbUbJSavMTohQAYAAD0hz3RqcaPE5DVGJwTIAACgJ+SZTi1ulJi8xuiEABkAUFtciNVfojmtL764u5zWcaPE0wNx7zqvMe+z+mmbBxkAgH7W/Ip98+awPjoagqAybyKC9Jrp1LrNZ90cJW6OIEtTo8TRvMZf+9qDeulLD8yc15j3WT0xggwAqCUuxKpGr2Tx6DRdoxmIr1r1YFd5jXmf1RMjyACAWor7ir3su+21Mjk5FURt2NDfd2aLnssLXiDt3Vv9uZR197tef58hG0aQAQC11MsXYtUpD28vn0sZd7+r6n1Wxkh9r3wbUAUCZABALUW/Ype6y4iQtzp9LV+nc8kiz8wbabTKt91q6TZAnnm8nTt3DURObwJkAEAtRTMiSN1lRMhbnfLw1ulcssgz80ZVyhop7qcRaeYgAwBqq/kVu9Rb80HjMiz0mzqdS1Z5Zd6oythY8qB0165yyqkaI8gAAJSsqq/li1CncwGaGEEGAExTp+wKVWvXlmVlWChDnc4FaCJABgDsw00P8tOpLfv9a/moOp0LIDHFAgAQMegZCfJEWwL9iwAZALDPoGckyBNtCfQvAmQAwD69fHONfkNbYqZ+SnM26AiQAQD7kJEgP7QlZirj5h6YMjkZLo6Vws80d3fkIj0AwD5kJMhP1rYkiwjQvW4vOCZABgBMQ0aC/KRtS7KIAPmIu0g2yd8jUywAAH2pjvM5yXwB5KPbi2QJkAEAfamO8znzznzRzRxMoJ91e5EsATIAAD0iz8wXzekao6NhfXQ0rBMkYxB0e5Esc5ABAOgRzX/qmzeHkeOhoeyZL7qdgwn0s24vOGYEuQB1nBcHAEWi3wya/9TXrZMuvjj8zHqBHjcqwaBrXiS7Zk34mebviAC5AK3mxe3cuauv58UBQJHoN6d08089Ku8blTCfGYOEABkAUBpGisuT541KmM+MQUOADAAoTR0zT/SqPKdrVJV+jg9UqAoX6QEAUFN53fQlbj5zkRf8jY0R/KIajCADAIBYec9nxmDo53nrBMgAACBWnvOZMRj6fd46UywAAECsbnPKYvD0ex5uRpABALXChV3FyCv9XF54nXtbv+fhZgQZAFArXNg1GHide1tz3npzBFnqr3nrjCADAICBxmh0/vp93nrtAuT777+/6iq0tG7duqqr0Hdos/QGtc3aXSmd5ArqpG0Wd6wsV2qn3afIq8HpN+uDNktv3bp1uebnrnuwnfQ9lmce7iqYu1ddh1wtWLDAH3nkkaqrMcuyZcu0bdu2qqvRV2iz9AaxzZpXSjcvBmmOUlx3nfTKV87ePrODTtJm7crYuDE83u6xdv8I4o7Xap8Uz7c0bddEv1kftFl6tFk6NWyvlv1mX4wgm9kBZvZjM/uFmW01s5+a2c/N7DerrhuAarW7Uvq9783vzl9xV2NnucNY2n2quosZAAyqvhlBNrM/kfQCd19lZu+QNOzuYy2e96ik6JePv5B0bymVjLdQvVGPfkKbpTeAbXbIr0uLnzF7++6HpKGnzN5+98+kO++KbEjQZu3KuPtn4We7x6aVk/B4rfZJ/Px73f2U1mW2R79ZK7RZerRZOnVrr5b9Zu2yWLj7/KrrAAD9hH4TAKbr6SkWZnZ2Y0rFVkktRk8AAACAfPV0gOzuH3P35e6+XNLPIg/tlfSkamoFAACAOuvpADnGrZLeYmYvr7oiAAAAqJe+CZDd/bPuvqrx+zfdfaG7f6X5uJmdYma3m9l2Mzu/rHqZ2afN7B4z+25ZZfYzM5tvZjeb2XfM7HtmtrbqOvUDM7vDzLY1phzdWnV9ep2Z/WZzelZj+ZWZnVd1vXoN/WZ/oN/Mhn4zHfrN6fomi0UcM5sj6YeSXi7pTkm3SBp19++XUPaLJU1Iutrdjyy6vH5nZiZpyN0nzGyepG9Kepu7b6q4aj3NzO5QyOJSpyuHS9HoH34q6Th3/1HV9ekV9Jv9g34zG/rN7Og3+2gEuYNjJW13953u/pikf5T0qjIKdvcbJMXehsrMXm1mX5ix7c1m9uFCK9eDPGjemX1eY5n1Kc3MVpvZX8/YdomZrS6hmn2J91lbJ0na0aqTH/A2o9/sE/SbxeF91tbA95t1CZCfKeknkfU7G9t6xWsl/cuMbddKek0Fdamcmc1pZCa5R9JX3H1zi6fRZtO5pC+b2bfM7C1tnkObtfZ6Se3ujTrIbUa/2UfoNzOh38xu4PvNugTIve4ISd+XJDP7KzNb5O6/kDTfzA40sz80s78ws782sydXW9XiuftkIzPJIZKONbNWX7FG2+wyM9tP0m2SjmxsO9fMzjGz95VU7ar9trsfLWmFpLMbX1HPxPtsBjN7kqTTJH2hzVNos97FaxNBv5kJ/WYG9JtBXQLkn0o6NLJ+SGNbrzCF1HRS+FTWzOncvHPVb7v7hxTmlb2k3KpVx90flPQ1Sa3u/BVts7MkPVXT7/T1PHf/iKR7bABuOe7uP238vEfSNQpfj8/E+2y2FZK+7e53t3l8kNuMfrMP0W8mR7+ZGf2m6hMg3yLpcDMbaXzyeb3CcH+v2CbpxWa2SOEWjSea2XMkPebuDyi82QaCmR1sZgc0fl+gcIHQbS2e2myz5ZIek3RiY2le9T5IbTZkZk9p/i7pFZpqhyjeZ7ONqv3XhNJgtxn9Zp+g30yPfrMr9JuS5O61WCS9UuGK7B2S3l1iuesk3SXpcYU5fG9u8ZzflLS1Ub/fk3STpP+W9LrG438s6R2SPiTpyVW3ZcHt9T8kbZH0Xwqd1XvaPO9EhX8A35P0ssbzb5f04sbj50k6V9IHqj6nEtrs2ZK+01i+1+79zftsVnsMSbpP0tNinjPQbUa/2R8L/WamNqPfzNZu9JuNpRZp3gAAAIC81GWKBQAAAJALAmQAAAAgggAZAAAAiCBABgAAACIIkAEAAICIuVVXACiLmU0q5G9sOt3d76ioOgDQ8+g3MahI84aBYWYT7j7c5jFT+Ht4ouRqAUDPot/EoGKKBQaWmS0xs9vN7GqF5PuHmtk7zewWM/svM1sbee67zeyHZvZNM1tnZu9obP+6mb2g8ftCM7uj8fucxn3om8d6a2P7Sxr7/LOZ3WZm/9D4JyMze6GZ3Whm3zGzm83sKWZ2Q+OuWM16fNPMfqusNgKAKPpNDAqmWGCQLDCzrY3fd0laLelwSW90901m9orG+rEKt8q81sxeLGm3wm14lyv8zXxb0rc6lPVmSb909xea2ZMl/aeZfbnx2FGSjpD0M0n/qXCbzpsl/V9Jf+Dut5jZUyU9IulTkv5E0nmNW3nOd/fvdNcMAJAY/SYGEgEyBskj7r68uWJmSyT9yN03NTa9orFsaawPK3T8T5F0jbs/3Njv2gRlvULS/zCz1zTWn9Y41mOSbnb3OxvH2ippiaRfSrrL3W+RJHf/VePxL0i60MzeKelNkj6b8pwBoBv0mxhIBMgYdLsjv5ukD7j7J6JPMLPzYvbfq6mpSvNnHOscd98441gvkbQnsmlSMX+H7v6wmX1F0qskvU7SMTF1AYAy0G+i9piDDEzZKOlNZjYsSWb2TDNbJOkGSaeb2QIze4qklZF97tBU5/uaGcf6X2Y2r3Gs55jZUEzZt0v6dTN7YeP5TzGz5j+AqyRdIekWd3+gqzMEgHzRb6KWGEEGGtz9y2b2PEk3Na7/mJD0R+7+bTP7v5K+I+keSbdEdrtU0j+Z2Vsk/Xtk+1UKXwF+u3ExyS8knR5T9mNm9geSPmJmCxTm0b1M0oS7f8vMfiXpM/mcKQDkg34TdUWaNyAlMxtT6IAvLam8Z0j6uqTnkk4JQD+i30S/YYoF0MPM7A2SNkt6N508AHRGv4k8MIIMAAAARDCCDAAAAEQQIAMAAAARBMgAAABABAEyAAAAEEGADAAAAET8/+tIAEzejggUAAAAAElFTkSuQmCC", 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", 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" ] @@ -1137,7 +952,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.7" + "version": "3.9.9" } }, "nbformat": 4, From 641322e0f222716986036e22c564f1c288534a0e Mon Sep 17 00:00:00 2001 From: Ryan Coe Date: Mon, 28 Feb 2022 19:32:24 -0700 Subject: [PATCH 05/10] spelling typos --- .../tutorial_2_wavebot_optimization.ipynb | 42 +++++++++---------- 1 file changed, 21 insertions(+), 21 deletions(-) diff --git a/examples/tutorial_2_wavebot_optimization.ipynb b/examples/tutorial_2_wavebot_optimization.ipynb index 077b3fdd..f7accefa 100644 --- a/examples/tutorial_2_wavebot_optimization.ipynb +++ b/examples/tutorial_2_wavebot_optimization.ipynb @@ -7,11 +7,11 @@ "# Tutorial 2 - WaveBot Optimization\n", "The goal of this tutorial is to show a simple example of using both outer and inner optimization loops in WecOptTool. \n", "Like the first tutorial, it uses the WaveBot WEC in one degree of freedom in regular waves. \n", - "The goal is to **find the optimal keel radius** (`r2`) that maximizes the average aborbed power, while maintaining a constant volume. \n", - "A constant volume is acheived by setting the height of the conical section (`h2`) in conjunction with the keel radius (`r2`).\n", + "The goal is to **find the optimal keel radius** (`r2`) that maximizes the average absorbed power, while maintaining a constant volume. \n", + "A constant volume is achieved by setting the height of the conical section (`h2`) in conjunction with the keel radius (`r2`).\n", "\n", "This example demonstrates a complete case of the types of optimization studies WecOptTool is meant for. \n", - "The main optimization (outer optimization loop) is to find the optimal geomtery (radius `r2`), and for each geometry considered the optimal PTO force (inner optimization loop) will be found.\n", + "The main optimization (outer optimization loop) is to find the optimal geometry (radius `r2`), and for each geometry considered the optimal PTO force (inner optimization loop) will be found.\n", "The inner loop was showcased in *Tutorial 1* and uses a gradient-based optimization method, with the gradients obtained with automatic differentiation. \n", "The outer loop optimization is for the user to setup. \n", "Note however that automatic differentiation is not an option due to the presence of the inner optimization loop. \n", @@ -62,7 +62,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -229,67 +229,67 @@ "\n", "r2 = 0.05:\n", "Optimization terminated successfully (Exit mode 0)\n", - " Current function value: -1.6006902376675265\n", + " Current function value: -1.6006974221075247\n", " Iterations: 10\n", " Function evaluations: 10\n", " Gradient evaluations: 10\n", - "time (hh:mm:ss): 0:00:02.167098\n", + "time (hh:mm:ss): 0:01:14.513187\n", "\n", "r2 = 0.17:\n", "Optimization terminated successfully (Exit mode 0)\n", - " Current function value: -1.5955301237695385\n", + " Current function value: -1.5955293951066656\n", " Iterations: 10\n", " Function evaluations: 10\n", " Gradient evaluations: 10\n", - "time (hh:mm:ss): 0:00:02.388849\n", + "time (hh:mm:ss): 0:00:32.026714\n", "\n", "r2 = 0.29:\n", "Optimization terminated successfully (Exit mode 0)\n", - " Current function value: -1.5942475739609823\n", + " Current function value: -1.594252458401444\n", " Iterations: 10\n", " Function evaluations: 10\n", " Gradient evaluations: 10\n", - "time (hh:mm:ss): 0:00:02.248268\n", + "time (hh:mm:ss): 0:00:23.752530\n", "\n", "r2 = 0.41:\n", "Optimization terminated successfully (Exit mode 0)\n", - " Current function value: -1.5922416307821223\n", + " Current function value: -1.5922415818347897\n", " Iterations: 10\n", " Function evaluations: 10\n", " Gradient evaluations: 10\n", - "time (hh:mm:ss): 0:00:02.243752\n", + "time (hh:mm:ss): 0:00:25.406286\n", "\n", "r2 = 0.52:\n", "Optimization terminated successfully (Exit mode 0)\n", - " Current function value: -1.5885462596620932\n", + " Current function value: -1.588542310928563\n", " Iterations: 10\n", " Function evaluations: 10\n", " Gradient evaluations: 10\n", - "time (hh:mm:ss): 0:00:02.214668\n", + "time (hh:mm:ss): 0:00:23.190669\n", "\n", "r2 = 0.64:\n", "Optimization terminated successfully (Exit mode 0)\n", - " Current function value: -1.5860720430946424\n", + " Current function value: -1.5860855462052823\n", " Iterations: 10\n", " Function evaluations: 10\n", " Gradient evaluations: 10\n", - "time (hh:mm:ss): 0:00:02.482215\n", + "time (hh:mm:ss): 0:00:25.700493\n", "\n", "r2 = 0.76:\n", "Optimization terminated successfully (Exit mode 0)\n", - " Current function value: -1.5799596524906718\n", + " Current function value: -1.579943347421403\n", " Iterations: 10\n", " Function evaluations: 10\n", " Gradient evaluations: 10\n", - "time (hh:mm:ss): 0:00:02.858026\n", + "time (hh:mm:ss): 0:00:29.250485\n", "\n", "r2 = 0.88:\n", "Optimization terminated successfully (Exit mode 0)\n", - " Current function value: -1.5577617252961844\n", + " Current function value: -1.5577869300076868\n", " Iterations: 10\n", " Function evaluations: 10\n", " Gradient evaluations: 10\n", - "time (hh:mm:ss): 0:00:02.564883\n" + "time (hh:mm:ss): 0:00:33.509975\n" ] } ], @@ -317,7 +317,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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" ] From 875bbb29e0cfb0ddcb952e2173cc038c1aff9f64 Mon Sep 17 00:00:00 2001 From: Ryan Coe Date: Mon, 28 Feb 2022 19:46:42 -0700 Subject: [PATCH 06/10] one more --- docs/source/tutorials.rst | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/docs/source/tutorials.rst b/docs/source/tutorials.rst index 0a01e410..e8c4052b 100644 --- a/docs/source/tutorials.rst +++ b/docs/source/tutorials.rst @@ -5,7 +5,7 @@ The tutorials are written as Jupyter Notebooks which are available in the `GitHu The two tutorials use the `WaveBot`_ WEC, which is a single-body WEC developed at Sandia. The tutorials are meant to be sequential. The first tutorial solves only the inner optimization loop, and serves as an introduction to WecOptTool. -The second tutorial builds on the first to solve a design opotimization problem, using both the inner and outer optimization loops, and is more reflective of the optimization problems WecOptTool is designed to solve. +The second tutorial builds on the first to solve a design optimization problem, using both the inner and outer optimization loops, and is more reflective of the optimization problems WecOptTool is designed to solve. - :doc:`_examples/tutorial_1_wavebot`: Simple example of the *inner loop* using a single-body WEC moving in one degree of freedom in regular waves. The example finds the optimal control strategy for a fixed WEC design. See :cite:`Coe2020Initial` for further discussion of this example. - :doc:`_examples/tutorial_2_wavebot_optimization`: Simple example of a design optimization problem (*outer* and *inner* optimization loops). The example optimizes the WEC geometry (outer loop) while finding the optimal control strategy for each design considered (inner loop). From c9b1eacdde8e61f2bc398ecd53a36cdab019611a Mon Sep 17 00:00:00 2001 From: Ryan Coe Date: Tue, 1 Mar 2022 07:33:22 -0700 Subject: [PATCH 07/10] logging level -> INFO; hyperlink to logging levels --- examples/tutorial_1_wavebot.ipynb | 255 +++++++++++++++++++++++++++--- 1 file changed, 235 insertions(+), 20 deletions(-) diff --git a/examples/tutorial_1_wavebot.ipynb b/examples/tutorial_1_wavebot.ipynb index 41f0d085..26b97795 100644 --- a/examples/tutorial_1_wavebot.ipynb +++ b/examples/tutorial_1_wavebot.ipynb @@ -18,11 +18,11 @@ "\n", "We will start by loading the necessary modules and creating a save directory:\n", "\n", - "* Set the logging level (optional) to control the amount of information printed to the screen\n", + "* Set the [logging level](https://docs.python.org/3/library/logging.html#levels) (optional) to control the amount of information printed to the screen\n", "* Import Autograd (wrapper on NumPy, required) for automatic differentiation\n", "* Import other packages we will use in this tutorial \n", "* Import WecOptTool \n", - "* Create the *save* directory if it doesn't exist\n" + "* Create the *save* directory if it doesn't exist" ] }, { @@ -33,7 +33,7 @@ "source": [ "# logging\n", "import logging\n", - "logging.basicConfig(level=logging.ERROR)\n", + "logging.basicConfig(level=logging.INFO)\n", "\n", "# autograd (derivatives)\n", "import autograd.numpy as np\n", @@ -93,7 +93,16 @@ "cell_type": "code", "execution_count": 3, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:capytaine.bodies.bodies:Stored 1054 triangle faces as quadrilaterals\n", + "INFO:capytaine.bodies.bodies:New floating body: WaveBot.\n" + ] + } + ], "source": [ "fb = cpy.FloatingBody.from_meshio(mesh, name=\"WaveBot\")\n", "fb.add_translation_dof(name=\"HEAVE\")" @@ -261,7 +270,15 @@ "cell_type": "code", "execution_count": 9, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:wecopttool.core:New WEC: WaveBot with 1 DOF.\n" + ] + } + ], "source": [ "wec = wot.WEC(fb, mass, stiffness, f0, nfreq, \n", " f_add=f_add, constraints=constraints)" @@ -281,6 +298,166 @@ "execution_count": 10, "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:wecopttool.core:Running Capytaine (BEM): 50 frequencies x 1 wave directions.\n", + "INFO:capytaine.bodies.bodies:Clipping WaveBot_immersed with respect to Plane(normal=[0. 0. 1.], point=[0. 0. 0.])\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=0.314, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=0.314, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=0.628, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=0.628, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=0.942, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=0.942, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=1.257, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=1.257, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=1.571, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=1.571, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=1.885, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=1.885, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=2.199, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=2.199, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=2.513, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=2.513, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=2.827, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=2.827, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=3.142, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=3.142, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=3.456, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=3.456, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=3.770, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=3.770, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=4.084, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=4.084, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=4.398, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=4.398, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=4.712, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=4.712, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=5.027, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=5.027, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=5.341, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=5.341, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=5.655, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=5.655, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=5.969, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=5.969, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=6.283, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=6.283, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=6.597, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=6.597, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=6.912, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=6.912, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=7.226, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=7.226, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=7.540, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=7.540, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=7.854, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=7.854, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=8.168, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=8.168, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=8.482, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=8.482, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=8.796, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=7.97e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=8.796, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=7.97e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=9.111, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=7.43e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=9.111, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=7.43e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=9.425, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=6.94e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=9.425, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=6.94e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=9.739, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=6.50e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=9.739, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=6.50e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=10.053, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=6.10e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=10.053, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=6.10e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=10.367, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=5.73e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=10.367, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=5.73e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=10.681, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=5.40e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=10.681, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=5.40e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=10.996, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=5.10e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=10.996, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=5.10e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=11.310, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.82e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=11.310, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.82e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=11.624, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.56e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=11.624, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.56e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=11.938, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.32e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=11.938, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.32e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=12.252, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.11e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=12.252, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=4.11e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=12.566, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.90e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=12.566, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.90e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=12.881, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.72e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=12.881, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.72e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=13.195, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.54e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=13.195, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.54e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=13.509, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.38e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=13.509, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.38e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=13.823, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.23e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=13.823, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.23e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=14.137, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.08e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=14.137, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=3.08e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=14.451, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.95e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=14.451, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.95e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=14.765, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.83e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=14.765, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.83e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=15.080, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.71e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=15.080, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.71e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=15.394, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.60e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=15.394, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.60e-01)!\n", + "INFO:capytaine.bem.solver:Solve DiffractionProblem(body=WaveBot_immersed, omega=15.708, depth=inf, wave_direction=0.000, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.50e-01)!\n", + "INFO:capytaine.bem.solver:Solve RadiationProblem(body=WaveBot_immersed, omega=15.708, depth=inf, radiating_dof=HEAVE, rho=1025.0).\n", + "WARNING:capytaine.bem.solver:Resolution of the mesh (8×max_radius=8.06e-01) might be insufficient for this wavelength (wavelength=2.50e-01)!\n", + "INFO:wecopttool.core:Impedance matrix deleted. To calculate impedance call 'self.bem_calc_impedance()'\n", + "INFO:wecopttool.core:Impedance matrix deleted. To calculate impedance call 'self.bem_calc_impedance()'\n", + "INFO:wecopttool.core:Calculating impedance matrix.\n", + "INFO:capytaine.post_pro.impedance:Compute impedance.\n", + "WARNING:wecopttool.core:Linear damping for DOF \"HEAVE\" has negative or close to zero terms. Shifting up.\n", + "INFO:wecopttool.core:Writting BEM data to results_tutorial_1/bem.nc.\n" + ] + }, { "data": { "image/png": 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", @@ -398,17 +575,55 @@ "execution_count": 14, "metadata": {}, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "INFO:wecopttool.core:Solving pseudo-spectral control problem.\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [4.94e-02, 2.96e+01, 1.85e+06]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [3.86e-03, 6.02e+00, 6.86e+03]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [1.64e-03, 9.78e-02, 1.24e+03]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [4.29e-03, 2.82e-01, 6.15e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [1.29e-03, 1.30e-01, 4.07e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [1.49e-03, 9.56e-02, 7.71e+01]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [8.67e-04, 2.32e-01, 2.13e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [4.04e-04, 2.12e-01, 3.10e+01]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [4.56e-04, 1.99e-01, 5.63e+01]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [7.72e-05, 1.41e-01, 6.72e+01]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [5.15e-04, 1.02e-01, 8.37e+01]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [4.18e-04, 1.30e-01, 9.46e+01]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [3.07e-04, 1.20e-01, 9.82e+01]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [3.93e-04, 1.08e-01, 1.01e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [5.95e-04, 1.01e-01, 1.02e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.95e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [7.12e-04, 1.02e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [7.04e-04, 1.03e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.92e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.91e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.90e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.90e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.90e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.90e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.91e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.91e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.91e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.91e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.91e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:[mean(x_wec), mean(x_opt), obj_fun(x)]: [6.91e-04, 1.04e-01, 1.03e+02]\n", + "INFO:wecopttool.core:Optimization terminated successfully (Exit mode 0)\n" + ] + }, { "name": "stdout", "output_type": "stream", "text": [ "Optimization terminated successfully (Exit mode 0)\n", - " Current function value: -103.1856247443844\n", - " Iterations: 29\n", - " Function evaluations: 32\n", - " Gradient evaluations: 29\n", - "CPU times: user 23.4 s, sys: 2.34 s, total: 25.7 s\n", - "Wall time: 12.6 s\n" + " Current function value: -103.18562474183673\n", + " Iterations: 30\n", + " Function evaluations: 34\n", + " Gradient evaluations: 30\n", + "CPU times: user 37.9 s, sys: 2.61 s, total: 40.5 s\n", + "Wall time: 7.4 s\n" ] } ], @@ -456,7 +671,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "Average power: -103.1856247443844 W\n", + "Average power: -103.18562474183673 W\n", "\n" ] } @@ -501,7 +716,7 @@ { "data": { "text/plain": [ - "[]" + "[]" ] }, "execution_count": 17, @@ -522,7 +737,7 @@ }, { "data": { - "image/png": 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", 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", 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", 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", 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", 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", 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", 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", 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", 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", 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" ] @@ -755,7 +970,7 @@ "outputs": [ { "data": { - "image/png": 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", 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", 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", 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", 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" ] From 6c922475824c76cd0eadec5b83fb64241b390032 Mon Sep 17 00:00:00 2001 From: Ryan Coe Date: Tue, 1 Mar 2022 07:44:50 -0700 Subject: [PATCH 08/10] correct Callable type hint syntax --- wecopttool/core.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/wecopttool/core.py b/wecopttool/core.py index 113f828c..5f39ba96 100644 --- a/wecopttool/core.py +++ b/wecopttool/core.py @@ -1226,7 +1226,7 @@ def delaxes(axs, idof, jdof, ndof): def post_process_continuous_time(results: xr.DataArray - ) -> Callable[[float, float]]: + ) -> Callable[[float], float]: """Create a continuous function from the results in an xarray DataArray. From 4aadba829692465f75b886031e2bc2f1ef7b87c7 Mon Sep 17 00:00:00 2001 From: Ryan Coe Date: Wed, 2 Mar 2022 08:08:22 -0700 Subject: [PATCH 09/10] hyperlink to source API --- docs/source/theory.rst | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/docs/source/theory.rst b/docs/source/theory.rst index 9cd3858c..800131a2 100644 --- a/docs/source/theory.rst +++ b/docs/source/theory.rst @@ -91,7 +91,7 @@ Consider, for example, a general case without a controller structure, in which : For a wave tank scale device, one might expect velocities of :math:`\mathcal{O}(1e-1)`, but the forces could be :math:`\mathcal{O}(1e3)`. For larger WECs, this discrepancy in the orders of magnitude may be even worse. Scaling mismatches in the decision variable :math:`x` and with the objective function :math:`J(x)` can lead to problems with convergence. -To alleviate this issue, WecOptTool allows users to set scale factors for the components of :math:`x` as well as the objective function (see :meth:`wecopttool.WEC.solve`). +To alleviate this issue, WecOptTool allows users to set scale factors for the components of :math:`x` as well as the objective function (see :meth:`wecopttool.core.WEC.solve`). Additionally, you may set :code:`import logging, logging.basicConfig(level=logging.INFO)` to output the mean values of `x` and the objective function during the solution process. Constraints @@ -100,7 +100,7 @@ Constraints, such as maximum PTO force, maximum piston force, or maintaining ten This functionality is well-illustrated in :doc:`_examples/tutorial_1_wavebot`. An important practical factor when using this functionality is to make sure that the constraint is evaluated at a sufficient number of collocation points. It may be required to enforce constraints at more points than the dynamics (as defined by the frequency array). -In WecOptTool's example PTO module, this is controlled by the :code:`nsubsteps` argument (see, e.g., :py:meth:`pto.PseudoSpectralPTO.force`). +In WecOptTool's example PTO module, this is controlled by the :code:`nsubsteps` argument (see, e.g., :py:meth:`wecopttool.pto.PseudoSpectralPTO.force`). Buoyancy/gravity ^^^^^^^^^^^^^^^^ From 49299723766121bdaf354c765509f36770972d36 Mon Sep 17 00:00:00 2001 From: Ryan Coe Date: Wed, 2 Mar 2022 08:15:37 -0700 Subject: [PATCH 10/10] Use 'Optional' type hint --- wecopttool/core.py | 20 ++++++++++---------- 1 file changed, 10 insertions(+), 10 deletions(-) diff --git a/wecopttool/core.py b/wecopttool/core.py index 7be772af..6de80729 100644 --- a/wecopttool/core.py +++ b/wecopttool/core.py @@ -53,8 +53,8 @@ class WEC: def __init__(self, fb: cpy.FloatingBody, mass: np.ndarray, hydrostatic_stiffness: np.ndarray, f0: float, nfreq: int, - dissipation: np.ndarray | None = None, - stiffness: np.ndarray | None = None, + dissipation: Optional[np.ndarray] = None, + stiffness: Optional[np.ndarray] = None, f_add: Optional[Mapping[str, Callable[[WEC, np.ndarray, np.ndarray], np.ndarray]]] = None, constraints: list[dict] = [], rho: float = _default_parameters['rho'], @@ -588,9 +588,9 @@ def natural_frequency(self): # methods: solve def _get_state_scale(self, - scale_x_wec: list | None = None, + scale_x_wec: Optional[list] = None, scale_x_opt: npt.ArrayLike | float = 1.0, - nstate_opt: int | None = None): + nstate_opt: Optional[int] = None): """Create a combined scaling array for the state vector. """ # scale for x_wec if scale_x_wec == None: @@ -612,9 +612,9 @@ def solve(self, waves: xr.Dataset, obj_fun: Callable[[WEC, np.ndarray, np.ndarray], float], nstate_opt: int, - x_wec_0: np.ndarray | None = None, - x_opt_0: np.ndarray | None = None, - scale_x_wec: list | None = None, + x_wec_0: Optional[np.ndarray] = None, + x_opt_0: Optional[np.ndarray] = None, + scale_x_wec: Optional[list] = None, scale_x_opt: npt.ArrayLike | float = 1.0, scale_obj: float = 1.0, optim_options: dict[str, Any] = {}, @@ -898,11 +898,11 @@ def real_to_complex_amplitudes(fd: np.ndarray, first_row_is_mean: bool = True return np.concatenate((mean, fd[0::2, :] - 1j*fd[1::2, :]), axis=0) -def fd_to_td(fd: np.ndarray, n: int | None = None) -> np.ndarray: +def fd_to_td(fd: np.ndarray, n: Optional[int] = None) -> np.ndarray: return np.fft.irfft(fd/2, n=n, axis=0, norm='forward') -def td_to_fd(td: np.ndarray, n: int | None = None) -> np.ndarray: +def td_to_fd(td: np.ndarray, n: Optional[int] = None) -> np.ndarray: return np.fft.rfft(td*2, n=n, axis=0, norm='forward') @@ -1130,7 +1130,7 @@ def natural_frequency(impedance: npt.ArrayLike, freq: npt.ArrayLike def plot_impedance(impedance: npt.ArrayLike, freq: npt.ArrayLike, style: str = 'Bode', option: str = 'diagonal', show: bool = False, - dof_names: list[str] | None = None + dof_names: Optional[list[str]] = None ) -> tuple[mpl.figure.Figure, np.ndarray]: """Plot the impedance matrix.