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@connorferster
Created February 16, 2021 06:34
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{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"%load_ext autoreload\n",
"%autoreload 2"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"from sectionproperties.pre.sections import *\n",
"from sectionproperties.analysis.cross_section import Section"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Test to demonstrate auto-detection of holes\n",
"Multiple shapes are combined to create a hole even though only one section component actually has a hole."
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {},
"outputs": [],
"source": [
"big_sq = rectangular_section(d=300, b= 250)\n",
"small_sq = rectangular_section(d=100, b=75)\n",
"small_hole = rectangular_section(d=40, b=30)\n",
"i_sec = i_section(d=200, b= 100, t_f=20, t_w=10, r=12, n_r=12)\n",
"\n",
"small_sq = small_sq - small_hole.align_center(small_sq)\n",
"composite = big_sq + small_sq.align_top(big_sq, inner=True).align_right(big_sq) + i_sec.align_bottom(big_sq, inner=True).align_right(big_sq)\n",
"composite.compile_geometry()"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"<meshpy.triangle.MeshInfo at 0x1f0126ca8e8>"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"composite.create_mesh(200)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Auto-detection of newly created holes works!"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"(<Figure size 432x288 with 1 Axes>,\n",
" <AxesSubplot:title={'center':'Cross-Section Geometry'}>)"
]
},
"execution_count": 5,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"composite.plot_geometry()"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"(<Figure size 432x288 with 1 Axes>,\n",
" <AxesSubplot:title={'center':'Finite Element Mesh'}>)"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"comp_sec = Section(composite)\n",
"comp_sec.plot_mesh()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## However PlasticSection computation crashes and I don't know why\n",
"I suspect that some funny mesh elements are being created. \n",
"\n",
"Note: the red warning below. That is due to a mesh element of where `el.qx == 0`, `el.qy == 0`, and `el.area == 0`. Why? I do not know."
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
"comp_sec.calculate_geometric_properties()"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"Before Mesh\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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r3Ndzzrl/mNli4CUzuwr4Erg4xnGINEvJycns2bMn3mFERX5+PkVFReTl5TF//vx61ZGWlkZZWRl5eXnRDU4CI6ZJzTm3HhhQRfku4Eex3LdIc1bZ5RiUhAZEpbuwstuyvklRgk8jioiISGAoqYmISGAoqYmISGAoqYmISGAoqYmISGAoqYmISGAoqYmISGAoqYmISGA0xoDGIiJNzpIlSzolJSU9CeShf/CbkzBQFAqFrh40aNBx4wYrqYnISSkpKenJLl265KSnp3+TkJCgp4A0E+Fw2Hbs2JG7devWJ4GJxy5XUhNpgqIxon11Kke6j5Sbm0txcXG965w7dy4/+clPjhqsODU1Neqxf/DBB4TDYfLz86Mx7FaeElrzk5CQ4NLT0/du3bq1ygFA1eQWacIaMqJ9dY5NaAArV67EzMjPzz+huj7//HNatmzJuHHjjos1FrGHw2EgaqP0JyihNU/+763K/KWWmkgTlJqaemQ0+mgP3ls5Wj5AUlLSUUmuqKiozq2g2bNnc/7551e7PJaxa5R+qY5aaiJN0ODBgznzzDNj8iDMFStW4JzDOcfhw4ePSxCVia0mn3zySZUJLS8v70jdsYw9KA8ITUxMHJSdnZ2bmZnZf/z48X327dtX7Wfys88+2+7WW2/tUlN9q1evbvnYY491OJEYysrKbMyYMadmZmb2z8nJyV25cmXL6tbt3r17flZWVm52dnZudnZ27ttvv512IvuqzkcffZTy4osvRuVpuEpqIie5ykSRlZV1pKym7r1wOMwPf/jDo8oqk1lQkk1jSU5ODpeUlKxcs2ZNcYsWLdz06dPTq1t30qRJe++5556tNdW3Zs2a5BdffPGEktrMmTPbt23btmLNmjXF77///upOnTpV1LT+e++993lJScnKkpKSlT/+8Y/3n8i+qlNYWJj6xhtvKKmJSPSsXr36qNfVtda6d+9+5NoWeAlNyazhhg8fXrp27drkbdu2JY4ZM+bUrKys3AEDBmQvXLgwBeChhx7qOHny5J4AF154Ya8rrriix8CBA7MzMjLyZ86c2R5g6tSp3QsLC1tnZ2fnTps2rVNhYWGr/Pz8nOzs7NysrKzcFStWJB+735YtW7qtW7e2DIfDpKenV5xyyik1JrVjjRkz5tT+/fvn9O3bt//9999/SmX5K6+80jY3NzenX79+ucOGDcsC+PbbbxMuuuiiXvn5+Tk5OTm5f/vb37538OBB+/3vf9/ttddea5+dnZ37xBNPtH/jjTdaV7YGc3Jycr/55ps65ypdUxORI/Ly8o600qprrW3duvWo9YOQ0K688soeRUVFqbWtt2HDhuQdO3a0SE9PP9yrV6/ymtbNy8sre+qppzbWZf+HDx9m7ty5bc8+++xvb7755m4DBgwomzdv3ro5c+a0mTJlSu+SkpKVx26zbdu2FoWFhSXLli1rdcEFF/T9j//4j2/uvvvuzdOnT+/87rvvrgWYMmVKj+uvv37bddddt/vgwYNW1U1CWVlZ5cXFxak33HBD90cffXRzbbGeeeaZWQkJCbRs2TK8fPnykmeffXZD586dK0pLS23gwIG5P/3pT78Jh8N2ww039Jo/f35Jdnb2oW3btiUC3HrrrV1Hjx797csvv7xh586diQUFBTkTJ0789je/+c2WwsLCtFmzZn0FcNZZZ/V96KGHvjz77LP37927NyE1NTVcc1TfUUtNRI44NkHVdm0tCAntROzYsaNF5M+GKi8vT8jOzs7Nz8/PzcjIOHTjjTfuXLRoUZurrrpqF8DEiRP37dmzJ2n37t3HfVZPnDhxT2JiIoMGDTq4a9euKuMZNmzY/unTp3edOnVqlzVr1rRs3br1UXd7lpaW2tVXX9171apVRStWrEi98847OwGMGjWq7+LFi1tVVWdl9+Py5ctLAO67777O/fr1yx00aFDO1q1bWxQXF7eaP39+2pAhQ/ZlZ2cfAujcuXMFwPz589v+6U9/6pqdnZ07fPjwfuXl5bZ27drjruGdccYZpb/+9a97/O53v+u0c+fOxBYt6n641VITkaN0796dzZu9f9iPba3t3r07HiHFXF1bVJdffnmP559/vtOll166/a9//WudtqlJ5TW1+mzbqlWrIwnKuaq/mfDzn/9894gRI/a/+uqr7SZMmJD58MMPfzlx4sR9lcsXL16c0r59+1C3bt1Cb7zxxrqRI0dmJSQksGfPnqRBgwYdrC2G119/vc17773XprCwsKRNmzbhIUOG9Dtw4EC1jSXnHK+88sraAQMGHNXK/fDDD4+64eSee+7Zev755++dPXt2uxEjRmS/8cYbawYOHFhrPKCWmogc45133ql22aFDhxoxkqbnr3/968ZQKLQkGgmtOkOHDt03c+bMjuAljfbt24c6dOhQp+63du3aVZSWliZWvl65cmXLnJyc8ttuu2372LFj9yxbtiwlcv28vLzy9evXtyosLGzVtm3b8F/+8pcN06ZNyzjnnHP2JCTUnh727NmT2K5du4o2bdqEly5d2uqzzz5LAxg1atT+RYsWtSkpKWkJUNn9OHr06G+nT5/eufKa7IIFC1IA2rZtW1FaWnpkh8XFxclDhgw5cPfdd2/9wQ9+sL+oqKjKVmNV1FITkaP06dOHlJQUDhw4cNzt/unp6dUuk+i47777tkyaNKlXVlZWbkpKSvjpp5/+oq7bDhky5EBiYqLr169f7mWXXbazvLw84aWXXuqYlJTk0tPTD991111fR66fnp5e8fjjj38xefLk3s45a9OmTcXjjz/+xR133NF99OjR+2q7u/HCCy/cO2PGjPQ+ffr079Onz8EBAwbsB+jWrVvooYce2nDBBRf0DYfDdOzY8fBHH3205t57791y7bXX9szOzs4Nh8PWo0eP8nfffXft+PHj991///1ds7Ozc3/1q199/eGHH7b+6KOP2pqZ69ev34F///d/31vXY2DVNVubmoKCAldYWFindUeNGgUQ9S9+ijSWeJ/DNe0/3rHVh5ktcc4VRJZ99tlnGwYMGLAzXjFJw3z22WenDBgwoNex5ep+FBGRwFBSExGRwAjkNbX33nsPgBYtWhw38oFIc1B5Dnfs2JFdu3bFbf9V/Q3FOzaRmgQyqVWq6ouGEl27dw9h7dobcC6Rrl3foGfP5+IdUqDE+xb6mv6G4h2bSFXiltTMbBzwIJAIPOmcuzdadVeOPN6hQ4dmdTG7uamogKwsKCqCjAwYPPhaHn30WnJz4x1Z89eiRYsj53A81PQ3FO/YRGoSl6RmZonAI8CPgU3AYjOb45yr15cQj1XZXaKEFluLFkHfvtCnj/f6kktg9myU1KIg3udwTfuPd2wiNYnXjSJDgLXOufXOuUPAC8B5cYpF6mnzZujR47vXGRlemYjUTWpq6sDI15GDFlfnpptu6vbb3/62c2wja77i1f3YHYj8Rv4mYOixK5nZtcC1AD171vh7lkZSUQFvvQVLl0JZGTSTrzmKyEmiSd/S75yb4ZwrcM4VpKdX+5ghaSQVFTB2LFx6Kdx+Ozz4IPz97145wKZN0L17XEMUiZ3bbuvMa6+1OfL6tdfacNttMWsxrV69uuUZZ5yRlZWVlTts2LCsNWvWHDfwb3FxcfKIESMy+/fvnzNo0KB+S5cubQXw1FNPtc/MzOzfr1+/3IKCgn6xirEpildLbTMQ0XFFhl8mTdhbb8HChVBa6r0+cAAOHoSZM2HyZHjhBXhONz9KUA0dWsbkyX2YNWs9wFHz9VQ5Sn/l67179yb++Mc/3gtw3XXX9Zw0adKu//zP/9z1wAMPdLzuuut6zJs3b13k9ldfffX3Z8yY8WV+fn75v/71r7Trrruu5yeffPL5vffe2/Wf//zn57179z68c+fOxGP3G2TxSmqLgUwz642XzC4BLotTLFJHS5fC/mNGgnMObrkFfv97uPJK6N8/PrGJxNy55+5j1qz1TJzoPSJ8zpzPOffcfbVsVaNjR+l/6KGHOhYWFqYBLF26NO2tt95aB3DdddftnjZtWkbktnv37k1YunRp64suuujUyrJDhw4ZQEFBQemkSZN6XXjhhd9MmjTpm4bE2NzEJak550JmdgMwF++W/qecc8XxiEXqbuBASEv7rqUG0Lo1PP00TJgQt7BETkoVFRW0adMmVNWja5577rmv/vWvf6XNmTOn3aBBg3KXLFmyskuXLif0ROvmKm7X1Jxzbzrnspxzpzrn7o5XHFJ348fD0KFeIjPzfg4d6pWLBN5rr7Vh8uQ+zJnzOXPmfM7kyX2OusYWZQMHDtz/5JNPtgd4/PHHOxQUFJRGLu/QoUM4IyPj0FNPPdUeIBwO8/HHH6eAd63trLPO2v/AAw9sad++fWj9+vXHXY8LqkCPKCLRlZgIc+d619aWLYPTTvMSWuJJ1WMvJ62FC1OZNWv9kS7HWbPWs3BhakO7IKvz2GOPfTV58uReDz74YJeOHTuGZs2ateHYdZ5//vn111xzzffvu+++rqFQyC644ILdw4YNO/Bf//VfGRs2bEh2ztnw4cO/PeOMMw7EIsamSI+eEWmC4n0O69Ez0tTp0TMiIhJ4SmoiIhIYSmoiIhIYSmoiIhIYSmoiIhIYSmoiIhIYSmoiInHy1VdfJU2YMKFPjx498vr3759z5pln9l2+fHlyfeq68847O+3bt++EP9OPffxNpcTExEHZ2dm5mZmZ/cePH9+nprqfffbZdrfeemuXmvazevXqlo899ljMnyyrpCYiUgehEDz/PO3++7/p+vzztAuFGlZfOBxm4sSJfUeOHLlv48aNRcXFxavuvffezVu2bGlRn/oef/zxzqWlpVV+pofqEWzluJRr1qwpbtGihZs+fXq1j0qZNGnS3nvuuWdrTfWtWbMm+cUXX1RSExGJt1AIRowg86qr6DN9Ot2uuoo+I0aQ2ZDE9vrrr7dJSkpyN998847KsmHDhh0YN25caTgc5mc/+1lGZmZm/6ysrNwnnniifeU2Q4YM6Tdu3Lg+vXv37j9x4sTe4XCY3/3ud522b9/e4swzz8waOnRoFngtsGuuuSajX79+ue+8807rO+64o3NmZmb/zMzM/nfeeWenE4l1+PDhpWvXrk3etm1b4pgxY07NysrKHTBgQPbChQtT4OiHm1544YW9rrjiih4DBw7MzsjIyJ85c2Z7gKlTp3YvLCxsnZ2dnTtt2rROhYWFrfLz83Oys7Nzs7KyclesWFGvFuqxlNRERGrx8su0++wzWh84QIJzcOAACZ99RuuXX6Zdfetcvnx5yoABA8qqWjZr1qzvrVixImXVqlXF77zzzue//e1vM7788ssWAKtWrUp55JFHNq5du7b4q6++Sn777bdb33bbbds7dep0+L333vt84cKFnwMcOHAgYejQoftXr169MjU1Nfzcc891XLJkyarCwsJVs2bNSl+wYEFKXeI8fPgwc+fObZufn3/g5ptv7jZgwICyzz//fOVdd921ecqUKb2r2mbbtm0tCgsLS2bPnr3m9ttv7w5w9913by4oKCgtKSlZefvtt29/+OGH06+//vptJSUlK5cvX76qd+/eh+p3JI+mpCYiUotPPyX14MGjPy8PHiRh6VJSY7G/Dz74oM3FF1+8OykpiR49eoSGDh1a+uGHH6YC5Ofn7z/11FMPJyYm0r9//7J169ZVOVhxYmIiV1xxxTcA8+fPb33OOefsadu2bbhdu3bhf/u3f/vm3XffrXEw5spnveXn5+dmZGQcuvHGG3cuWrSozVVXXbULYOLEifv27NmTtHv37uPyyMSJE/ckJiYyaNCgg7t27aqyO3XYsGH7p0+f3nXq1Kld1qxZ07J169ZRGbNRSU1EpBann05Zq1aEI8tatSI8cCBVtrTqIj8//8Bnn312wkkxOTn5yId/YmIioVDIqlqvZcuW4aSk+o9ZX3lNraSkZOUzzzyzsVWrVnVOOpHrVje+8M9//vPds2fPXpuSkhKeMGFC5pw5c6LyxAMlNRGRWlx0EXsHDKA0JYWwGaSkEB4wgNKLLmJvfes899xz9x06dMjuv//+UyrLFi5cmPKPf/yj9ciRI/e98sorHUKhEFu2bElatGhR6xEjRuyvqb60tLSKvXv3VvmZPnr06NI333zze/v27Uv49ttvE9588832o0ePPuGnCwwdOnTfzJkzO4J3fa99+/ahDh06hGvbDqBdu3YVpaWlR57psXLlypY5OTnlt9122/axY8fuWbZsWZ26Q2ujR8+IiNQiKQk++IA1L79Mu6VLSR04kLKLLmJvAxpCJCQkMGfOnHXXX399jwcffLBLcnKyy8jIKH/44Yc3nn322aUfffRR65ycnP5m5qZNm7apZ8+eoeXLl1db35QpU3aOGzcuq3Pnzocqr6tVGj58eNlll1226/TTT88BuPzyy3f88Ic/POHH0dx3331bJk2a1CsrKys3JSUl/PTTT39R122HDBlyIDEx0fXr1y/3sssu21leXp7w0ksvdUxKSnLp6emH77rrrq9PNJ6q6NEzIk1QvM9hPXpGmjo9ekZERAJPSU1ERAJDSU1ETlbhcDhc5Z2D0rT5v7cqb1BRUhORk1XRjh072imxNS/hcNh27NjRDiiqarnufhSRk1IoFLp669atT27dujUP/YPfnISBolAodHVVC5XUROSkNGjQoO3AxHjHIdGl/05ERCQwlNRERCQwlNREpE42boTRo2Hx4qdZvHgmDz4Y74hEjhezpGZmd5jZZjNb5k/nRCz7jZmtNbPVZjY2VjGISPQkJcH06TB48BUMHHg9jzwCK1fGOyqRo8X6RpE/Oefujywws1zgEqA/0A2YZ2ZZzrmKGMciIg3Qtas3ASQlHSAnBzZvhtzc+MYlEike3Y/nAS8458qdc18Aa4EhcYhDROrp4MEuLF0KQ4fGOxKRo8U6qd1gZsvN7Ckza++XdQc2RqyzyS8TkSamogJefx3uusv7WVEBFRUpFBdP44EHoG3beEcocrQGdT+a2TygSxWLpgJ/Bu4CnP9zOnDlCdZ/LXAtQM+ePRsSqsjJ4w9/gMGDvbs6AN59FxYvhptvPqFqnEtg7FhYuBD274e0NK/a4uI76dRpHj/5Sb8YBC/SMA1Kas65MXVZz8yeAF73X24GekQszvDLqqp/BjADvEfP1D9SkZPI4MFw8cXw0kve68j5E7B791A2bIDSUu91aSl88AG0a3eIHj1eBn4RtZBFoiWWdz92jXh5Ad+N0zUHuMTMks2sN5AJLIpVHCInndGjvSR21lne9NJL37XaTkBpaV/2H/Os5VAIvv02h8LCJzntNHjzzeiELBItsbz78Q9mdhpe9+MG4GcAzrliM3sJWAmEgF/ozkeRpqd167WkpX3XUvPKoFev/6Fjx4+b1UNC5eQRs6TmnLu8hmV3A3fHat8iJ7V33/W6HP/1L+91ZffjCbbWOnRYSOfOR19TGzoUDh9eGIOgRaJDAxqLBM3ixUcnsZde8spOMKmZhZk7F956C5Ytg9NOg/Hj4Uc/qvIxViJNgpKaSNAce5fj6NH1uqYGkJgIEyZ4k0hzoLEfRUQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQkMBqU1MzsIjMrNrOwmRUcs+w3ZrbWzFab2diI8nF+2Vozu6Uh+xcREYnU0JZaEfAT4P3IQjPLBS4B+gPjgEfNLNHMEoFHgPFALnCpv66IiEiDJTVkY+fcKgAzO3bRecALzrly4AszWwsM8Zetdc6t97d7wV93ZUPiEBERgdhdU+sObIx4vckvq668SmZ2rZkVmlnhjh07YhKoiIgER60tNTObB3SpYtFU59zs6If0HefcDGAGQEFBgYvlvkREpPmrNak558bUo97NQI+I1xl+GTWUi4iINEisuh/nAJeYWbKZ9QYygUXAYiDTzHqbWUu8m0nmxCgGERE5yTToRhEzuwB4GEgH3jCzZc65sc65YjN7Ce8GkBDwC+dchb/NDcBcIBF4yjlX3KB3ICIi4mvo3Y+vAq9Ws+xu4O4qyt8E3mzIfkVERKqiEUVERCQwlNRERCQwlNRERCQwlNRERCQwlNRERCQwlNRERCQwlNRERCQwlNRERCQwlNRE5Cjl5eXs27ePUCh03LLDhw9TWlrK4cOH4xCZSO0aNKKIiATPunXr+PTTTwHIz89nxYoVR5bt3r2bJUuWVLlMpClQS01EjvLJJ58cmS8qKjpqWcuWLatdJtIUKKmJyFF++ctfVrusffv2jReISD0oqYnIUfbt23dkPi8vL46RiJw4JTUROaJLl6Mfcl/bNbP8/PxYhiNywpTURASA4uJitm3bduR1da20/v37H5kvKipSYpMmRUlNRJgzZ85xSay6VlpRURF9+/Y96rUSmzQVSmoiJ7GPP/6YlJQUzjvvvKPKa7uWtmbNGnr37n3kdVFREWama3ASd/qemkgT9P777+OcIy0tjcGDB0e17o8++qjGL0/n5eXV6ftn69evJzs7m9WrVx8pKy4uxswASE1NjXrsCxYsIBQK1TlGOfmopSbSBDnnACgrK4t63dFIaJVKSkqqbZ3FIvbKUU70HTmpjlpqIk1QQkIC4XCYvLw85s+fH9W68/PzjySF5ORkysvLG9Tyqdwusl4gJrGnpaVRVlambk6plpKaSBPUpk0boPZb6usjVt12jdEdWNmdGe1kKcGh7kcREQkMJTUREQkMJTUREQkMJTUREQkMJTUREQmMBiU1M7vIzIrNLGxmBRHlvczsgJkt86fHIpYNMrMVZrbWzB6yym9qioiINFBDW2pFwE+A96tYts45d5o//Tyi/M/ANUCmP41rYAwiIiJAA5Oac26Vc2517Wt6zKwr0NY594nzhkyYBZzfkBhEREQqxfKaWm8zW2pm75nZCL+sO7ApYp1NflmVzOxaMys0s8IdO3bEMFQREQmCWkcUMbN5QJcqFk11zs2uZrOvgZ7OuV1mNgj4u5n1r2bdajnnZgAzAAoKCtyJbi8iIieXWpOac27MiVbqnCsHyv35JWa2DsgCNgMZEatm+GVRVTmSdyxGOBdpDHv37gW8MSBHjhwZ52iajg8++IBwOEx+fr5G6ZcqxaT70czSzSzRn++Dd0PIeufc18C3ZnaGf9fjZKC61l69VY7kHYtRwkUaU+Vo/eIJh8OARumX6jVoQGMzuwB4GEgH3jCzZc65scBI4E4zOwyEgZ8753b7m10PPA2kAG/5U1Tl5eVRVFQUk1HCRRpDq1atKC8vJzk5WedwhMonAWiUfqmONZf/BAsKClxhYWG8wxCRZsjMljjnCmpfU5o7jSgiIiKBoaQmIiKBoaQmIiKBoaQmIiKBoaQmIiKBoaQmIiKBoaQmIiKBoaQmIiKB0Wy+fG1mO4Av67j6KcDOGIZzIhRL9ZpSPE0pFmha8QQhlu8759KjHYw0Pc0mqZ0IMytsKqMHKJbqNaV4mlIs0LTiUSzSnKj7UUREAkNJTUREAiOoSW1GvAOIoFiq15TiaUqxQNOKR7FIsxHIa2oiInJyCmpLTURETkJKaiIiEhjNOqmZ2UVmVmxmYTMriCjvZWYHzGyZPz0WsWyQma0ws7Vm9pCZWazj8Zf9xt/najMbG1E+zi9ba2a3RCuWY/Z9h5ltjjge59QWVyw1xnuuQwwb/PNgmZkV+mUdzOxtM1vj/2wfo30/ZWbbzawooqzKfZvnIf9YLTez0xspnricM2bWw8zeNbOV/t/SjX553I6PNDPOuWY7ATlAP2A+UBBR3gsoqmabRcAZgAFvAeMbIZ5c4DMgGegNrAMS/Wkd0Ado6a+TG4PjdAfw6yrKq4wrxr+zRnnPdYhjA3DKMWV/AG7x528B7ovRvkcCp0eeo9XtGzjHP0/NP28XNlI8cTlngK7A6f58G+Bzf59xOz6amtfUrFtqzrlVzrnVdV3fzLoCbZ1znzjnHDALOL8R4jkPeME5V+6c+wJYCwzxp7XOufXOuUPAC/66jaW6uGIp3u+5JucBz/jzzxDFcyOSc+59YHcd930eMMt5PgG+55/HsY6nOjE9Z5xzXzvnPvXn9wGrgO7E8fhI89Ksk1otepvZUjN7z8xG+GXdgU0R62zyy2KtO7Cxiv1WVx4LN/jdM09FdKs15v4rxWOfVXHAP81siZld65d1ds597c9vBTo3YjzV7Tuexyuu54yZ9QIGAgtpmsdHmqCkeAdQGzObB3SpYtFU59zsajb7GujpnNtlZoOAv5tZ/zjGE3M1xQX8GbgL74P8LmA6cGXjRdckDXfObTazTsDbZlYSudA558wsLt93iee+I8T1nDGz1sD/AX7pnPs28tJ3Ezk+0kQ1+aTmnBtTj23KgXJ/fomZrQOygM1ARsSqGX5ZTOPx99Gjmv1WV35C6hqXmT0BvF6HuGIlHvs8jnNus/9zu5m9iteFts3Mujrnvva7sLY3YkjV7Tsux8s5t61yvrHPGTNrgZfQnnXO/f9+cZM6PtJ0BbL70czSzSzRn+8DZALr/e6Lb83sDP+ux8lAY7Su5gCXmFmymfX241kELAYyzay3mbUELvHXjapjrjFcAFTe5VZdXLHUKO+5JmaWZmZtKueBs/GOyRxgir/aFBrn3KhU3b7nAJP9u/zOAPZGdMPFTLzOGf/v8i/AKufcHyMWNanjI01YvO9UaciE98e2Ca9Vtg2Y65dfCBQDy4BPgXMjtinA+wNdB/x/+KOqxDIef9lUf5+ribjjEu/urc/9ZVNjdJz+CqwAluN9CHStLa4Y/95i/p5r2X8fvDv4PvPPk6l+eUfgHWANMA/oEKP9P4/XRX7YP1+uqm7feHf1PeIfqxVE3FUb43jics4Aw/G6PJf7f7/L/PMlbsdHU/OaNEyWiIgERiC7H0VE5OSkpCYiIoGhpCYiIoGhpCYiIoGhpCYiIoGhpCYiIoGhpCYiIoHxfwFL3kuXmI2ikwAAAABJRU5ErkJggg==\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n",
"After Brent\n",
"After pc Algorithm\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n",
"After Brent\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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IwoULq9znypUrNGnSpF7lWgKVOGuQlZWFl5eXwY73wgsvsHTpUnbu3En//v3rday//vWv9O3bl08//ZSgoCDGjh1bNgeSr68vkZGR5Obm8u6775KWlsZLL71E9+7dDfExFDPm7+9Pz549uXnzpsEmefP19WX06NGsWLGi0nbNUps3b2bIkCEGKdOcqcSpBzs7w7ZoTJw4kdjYWLy9vev9aKUQgpdeeolhw4axatUq1q1bx6RJk8qGwXNzc2PKlCncvHmTTz/9lPfff58BAwYwaNAgg38uxTxcv34dIQTh4eEGPW7btm1r/MN75MgRXnnlFYOWa47Ub45GIiMjWbNmjcH6Yzo5OTFhwgRCQ0N57733mD17Nrm5uWXrHR0deeWVV0hOTsbFxYXp06fzzjvvUFBQYJDyFfOxdetWTQYOvnbtGg0aNLD4qYz1oRKnRuzs7EhISGDu3LkGvYnj5ubGjBkzGD16NPPmzWPp0qW33WUXQtC/f3+Sk5Pp1asXsbGxte6kr5i3H3/8kZ49e5q83C1btjBo0CCTl6sFlThrYMy+kS4uLsTFxREREWHwml+LFi2Ij4/nscceIywsjE8++eSOz9KlSxcSExN5+eWXWbZsGdHR0Zw+fdqgcSimVVhYiIODgybNMPv376dHjx4mL1cLKnFWo7Cw0Ogz83l4eBAaGkp4eDjFxcUGP37Hjh1JTk6mRYsWBAQE8M0339yxTYsWLQgPDyc4OJjNmzcTGhrKvn37DB6LYnzffPMNjz32mMnLLSgowNHR0SYu00ElzmpduHABHx8fo5fTqlUrXnvtNRISEoxWxiOPPEJqairZ2dkEBgZy+PDhO7Zp3LgxkydPJiEhgVOnThEUFMTnn39ulISuGMe3335b1jXNlHbu3Mnjjz9u8nK1ohJnNQzV+V0ffn5+9OnTh2XLlhmtDCEEzz//PHPnzmXPnj2EhYVx7ty5O7ZzcHBg+PDhJCcn07hxY0JDQ1m1ahU3btwwWmxK/RUVFSGlxMHB9J1lvv/+e3r37m3ycrVikG9YCPEOMATIkFJ20S3zBD4G2gBngJeklJdFSV3+LeBpIB/4f1LKnwwRh6Glp6fTunVrk5XXv39/MjIyWL9+Pc8//7zRynF0dGTcuHHk5eWxbNkybt68yaRJk+4Y5V4IQb9+/ejXrx9Hjx4lLi4Od3d3Xn/9dYP2bVUMY8+ePfTp08fk5d66dQshRLX9O62NoWqc7wIVb6fNAHZIKdsDO3Q/AzwFtNe9xgHGq2LVkylrnKVGjBjBuXPn2L17t9HLaty4MdOnT+eNN94gJSWFxYsXV3mTqlOnTiQkJDBq1CiWL19OVFQUJ0+eNHqMiv527NjBgAEDTF7ud999p0nzgJYMkjillN8CFfuzDAXW6N6vAYaVW/6eLPEfwF0IYdrspKeMjAyaNWtm8nKnTJnCtm3bOHr0qEnK8/HxIS4ujieeeIKIiAg+/PDDKts1fXx8CAsLIzQ0lC1btjB9+nT+85//mCROpWpSSgoLC3F2djZ52V9//TX9+vUzeblaMmYb511SynTd+wvAXbr3LYHyvb7P6ZaZneLiYk0uP4QQREdHs3LlStLS0kxWbocOHUhKSuLuu+8mMDCQHTt2VLltw4YNmThxIomJiZw9e5agoCA2btyobiRp5MCBA5p0BSouLi4bqcuWmOTmkCzpQFjrDpFCiHFCiP1CiP2ZmZlGiMx82dvbk5iYSEJCwm1PAJlC7969SU1N5erVqwQEBPDLL79Uua2DgwMvvvgiycnJeHp6EhoayooVK2o1cLNSf//+97816Xy+b98+evXqZfJytWbMxHmx9BJc92+Gbvl5oFW57Xx1y+4gpVwhpfSXUvpb+8ColXF1dWXWrFmEh4ebfIxNIQRDhw4lKSmJffv2MXPmTP78889qt3/00UdJSkqib9++ZU9F2dofPC1IKbl27RoNGzY0edlbtmzR5PFOrRmz38ImYDQwR/fvxnLLJwshPgIeAnLKXdIrFXh5eREYGEhERARz5841eQdjBwcHxo4dWzZVwo0bN5g0aRIeHh5V7nP//fcTHx9PRkYGq1atIj8/n1GjRtG+fXsTRm47jh49SufOnU1erpSyXlPLWDKD1DiFEB8CPwAdhBDnhBBvUJIwnxBCHAce1/0M8CVwCjgBrAQmGiIGQ7t165bZdK9o27YtI0aMYM6cOTVvbCQNGzYkODiYcePGsWDBAt56660a+3U2a9aMGTNmMGPGDHbs2MH06dPZs2ePiSK2HV988YUmQ7n9+uuv9R7dy1IZpMYppXy5ilV39I3QtXdOMkS5xqTVHfWqdO/enczMTN5++23Gjh2rWRzNmjUjNjaW48ePExUVhZ+fH6+88kq1z0Y3aNCAf/zjHxQVFbFx40aCgoLo06cPQ4cONZs/TpYsJyfnjj64prB582YmTTL7X2WjUE8OVUGLPpw1GThwIC4uLmzcuLHmjY2sffv2zJs3j/bt2xMYGMjWrVtr3Mfe3p7nnnuOlJQUfHx8mDlzJv/3f/9Hfn6+CSK2TqdOnaJt27aalJ2bm4ubm5smZWtNJc4qmGPiBBg5ciQnT56s82yGhvbQQw+RmppKYWEhAQEBek9X3Lt3b+bNm0f//v2ZPXs2s2fPJiMjo+Ydldts2LBBk/nLf//9d5tus1aJswrp6ello6ibm4CAADZv3szvv/+udShAyR31IUOGkJSUxM8//0xoaChnzpzRa9/77ruPuLg4xo4dy+rVq4mIiODYsWPGDdiKZGZmatKk9Pnnn1v9TJbVUYmzChcuXOCuu+6qeUMNCCGIiYlhyZIlXLhwQetwyjg4ODBmzBiio6NZv349s2bNIjs7W699mzZtWja83q5duwgJCWH37t1qrvhqnD9/XrM/7tnZ2Xh7e2tStjlQibMKt27dwtHRUeswquTg4EBiYiJxcXFcvXpV63Bu06BBA4KCgpg4cSKLFi0iNTVV7w7xrq6ujBs3jrlz53Lp0iVCQkL49NNPKSoqMnLUlmfjxo0MGzbM5OWePXsWX19fk5drTlTitGANGzYkOjqasLCwsnmvzYm3tzcxMTEMHTqU6Oho1qxZo3cCtLOzY+jQoSQnJ9OqVSvCwsJYunQp165dM3LUluPs2bO0atWq5g0NTKt2VXOiEmcVLOUSsVmzZkyZMoWoqCizjfmee+5h3rx5dO7cmaCgIL766qtaxfrwww8zd+5cBg4cyNy5c0lMTDSrJgotZGVlaXapnJ6eTsuWZjm8hMmoxGkF2rVrx7PPPktSUpLWoVTL39+f1NRUoOQG1/79+2u1/7333susWbMYP348a9euJTw8nN9++80YoZq9TZs28cwzz5i83IyMDGzx8eeKVOKsRHFxscXNOd6rVy86d+7M6tWrtQ6lWkIInnrqKVJSUjhy5AjTp0/n1KlTtTqGl5cXISEhREZGsmfPHkJCQti1a5fZ1riN4fjx49x3330mL3fjxo02fTe9lGVlBxPR8jKoPgYPHgzAl19+qXEkNbO3t2f06NHExsayadMmYmJiyMrKqtUxXFxceOONN5g7dy65ubmEhITw8ccfc+vWLSNFbR5yc3Np3LixJmWfOnWKe++9V5OyzYlKnJUw187v+hgzZgyHDx+2mFkqXV1dmTZtGm+++SZLly4lJSWl1k8S2dnZ8cwzz5CcnEzbtm0JDw9n8eLF5OXlGSlqbW3evFmTZ9OvXLmiyaOd5sj0szpZAEtOnAAhISHMnDkTT09Pi6kdeHl5ERUVxZkzZ4iNjaVDhw689tprtZ54rFevXvTq1YvTp0+TkpKCg4MDr7/+utk+zFAXhw4dYsSIEdVuExsbW3ZZbagRtWJjY2322fSKVOKsRFpaGvfff7/WYdSZEIK4uDiCgoKIjIy0qMb8Nm3aMHfuXH766SeCg4N5/PHHGTx4cK1/+du2bUtMTAyXLl1i9erVZGdn8+qrr2oy/JohlQ7jVt33sW7dOrZu3YqUki+//JI33niDBx54oN5lR0dHExQUxKVLl/D09Kz38SyZulSvhKnmUzcmR0dHEhMTiYmJschBNLp3786CBQtwcnIiICCAH3/8sU7H8fT0JCgoiOjoaPbu3UtwcDA7d+602BtJW7durXbg4KNHj3L+/HmeeOIJnnzySZKTk9mzZw+RkZH1HlRaCEFUVBSzZs2y2O/PUFTirERBQQEuLi5ah1FvjRo1IjIykrCwMIu9YfLkk08yf/58jh8/TkhICMePH6/TcZydnRkzZgzz5s3jxo0bhISE8MEHH5jlgwPV+fHHH+nZs2el60oHmw4ODi5b5uDgwPjx4wkMDGTp0qUsXLiwXrMJuLu7M3LkSBYvXlznY1gDlTitnI+PDxMmTCA6Otpiawl2dnaMHDmSuLg4vvrqK6Kiouo8kpKdnR1PP/00ycnJdOjQgcjISBYuXGgRN5IKCwtxcHCosqtcfHw8YWFhlY5x6uHhQXR0NAMHDmTGjBls2rSpzueDv78/jo6OZjNClxZU4rQBHTp0YPDgwWWdzy2Vi4sLU6ZMISAggBUrVpCUlFSvRzB79OjBnDlzGDp0KPPnzycuLo7z5yud/sosfPPNNzz22GOVrlu3bh39+/ev8aZmhw4dmD9/Pi4uLgQEBPDrr7/WKZbx48fz6aefculSxVnBbYNKnDaid+/e3HPPPaxbt07rUOrNw8ODiIgIhg8fTnx8PCtXrqxXU8Tdd99NdHQ0kydP5uOPP2bmzJkcOnTIgBEbxrfffsujjz56x/Ly7Zr6qm/7p623d6rEWYE1nwTDhg0jPz9fr9HaLUHr1q2ZPXs2vXr1Yvr06WzYsKFe/38eHh4EBgYSGxvLwYMHCQ4OZtu2bWZxThQVFSGlvKN7VmXtmvqq2P65aNGiWrV/2nJ7p0qcFVy+fLnaGRwt3bhx49i3bx8//fST1qEYzIMPPsj8+fNp3Lgx06ZNq/eEcE5OTowePZqkpCSKi4sJCQlh7dq1Jp+iubw9e/bQp0+fO5ZX166pr9L2zyeffLLW7Z+22t6pEmcFlt75XR8zZ87kww8/1HuUdksxYMAAUlNT+eOPPwgODq73SPJCCAYOHEhycjJdunQhKiqKBQsWkJOTY6CI9bdjxw4GDLh97kN92zX1Vb79MzAwUO/2T1ts71SJswJznjLDUOzs7EhISCAlJcXqTnY7OztefvllEhIS2L59OxEREQYZgq5bt27MmTOH559/nrfeeotZs2Zx9uxZA0RcMyklhYWFODs7ly2rS7umvp588kmSkpL0bv+0xfZO9eRQBWlpafTu3VvrMIzOycmJ+Ph4wsPDSUpKwtXVVeuQDMrZ2ZlJkyZx5coVlixZgoODAxMnTqz34BitWrUiKiqKnJwc3n33XdLT0xk+fDjdunUzUOR3OnDgAD169Cj7ubRdc8GCBUYrs7T98/LlyyxcuBBPT0/Gjx+Pk5NTpduXb+988803jRaXuVA1zgps4VK9VJMmTQgLCyM8PNxqp6Zwd3cnPDycV199ldmzZ7N8+XKDdHpv0qQJU6dOZdasWRw5coTg4GC2bNlilBrXv//9bwYNGlT2syHaNfVVm/ZPW2rvVImzgvz8fBo2bKh1GCbTokULxo4da/WXWb6+viQmJtKnTx9CQ0NZv369QT6vk5MTI0eOJCkpCTs7O0JCQlizZo3BbiRJKbl27VrZOWnodk196dv+aSvtnSpxKnTq1IkBAwbYRLeSLl26MH/+fLy8vJg2bRq7d+82yHGFEDzxxBMkJyfTrVs3YmJimD9/PleuXKnXcY8ePVo2MIkx2zX1VVP7p620d6rEqQDQt29fmjdvzkcffaR1KCbRr18/FixYQHp6OkFBQQadgsPPz4/ExEReeuklFi9eTExMDH/88UedjvXFF18wZMiQevXXNLSa+n/aQv9OoydOIcQZIcSvQoifhRD7dcs8hRDbhBDHdf9ab8dJC/LCCy9w6dIldu7cqXUoJiGE4KWXXmL27Nl88803hIeHk5aWZrDj+/r6EhERQWBgIBs3biQ0NJQDBw7U6hg5OTm4u7ubtF1TX9W1f1p7e6epapyPSSm7Sin9dT/PAHZIKdsDO3Q/a05KadWXF/qYOHEiu3fvNstHDo3FycmJCRMmEBoaypo1a5g9eza5ubkGO76bmxtTpkwhPj6eY8eOERwczJdffklxcXG1+506dYq2bdtq1q6pr6raP625vVOrS/WhwBrd+zXAMI3iuE1eXh5ubm5ah6G5yMhI1qxZY7J+iubCzc2NmTNnMnr0aObNm8fSpUsN+rSQo6Mjr7zyCklJSbi4uBAaGsrq1aspKCiodPsNGzbQvn17zds19VWx/TMrK8tq2zuFsT+QEOI0cBmQwHIp5QohxBUppbtuvQAul/5cYd9xwDiA1q1b99C3neiLL77Ax8cHf3//mjcu59ixYxw4cIBXXnmlVvtZoxs3bhAcHEx8fLzNzjNz9OhRVq1axUMPPcSLL75osCkoyjt8+DAffvghHh4evP7662UjqyckJHD+/Hns7e1ZsGCBWV2i66N8/88ePXpw4MABiouLee211zR5pFkIcaDcFW/9j2eCxNlSSnleCNEM2Aa8CWwqnyiFEJellNV+m/7+/lLfebjrmji/+eYbpJRVDt1lay5fvkxkZCQpKSm3PbVia3bv3s1nn33Gs88+S79+/YxSRlpaGqtXr+bmzZtlz8mvWrWKM2fOmO0luj6OHTvG8uXL+e9//4ubmxvLli1TibPWhQkRA1wF/g70k1KmCyGaA99IKTtUt68pEucHH3xA9+7dLXq+IUM7e/YsCxYsKOunaKuklPzzn//k+++/5/XXX6dLly5GKScvL481a9aUPX0THR1tlHJMbcOGDfzyyy84OTkxc+bMeh3r9OnTrFmzpuYNyzF04iy7IWKMF9AQaFzu/R5gEJAEzNAtnwHMq+lYPXr0kPr6/PPP5b59+/TevlRycrK8cuVKrfezdr/88oucNWuW1mGYhcLCQrl8+XI5Y8YMefbsWaOVA8hmzZpJV1dXmZ6ebrRyjK2goEA2adJEUtJUJ2fOnCl37txZr2NGR0fXeh9gvzRgbjN2FeIu4DshxC/AXmCzlPLfwBzgCSHEceBx3c+ay83NVTeHKuHn50efPn1YtmyZ1qFoztHRkXHjxhEWFsb7779PQkKCUUZLcnV15fTp0+zatYvmzZvz/PPPW9RjsTdv3qRPnz44Ozvj5+cHQPv27UlISODkyZMsXbrUom8YGTVxSilPSSkf1L06SykTdMuzpZQDpJTtpZSPSynNpr+CMW4AWIP+/fvj4eHB+vXrtQ7FLDRu3JjQ0FDeeOMNkpOTWbx4cZV3x+ujZ8+eSCnp2rUrDg4OZj+C/82bNxk5ciROTk7897//JT8/n4iICAAOHjyIEIKxY8fy4IMPEhoayvXr1zWOuG5st9FKqbURI0Zw/vx5gz2maA18fHyIi4vjiSeeIDw8nA8//LDG/pl1ERkZSX5+PikpKdjb23PixAmDl1EfhYWFBAcH4+TkxPvvv8/Zs2fJzs7GycmJgQMH0rZt29vGgOjTpw9Tp04lODi4zk9VaUklTqVW3nzzTbZt28bRo0e1DsWsdOjQgeTkZO6++24CAgLYsWOHwctwdXXl4MGDHDx4kPbt2zNw4EDNa2yFhYXExsbi7OxMSkoKe/bsQUqJr68vADNmlDzbsmHDhjv2bdmyJfPnz2f58uV8/fXXpgy73lTiVGpFCEF0dDQrV6406OOJ1qJ3794sWLCAvLw8AgIC+OWXXwxehp+fH8XFxQwaNIgGDRqwYMECk7cXFhYWMnfuXJydnYmJieHdd9+luLiYv/zlL2XbXLhwgeTkZFq3bl3WzlmRs7OzRbZ7qsSpk5+fb3WD+RqLvb09iYmJJCQkGPTRRGshhGDYsGEkJSWxd+9eZsyYwZ9//mnwMgICArh69SqbN2/G3t4efbvr1UdhYSFvvfUWzs7OzJgxg/DwcK5fv87o0aPvuD/w3HPPATV3qbLIdk9D3qI35svY3ZFOnDgh16xZU6t9bF1WVpacPHmyLCgo0DoUs3b16lWZlJQk4+Li5KVLl/Tax9XVVV67dk3vMg4dOiRdXV1l3759ZUZGRl1DrVJBQYFcsmSJdHV1lYAcNWpUtd2ktm7dKgHZvn17efXqVb3LOXfunJw4caI8c+ZMldvYQncki5GWlmbRT2howcvLi8DAQCIiIizmEksLDRs2JDg4mHHjxpGamspbb73FjRs3DFrGAw88wLVr1xg+fDjNmjUjOjraICPdFxYWsnz5ctq0aUNAQACPPvooBw8e5L333sPHx6fSfW7cuMHo0aPp2rUrL774Yq0GBreUdk+VOHVsacoMQ2rbti0jRoxg9uzZWodi9po1a8asWbN4+umniYyMZN26dQa9Ay+EYOLEiVy5cqXsEcevvvqqTscqLCxk5cqV+Pn5MWfOHNq1a8fHH3/Mv//9b7p27VrtvsnJyTRs2BBPT0+GDx9e67Itod1TJU4dlTjrrnv37vTo0YOVK1dqHYpFaN++PUlJSbRv357AwEC2bt1q0OM3adKEjz/+mB9++IEJEybwyCOP6N19qTRh9u3blxUrVnDXXXcREBDAtm3bGDZsWI39nE+cOMGKFSvw8/PjgQceqPKmUE3Mvd1TJU6dS5culY1Mo9TewIEDcXFxYePGjVqHYjEeeughUlNTKSgoYNq0aRw8eNCgx+/atSunTp1i1KhRdO3alcDAQPLy8irdtjRhDhkyhI8//pgmTZowcOBAPv30U6ZMmaLXIC9SSmJjY+nZsyctW7bkwQcfrPdnMNf+nipxlqOeGqqfUaNGcfLkSasd9dsYhBA888wzJCcnc/DgQUJDQzlz5ozBjm9nZ8f48eP5888/yc3NpX379mVdh+B/CfPll19mw4YNeHl50bFjR5KTk4mPj6dZs2Z6l/XJJ59w9uxZvL29cXV15aWXXjLIZzDHdk81r7piUAEBAURGRuLl5cV9992ndTgWw8HBgddff538/HyWLVvG9evXWbFihUGvgvr27YuLiwtjxoxhzJgxZU/1ODg40KJFC4qLi3nqqacYMmRIrSsROTk5vPfee2RmZnL69Gn+/PPPsknmDKVDhw5ER0eze/duYmJiDHrs2jLpsHL1Yexh5aKjo4mNja1reEo5t27dIigoiJkzZ1Z551WpnhCCX375hUaNGhn82AUFBaSnp/Pxxx+zYsWKO9bb29vToEEDXF1dcXV1rfJ96c95eXmsXbsWgNjYWHr16kXDhg1p2bKlwWMHuHjx4m0d7fVh6GHlVI1TMTgHBwcSExOZPn06c+fONcovv7VzdXWlXbt2NGjQwCjH79ixI/3792f58uXcvHkTJyensnVFRUXk5eVV2R5amaysLLy8vIwR6h3uuecek5RTHdXGSclf4PInjlJ/DRs2JDo6mrCwMIP0J1SMx9HRESklQUFBtd63Y8eOSClNljTNhUqclDxTq7oiGV6zZs2YMmUKUVFRZtkXT7ldcnIyS5YsAeAvf/kL99xzT401Xlsd7EUlTtRTQ8bUrl07nn32WZKSkrQORdHDxIkTAfjhhx84deoUBQUFuLm54ebmxt13382jjz5aNpmhNU77qy+VOFGd342tV69edO7cmdWrV2sdiqKH0sGSH374YTp06ICHh0fZBGsXL17k+++/55FHHtFk0jVzoRInKnGawuDBgwHYvHmzxpEoNSmtUbq6umJnZ0fjxo1p3Lgxvr6+9OzZkz/++INJkyZpHKW2VOKk5I5g06ZNtQ7D6o0ZM4bDhw+zb98+rUNRqlHah/Opp56iZ8+euLq6cvHiRfbu3cv7778P/G/IOFuluiMBxcXFNj31rSlNnz6dmTNn4uHhQbt27bQOR6lGdHQ0HTt2pHPnzgwaNKjsdyQ2Ntbme6GoxKmYlBCCuLg4goKCiIyMVDV9M5afn691CGZLVbMUk3N0dCQxMZGYmBj1y2mmhBAWNR2xqanEqWiiUaNGREZGEhYWxq1bt7QOR6nA3d2dy5cvax2G2bL5xHnr1i0cHFSLhRZ8fHyYMGEC0dHRqoO8mfHy8iI7O1vrMMyWzSfOixcvctddd2kdhs3q0KEDgwcPJjU1VetQlHJU4qyezSdO9dSQ9nr37s0999xT1vFa0Z6Xl5dNPxlUE80SpxBikBDimBDihBBihlZxqM7v5mHYsGHk5+cbfBoJpW5UjbN6miROIYQ9sAR4CugEvCyE6KRFLOnp6bRo0UKLopUKxo0bx759+/jpp5+0DsXmqcRZPa3uivQCTkgpTwEIIT4ChgImH2rl4sWLtZoeQDGumTNnEhoaiqenJ23atNE6HJvl5uZGTk6O1mEY1YEDB5o5ODi8DXTh9kpkMXD41q1bY3v06JFR2b5aJc6WwNlyP58DHqq4kRBiHDAOoHXr1kYJpKioSN1VNyN2dnYkJCQQFBRETEyMzY3zaC6EEFbf08HBweFtHx+fjk2bNr1sZ2dX9mGLi4tFZmZmpwsXLrwN/K2yfc365pCUcoWU0l9K6a+eMLEdTk5OxMfHExUVZXbTwipWpUvTpk1zyydNADs7O9m0adMcSmqildIqcZ4HWpX72Ve3TFGAkrnBw8PDCQsLU0+waMQGZn21q5g0y62QVJMftUqc+4D2Qoi2QggnYASwSaNYFDPVokUL/v73vxMbG2v1l42KZdEkcUopbwGTgS3Ab8AnUsojpo6jqKhIjYpk5jp16sTjjz/OokWLtA7F5qg/VlXTLGtIKb+UUt4npbxXSpmgRQyZmZlqdB4L0LdvX1q0aMFHH32kdSiKdSkuLi6utD1Ct7y4qh1turqlOr9bjhdeeIFLly6xc+dOrUOxGS4uLtZ+c+5wZmZmk4rJU3dXvQlwuKodbbofjkqclmXixInExsbi7e2Nn5+f1uFYvdLHLlu2bKl1KEZx69atsRcuXHj7woULVfbjrGpfm0+cXbpU2eNAMUORkZGEhIQwbdo0WrVqVfMOSp2VPj1krYlT17m90n6aNbHpS/ULFy7g4+OjdRhKLZR2kJ87dy5XrlzROhyrph67rJpNJ87CwkKbnzvFErm4uBAXF0dERAQFBQVah2O1VOKsmk0nTsVyeXh4EBoaSlhYGMXFVd78VOrB09NTJc4qqMSpWKxWrVoxevRo4uPjtQ7FKqkaZ9VU4lQsmp+fH4888ghLly7VOhSr4+LioppCqmCziVNKaQvP4tqE/v374+npyWeffaZ1KFZH/Y5UzmYTZ3Z2Np6enlqHoRjIiBEjSEtL49tvv9U6FMUG2GziVJ3frc+bb77J9u3bOXrU5ONhWy31vHrlbDpxqikzrIsQgujoaFauXElaWprW4ShWzKYTp6pxWh97e3sSExNJSEggNzdX63AUK6USp2J1XF1dmTVrFuHh4RQWFmodjkWzhSk06sJmE+f169dxdXXVOgzFSLy8vAgMDCQiIkL94tdDkyZNrH7Strqw2cSpWL+2bdsyYsQIZs+erXUoFkt1gq+cSpyKVevevTs9evRg5cqVWodikVTirJzNJk7Vsdd2DBw4EBcXFzZu3Kh1KBZHPa9eOZtMnFJK1e5lY0aNGsXJkyfZs2eP1qFYlNLBjJXb2WTizMnJoUmTJlqHoZhYQEAAmzdv5tixY1qHYjHUpXrlbDJxqq5ItkkIQWxsLEuXLuXChQtah2MR3N3d1YDRlbDZxKmeGrJNDg4OJCYmMmvWLPLy8rQOx+zZ29ur8U4rYbOJU9U4bVfDhg2JiYkhPDycmzdvah2O2VP3A+5kk4kzLS1NJU4b16xZM6ZMmUJUVJRKDEqt2WTivHr1Ko0bN9Y6DEVj7dq149lnnyUpKUnrUBQLY5OJU1FK9erVi86dO7N69WqtQzFbqs/znYyWOIUQMUKI80KIn3Wvp8utmymEOCGEOCaEGGisGBRFH4MHDwZg8+bNGkeiWApj1zhTpZRdda8vAYQQnYARQGdgELBUCGFv5DgUpVpjxozh8OHD7Nu3T+tQzI6jo6MaZaoCLS7VhwIfSSkLpJSngRNALw3iUJTbTJ8+nfXr13PixAmtQzErnp6e6umhCoydOCcLIQ4JId4RQnjolrUEzpbb5pxumUlcvXqVhg0bmqo4xYIIIYiLi2PhwoVkZmZqHY7ZUInzTvVKnEKI7UKIw5W8hgLLgHuBrkA6kFKH448TQuwXQuw31ImsOr8r1XF0dCQxMZGYmBiuXbumdThmQT12ead6JU4p5eNSyi6VvDZKKS9KKYuklMXASv53OX4eaFXuML66ZZUdf4WU0l9K6d+0adP6hFpGdX5XatKoUSMiIyMJCwvj1q1bWoejOZU472TMu+rls9OzwGHd+03ACCGEsxCiLdAe2GusOCpSiVPRh4+PDxMnTiQ6OtrmO8irxHknY7ZxzhNC/CqEOAQ8BgQASCmPAJ8AR4F/A5OklEVGjOM26qkhRV8dOnRg8ODBzJ8/X+tQNKUS552MljillKOklA9IKf2klH+TUqaXW5cgpbxXStlBSvmVsWKozJUrV3B3dzdlkYoF6927N/feey9r167VOhTNNGjQQLX3VmCTTw6pJyGU2hg2bBjXr19n69atWoeiCfX7ciebS5zqJFDqYty4cezbt4+ffvpJ61A0oX5vbmdzidPWG/qVups5cyYffvghZ86c0ToURWM2lzgVpa7s7OxISEggJSVF3SyxcTaVOK9fv46zs7PWYSgWzMnJifj4eKKiorh+/brW4SgasanEeeHCBfXUkFJvTZo0ITw8nLCwMIqKTNaTTlNqZtjb2VTiVJ3fFUNp0aIFf//734mNjbWJhNKoUSPVJakclTgVpY46derE448/zqJFi7QOxehUJ/jb2VTiVE8NKYbWt29fWrRowUcffaR1KEalEuftbCpxZmdn4+XlpXUYipV54YUXuHTpEjt27NA6FKNRifN2NpU4oaRLiaIY2sSJE/nuu+84dOiQ1qEYhUqct1NZRFEMJDIykjVr1nD27NmaN7YwXl5eajDjcmwqcdrC3U9FO6Ud5OfOncuVK1e0DsegPDw8VOIsx6YSp6IYm4uLC3FxcURERFBQUKB1OAbj6OioBnUux2YSZ2FhIY6OjlqHodgADw8PQkNDCQsLo7i4WOtwFCOwmcR58eJFfHx8tA5DsRGtWrVi9OjRxMfHax2KYgQ2kzhV53fF1Pz8/HjkkUdYunSp1qEoBmYziVN1fle00L9/fzw9Pfnss8+0DkUxIJtJnKrGqWhlxIgRpKWl8e2332odimIgNpM4MzMzadasmdZhKDbqzTffZMeOHRw5ckTrUOrMzs7OZkaDqonNJM7i4mLs7e21DkOxUUIIoqKiePvttzl//rzW4dSJh4cHly9f1joMs2AziVN1fle0Zm9vT2JiIgkJCeTk5GgdTq2pxy7/x2YSp6KYA1dXV+Li4ggPD6ewsFDrcGpFJc7/UYlTUUzMy8uLoKAgwsPDLepKSD2v/j82kTiLiopU+6ZiVtq2bcvLL7/M7NmztQ5Fb56enqrGqWMTiTMjI0PdUVfMTvfu3enRowcrV67UOhS9qEv1/7GJxKn6cCrmauDAgbi4uLBx40atQ6mRm5sbubm5WodhFuqVOIUQLwohjgghioUQ/hXWzRRCnBBCHBNCDCy3fJBu2QkhxIz6lK8v9dSQYs5GjRrFyZMn2bNnj9ahVEsIoXUIZqO+Nc7DwHPAbY9ECCE6ASOAzsAgYKkQwl4IYQ8sAZ4COgEv67Y1qvT0dDUtsGLWAgIC2Lx5M8eOHdM6FEUP9UqcUsrfpJSV/U8PBT6SUhZIKU8DJ4BeutcJKeUpKWUh8JFuW6O6ePEid911l7GLUZQ6E0IQGxvL0qVLuXDhgtbhKDUwVhtnS6D8/AHndMuqWl4pIcQ4IcR+IcT+zMzMOgdz69YtNRanYvYcHBxITEwkLi6O69evax2OUo0aE6cQYrsQ4nAlL6PXFKWUK6SU/lJK/6ZNm9bnOAaMSlGMp2HDhkyePBlAJU8z5lDTBlLKx+tw3PNAq3I/++qWUc1yRbE5OTk5HDhwgAMHDpCXlwdQNoW1ukoyXzUmzjraBHwghJgPtADaA3sBAbQXQrSlJGGOAF4xUgyKYlauXbvGzz//zL59+8r6QzZp0oQePXowbtw4mjRpUrbtzJkzcXAw1q9n3bm4uKiBPqhn4hRCPAssApoCm4UQP0spB0opjwghPgGOAreASVLKIt0+k4EtgD3wjpTSqONsFRcXq7nUFZMrKCjg0KFD7N+/n7S0NAAaNGhAt27dGDlyJN7e3hpHWDdeXl6cPHlS6zA0V6/EKaX8F/CvKtYlAAmVLP8S+LI+5dZGdnZ22aWPohjDrVu3OHr0KPv27ePMmTMAODs74+fnx9ChQ62qK5x6eqiE+V0LGJh6akgxpOLiYn7//Xf279/P77//jpQSBwcHOnXqxIABA7j77rutuqO4el69hNUnTvXUkFJXUkrOnDnD/v37OXr0KEVFRQghuO++++jZsyevvPKKzTUDqRpnCatPnOnp6dx///1ah6FYgLS0NPbt28ehQ4e4efMmAG3atKFnz548++yzZnmzxtRU4ixh9WfChQsX1Hzqyh2ysrLYv38/Bw8eLOsv2aJFC/z9/Rk0aBDOzs4aR2ieVOIsYfWJs6CgABcXF63DUDRUVV/Jnj17MnXqVBo0aKBxhJbD2dm5rDZuy6w+caqnhmxLbfpKKkpdWX3iVKyXtfaVVMyfSpyKRbClvpKK+bPqxCmltOo+ddbK1vtKKubPqhPnlStXcHd31zoMpRqqr6R5io2NJTY2ltatW9OlSxc6duxIo0aNtA7LbFh14lSd382P6itpObp06YKLiwvnz59n9+7dXL16tWxdYWEhTk5OGkanLas+S9WUGdpSfSUtU2lPFH9/f/Lz8zl16hRt2rQBSkaqP3ToEG+//TYTJ07UMEptWX3i/Mtf/qJ1GDZB9ZW0HgsXLgTgzJkznD17lqKiIqAkobq7u9OsWTPCwsJU4rRWaoAP41B9Ja3btGnTaN68OT///PNt/aDt7OwoKCigqKiInJwczpw5U1YTtTVWnTivXbtGw4YNtQ7Doqm+krZl0qRJQEmloyZt27aluLjYJns4WHXiVGpH9ZW0bUOGDGHz5s212sfOzs4mk6dKnDZK9ZVUSl29ehU3NzeklGzbtq3Gq7TSS/Vjx44RFBSEnZ0dp0+ftqnLdqtOnOoXv4TqK2k5CgoKyMrK4vr16/z44480btzYIMf94osvGDJkCAC5ubmcOXOGnTt38v777wMQHR1Nw4YNadCggd43VL///nvWrVtHXl4ebdu2BeCNN96ge/fu5OXlMWDAAIPEXlFeXh6PPfaYUY6tL6tOnLZK9ZU0D1JKrly5QlZWFpmZmbf9W9XUv05OTpROhZ2WllbvG225ubnEx8fz22+/4eTkhJ+fH1lZWYSEhODr60tKSgq+vr5kZWVx7tw59u/fT+/evWs87t69e/Hy8uKXX35BSsnbb79NRkYGGzdu5LPPPiMnJ4dBgwYxfvx4g59vixYtUonTWPLy8mziSQfVV9J0SmuDFZPg5cuXKS4uvmN7IQRNmjShadOmeHt74+vrS9euXfH29q6xe9bUqVN59tln69WNa+/evWzbto1vvvkGb29vpk+fzoMPPkirVq3w8fHh559/pqioiCNHjlBQUIC9vT1ZWVk1HreoqIh169bh6OiIt7c3rq6uHD16lOzsbDp37swnn3xC69atOXz4MCtXrmT48OF6JWN97d+/32DHqiurTZzW+NSQ6itpOPWpDXp7e9O0aVO6detG06ZNcXd3x97e3sSfoGrFxcUsXLgQZ2dnFixYUNZklZCQQFBQEPHx8QwaNIjt27dTWFiIq6srdnZ25Ofn6zWX+7vvvouLiwuurq5cunSJS5cukZ+fj7OzM3PmzCmrMXfp0oUFCxbw/vvv8/nnnxMYGFi2ztJZbeJMT0+nR48eWodRZ6qvZO1UVRu8dOkSUsqy/ojl273d3d3rVBs0Z+fPn2fOnDmMHTuWBx988LZ1zs7OxMfHExERQUpKCkFBQURFRSGEoLi4mOzsbDIyMqrtxpednc13332Ho6MjmZmZFBQUkJubi7e3NwsXLsTNze227YUQjBw5kitXrjB//nxatWrF66+/blZ/aOrCqhOnpdQ4VV/J21lzbdCYNm3axN69e5k7d26Vyd/d3Z3Q0FDCw8OZN28ePXv25KuvvsLT0xNvb2/OnDnDzz//TJ8+fSrdPzU1lfz8fABu3LhBVlYWHTp0YMmSJbi6ulYZm7u7O7NmzeKnn35i2rRpjB49Gn9///p/aI2oxGlitthXsrraYFVtg9ZYGzSW69evk5iYSPfu3YmPj69x+1atWjF69Gji4+MJDw9n165dpKWlcfXqVdzd3Tlw4EClifPAgQNs376dxo0bc/36dS5evMiAAQNYtGiRXpf4AN27d6dr1668++67bNy4kcDAQDw8PGr9mbVmtYkzJyfnjssGU7PGvpLFxcXk5OSUJb+61ga9vb3x8PCwmdqgsfz666+sWLGC0NBQfH199d7vgQceIDMzk+XLlzN9+nReeOEFmjdvzpEjR2jVqtUd2xcXFxMZGcm1a9e4ePEiFy9eZPz48aSkpNS6K5udnR2vv/46WVlZJCUlcf/99zNy5EiL6hJntYkTTNuP01L7SqraoGWSUrJixQquXbvGggUL6vQHqH///mRkZHD8+HFeeOEFFi9ejLOzM9u2bbtj29WrV7Nz506Kioq4desW4eHhxMXF1et3zNvbm8TERH744QemTZvG2LFj8fPzq/PxTKleiVMI8SIQA3QEekkp9+uWtwF+A47pNv2PlPIfunU9gHcBV+BLYKo0woxqxk6a5thXsmJtsHytsGJtsPQrd3Z2LqsJent7q9qgBcjKyiI+Pp4RI0bw8MMP1+tYI0aMYOHChfTt25dFixaRnZ1NdnY2V69eLevOd/nyZcaOHVu2z+zZs5kxY0a9yi3vL3/5Cz179mTlypX861//IiAgQPOrxZrU97f7MPAcsLySdSellF0rWb4M+DvwIyWJcxDwVT3jMCqt+krWtzbYqlWrskSoaoPWYfv27WzZsoXY2FiD9ax48803iYmJYebMmURERABw8OBBHn30UQBGjx5dtu2iRYuYPHmyQcotz8HBgQkTJnDhwgUSEhLo1q0bw4cPN9umrHolTinlb6B/7U4I0Rxwk1L+R/fze8AwzChxGquvZFW1wczMzCrbBlVtUClVWFjIvHnzaNu2LUlJSQY9thCCqKgogoODy5atWbOGRx99lL179/L5558D8M477zBmzBiDll2Rj48Pc+fO5ZtvvmHatGlMmDCB+++/36hl1oUxryfbCiEOArlAhJRyN9ASOFdum3O6ZZUSQowDxgG0bt1a74Lz8/NxcXGpcbv69JVUtUHFVI4fP86CBQsICAigXbt2RinD3t6exMRETp06xaZNm1i1ahUrV67koYceAuCTTz7hxRdfNErZlenXrx99+vRh6dKlrF+/nmnTppnVEJE1Jk4hxHbAp5JV4VLKjVXslg60llJm69o0NwghOtc2OCnlCmAFgL+/v97toJVNmVFdX8lXX30VBweH25LgZ599pmqDiqaklKxdu5Y///yT1NRUo8/x4+rqyjvvvFPWb7hDhw4AbNiwgaFDhxq17Mo4OjoydepUzp07R3R0NH369GHYsGEmj6MywhD3ZYQQ3wDBpTeHqloPnAe+llLer1v+MtBPSjm+pjL8/f2lvs+oTp48md27d9O1a1f27dtHVlYWubm5+Pr60r179zuSamltsHwiLP1X1QYVLbi7u/Pqq6/y3HPPGW2UoaqcPHmy7Km7VatW8fzzz5u0/Kps2bKFr776ipycHP75z3/Wal8hxAEppcF63BvlUl0I0RS4JKUsEkLcA7QHTkkpLwkhcoUQD1Nyc+g1YJGhy8/IyODQoUNcvnwZf3//siRYU22wsLCQ8+fPc/78eUOHpCi15uPjwx9//ME777yjWQw5OTmall/Rfffdx9q1a7UOo341TiHEs5QkvqbAFeBnKeVAIcTzwCzgJlAMREspP9ft48//uiN9BbypT3ek2tQ4FUVRyjN0jdMgl+qmoBKnoih1ZejEaX6PsiiKopg5lTgVRVFqSSVORVGUWlKJU1EUpZZU4lQURakllTgVRVFqSSVORVGUWlKJU1EUpZYspgO8ECIT+EPPzb2BmieINg0VS9XMKR5zigXMKx5riOVuKaXB5ia2mMRZG0KI/YZ8SqA+VCxVM6d4zCkWMK94VCx3UpfqiqIotaQSp6IoSi1Za+JcoXUA5ahYqmZO8ZhTLGBe8ahYKrDKNk5FURRjstYap6IoitGoxKkoilJLFp04hRAvCiGOCCGKdSPLly5vI4S4LoT4Wff6v3LregghfhVCnBBCLBQGnLi5qnh062bqyjwmhBhYbvkg3bITQogZhoqlQtkxQojz5b6Pp2uKy5hM8Zn1iOGM7jz4WQixX7fMUwixTQhxXPevh5HKfkcIkSGEOFxuWaVlixILdd/VISFEdxPFo8k5I4RoJYT4WghxVPe7NFW3XLPvp1JSSot9AR2BDsA3gH+55W2Aw1Xssxd4GBCUTN3xlAni6QT8AjgDbYGTgL3udRK4B3DSbdPJCN9TDCWT6VVcXmlcRv4/M8ln1iOOM4B3hWXzgBm69zOAuUYquy/Qvfw5WlXZwNO681ToztsfTRSPJucM0BzornvfGPhdV6Zm309lL4uucUopf5NSHtN3eyFEc8BNSvkfWfKtvwcMM0E8Q4GPpJQFUsrTwAmgl+51Qkp5SkpZCHyk29ZUqorLmLT+zNUZCqzRvV+DAc+N8qSU3wKX9Cx7KPCeLPEfwF13Hhs7nqoY9ZyRUqZLKX/Svc8DfgNaouH3UxmLTpw1aCuEOCiE2CWEeFS3rCVwrtw253TLjK0lcLaScqtabgyTdZcy75S7BDVl+aW0KLMyEtgqhDgghBinW3aXlDJd9/4CcJcJ46mqbC2/L03PGSFEG6AbJTPimtX3Y5TpgQ1JCLEd8KlkVbiUcmMVu6UDraWU2UKIHsAGIURnDeMxuuriApYBcZQkizggBXjddNGZpUeklOeFEM2AbUKI/5ZfKaWUQghN+uppWXY5mp4zQohGwHpgmpQyt/ytCHP4fsw+cUopH6/DPgVAge79ASHESeA+4DzgW25TX90yo8ajK6NVFeVWtbxW9I1LCLES+EKPuIxFizLvIKU8r/s3QwjxL0ouNy8KIZpLKdN1l3sZJgypqrI1+b6klBdL35v6nBFCOFKSNN+XUv5Tt9isvh+rvFQXQjQVQtjr3t8DtAdO6ar6uUKIh3V3018DTFFL3ASMEEI4CyHa6uLZC+wD2gsh2gohnIARum0NqkKbz7NA6d3TquIyJpN85uoIIRoKIRqXvgeepOQ72QSM1m02GtOcG6WqKnsT8Jru7vHDQE65S1aj0eqc0f1ergJ+k1LOL7fKrL4fo999MuaLkv/Qc5TULi8CW3TLnweOAD8DPwHPlNvHn5KT4CSwGN3TU8aMR7cuXFfmMcrdyafkruDvunXhRvqe1gK/AocoOdGa1xSXkf/fjP6Zayj/HkruDP+iO0/Cdcu9gB3AcWA74Gmk8j+kpDnppu58eaOqsim5W7xE9139SrneGkaOR5NzBniEkuaBQ7rf359154tm309lL/XIpaIoSi1Z5aW6oiiKManEqSiKUksqcSqKotSSSpyKoii1pBKnoihKLanEqSiKUksqcSqKotTS/wdAehtQMpSmjwAAAABJRU5ErkJggg==\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"name": "stderr",
"output_type": "stream",
"text": [
"C:\\Users\\cferster\\Notebooks\\package_development\\section-properties\\sectionproperties\\analysis\\fea.py:362: RuntimeWarning: invalid value encountered in double_scalars\n",
" (cx, cy) = (qy / area, qx / area)\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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YsrKyqFGjhtvb/uyzzyw5vNNqriycy4FBtvuDgI/tpv/Jtne9C5But0lfKfXt2xcfHx9WrFhhdRRVBe3Zs4e2bdu6vV1jDBcvXiQwMNDtbVvNWcOR3gc2AdeLyHEReRp4GeghIgeAe2yPAVYBh4CDwD+A552RwWpPPvkke/fuZfPmzVZHUVXMihUrLDmV27fffkuHDh3c3q4ncMpIWWPMH4p56pqxEbb+zqHOaNfTjB49mtjYWMLCwmjVqpXVcVQVkZ6eTmhoqNvbXblyJUOHeuWfcqn0yCEnEhGSk5OZOXMmZ86cKf0FSlXQoUOHaN68uSVtZ2RkEBwcbEnbVtPC6WT+/v6kpqaSmJhIVlaW1XGUl1u2bJkl1y/fv39/ld6q0sLpAjVr1iQhIYGxY8dy+fJlq+MoL3b27Fnq1q3r9nY/+eQTr7+SZUm0cLpIvXr1GDZsGOPHj9cB8solTpw4QcOGDS1p+6effiI8PNyStj2BFk4Xat26Nffddx9Tp061OoryQh9//DEPPPCA29s9duwYkZGRbm/Xk2jhdLFbbrmF1q1bs3DhQqujKC9z7NgxGjduXPqMTmZVv6on0cLpBv369SM7O5tPP/3U6ijKS6SlpVm2qXzy5EkaNap0p5dwKi2cbvLMM8+wfft2tm3bZnUU5QWWL1/Offfd5/Z2z5w5g6ce/uxOWjjdKCYmhsWLF3P48GGro6hK7sCBA7Ru3drt7X788cdVem96Pi2cbiQipKSkMG3aNNLS0qyOoyqpjIwMatWqZUnbhw4domXLlpa07Um0cLpZtWrVmDhxIgkJCVy4cMHqOKoSWrlypSXHpp8/f96SQzs9kfuv6qQIDg4mLi6O2NhYpk6dWqWu1aIqbufOnTz++OMlzpOUlFSwWe2sS/YmJSVV2WPTC9PCaZGGDRsyZMgQEhMTSU5OrjLXo1YVk38at5K+L4sWLeLzzz/HGMOqVat4+umnad++fYXbTkhIYNSoUfz888+EhYVVeHmVmW6qWygqKoqePXsyffp0q6OoSuLzzz8v8cTBe/bs4cSJE/To0YOePXsyZcoUNm7cyLhx46joVRREhPHjx5OcnFzlj4bTwmmxrl270rhxY9577z2ro6hKYPPmzXTq1KnI57KyspgzZw6jR48umObn58eQIUN44YUXmD17NjNmzCA7O7vc7YeGhjJw4ED+/ve/l3sZ3kALpwd4+OGHSU9PZ+3atVZHUR4sOzsbPz8/fHyK/rNNSUkhNja2yD7z2rVrk5CQQK9evYiJiWH58uXlXmuMjo7G39+fTZs2lev13kALp4d47rnn2LhxI998843VUZSHWr9+Pd27dy/yuUWLFnHXXXfRoEHJV9q+/vrrmTZtGtWrV2fkyJF8++235coyZMgQli5dys8/F74qeNWghdODxMfH88477/DDDz9YHUV5oC+//JKuXbteM92+X9NRFe3/rOr9nVo4PYiPjw8TJ05k8uTJnDt3zuo4yoNcuXIFYwx+flcPhCmqX9NRhfs/Z86cWab+z6rc36mF08MEBASQkpJCfHw8v/76q9VxlIfYuHEjt9122zXTS+rXdFR+/2fPnj3L3P9ZVfs7tXB6oNDQUGJiYoiNjSU3N9fqOMoDfPHFF9x999XXPnS0X9NR9v2fL7zwgsP9n1Wxv1MLp4dq3LgxTz31FBMmTLA6irKYMYbs7GwCAgIKppWnX9NRPXv25NVXX3W4/7Mq9ndq4fRg7du3p1u3bsyaNcvqKMpC27Zt46abbip4XJF+TUeVtf+zqvV3auH0cN27dyc8PJylS5daHUVZ5NNPP6V3794Fj53Rr+mosvR/VqX+Ti2clUD//v05deoU69evtzqKcjNjDFlZWdSoUQNwfr+moxzt/6wq/Z1aOCuJYcOGsW7dOnbt2mV1FOVGe/bsoW3btgX3XdWv6ajS+j+rSn+nFs5KIv8LuWDBAo4fP251HOUmK1as4N5773VLv6ajSuv/rAr9nS4vnCJyRES+FZEdIrLVNi1MRNaIyAHbz9quzuENfH19SU1NZdKkSaSnp1sdR7lBeno6oaGhbu3XdFRJ/Z/e3t/prjXO7saYjsaYaNvjGOALY0wr4AvbY+WAwMBAJkyYQFxcXIXOcqM836FDh2jevLll/ZqOKq7/05v7O63aVL8feNt2/23gAYtyVEphYWGMHj2auLg4HSDvxZYtW0arVq0s79d0VOH+z7S0NK/t73THGeAN8LmIGGCeMWY+UM8Yc9L2/CmgXlEvFJHBwGCAJk2auCFq5dGsWTMGDBjApEmTiIuLszqOcoGjR49y+vRpXn/9daujOCy///PcuXPMmDGDsLAwHnvsMa/r7xRX/ycQkUbGmBMiUhdYA/wVWG6MCbWb55wxpsR+zujoaLN161aH2lyxYgX169cnOjq69JkruTVr1nDo0CGGDBlidRTlRCKCiHDixAmP3UR3xHfffce8efPYt28fwcHBzJkzh9q13b9LQ0S22XUVVpjL1ziNMSdsP8+IyEdAZ+C0iDQwxpwUkQbAGVfn8FY9evTg3Xff5aOPPuLBBx+0Oo5yImMM8+bNszpGhQUHB/Pjjz+yevVqPvroI8aOHVuh5R0+fJi333679BldyKWFU0RqAD7GmEzb/Z5AMrAcGAS8bPv5sStzeLsBAwbw2muvsWHDhiLPoKMqp7p16zJ58mQOHTpE/fr1rY5TLtnZ2dStW7dgFMioUaO44447ij0hsyMSExOdlK78XL1zqB7wHxH5BtgCrDTGfEpewewhIgeAe2yPVQWMGDGC1atXs2/fPqujKCcIDAzk8OHD/Pvf/6ZBgwY8/PDDXLlyxepYDsvJyeG2224jICCADh06ANCqVSsmTpzI999/z+zZsyv1DiOXFk5jzCFjzA22W1tjzETb9J+MMXcbY1oZY+4xxnjfeAU3ExGSkpKYO3cuJ0+eLP0FqlLo1KkTxhg6duyIn58fixYtsjpSiXJychg4cCDVqlVj3759XLhwgfj4eAC2b9+OiPDMM89www038NJLL3Hx4kWLE5ePHjnkRfIHyKekpJCZmWl1HOVE48aN48KFC0ydOhVfX18OHjxodaSrZGdnM3r0aKpVq8a7777LsWPH+Omnn6hWrRq9evWiefPmBcfbA9x2220MHz6c0aNHc/ToUQuTl48WTi8TFBREYmIiY8eOJScnx+o4yokCAwPZvn0727dvp1WrVvTq1cvyNbbs7GySkpIICAhg6tSpbNy4EWMMkZGRAMTE5B3bsmzZsmte26hRI6ZNm8a8efNYt26dO2NXmBZOLxQREcHIkSOJj4+v1P1IqmgdOnQgNzeX3r17ExQUxOuvv+7233N2djavvPIKAQEBJCYm8tZbb5Gbm8stt9xSMM+pU6eYMmUKTZo0KejnLCwgIKBS9ntq4fRSLVu25JFHHuGVV16xOopyARFh5MiR/PLLL6xcuRJfX18cHedcEdnZ2UyfPp2AgABiYmKIi4vj4sWLDBo0CBG5at6HHnoIgISEhBKXWRn7PbVwerFOnTrRoUMHFixYYHUU5SI1atRgzZo1fPPNN3Tr1o077rijzJf6dUR2djazZ88mNDSUESNG8Mc//pGTJ0+SkpJC9erVr5l/zZo1bNq0iVatWtG/f3+H2qhM/Z5aOL1c37598fX1ZcWKFVZHUS7Uvn17srKy6N+/P3Xr1iUhIcEpfdzZ2dnMmzePZs2aMXLkSLp27cr27dtZuHBhsWNLf/31VwYNGkTHjh159NFHr9opVJrK0u+phbMKePLJJ9m7dy+bN2+2OopyIRHh+eef5/z58wWHOK5evbpcy8rOzuYf//gHHTp04OWXX+a6665j8eLFfPrpp3Ts2LHE106ZMoUaNWoQFhbm8NqmvcrQ76mFs4oYPXo0y5Yt48CBA1ZHUS4WEhLC4sWL2bRpE8899xy33367w8OX8gtmt27dmD9/PvXq1WPkyJGsWbOGBx544Jp+zMIOHjzI/Pnz6dChA+3bty92p1BpPL3fUwtnFSEiJCcnM3PmTM6c0VMDVAUdO3bk0KFD/PGPf6Rjx4688MILxY7vzS+Y9957L4sXLyYkJIRevXqxdOlS/va3v111aeLiGGNISkqiU6dONGrUiBtuuKHC78FT+z21cFYh/v7+pKamkpSURFZWltVxlBv4+PgwZMgQfvjhBzIyMmjVqlXB0CH4rWD+4Q9/YNmyZdSpU4eoqCimTJlCSkoKdevWdbitJUuWcOzYMcLDwwkMDOSxxx5zynvwxH5Pl59Wzln0tHLOc/r0aVJTU5k6dSp+fu44JasqKxFhzpw5BAUFOXW5W7ZsYdasWQAFR/X4+fnRsGFDcnNz6dOnD/fee2+pm+SFpaen88QTT3DkyBF++eUXfvjhB6efwcgYw4IFC/jqq6/K3O/p7NPKaeGsovbv389bb73FxIkTy/xHolzvmWeeKTiE0dkuXbrEyZMnWbx4MfPnz7/meV9fX4KCgggMDCQwMLDY+/mPMzMzeeeddwBISkqic+fO1KhRg0aNGjk9O+T947cfaO+ISnc+TuWZWrduzX333cfUqVM94sqJ6mrNmzenZcuW+Pv7u2T5UVFR3HXXXcybN4+cnJyrCvSVK1fIzMws0/kO0tLSqFOnjiuiXqNFixZuaack2sdZhd1yyy20bt3a8pPCKmv5+/tjjGHUqFFlfm1UVBTGGLcVTU+hhbOK69evHzk5OeUe76e8x5QpUwr6P2+55RZatGhRah/rnj173BHN42jhVDzzzDNs376dbdu2WR1FWez5558HYNOmTRw6dIhLly4RHBxMcHAwTZs2pWvXrjzxxBMAXnnZX0dp4VQAjB07lsWLF3P48GGroyiL5Z8suUuXLlx//fXUrl274AJrp0+fZsOGDdx+++2WXHTNU2jhVEDe8JeUlBSmTZtGWlqa1XGUhfLXKAMDA/Hx8aFWrVrUqlWLyMhIOnXqxNGjRxk6dKjFKa2lhVMVqFatGhMnTiQhIYELFy5YHUdZJH94Wp8+fejUqROBgYGcPn2aLVu28O677wK/nTKuqtLhSOoqwcHBxMXFERsbW3CZBlU1JSQkEBUVRdu2benduzc+PnnrWUlJSS4ZX1qZaOFU12jYsCFDhgwhMTGR5ORkHSBfRelWR/F0U10VKSoqil69ejF9+nSroygLiEiluhyxu2nhVMW6/fbbadKkCe+9957VUZSbhYaGcu7cOatjeCwtnKpEDz30EBkZGaxdu9bqKMqN6tSpw08//WR1DI+lhVOV6tlnn2Xjxo3s2LHD6ijKTbRwlkwLp3JIfHw877zzjkedTFa5Tp06dar0kUGlsaxwikhvEflORA6KSIxVOZRjfHx8SE1NZfLkyfoHVQXoGmfJLCmcIuILzAL6AG2AP4hIGyuyKMflX0Rr3Lhx/Prrr1bHUS6khbNkVo3j7AwcNMYcAhCRD4D7gap5qpVKJDQ0lJiYGGJjY5kyZUrBoGjlXYKDg0lPT7c6hktt27atrp+f3xtAO65eicwFdl2+fPmZm266qcgLdFlVOBsBx+weHwduLjyTiAwGBgM0adLEPclUqRo3bsxTTz3FhAkTSEhIsDqOcgER8cjL8jqTn5/fG/Xr14+KiIg45+PjU/Bmc3Nz5ezZs21OnTr1BtCvqNd69OqCMWa+MSbaGBMdERFhdRxlp3379nTr1q3g/I1KVULtIiIiMuyLJoCPj4+JiIhIJ29NtEhWFc4TQGO7x5G2aaoS6d69O+Hh4SxdutTqKMoFqsChtj6Fi6bdE4YS6qNVhfO/QCsRaS4i1YDHgeUWZVEV0L9/f06dOsX69eutjqKU21hSOI0xl4FhwGfAXmCJMWa3FVlUxQ0bNoz169eza9cuq6MoJ/L2Ps6KsKyP0xizyhjT2hjT0hgz0aocquJEhHHjxvHmm29y/Phxq+Mo5ajc3NzcIvsjbNNzi3uhR+8cUpWHr68vqampTJo0yeuHsVQV1atX5+LFi1bHcKVdZ8+eDSlcPG171UOAYjeh9HycymmqV6/OhAkTiIuLY+rUqQQEBFgdSVVA/mGXjRo1sjqKS1y+fPmZU6dOvXHq1Klix3EW91otnMqpwsLCGD16NHFxcUyePFkHyFdi+UcPeWvhtA1uL3KcZmn0W62crlmzZgwcOJDU1FSro6gK0MMui6eFU7lEx44dufnmm5k3b57VUVQ5aeEsnhZO5TI9evSgZs2afPTRR1ZHUeUQFhamhbMYWjiVSw0YMIAjR46wYcMGq6OoMtI1zuJp4VQuN2LECFavXs2+ffusjqLKoHr16ly6dMnqGB5JC6dyOREhKSmJuXPncvLkSavjqDKoAserl4sWTuUW+QPkU1JSyMzMtDqOUhWihVO5TVBQEElJScTGxpKTk2N1HOUAPV69aFo4lVuFh4czcuRI4uPj9Y9SVVpaOJXbtWjRgkceeYRXXnnF6ihKlYsWTmWJTp060aFDBxYsWGB1FFWCqnAJjfLQwqks07dvX3x9ffnkk0+sjqKKERISome7KoIWTmWpJ598kn379rF582aro6gi6CD4omnhVJYbPXo0y5Yt48CBA1ZHUYVo4SyaFk5lOREhOTmZmTNncuZMkZexVhbR49WLpoVTeQR/f39SU1NJSkoiKyvL6jjKJv9kxupqWjiVx6hZsybjx48nNjaWy5cvWx1HoZvqxdHCqTxKvXr1GDp0KOPHj9dhMB4gNDSU8+fPWx3D42jhVB6ndevW9OvXj6lTp1odpcrz9fUlN7fYiz1WWVo4lUfq0qULrVu3ZuHChVZHqfJ0zf9aWjiVx+rXrx/Z2dmsXr3a6ihKXUULp/JozzzzDNu3b2fr1q1WR1GqgBZO5fHGjh3LkiVLOHTokNVRqiQ9mfG1XFY4RSRRRE6IyA7bra/dc2NF5KCIfCcivVyVQXkHESElJYVp06aRlpZmdRylXL7G+ZoxpqPttgpARNoAjwNtgd7AbBHxdXEOVclVq1aN1NRUEhISuHDhgtVxqhR/f3+ys7OtjuFRrNhUvx/4wBhzyRhzGDgIdLYgh6pkgoODiYuLIzY2litXrlgdp8oICwvTo4cKcXXhHCYiO0XkTRGpbZvWCDhmN89x2zSlStWwYUOGDBlCYmKiDpNxEy2c16pQ4RSRtSKyq4jb/cAcoCXQETgJlHk0s4gMFpGtIrL17NmzFYmqvEhUVBS9evVi+vTpVkepEvSwy2tVqHAaY+4xxrQr4vaxMea0MeaKMSYX+Ae/bY6fABrbLSbSNq2o5c83xkQbY6IjIiIqElV5mdtvv50mTZrw3nvvWR3F62nhvJYr96o3sHv4ILDLdn858LiIBIhIc6AVsMVVOZT3euihh8jIyGDt2rVWR/FqWjiv5co+zski8q2I7AS6AyMBjDG7gSXAHuBTYKgxRnv6Vbk8++yzbNq0iR07dlgdxWtp4byWn6sWbIz5YwnPTQQmuqptVbXExcUxZswYateuTdOmTa2O43WCgoL0HKmF6JFDqtLz8fFh4sSJTJ48Wff+uoAeOXQtLZzKKwQEBDBx4kTGjRvHr7/+anUcr6PF82paOJXXCA0NJSYmhtjYWD2HpHIpLZzKqzRu3JinnnqK5ORkHSCvXEYLp/I67du354477mD27NlWR1FeSgun8krdu3cnPDycpUuXWh3FKxhjdA3ejhZO5bX69+/PqVOnWL9+vdVRKr2aNWvqkCQ7WjiVVxs2bBjr169n165dpc+siqWD4K+mhVN5NRFh3LhxvPnmmxw/ftzqOJWWFs6raeFUXs/X15fU1FQmTZpEenq61XEqJS2cV9PCqaqE6tWrM2HCBOLi4rh06ZLVcSodLZxX08KpqoywsDBefPFF4uLidIB8GdWpU0cPZ7WjhVNVKU2bNmXgwIGkpqZaHaVSqV27thZOO1o4VZXTsWNHbr75ZubOnWt1lErD39+fy5cvWx3DY2jhVFVSjx49qFWrFh9++KHVUVQlpIVTVVkDBgzg6NGjbNiwweooqpLRwqmqtBEjRrB69Wr27dtndRRViWjhVFWaiJCUlMTcuXM5efKk1XFUJaGFU1V5+QPkU1JSyMzMtDqOqgS0cCpF3nV1kpKSiI2NJScnx+o4HsnHx4crV/S6iqCFU6kC4eHhjBw5kvj4eD2FWhFq167NuXPnrI7hEbRwKmWnRYsWPProo7zyyitWR/E4etjlb7RwKlVIdHQ0N9xwAwsWLLA6ikfRwvkbLZxKFaFPnz74+fnxySefWB3FY+jx6r/RwqlUMQYNGsTevXv5+uuvrY7iEcLCwnSN00YLp1IlePHFF/n44485cOCA1VEsp5vqv9HCqVQJRITk5GRmzpzJ6dOnrY5jqeDgYDIyMqyO4REqVDhF5FER2S0iuSISXei5sSJyUES+E5FedtN726YdFJGYirSvlDv4+/uTmppKUlJSlb5gmYhYHcFjVHSNcxfwEPCl/UQRaQM8DrQFegOzRcRXRHyBWUAfoA3wB9u8Snm0mjVrkpCQQGxsrJ5eTVWscBpj9hpjviviqfuBD4wxl4wxh4GDQGfb7aAx5pAxJhv4wDavUh6vXr16DB06lPHjx+sA+SrOVX2cjYBjdo+P26YVN71IIjJYRLaKyNazZ8+6JKhSZdG6dWv69evH1KlTrY6iLFRq4RSRtSKyq4iby9cUjTHzjTHRxpjoiIgIVzenlEO6dOlC69atWbhwodVRlEVKLZzGmHuMMe2KuH1cwstOAI3tHkfaphU3XalKpV+/fuTk5LB69WqroygLuGpTfTnwuIgEiEhzoBWwBfgv0EpEmotINfJ2IC13UQalXOrpp59mx44dbN261eooblO9enUuXrxodQzLVXQ40oMichy4BVgpIp8BGGN2A0uAPcCnwFBjzBVjzGVgGPAZsBdYYptXqUopJiaGpUuXcujQIaujuIUedpmnonvVPzLGRBpjAowx9Ywxveyem2iMaWmMud4Ys9pu+ipjTGvbcxMr0r5SVhMRJkyYwLRp00hLS7M6jsvp0UN59MghpSqoWrVqpKamMn78eC5cuGB1HJfS49XzaOFUygmCg4OJj48nNjbWq8+SrmucebRwKuUkDRs2ZMiQISQkJHjtAHktnHm0cCrlRFFRUfTu3Zvp06dbHcUltHDm0cKplJPdfvvtNGnShPfee8/qKE4XEBCgF7NDC6dSLvHQQw+RkZHB2rVrrY6iXEALp1Iu8uyzz7Jp0yZ27NhhdRTlZFo4lXKhuLg4Fi1axNGjR62OopxIC6dSLuTj48PEiRN59dVX9YgbL+JndQClvF1AQAApKSnExcUxdepUqlevbnWkUiUlJZGUlESTJk1o164dUVFR1KxZ0+pYHkMLp1JuEBoaytixY4mNjWXKlCn4+Hj+xl67du2oXr06J06c4KuvvuKXX34peC47O5tq1apZmM5anv/bU8pLREZG8uc//5nk5GSPHiCfny06OpoWLVrg7+9Ps2bNaNeuHe3btwfgjTfesDKi5bRwKuVG7dq144477mDWrFlWRynWjBkzADhy5Ajbtm0jLS2NzMxMMjIyEBHq1q1LbGysxSmtpYVTKTfr3r07ERERLFmyxOooRRoxYgQNGjRgx44dpKWlce7cOc6dO0dGRganT5/mypUrpKenc+TIEaujWkYLp1IW6N+/P6dPn2b9+vVWR7nK0KFDATh58iTnz58nPT294Hbu3DlOnTpVcMhl8+bNPbrLwZW0cCplkWHDhrFu3Tp27dpldRQAevbsyezZs8v0Gh8fnypZPLVwKmUREWH8+PG8+eabHD9+3LIcWVlZiAhr1qwp1+t9fHz44YcfnJzKs+lwJKUs5OvrS2pqKqNGjSI1NZWQkBAA/u///o8tW7YQEBDg1PaMMezfv5/jx4+zdetW/vd//9cpy23atCkAXbt2pVevXjRs2LBgD7yzZWZm0r17d5cs21FaOJWyWPXq1ZkwYULBAPmAgAA+/PBD+vfvT1BQULmX++uvv7Jnzx6++eYbDh8+jDGG7Oxs9uzZUzDPwYMHadmyZbmWn5uby7/+9S8++ugj1q9fz4033ogxhrlz53L8+HHuuecehg4dip+fc8vMzJkztXAqpfIuSfHiiy8SFxfH5MmTCQwM5N5773WocBpjOH78ODt37mTXrl1kZWUBeQW5Q4cODBw4kGbNmnHp0iWGDh2KiNC0aVPeffddQkNDy5z1zJkzvPPOO/zzn//k0qVL3HfffSxdupQ2bdoUzLN7926GDx/O2LFjWbBgAbfeemuZ2ymOJ1xVVAunUh6iadOmDBw4kNTU1GLnuXDhArt372bnzp0cPXoUYwwiQmRkJB06dGDo0KFFHhqZlZXF008/zdq1a3nwwQeZPXs2/v7+DmfLzc1l3bp1/M///A9r166lV69ejB07lt69exe5nLZt27JmzRqWL1/Ogw8+WDB2NSIiwuE2PZkWTqU8SMeOHTl79iwXL17k6NGjHDx4kF27dnHhwgVEhMDAQNq2bcs999xDkyZNEJFSl5mZmcnjjz/OqlWrSE1NJSYmxqHXQd7a5YIFC5g/fz4hISEMGjSIadOmUbdu3VJfKyLcf//99O7dm0mTJlG/fn1effVVhg8fjq+vr0PteyotnEo5WU5ODpmZmaSnp5ORkVHw0/5+UVfDFJGrhvYMGDCAefPmcffdd5e7rzM9PZ2+ffuyceNGFi9ezGOPPVbqa/LXLidPnsxXX33FE088wdKlS7npppscLrj2AgICSExMZMiQITz55JMkJSWxZs0aOnfuXJ635BG0cCplc+XKlYJDC4sqdhkZGQUnusgvcPbFLv++n58fISEhBAcHF/ysV68erVu3Jjg4mODgYAIDA0ssQq+++iqPPPIIly5dKnfR/Pnnn+ncuTPff/89mzdvLrVQnTlzhunTp/P6669z3XXXMWbMGJYtW0ZgYGC52i+sQYMGfPbZZ3z99dfcfffddOnShSVLllC7dm2nLN+dtHCqSi83N5esrKxii116ejqZmZnk5uYC1xa7fD4+PtSqVaug2AUHBxMWFkazZs0KimCNGjXKtdZVHsOHD+fll1+mTp06REVFlem1aWlpNGjQgMuXL3P06FGaNGlS5Hy5ubmsXbuW0aNHs3v3bv72t7+xd+/eYud3hi5dupCens6MGTMICwtj0qRJjBkzplKcMSqfFk5lGWMMFy5cKLbY5d+/fPlyicVKRKhZs2ZBscsvfJGRkQXTatWqVan+MCHvfSUmJjJq1CheeuklGjRo4NDrTp8+Tf369alWrRrp6ekEBwdfM8+ZM2dISEhg7ty53Hjjjbz++uvceeedbvuMfHx8GDFiBE8//TQDBgzA19eXLVu20KlTJ7e0X1EVKpwi8iiQCEQBnY0xW23TmwF7ge9ss35tjHnW9txNwFtAILAKGG6q4jFblZgxhkuXLhVb7PJ/OnI1xKCgoKvW8EJCQqhbt27B/Vq1ajl9HGBlkj9A/sUXX+Tll1+mVq1aJc5/4sQJIiMjiYqKYufOnVd9drm5uXzyySf85S9/IS0tjaSkpGILq7vUqlWL5cuXs3//fn73u9/RqlUrvvzyS0szOaKi38hdwEPAvCKe+94Y07GI6XOAvwCbySucvYHVFcyhHJSTk1PiJm1GRgYXL14sdXO0evXq16zhNW3a9KoiWJVPdOtMQUFBJCUlERsby7Rp04odRnT48GFatGhB//79ef/99wt+h2fOnGHIkCEsW7aM2267jfXr11815tITtG7dmqysLN59911CQkKIj48nOTnZbd0iZVWhwmmM2Qs4/OZEpAEQbIz52vZ4IfAAWjhLdfny5RJ3XKSnpxe5p7Ywf3//q4pdSEgIDRs25P/9v/9XMC0gIMBjv7BVVXh4OCNHjiQ+Pp6XX375mt/P7t27adeuXcElOnJzc1m4cCF//vOfAZg7dy5Lly71+LX3AQMG0L9/fwYOHIiPjw8bNmxw6uB5Z3Hlp9hcRLYDGUC8MeYroBFgfzaD47ZpRRKRwcBgwKWd1a6Um5vLL7/8UuIm7S+//FLqGWZ8fX2vWcMLDw+nZcuWBdODgoK04HmxFi1a8Oijj/LKK68QExNTMP2rr76iW7dufPjhh0RHR9OlSxc2b95M3759+fHHH6lXr56FqcvOz8+PDz74gNdff73gH/q3337rUZvvpRZOEVkL1C/iqThjzMfFvOwk0MQY85OtT3OZiLQtazhjzHxgPkB0dLRb+0GNMWRlZRVb7PJv+Xtq8xUeiyci1+ypDQ0NpUmTJgXTatSoUel2XChrREdHc/bsWRYsWMDTTz/N+++/zxNPPMGAAQN46KGHCAwMZMmSJfz+97+v9P9E69evz/nz51m9ejUhISH89a9/Zfr06VbHAhwonMaYe8q6UGPMJeCS7f42EfkeaA2cACLtZo20TXOqixcvsn//fowxxRa+K1euFDkWL5+IUKNGjavW8IKDg2nQoAHXX399wZ7aih4BkZubS2ZmZoWWobzPxYsXOX/+fJE72G699VbefvvtqwrjhQsX+PHHHwvGfGZkZLgtq6vdeuutnDt3jmeffRYfHx86duxIYmKipZlcsqkuIhHAz8aYKyLSAmgFHDLG/CwiGSLShbydQ38CZjq7/XPnzjFmzBhatWp1TeELCQkhIiKiTMfpZmVlkZWVxcmTJ50dValiLVy4sNTTyj3wwAN069YNgA8++MAdsSxz8803c/3115OcnGx1FKQiI4FE5EHyCl8EcB7YYYzpJSIPA8lADpALJBhjPrG9JprfhiOtBv7qyHCk6Oho4wlnRVFKVT4iss0YE+205VWWIZRaOJVS5eXswql7JJRSqoy0cCqlVBlp4VRKqTLSwqmUUmWkhVMppcpIC6dSSpWRFk6llCojLZxKKVVGlWYAvIicBY46OHs4kObCOGWhWYrnSXk8KQt4Vh5vyNLUGOO0axNXmsJZFiKy1ZlHCVSEZimeJ+XxpCzgWXk0y7V0U10ppcpIC6dSSpWRtxbO+VYHsKNZiudJeTwpC3hWHs1SiFf2cSqllCt56xqnUkq5jBZOpZQqo0pdOEXkURHZLSK5tjPL509vJiIXRWSH7TbX7rmbRORbETkoIjPEiVe0Ki6P7bmxtja/E5FedtN726YdFJGYa5fqlFyJInLC7vPoW1ouV3LHe3YgwxHb92CHiGy1TQsTkTUicsD2s7aL2n5TRM6IyC67aUW2LXlm2D6rnSJyo5vyWPKdEZHGIrJORPbY/paG26Zb9vkUyRhTaW9AFHA9sB6ItpveDNhVzGu2AF0AIe/SHX3ckKcN8A0QADQHvgd8bbfvgRZANds8bVzwOSUCo4uYXmQuF//O3PKeHchxBAgvNG0yEGO7HwO84qK2uwE32n9Hi2sb6Gv7norte7vZTXks+c4ADYAbbfdrAfttbVr2+RR1q9RrnMaYvcaY7xydX0QaAMHGmK9N3qe+EHjADXnuBz4wxlwyxhwGDgKdbbeDxphDxphs4APbvO5SXC5Xsvo9l+R+4G3b/bdx4nfDnjHmS+BnB9u+H1ho8nwNhNq+x67OUxyXfmeMMSeNMf9nu58J7AUaYeHnU5RKXThL0VxEtovIv0Wkq21aI+C43TzHbdNcrRFwrIh2i5vuCsNsmzJv2m2CurP9fFa0WRQDfC4i20RksG1aPWNM/qVMTwH13JinuLat/Lws/c6ISDPgd+RdEdejPh+XXB7YmURkLVC/iKfijDEfF/Oyk0ATY8xPInITsExE2lqYx+VKygXMASaQVywmAFOBP7svnUe63RhzQkTqAmtEZJ/9k8YYIyKWjNWzsm07ln5nRKQm8E9ghDEmw35XhCd8Ph5fOI0x95TjNZeAS7b720Tke6A1cAKItJs10jbNpXlsbTQupt3ippeJo7lE5B/ACgdyuYoVbV7DGHPC9vOMiHxE3ubmaRFpYIw5advcO+PGSMW1bcnnZYw5nX/f3d8ZEfEnr2i+a4z50DbZoz4fr9xUF5EIEfG13W8BtAIO2Vb1M0Ski21v+p8Ad6wlLgceF5EAEWluy7MF+C/QSkSai0g14HHbvE5VqM/nQSB/72lxuVzJLe+5JCJSQ0Rq5d8HepL3mSwHBtlmG4R7vhv5imt7OfAn297jLkC63Sary1j1nbH9XS4A9hpjptk95VGfj8v3PrnyRt4v9Dh5a5engc9s0x8GdgM7gP8D7rN7TTR5X4Lvgb9jO3rKlXlsz8XZ2vwOuz355O0V3G97Ls5Fn9M7wLfATvK+aA1Ky+Xi35vL33Mp7bcgb8/wN7bvSZxteh3gC+AAsBYIc1H775PXnZRj+748XVzb5O0tnmX7rL7FbrSGi/NY8p0Bbieve2Cn7e93h+37YtnnU9RND7lUSqky8spNdaWUciUtnEopVUZaOJVSqoy0cCqlVBlp4VRKqTLSwqmUUmWkhVMppcro/wO5oaDdtMHvRwAAAABJRU5ErkJggg==\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Before Mesh\n",
"After meshign\n",
"After get elements\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Beginnign of plastic forces\n",
"end of calculate plastic forces\n",
"After plastic force\n",
"F_nrom\n"
]
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
},
{
"name": "stdout",
"output_type": "stream",
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