diff --git a/examples/ansys/pyvista_pymapdl.ipynb b/examples/ansys/pyvista_pymapdl.ipynb index f8a40dc..0cf0b2f 100644 --- a/examples/ansys/pyvista_pymapdl.ipynb +++ b/examples/ansys/pyvista_pymapdl.ipynb @@ -50,7 +50,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 1, "id": "2c6c83a4-d74e-41aa-8b28-ddd82f7e25e2", "metadata": {}, "outputs": [], @@ -84,7 +84,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 2, "id": "64ebfb56", "metadata": { "editable": true, @@ -114,7 +114,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 3, "id": "8a407fb1", "metadata": {}, "outputs": [], @@ -135,28 +135,10 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 4, "id": "0fdeb653", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "ERROR:2025-11-25 11:52:02,031:jax._src.xla_bridge:473: Jax plugin configuration error: Exception when calling jax_plugins.xla_cuda12.initialize()\n", - "Traceback (most recent call last):\n", - " File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/xla_bridge.py\", line 471, in discover_pjrt_plugins\n", - " plugin_module.initialize()\n", - " ~~~~~~~~~~~~~~~~~~~~~~~~^^\n", - " File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax_plugins/xla_cuda12/__init__.py\", line 328, in initialize\n", - " _check_cuda_versions(raise_on_first_error=True)\n", - " ~~~~~~~~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^^^^^^^^^^^\n", - " File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax_plugins/xla_cuda12/__init__.py\", line 285, in _check_cuda_versions\n", - " local_device_count = cuda_versions.cuda_device_count()\n", - "RuntimeError: jaxlib/cuda/versions_helpers.cc:113: operation cuInit(0) failed: CUDA_ERROR_SYSTEM_DRIVER_MISMATCH\n", - "WARNING:2025-11-25 11:52:02,051:jax._src.xla_bridge:850: An NVIDIA GPU may be present on this machine, but a CUDA-enabled jaxlib is not installed. Falling back to cpu.\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -248,7 +230,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 5, "id": "760cf3ee", "metadata": {}, "outputs": [ @@ -269,7 +251,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 6, "id": "85a4ee0e", "metadata": {}, "outputs": [ @@ -290,7 +272,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 7, "id": "4dad4075", "metadata": {}, "outputs": [ @@ -315,23 +297,23 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 8, "id": "89ea012c", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 10, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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", 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7fvy4qV+/vqlXr55fXJLM2LFjbfsz5n8FqKioKLN3717f9HXr1hlJZuLEib5pBR3r//d//2ckmc8++8w3Le/8GTJkSKHrN8aY1q1bF5rr9ezZ01xwwQW+c96YU/uwc+fOpnHjxr5pd911l3E4HOb777/3TTt8+LCpUqVKgQUoSX6F1mXLlvk+j927d/umL1iwIN8FwKLGlPed1qtXL7/vo4kTJ5qwsDBz9OhR37QWLVr4fU8AxcFP8OATFRXl+/fx48d16NAhdenSRSdPntTWrVslnboteefOnZowYUK+32zn3Tr722+/6YcfftDw4cNVpUoVX3urVq10+eWX68MPP8y37rFjx/q9v+uuuyTJb97T40tLS9OhQ4fUrVs3/fLLL0pLSyt0+0aMGOE3rkGXLl0knbpN2E6XLl20YcMG3+/Cv/jiC1155ZVq06aNPv/8c0nS559/LofDke/W3fr166t3796FxhYoHo9Hy5cv18CBA9WgQQPf9Jo1a2ro0KH64osvdOzYMds+WrZsqSlTpugf//iHevfurUOHDunll19WeHi47XLvvPOOvF6vHn74YTmd/l8tecfGypUrlZ2drQkTJvjNM2rUKMXHx/tuz/7uu+908OBBjRkzRpGRkb75+vXrp6ZNm/rdxp3nzjvv9Hufd+yMHz/eb/qECRNst+P05ZOSkjRkyBDftIiICI0fP14nTpzQmjVritRPQTp16uQ3UHndunV11VVXadmyZb6fa5x+vOfk5Ojw4cNq1KiRKlWqpA0bNuTrc9SoUQoLCyt03ZUqVdLevXv17bffFthujNGbb76p/v37yxijQ4cO+V69e/dWWlqab/0ff/yxzjvvPA0YMMC3fGRkpEaNGuXX5w8//KCff/5ZQ4cO1eHDh339paenq2fPnvrss8/k9Xr9lrntttt8/w4LC1O7du1kjNHIkSP9tqVJkyYFnsMlPd8BoCTIoQoWajlUntTUVF1zzTVq06aN5s6dazvvm2++KYfDoZSUlHxtecdF3r685557/NrvvfdeSfLlRUXNs/K43W6NGDHCb9qHH36o8PBwv7wqLCzMd1wV5sMPP1SHDh389mdsbKxuv/127dq1S5s3by5SPwUZOHCgzjvvPN/7Dh06qGPHjpbHemZmpg4dOqSLL75YkgrMn+64444irbtSpUr66aef9PPPPxfY/scff2jVqlW67rrrfN8Bhw4d0uHDh9W7d2/9/PPPvmEkPv74Y3Xq1Elt2rTxLV+lShXfEBJnat68uTp16uR7n/dz1R49eqhu3br5puedl8WJKc/tt9/u93PILl26yOPxaPfu3UX6nIDCUICCz08//aSrr75aCQkJio+PV2Jiom666SZJ8iUnO3bskHSqSGEl7wuqSZMm+dqaNWvm+8PzdI0bN/Z737BhQzmdTr/fQH/55Zfq1auXbzyExMRE32/Vi5I8nf4FLUmVK1eWJB05csR2uS5duig3N1dr167Vtm3bdPDgQXXp0kVdu3b1S56aN2/ulyxKp5Kns+n333/XyZMnLT97r9erPXv2FNrPfffdp9atW+ubb75RSkqKmjdvXugyO3bskNPptJ3X6thwuVxq0KCBr93uGGratGm+/wTDw8PzjXu0e/duOZ1ONWzY0G96QX1axdq4ceN8xbRmzZr5xVgSZx7vknT++efr5MmTvt/ZZ2Rk6OGHH1adOnXkdrtVrVo1JSYm6ujRowUe70U91u6//37FxsaqQ4cOaty4scaOHes3DtPvv/+uo0ePauHChUpMTPR75SWpBw8elHTqM2jYsGG+cRsaNWrk9z4vWRs2bFi+Pv/xj38oKysr3zadeb4mJCQoMjJS1apVyze9oHO4pOf7ueyzzz5T//79VatWLTkcjqA/Aaoo65s8ebKaNm2qmJgYVa5cWb169dK6deuCGhcQDORQBQvFHCo3N1fXXXedPB6P3nrrLbndbtv5d+zYoVq1auXb/tPl5TRn/v+alJSkSpUqFZo/nZln5TnvvPPyDTq/e/du1axZU7GxsX7Ti5M/WX2Gp8dYElb50+nH+h9//KG7775bNWrUUFRUlBITE33HUmnyp6lTp+ro0aM6//zzdcEFF+i+++7Txo0bfe3bt2+XMUYPPfRQvlwnr7h4ev505r6U8udPeQrKiSSpTp06BU7POy+LE5PVusifEGj2tzQgZBw9elTdunVTfHy8pk6dqoYNGyoyMlIbNmzQ/fffn+/uhGA78w/aHTt2qGfPnmratKmeeeYZ1alTRy6XSx9++KFmzpxZpPis7g4xxtgu165dO0VGRuqzzz5T3bp1Vb16dZ1//vnq0qWL5s6dq6ysLH3++ee6+uqr8y17+lWYiuSXX37xFQ3+85//lHE0hXO73fkKRRXdXXfdpUWLFmnChAnq1KmTEhIS5HA4dMMNNxR4vBf1WGvWrJm2bdum999/Xx9//LHefPNNzZ07Vw8//LCmTJni6/umm27SsGHDCuyjVatWxdqWvD6feuopv6t9pzsz0S3ofC3OOVzS8/1clp6ertatW+vWW2/VoEGDysX6zj//fD3//PNq0KCBMjIyNHPmTF1xxRXavn27EhMTgx4jEAjkUNZCMYe67777tHbtWq1cubLQh4IUV6CfulhRP2M71113nb766ivdd999atOmjWJjY+X1etWnT59S5U9du3bVjh079O6772r58uX6xz/+oZkzZ2r+/Pm67bbbfH3/+c9/trxzz6rAVBir86+w87IkMZE/IdgoQEHSqaecHD58WG+99Za6du3qm75z506/+fLuJtm0aZN69epVYF/JycmSpG3btuVr27p1q6pVq6aYmBi/6T///LPfFYjt27fL6/X6nkr173//W1lZWXrvvff8KvOffvppMbayZFwulzp06KDPP/9cdevW9d123qVLF2VlZWnJkiU6cOCA3+dWmEAkEAX1kZiYqOjoaMvP3ul05rtaciav16vhw4crPj5eEyZM0OOPP65rrrmm0D9YGzZsKK/Xq82bN1sWGU4/Nk6/vT07O1s7d+70HVOnz9ejRw+/PrZt2+Zrt5OcnCyv16sdO3b4XYkr6LOxWn7jxo3yer1+xa28n1IUJQYrBd2+/d///lfR0dG+P7rfeOMNDRs2zO8pb5mZmcV6Co2VmJgYXX/99br++uuVnZ2tQYMG6bHHHtOkSZN8Twz0eDyW53ie5ORkbd68WcYYv+PxzCcj5X1vxMfHF9rn2XSuPT69MH379lXfvn0t27OysvTXv/5V//d//6ejR4+qZcuWmj59eomfblPY+iRp6NChfu+feeYZvfDCC9q4caN69uxZovUCZxs5lLVQy6H++c9/atasWZo1a5a6detWpFgaNmyoZcuW6Y8//rC8Cyovp/n55599dxJJ0oEDB3T06FHfcVPUPMtOcnKyPvnkE504ccLv4lBx8ierz/D0GEvCKn/KO9aPHDmiTz75RFOmTNHDDz9su1xJVKlSRSNGjNCIESN04sQJde3aVZMnT9Ztt93m+7wjIiKKlD8V9BTJwp4sWVzFiak4Qi1/QmCdW7cMoMTyqt2nV7ezs7Pz/W79oosuUv369TVr1qx8fwjnLVuzZk21adNGL7/8st88mzZt0vLly3XllVfmW/+cOXP83s+ePVuSfH+8FBRfWlqaFi1aVJzNLLEuXbpo3bp1+vTTT33JU7Vq1dSsWTNNnz7dN09RxcTEFFhIyBsr4tChQyXqIywsTFdccYXeffddv9uRDxw4oKVLl+rSSy9VfHy8bb/PPPOMvvrqKy1cuFCPPPKIOnfurDvvvLPQmAYOHCin06mpU6fmu8KUt9969eoll8ul5557zm9fvvDCC0pLS1O/fv0knbpiWr16dc2fP9/v8cIfffSRtmzZ4pvPTt6x89xzz/lNnzVrVqHLStKVV16p1NRUvfbaa75pubm5mj17tmJjY4ucWBZk7dq1fuMQ7NmzR++++66uuOIK37EeFhaW72rT7NmzC3ykd3Gc+Rhil8ul5s2byxijnJwchYWFafDgwXrzzTfzPdpYkt+jeHv37q19+/b5Pco3MzNTf//73/2Wadu2rRo2bKgZM2boxIkTtn2eTTExMUX66UmoGDdunNauXat//vOf2rhxo6699lr16dMnYIl7YbKzs7Vw4UIlJCSodevWZ2WdQCCQQ9kLlRxq06ZNuu2223TTTTfp7rvvLurmaPDgwTLGaMqUKfna8vZZ3n4/M4d55plnJMmXFxU1z7Jz5ZVXKjc3V/PmzfNN83g8vuOqKMt/8803Wrt2rW9aenq6Fi5cqHr16hVpWAcr77zzjt+YRd98843WrVtne6xLRc/97JyZP8XGxqpRo0a+PLV69erq3r27FixYoN9++y3f8mfmT2vXrtUPP/zgm/bHH39oyZIlpY7zdMWJqTiszkGgKLgDCpKkzp07q3Llyho2bJjGjx8vh8OhV199Nd8XuNPp1Lx589S/f3+1adNGI0aMUM2aNbV161b99NNPWrZsmaRTP7Xp27evOnXqpJEjRyojI0OzZ89WQkKCJk+enG/9O3fu1IABA9SnTx+tXbtWixcv1tChQ31/hFxxxRVyuVzq37+/Ro8erRMnTujvf/+7qlevXuAXaqB16dJFjz32mPbs2eOXJHXt2lULFixQvXr1inWbddu2bbVy5Uo988wzqlWrlurXr6+OHTvqm2++0WWXXaaUlJQCP6ei9PHoo49qxYoVuvTSSzVmzBiFh4drwYIFysrK0pNPPmnb55YtW/TQQw9p+PDh6t+/vyTppZdeUps2bTRmzBj961//sly2UaNG+utf/6pHHnlEXbp00aBBg+R2u/Xtt9+qVq1amjZtmhITEzVp0iRNmTJFffr00YABA7Rt2zbNnTtX7du3942XERERoenTp2vEiBHq1q2bhgwZogMHDujZZ59VvXr1NHHixEI/4zZt2mjIkCGaO3eu0tLS1LlzZ33yySdFvrp0++23a8GCBRo+fLjWr1+vevXq6Y033tCXX36pWbNmKS4urkj9FKRly5bq3bu3xo8fL7fb7fsj5fTk809/+pNeffVVJSQkqHnz5r7b+atWrVri9UqnzqWkpCRdcsklqlGjhrZs2aLnn39e/fr1823TE088oU8//VQdO3bUqFGj1Lx5c/3xxx/asGGDVq5cqT/++EOSNHr0aD3//PMaMmSI7r77btWsWVNLlizxDRyfd4XM6XTqH//4h/r27asWLVpoxIgROu+887Rv3z59+umnio+P17///e9SbVdJtG3bVq+99pruuecetW/fXrGxsb7jPtT8+uuvWrRokX799VfVqlVL0qlb9j/++GMtWrRIjz/+eNDW/f777+uGG27QyZMnVbNmTa1YsSLfWF9AeUYOZS9Ucqi8cRK7du2qxYsX+7V17tzZ746k01122WW6+eab9dxzz+nnn3/2/VTs888/12WXXaZx48apdevWGjZsmBYuXOj7yec333yjl19+WQMHDtRll10mSUXOs+z0799fl1xyiR544AHt2rVLzZs311tvvVXkCzYPPPCA/u///k99+/bV+PHjVaVKFb388svauXOn3nzzzVINmdCoUSNdeumluvPOO5WVlaVZs2apatWq+stf/iLp1J3WXbt21ZNPPqmcnBydd955Wr58eb67EUuiefPm6t69u9q2basqVarou+++0xtvvKFx48b55pkzZ44uvfRSXXDBBRo1apQaNGigAwcOaO3atdq7d69+/PFHSdJf/vIXLV68WJdffrnuuusuxcTE6B//+Ifq1q2rP/74I6B3GBU1puJo27at5s2bp0cffVSNGjVS9erV8/1iAbB0dh62h/LozEcIf/nll+biiy82UVFRplatWuYvf/mL7zGfpz/O0xhjvvjiC3P55ZebuLg4ExMTY1q1amVmz57tN8/KlSvNJZdcYqKiokx8fLzp37+/2bx5s988eY9A3bx5s7nmmmtMXFycqVy5shk3bpzJyMjwm/e9994zrVq1MpGRkaZevXpm+vTp5sUXX8z3uFKrRwi//vrrfv3lPdK1sMfJGmPMsWPHTFhYmImLi/N71P3ixYuNJHPzzTfnWyY5Odnyca1bt241Xbt2NVFRUUaS71HAebGmpKQUGpNVH8aceqRx7969TWxsrImOjjaXXXaZ3+NbC5Kbm2vat29vateu7feoVWP+97jl1157rdC4XnzxRXPhhRcat9ttKleubLp162ZWrFjhN8/zzz9vmjZtaiIiIkyNGjXMnXfeme+R1MYY89prr/n6qlKlirnxxhv9Hr9rjDHDhg0zMTExBcaSkZFhxo8fb6pWrWpiYmJM//79zZ49e4r8GR84cMCMGDHCVKtWzbhcLnPBBRcUeLzY7esz6f8/cnjx4sWmcePGxu12mwsvvDDfOXbkyBHfumNjY03v3r3N1q1bTXJyst++zjuPv/322yKtf8GCBaZr166matWqxu12m4YNG5r77rvPpKWl5dv2sWPHmjp16piIiAiTlJRkevbsaRYuXOg33y+//GL69etnoqKiTGJiorn33nvNm2++aSSZr7/+2m/e77//3gwaNMi37uTkZHPdddeZTz75xDdP3nfC77//7res1X7u1q2badGihe99cc73EydOmKFDh5pKlSoZSSY5OblIn+G5QJJ5++23fe/ff/99I8nExMT4vcLDw811111njDFmy5YtRpLt6/777y/S+k534sQJ8/PPP5u1a9eaW2+91dSrV88cOHAg0JsMBBQ5FDlUQTFbfTcW9jnl5uaap556yjRt2tS4XC6TmJho+vbta9avX++bJycnx0yZMsXUr1/fREREmDp16phJkyaZzMzMfP0VJc868//P0x0+fNjcfPPNJj4+3iQkJJibb77ZfP/990Xe5zt27DDXXHONqVSpkomMjDQdOnQw77//fr758nKiwuQdb0899ZR5+umnTZ06dYzb7TZdunQxP/74o9+8e/fuNVdffbWpVKmSSUhIMNdee63Zv39/vmPDKt+w8uijj5oOHTqYSpUqmaioKNO0aVPz2GOPmezs7Hzbfsstt5ikpCQTERFhzjvvPPOnP/3JvPHGG37zff/996ZLly7G7Xab2rVrm2nTppnnnnvOSDKpqam++azOhYI+u9M/p+LGZJVP5p1Xp3+Ppaammn79+pm4uDgjye87AyiMwxhGFAtVL7zwgm677Tbt2bMn4IMkAghds2bN0sSJE7V3716/xyWj/HA4HHr77bc1cOBASdJrr72mG2+8UT/99FO+AUhjY2OVlJSk7OzsQh+5XrVq1QIHDz9zfXYaN26sW2+9VZMmTSry9gBnGzkUgECbMGGCFixYoBMnTlgOBg5UdPwEL4T99ttvcjgcto99BQA7GRkZfk+QyczM1IIFC9S4cWOKTxXIhRdeKI/H43tEekFcLpeaNm0a9Fi8Xq/f2G9AeUQOBaA0zsyfDh8+rFdffVWXXnopxSec0yhAhaADBw7ojTfe0Pz589WpUydFR0eXdUgAKqhBgwapbt26atOmjdLS0rR48WJt3bo14ANpovROnDjhNwbazp079cMPP6hKlSo6//zzdeONN+qWW27R008/rQsvvFC///67PvnkE7Vq1apIA9cWZ31169ZVenq6HnvsMQ0YMEA1a9bUoUOHNGfOHO3bt0/XXnttQLYZCDRyKACB0KlTJ3Xv3l3NmjXTgQMH9MILL+jYsWN66KGHyjo0IKj4CV4IWr16ta688kp16NBBf//739W4ceOyDglABTVr1iz94x//0K5du+TxeNS8eXP95S9/0fXXX1/WoeEMq1ev9g1Ue7phw4bppZdeUk5Ojh599FG98sor2rdvn6pVq6aLL75YU6ZM0QUXXBDw9WVmZmro0KFat26dDh06pKpVq6p9+/b629/+pvbt25doG4FgI4cCEAgPPvig3njjDe3du1cOh0MXXXSRUlJS1KtXr7IODQgqClAAAOCcMGfOHD311FNKTU1V69atNXv2bHXo0MFy/tdff10PPfSQdu3apcaNG2v69OkFPuYeAADgXFXc/Kk0Sv4cTAAAgHLitdde0z333KOUlBRt2LBBrVu3Vu/evXXw4MEC5//qq680ZMgQjRw5Ut9//70GDhyogQMHatOmTWc5cgAAgLJR3PyptLgDCgAAVHgdO3ZU+/bt9fzzz0s6NZh5nTp1dNddd+mBBx7IN//111+v9PR0vf/++75pF198sdq0aaP58+eftbgBAADKSnHzp9IKqUHIvV6v9u/fr7i4ODkcjrIOBwCAcskYo+PHj6tWrVpyOu1vls7MzFR2dnbQ4jjz/2u32y232+03LTs7W+vXr9ekSZN805xOp3r16qW1a9cW2PfatWt1zz33+E3r3bu33nnnncAEf44gdwIAoGhCIX8qrZAqQO3fv1916tQp6zAAAKgQ9uzZo9q1a1u2Z2Zmqn5yrFIPeoKy/tjYWJ04ccJvWkpKiiZPnuw37dChQ/J4PKpRo4bf9Bo1amjr1q0F9p2amlrg/KmpqaUP/BxC7gQAQPGcy/lTaYVUASouLk6SVHvy3+SMjMzX3uCBb892SDiHJH0SW9Yh4Bw2r05wrkIABTl2wqvki3b5/t+0kp2drdSDHm37rpbi4gI7rOTx4141abdfe/bsUXx8vG/6mVfvEFx5x8DuDfUUH5t/H2eZHMtlM7zWbZKUabzWy9oMEJFpwizbThrr1DbTRNjGk+F1lWjZk8ZmOa/1chle+2M502ZbMjzW68zy2ixns43ZXuvP9dQ6rbcl22admR7rNrvlXM5c23giw6zb7ZaNCrM+Ll1O6z8Go5z2dyq4bddpvWykw2Y5Z5b1ck778yvaYbdO62XtttNuuWib7Ti1rM1na3NzZaTD+v+WKKf9Oe122LcDgUb+VLiQKkDl3YbmjIwssAAVzpcUSsEVa53UAaUVH+D/nICiKOpPriJjpagA1+Bz/n8BIj4+3i+BKki1atUUFhamAwcO+E0/cOCAkpKSClwmKSmpWPOHqrxjID7WWeD3UJax/m4K99p/b0XYFJnCbNrCbdbpsGkLs2mTJIdNAcZpU/QyNkUUh02b3XKnZrBu99oUg2TTr8emIGa3nCR5bNZpbIpMHps2u88gopCfr0SEWbe7bNusv9fsCldup/2wuW6ndb+RYdbF1kibr9kom4JYZCHxRNst67COJ9rmc7crBsXYtJ1a1jre6BIWoOxilSR3ITEBwXIu50+lxVkJAABKJVde5QT4lSvrP5DO5HK51LZtW33yySe+aV6vV5988ok6depU4DKdOnXym1+SVqxYYTk/AABAIFXE/Km0QuoOKAAAEHg5xignwA/VLW5/99xzj4YNG6Z27dqpQ4cOmjVrltLT0zVixAhJ0i233KLzzjtP06ZNkyTdfffd6tatm55++mn169dP//znP/Xdd99p4cKFAd0OAACAglSE/CnQKEABAIBSyTZG2QFOoIrb3/XXX6/ff/9dDz/8sFJTU9WmTRt9/PHHvoE1f/31V78n0nTu3FlLly7V3/72Nz344INq3Lix3nnnHbVs2TKg2wEAAFCQipA/BZrDmABvcTl27NgxJSQkqLuuYrwnBNz2mReXdQg4h+24fn5Zh4AQcuy4V5XP/0VpaWm24wfk/b/63U81FBvgccpOHPeqXYsDhcaA4Mrbx0f+26DAMaBOeq0HLD5hM0C5JKV7rVPQ4zbjHx23GUg73WZg7+PeqELise7XbtmTNsud8OQfc9TXlms/IKzdgOEncm0GPrcZq+mkzXJZNmM1SVJGjs0g5B7rMbKycqz7zfXYjCFmM26SJLkjbAYhD7MZ8DrC+rh02wxsHh1uPwh5pM3g5rE2y9oN+h0bbj0IeWxYpm080Tb9xjkzLNtiSrycdaynlrXp12YA8xibsbViC/l7LtrJ+Kw4u8ifCldhxoCaNm2a2rdvr7i4OFWvXl0DBw7Utm3byjosAABCXracQXmh9MifAAAon0Ixfyrf0Z1mzZo1Gjt2rL7++mutWLFCOTk5uuKKK5Senl7WoQEAENJyjDMoL5Qe+RMAAOVTKOZPFWYMqI8//tjv/UsvvaTq1atr/fr16tq1axlFBQAAck1YwBOeXFO0RxjDHvkTAADlUyjmTxWmAHWmtLQ0SVKVKlUs58nKylJW1v9+j3zs2LGgxwUAQKjJNOEKM9ZjwJSsT+sxXFByheVP5E4AAJwdoZg/VcgClNfr1YQJE3TJJZfYPq1m2rRpmjJlylmMDACA0JNtwhQR4AQqO2QekXL2FCV/IncCAODsCMX8qXz/QNDC2LFjtWnTJv3zn/+0nW/SpElKS0vzvfbs2XOWIgQAIHTkKkw5AX7lKrAJGYqWP5E7AQBwdoRi/lTh7oAaN26c3n//fX322WeqXbu27bxut1tut/0jbgEAQOnkmHDlBPgKXk45H8Ogoilq/kTuBADA2RGK+VOFKUAZY3TXXXfp7bff1urVq1W/fv0S95X0Saxcsa4ARgdIy+rOL+sQAKBMZJswhYfYLeQVRSDzp4LkyHqsiXSv/U5M80ZYth32Rlu2HfXEWC/nibVenyfKNp4jOdb9Hsu1XvZojnXbiRzrYt5xmzZJOplj/flkZpesLSfH+jz1ZBVyDmdb/3DCYdPmzLb+Y8iZY92WFWF//Bx3Wbcbl9d6QZu2MLf18RwRYT+uSqQrp0Rt0RHWbXERWZZtsTZtklQpIsOyLT7cuq1yhPUTMhPCrJerGnbCNp7MMOt+vc6TNktafz7usPI91g1QmFDMnypMAWrs2LFaunSp3n33XcXFxSk1NVWSlJCQoKgo+4QCAAAET5YJl9Mb2JQiq5xfwasoyJ8AACifQjF/qjAFqHnz5kmSunfv7jd90aJFGj58+NkPCAAASDp1C3m4CWxKkVPOr+BVFORPAACUT6GYP1WYApQx5fyTBAAgROUE4RbyHP7fDwjyJwAAyqdQzJ8qTAEKAACUT6GYQAEAAJRGKOZPFKAAAECpZJkIOQJ8C3l5H8MAAACgNEIxf6IABQAASiXHOBUW8Ct4Nk+xAgAAqOBCMX8KyQLUV982kzMysqzDwDlmRFkHUIFNqvlxWYdQ7p0fYf14cKCs5XjDFRbgp7jkeMv3LeQoPY9KdpXWbjmvzZVfr3EW0q91e47NsnbrzLVZzuMtJB6b9lybNo/HOh5j0ya7tkLaHbklbMuxXp3DYR+Pw+bjM2El2067z8fjtI/Hdp+UsM3u+LE77iT7Y9buWLc7T+zWWdLzubTLAhVZKOZPIVmAAgAAgZNrwpQT4Ct4ueX8Ch4AAEBphGL+RAEKAACUSpY3XArwFbyscn4FDwAAoDRCMX+iAAUAAEolx4TJGWJjGAAAAJRGKOZPFKAAAECpeLxhyvUGNoHyeMt3AgUAAFAaoZg/UYACAAClkmMcchQywHNJ+gQAADhXhWL+FNitBQAAISfXhAXlBQAAcK6qSPnTrl27NHLkSNWvX19RUVFq2LChUlJSlJ2dXax+uAMKCJBFdT8v6xAqsJiyDgBAKWR5w2U8gU0psoN0C/muXbv0yCOPaNWqVUpNTVWtWrV000036a9//atcLpflct27d9eaNWv8po0ePVrz588PSpzljcd45SlgXFO7sSYyC7mqm26sP++jHuv/F+za/siNtWw7nGP/f80fNu1HsqIt247nuK3bsqzbTmZZb78kZWdZn1O5Nm0my/pzd9i0hdm0SVKYzd8YYZnWV9yddstlWbd5rD86SZLXZb1OT6RNm8v6jzOv27otx23/nZTrjrBsy7JpO+nOtWmzXi7Dpk2STuZaH1/ZNoMe53qtjwNPhHWb02E/8HGYrNsjHB7Ltmhj/fmU97FugMJUpPxp69at8nq9WrBggRo1aqRNmzZp1KhRSk9P14wZM4rcDwUoAABQKh7jVG6AbyH3BLi/PKVJoEaNGqWpU6f63kdHWxclAAAA7FSk/KlPnz7q06eP732DBg20bds2zZs3jwIUAAA4e3K9YXIEeBDNQA/Kmac0CVR0dLSSkpKCEhcAAAgtwcyfjh075jfd7XbL7S7k1tJiSktLU5UqVYq1DGNAAQCAUsn9/1fwAv2STiVQp7+ysmx+s1NCRU2glixZomrVqqlly5aaNGmSTp48GfBYAABAaAhm/lSnTh0lJCT4XtOmTQto7Nu3b9fs2bM1evToYi3HHVAAAKBUsj1hMp7AXsHL+f/91alTx296SkqKJk+eHLD15CVQhd39NHToUCUnJ6tWrVrauHGj7r//fm3btk1vvfVWwGIBAAChI5j50549exQfH++bbnX30wMPPKDp06fb9rllyxY1bdrU937fvn3q06ePrr32Wo0aNapY8VGAAgAApeIJwmOEPf//McLlJYG6/fbbff++4IILVLNmTfXs2VM7duxQw4YNC90eAACA0wUzf4qPj/fLn6zce++9Gj58uO08DRo08P17//79uuyyy9S5c2ctXLiw2PFRgAIAAKWS63VKNk9OKnGfKr8JVMeOHSWduoOKAhQAACiuYOZPRZWYmKjExMQizbtv3z5ddtllatu2rRYtWiSns/ixh2QBqnP7LXLF2j/6FiiuLmOL9/tXoDg+n7OgrEMALHm8TjkCnEB5ynkC9cMPP0iSatasWexlK6K306so2pH/ZwI9ovdaLpNl7H9WcNJrPRjqUY/1EwYP5lgXJA9mx1m3ZVm3SdLhzBjLtrTMSMu2ExnW25GVEWHZ5s2wT8MdGdafX3iGw7ItzKYtPMN6feGFDGkWlmEs2yJOWj/2264tPN1j2ZYbY3/85ERbn7c50dafgSfKui032nqduVH28XiirD+f3Cjr4yAnyvozyIiy/nvlRJT9YMLHo6zHy0vPte43I9ImVptz2ivrz1WSwmR9HMQ4rWPNcli3eZVru06gvCsP+VNR7du3T927d1dycrJmzJih33//3ddWnAe0hGQBCgAABE6ucUoBvoU80I8lzlOUBGrfvn3q2bOnXnnlFXXo0EE7duzQ0qVLdeWVV6pq1arauHGjJk6cqK5du6pVq1ZBiRMAAJzbKlL+tGLFCm3fvl3bt29X7dq1/dqMsS7An4kCFAAAKJVcT5gU4EE0cwPcX56iJFA5OTnatm2b7yl3LpdLK1eu1KxZs5Senq46depo8ODB+tvf/haUGAEAwLmvIuVPw4cPL3Sog6KgAAUAAErFaxzyeO1/flGSPoOhKAlUvXr1/K7m1alTR2vWrAlKPAAAIDRVpPwpUChAAQCAUvEE4RZyT5BuIQcAACgPQjF/ogAFAABKxeN1SAG+ghfoK4IAAADlSSjmTxSgAABAqeR6wmQCPOaAJ0hjGAAAAJQHoZg/UYACAACl4vVKjkCPYWD9xG4AAIAKLxTzp5AsQM2rs1bxcfl/G9nwtTvKIBqcK3bMmV/WIQBAmfAahxwBHvSyvA+iGWq2ZNSSOywi3/RNGbULmPuUvvE/2vZ52BNr2XYoN86yLTUrwbJtf0a8dZ8Z1uuTpCMnoyzbTqa7Ldu8J/J/LnmcJ63H4nCl2x/jETbt4ek2y52wfhy264T1Xyau4/Z/tUQcz7FsC0vLtGxzpp2wbDNpxyzbHAnW+1KSvAnW+9OTEGnZlhNnvb+yC/j7wNcWaz+uSk6s9f7KjbFuy7Fpy42xvpMhI9p6OyQpK9a6PSPGui0r1/rPw2ybOyu8hYw7E+HwWLZFOq2PrThnhnU8xno5oCIIxfwpJAtQAAAgcIzXIRPgK3iB7g8AAKA8CcX8iQIUAAAoFeN1yBtiCRQAAEBphGL+RAEKAACUitfjlDyBfeyvN8D9AQAAlCehmD9RgAIAAKUSireQAwAAlEYo5k8UoAAAQKkYE4QEqpwPogkAAFAaoZg/UYACAAClYxynXoHuEwAA4FwVgvlTSBagWr91q5yR1o9nBUqi4Wt3lHUIOIftuH5+WYcAWPM4Tr0C3ScqtI+OtbZtPz/yN8u2HGP9uPccm8e9Z3tL9gh5ScrNtW43udbrdNgcq85s67Ywm7ZTy1q3hWUZy7Zwu7YMu7Zc23jC0q0DcqZnWLaZE+mWbZ5jx6zXF2a/v5zhNu3h1vvLhFt/7t7wCOu2COvP7lS7XZvNcWDTZtencdsfP3bHrN2xbnee2J1fduflqXbrfj02fzB7ZN2v13aNQAUQgvlTSBagAABA4BjvqVeg+wQAADhXhWL+RAEKAACUisPrkCPAYxgEuj8AAIDyJBTzp/L9jL4CzJkzR/Xq1VNkZKQ6duyob775pqxDAgAgtHkdwXkhYMifAAAoZ0Iwf6pQBajXXntN99xzj1JSUrRhwwa1bt1avXv31sGDB8s6NAAAQpc3SC8EBPkTAADlUAjmTxWqAPXMM89o1KhRGjFihJo3b6758+crOjpaL774YlmHBgBAyHJ4HEF5ITDInwAAKH9CMX8qUQGqR48emjJlSr7pR44cUY8ePUodVEGys7O1fv169erVyzfN6XSqV69eWrt2bYHLZGVl6dixY34vAAAQYCZIr3NIWeROUvHzJ3InAADOkhDMn0o0CPnq1av1n//8R99//72WLFmimJgYSaeSnDVr1gQ0wDyHDh2Sx+NRjRo1/KbXqFFDW7duLXCZadOmFZjs/TjoRcXHVaibv1ABtFh7Y1mHAABlwmGCMIimzWO5K6KyyJ2k4udPVrkTAAAIrFDMn0pchVm5cqVSU1N18cUXa9euXQEMKXAmTZqktLQ032vPnj1lHRIAAOeeEBzDoCTInQAAgE8FzZ+ysrLUpk0bORwO/fDDD8VatsQFqJo1a2rNmjW64IIL1L59e61evbqkXRVJtWrVFBYWpgMHDvhNP3DggJKSkgpcxu12Kz4+3u8FAAACy+EJzutcc7ZzJ6n4+RO5EwAAZ0dFzZ/+8pe/qFatWiVatkQFKIfj1G1dbrdbS5cu1d13360+ffpo7ty5JQqiKFwul9q2batPPvnEN83r9eqTTz5Rp06dgrZeAABgz+F1BOV1LimL3EkifwIAoLyqiPnTRx99pOXLl2vGjBklWr5EBShj/Ee2+tvf/qYlS5bo6aefLlEQRXXPPffo73//u15++WVt2bJFd955p9LT0zVixIigrhcAAFhzeIPzCpZ69erJ4XD4vZ544gnbZTIzMzV27FhVrVpVsbGxGjx4cL67iuyUVe4kkT8BAFAeBTN/OvOBIllZWaWO98CBAxo1apReffVVRUdHl6iPEg1CvnPnTiUmJvpNGzx4sJo2barvvvuuRIEUxfXXX6/ff/9dDz/8sFJTU9WmTRt9/PHH+QbWBAAAZ1EwCkZBHsNg6tSpGjVqlO99XFyc7fwTJ07UBx98oNdff10JCQkaN26cBg0apC+//LJI6yur3EkifwIAoFwKYv5Up04dv8kpKSmaPHlyibs1xmj48OG644471K5duxKPZVmiAlRycnKB01u0aKEWLVqUKJCiGjdunMaNGxfUdQAAgKILxpgDef0dO3bMb7rb7Zbb7S51/3FxcZZjSJ4pLS1NL7zwgpYuXaoePXpIkhYtWqRmzZrp66+/1sUXX1xoH2WZO0nkTwAAlDfBzJ/27NnjN46jVe70wAMPaPr06bZ9btmyRcuXL9fx48c1adKkUsVXogIUgPwyf7W/eg6UCkO1oDwz//8V6D4V+Ct4eZ544gk98sgjqlu3roYOHaqJEycqPLzgtGj9+vXKyclRr169fNOaNm2qunXrau3atUUqQIWivvE/2rbvykm0bIuwycgjbC4Xu5y51m1h9ll+eLh1e3a49Tq9YdYHv9dl3ebJsQ1HzhzrcTw8buu2XJt+nVHWyzlz7f8scOTanOS51p+PM9f6cw3zWLc5YmNs4/HGRFm2eWJclm25UdbbmWvz+eTafOaS/T7xWocjj80xYnf8GJvjTpKcNses3bFud57YnV925+WpdpvjwGG9LWE2t8OW+GlaQHkRxPypqA8SuffeezV8+HDbeRo0aKBVq1Zp7dq1+QpZ7dq104033qiXX365SOFRgAIAAKXiMIG/hTzv75GiXsErjvHjx+uiiy5SlSpV9NVXX2nSpEn67bff9MwzzxQ4f2pqqlwulypVquQ3vUaNGkpNTS11PAAAIPQEM38qqsTExHxDBBTkueee06OPPup7v3//fvXu3VuvvfaaOnbsWOT1UYACAAClEoxBw/P6K+oVvKLeQt60aVPdc889vmmtWrWSy+XS6NGjNW3atIAUuAAAAAoTzPwp0OrWrev3PjY2VpLUsGFD1a5du8j9UIACAAClUh4SqKLeQl6Qjh07Kjc3V7t27VKTJk3ytSclJSk7O1tHjx71uwvqwIEDRR5HCgAA4HTlIX862yhAAQCAUgnmIJpFVdRbyAvyww8/yOl0qnr16gW2t23bVhEREfrkk080ePBgSdK2bdv066+/qlMnBmgDAADFVx7yp5KqV6+ejCn+AFYUoAAAQOl4JZtxYkveZxCsXbtW69at02WXXaa4uDitXbtWEydO1E033aTKlStLkvbt26eePXvqlVdeUYcOHZSQkKCRI0fqnnvuUZUqVRQfH6+77rpLnTp1YgByAABQMhUofwoUClAAAKBUKtIt5G63W//85z81efJkZWVlqX79+po4caLfuFA5OTnatm2bTp486Zs2c+ZMOZ1ODR48WFlZWerdu7fmzp0bnCABAMA5ryLlT4FCAQoAAJRKRUqgLrroIn399de28xR0W3lkZKTmzJmjOXPmBCcwAAAQUipS/hQoIVmAunNPJ7liXfmmf7a2RRlEg3PFjuvnl3UICJAsk1PWIRQgoqwDACyFYgIVappF7Vd0VFi+6T2i91ousz/XPs2sGnbCsi0z3Po7L8edP448TpsDxxVmPzCGOzzXsi3NZf3/wolI6ycnZmVYb0d2rP3nk5NhvZ3hGQ7LtjCbtnC7Pk9at53q1zreiJORNm3WT7EMT69h2ZYbYx9PTrTTps36M/BEWbflRluvLzfKNhx5oqzHQsm1aTNR1selM8r6mIyKss9VYqOyLNsSIjMt26pGplu2VXcft25zWbdJUrVw63a774IYh/V2uhzW+xKoCEIxfwrJAhQAAAicUEygAAAASiMU8ycKUAAAoFQcJggJVPEfrAIAAFBhhGL+RAEKAACUSihewQMAACiNUMyfKEABAIBSCcUECgAAoDRCMX+iAAUAAErF4Tn1CnSfAAAA56pQzJ8oQAEAgFJxeI0c3sAOOhDo/gAAAMqTUMyfQrIAdU3VbxUTl//RrkP6f10G0QAob9wO68dmA8gvFG8hDzVXx/yh+Nj8j70/YrOf3IVcho12Wj8mvlLYScs2j/LHkccp68Q7opB4osKsH/ceEx5t2Xbc7bZui7JuO5nlso0nO8s6Tc+1acvJsv58HDZtTps2SQrLtmnLtOk327otzGY7PNYfnSTJa/PxeSKtjwOPy7rN67Y+oI1NmyQ5bNrD3bmWbS6btmi39Yce57Y+fyQpLsK6vbLb+vyqEpFu2VbVpq1axHHbeOzOabvvArvvEfsjFij/QjF/CskCFAAACJxQTKAAAABKIxTzJwpQAACgVEJxDAMAAIDSCMX8iQIUAAAoHRP4MQxkyvcYBgAAAKUSgvkTBSgAAFAqoXgLOQAAQGmEYv5EAQoAAJSKwyM5AjwabHm/hRwAAKA0QjF/ogAFAABKJRQfIwwAAFAaoZg/hWQB6o3D7eUq5NG3QHHVq/lxWYdQYU37rU9Zh1DuLar7eVmHAFhyeiRngK/gOcv5FbxQE+ZwKqyAy7QRNpduIwu5DBvjsH7EfE6Y9ePePXJYtnmNdVtYIb9LCHdat7ucuZZt0eGRlm1R4TmWbSci3LbxnHRHWLZlZFu3ZWVZp/eenDDrtizrNknyZFvva2eWTVu29T5xWh8C8haSqntd1n9ked02+9pl3eZ0Wx+z4RH2x7PbbX2MRLmsj4PoCOu2WFeWZVt8RKZtPHE27ZUiMizbqoRbn3sJYSet+7Q5Zwtrt/suiLQ5byMc9scsUN6FYv4UkgUoAAAQOKF4BQ8AAKA0QjF/ogAFAABKJRQH0QQAACiNUMyfAnzDFwAACDkeE5wXAADAuaoC5k8ffPCBOnbsqKioKFWuXFkDBw4s1vLcAQUAAErF6TVyBjjhcZbzW8gBAABKo6LlT2+++aZGjRqlxx9/XD169FBubq42bdpUrD4oQAEAgFIJxTEMAAAASqMi5U+5ubm6++679dRTT2nkyJG+6c2bNy9WPxSgAABAqTg8Rg5HgBMofoIHAADOYcHMn44dO+Y33e12y+22f/qqnQ0bNmjfvn1yOp268MILlZqaqjZt2uipp55Sy5Yti9xPSBagvvq2mZyR1o/Mxblvx/XzLdtG/NqlRH2OnHBPScPBOWR/V+vHTZdK3c+D0y8QCF5z6hXoPoNg9erVuuyyywps++abb9S+ffsC27p37641a9b4TRs9erTmz7f+/wT2wlSyfWy3nNMmkXcWMjJrmOwe927dZrfOcJvlwpyFxGPTHm7TlhtmHY/X7ryyWa6wdhNu02azmcZY/59p12eh7XbbYtPmsGkLK+TzsdsndvvSdj+X8LiT7I9Zu2Pd7jyxW2dJz+fSLgtUaEHMn+rUqeM3OSUlRZMnTy5xt7/88oskafLkyXrmmWdUr149Pf300+revbv++9//qkqVKkXqJyQLUAAAIHCcuUbOAP8B4cwNzh8knTt31m+//eY37aGHHtInn3yidu3a2S47atQoTZ061fc+Ojo6KDECAIBzXzDzpz179ig+Pt433erupwceeEDTp0+37XPLli3yek8Vp//6179q8ODBkqRFixapdu3aev311zV69OgixUcBCgAAlE4FugPK5XIpKSnJ9z4nJ0fvvvuu7rrrLjkc9ncwRkdH+y0LAABQYkHMn+Lj4/0KUFbuvfdeDR8+3HaeBg0a+C7enT7mk9vtVoMGDfTrr78WOTwKUAAAoFQcXq8cXvufE5WkTynwYxic6b333tPhw4c1YsSIQuddsmSJFi9erKSkJPXv318PPfQQd0EBAIASCWb+VFSJiYlKTEwsdL62bdvK7XZr27ZtuvTSSyWduoi3a9cuJScnF3l9FKAAAECpOLwm4IOGO4I0hsGZXnjhBfXu3Vu1a9e2nW/o0KFKTk5WrVq1tHHjRt1///3atm2b3nrrrYDFAgAAQkcw86dAi4+P1x133KGUlBTVqVNHycnJeuqppyRJ1157bZH7oQAFAABKx2ukQgZ4LlGfCvwYBk2bNvW937t3r5YtW6Z//etfhYZz++23+/59wQUXqGbNmurZs6d27Nihhg0bFro8AACAnyDmT8Hw1FNPKTw8XDfffLMyMjLUsWNHrVq1SpUrVy5yHxWiALVr1y498sgjWrVqlVJTU1WrVi3ddNNN+utf/yqXy1XW4QEAENIcuV457B51VZI+Paf6C/QYBqdbtGiRqlatqgEDBhQ7vo4dO0qStm/fXm4LUORPAACUX8HMn4IhIiJCM2bM0IwZM0rcR4UoQG3dulVer1cLFixQo0aNtGnTJo0aNUrp6eml2ngAABAAXm8QruAFZwyDPMYYLVq0SLfccosiIiKKG51++OEHSVLNmjWLvezZQv4EAEA5Vg7yp7OtQhSg+vTpoz59+vjeN2jQQNu2bdO8efNIoFAiDV+7I+B97pgzP+B9AkBF4PAYOQL8GOFAj4lwplWrVmnnzp267bbb8rXt27dPPXv21CuvvKIOHTpox44dWrp0qa688kpVrVpVGzdu1MSJE9W1a1e1atUqqHGWxtnInyIUZtkW4ywsCc6xbHE60i3bIh3Wy8U5MyzbjodF2UaTHp5mvazXetmTXuu7yU54Iq3bcu0H08+w6zfXui3TY11QPWmzXJbH/s+CjBzrfrM91sdBVo51v7kep2VbeJj98eOOyLVsc4V5LNuiIqyPH3eYdZ/R4dm28USGWfcba7NslNO6LTY8y7otLNM2nmibfu3Ok5gSL2cd66llbfp1WH/uMU7rp5Paff8AFUFFzJ9Kq0IUoAqSlpamKlWq2M6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", 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" ] @@ -390,7 +372,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 9, "id": "798defb2", "metadata": {}, "outputs": [ @@ -445,7 +427,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 11, "id": "eb0239b7-495c-4045-9dbf-be72666c9982", "metadata": {}, "outputs": [], @@ -470,7 +452,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 12, "id": "692f2b4f", "metadata": {}, "outputs": [ @@ -478,7 +460,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "UnstructuredGrid (0x7c811bf13160)\n", + "UnstructuredGrid (0x7daedc2d1960)\n", " N Cells: 32768\n", " N Points: 36465\n", " X Bounds: -1.000e+01, 1.000e+01\n", @@ -502,13 +484,13 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 28, "id": "1e432352", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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", 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" ] @@ -547,7 +529,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": 13, "id": "9ea51a40", "metadata": { "editable": true, @@ -653,20 +635,20 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 14, "id": "f13a55ca-8d4e-4633-8ed7-65d05401f0c2", "metadata": {}, "outputs": [], "source": [ "# load the Finite Element Method Tesseract\n", - "# fem_tess = Tesseract.from_tesseract_api(\"pymapdl_tess/tesseract_api.py\")\n", - "fem_tess = Tesseract.from_image(\"pymapdl_tess\")\n", - "fem_tess.serve()" + "fem_tess = Tesseract.from_tesseract_api(\"pymapdl_tess/tesseract_api.py\")\n", + "#fem_tess = Tesseract.from_image(\"pymapdl_tess\")\n", + "#fem_tess.serve()" ] }, { "cell_type": "code", - "execution_count": 17, + "execution_count": 32, "id": "b4aea57f", "metadata": { "editable": true, @@ -676,11 +658,176 @@ "tags": [] }, "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "2025-11-25 12:39:02,579 - tesseract_api - INFO - Starting solve...\n", + "2025-11-25 12:39:02,581 - tesseract_api - INFO - Starting SIMP elasticity analysis...\n", + "2025-11-25 12:39:02,582 - tesseract_api - INFO - Starting _create_mesh...\n", + "2025-11-25 12:39:02,611 - tesseract_api - INFO - Starting _define_element...\n", + "2025-11-25 12:39:02,661 - tesseract_api - INFO - Completed _define_element in 0.0505 seconds\n", + "2025-11-25 12:39:02,664 - tesseract_api - INFO - Creating 5049 nodes...\n", + "2025-11-25 12:39:04,419 - tesseract_api - INFO - Creating 4096 hexahedral elements...\n", + "2025-11-25 12:39:06,257 - tesseract_api - INFO - Mesh created: 5049 nodes, 4096 elements\n", + "2025-11-25 12:39:06,259 - tesseract_api - INFO - Verified: Node and element numbering is sequential (1, 2, 3, ...)\n", + "2025-11-25 12:39:06,260 - tesseract_api - INFO - Completed _create_mesh in 3.6782 seconds\n", + "2025-11-25 12:39:06,261 - tesseract_api - INFO - Starting _define_simp_materials...\n", + "2025-11-25 12:39:07,923 - tesseract_api - INFO - Completed _define_simp_materials in 1.6622 seconds\n", + "2025-11-25 12:39:07,925 - tesseract_api - INFO - Starting _assign_materials_to_elements...\n", + "2025-11-25 12:39:09,418 - tesseract_api - INFO - Completed _assign_materials_to_elements in 1.4924 seconds\n", + "2025-11-25 12:39:09,419 - tesseract_api - INFO - Starting _apply_boundary_conditions...\n", + "2025-11-25 12:39:09,420 - tesseract_api - INFO - Applying Dirichlet BCs to 153 nodes\n", + "2025-11-25 12:39:09,421 - tesseract_api - INFO - Applying von Neumann BCs to 3 nodes\n", + "2025-11-25 12:39:09,422 - tesseract_api - DEBUG - Executing 156 boundary condition commands\n", + "2025-11-25 12:39:10,638 - tesseract_api - INFO - Completed _apply_boundary_conditions in 1.2194 seconds\n", + "2025-11-25 12:39:10,641 - tesseract_api - INFO - Starting _run_analysis...\n", + "2025-11-25 12:39:11,534 - tesseract_api - DEBUG - Analysis output: ***** MAPDL SOLVE COMMAND *****\n", + "\n", + " *** NOTE *** CP = 0.000 TIME= 00:00:00\n", + " There is no title defined for this analysis. \n", + "\n", + " *** SELECTION OF ELEMENT TECHNOLOGIES FOR APPLICABLE ELEMENTS ***\n", + " ---GIVE SUGGESTIONS ONLY---\n", + "\n", + " ELEMENT TYPE 1 IS SOLID185. IT IS ASSOCIATED WITH LINEAR MATERIALS ONLY\n", + " AND POISSON'S RATIO IS NOT GREATER THAN 0.49. KEYOPT(2)=3 IS SUGGESTED.\n", + "\n", + "\n", + " *****MAPDL VERIFICATION RUN ONLY*****\n", + " DO NOT USE RESULTS FOR PRODUCTION\n", + "\n", + " S O L U T I O N O P T I O N S\n", + "\n", + " PROBLEM DIMENSIONALITY. . . . . . . . . . . . .3-D \n", + " DEGREES OF FREEDOM. . . . . . UX UY UZ \n", + " ANALYSIS TYPE . . . . . . . . . . . . . . . . .STATIC (STEADY-STATE)\n", + " GLOBALLY ASSEMBLED MATRIX . . . . . . . . . . .SYMMETRIC \n", + "\n", + " *** NOTE *** CP = 0.000 TIME= 00:00:00\n", + " Present time 0 is less than or equal to the previous time. Time will \n", + " default to 1. \n", + "\n", + " \n", + " \n", + " D I S T R I B U T E D D O M A I N D E C O M P O S E R\n", + " \n", + " ...Number of elements: 4096\n", + " ...Number of nodes: 5049\n", + " ...Decompose to 0 CPU domains\n", + " ...Element load balance ratio = 0.000\n", + "\n", + "\n", + " L O A D S T E P O P T I O N S\n", + "\n", + " LOAD STEP NUMBER. . . . . . . . . . . . . . . . 1\n", + " TIME AT END OF THE LOAD STEP. . . . . . . . . . 1.0000 \n", + " NUMBER OF SUBSTEPS. . . . . . . . . . . . . . . 1\n", + " STEP CHANGE BOUNDARY CONDITIONS . . . . . . . . NO\n", + " PRINT OUTPUT CONTROLS . . . . . . . . . . . . .NO PRINTOUT\n", + " DATABASE OUTPUT CONTROLS. . . . . . . . . . . .ALL DATA WRITTEN\n", + " FOR THE LAST SUBSTEP\n", + "\n", + "\n", + "\n", + "\n", + " *********** PRECISE MASS SUMMARY ***********\n", + "\n", + " TOTAL RIGID BODY MASS MATRIX ABOUT ORIGIN\n", + " Translational mass | Coupled translational/rotational mass\n", + " 181.09 0.0000 0.0000 | 0.0000 -0.44096E-13 0.13888E-14\n", + " 0.0000 181.09 0.0000 | 0.44096E-13 0.0000 0.17621E-11\n", + " 0.0000 0.0000 181.09 | -0.13888E-14 -0.17621E-11 0.0000 \n", + " ------------------------------------------ | ------------------------------------------\n", + " | Rotational mass (inertia)\n", + " | 558.03 -0.14840E-13 0.12674E-13\n", + " | -0.18880E-13 6327.9 0.34666E-14\n", + " | -0.29503E-13 0.73715E-14 6109.4 \n", + "\n", + " TOTAL MASS = 181.09 \n", + " The mass principal axes coincide with the global Cartesian axes\n", + "\n", + " CENTER OF MASS (X,Y,Z)= 0.97309E-14 -0.76692E-17 -0.24351E-15\n", + "\n", + " TOTAL INERTIA ABOUT CENTER OF MASS\n", + " 558.03 -0.14840E-13 0.12674E-13\n", + " -0.14840E-13 6327.9 0.34666E-14\n", + " 0.12674E-13 0.34666E-14 6109.4 \n", + " The inertia principal axes coincide with the global Cartesian axes\n", + "\n", + "\n", + " *** MASS SUMMARY BY ELEMENT TYPE ***\n", + "\n", + " TYPE MASS\n", + " 1 181.088 \n", + "\n", + " Range of element maximum matrix coefficients in global coordinates\n", + " Maximum = 7.345403004E-02 at element 0. \n", + " Minimum = 1.216295613E-07 at element 0. \n", + "\n", + " *** ELEMENT MATRIX FORMULATION TIMES\n", + " TYPE NUMBER ENAME TOTAL CP AVE CP\n", + "\n", + " 1 4096 SOLID185 0.000 0.000000\n", + " Time at end of element matrix formulation CP = 0. \n", + "\n", + " DISTRIBUTED SPARSE MATRIX DIRECT SOLVER.\n", + " Number of equations = 14688, Maximum wavefront = 0\n", + " Memory available (MB) = 0.0 , Memory required (MB) = 0.0 \n", + "\n", + " Distributed sparse solver maximum pivot= 0 at node 0 . \n", + " Distributed sparse solver minimum pivot= 0 at node 0 . \n", + " Distributed sparse solver minimum pivot in absolute value= 0 at node 0 \n", + " . \n", + "\n", + " *** ELEMENT RESULT CALCULATION TIMES\n", + " TYPE NUMBER ENAME TOTAL CP AVE CP\n", + "\n", + " 1 4096 SOLID185 0.000 0.000000\n", + "\n", + " *** NODAL LOAD CALCULATION TIMES\n", + " TYPE NUMBER ENAME TOTAL CP AVE CP\n", + "\n", + " 1 4096 SOLID185 0.000 0.000000\n", + " *** LOAD STEP 1 SUBSTEP 1 COMPLETED. CUM ITER = 1\n", + " *** TIME = 1.00000 TIME INC = 1.00000 NEW TRIANG MATRIX\n", + "2025-11-25 12:39:11,535 - tesseract_api - INFO - Completed _run_analysis in 0.8945 seconds\n", + "2025-11-25 12:39:11,537 - tesseract_api - INFO - Starting _extract_displacement_constraints...\n", + "2025-11-25 12:39:11,589 - tesseract_api - INFO - Completed _extract_displacement_constraints in 0.0525 seconds\n", + "2025-11-25 12:39:11,591 - tesseract_api - INFO - Starting _extract_nodal_displacement...\n", + "2025-11-25 12:39:14,020 - tesseract_api - INFO - Completed _extract_nodal_displacement in 2.4288 seconds\n", + "2025-11-25 12:39:14,021 - tesseract_api - INFO - Starting _extract_nodal_force...\n", + "2025-11-25 12:39:16,265 - tesseract_api - INFO - Completed _extract_nodal_force in 2.2434 seconds\n", + "2025-11-25 12:39:16,266 - tesseract_api - INFO - Starting _extract_strain_energy...\n", + "2025-11-25 12:39:16,267 - tesseract_api - DEBUG - Extracting strain energy data...\n", + "2025-11-25 12:39:19,633 - tesseract_api - DEBUG - Strain energy reordered: first 5 values = [1.564160e-05 1.113360e-05 1.252962e-05 3.713673e-05 1.744512e-04]\n", + "2025-11-25 12:39:19,634 - tesseract_api - INFO - Completed _extract_strain_energy in 3.3686 seconds\n", + "2025-11-25 12:39:19,635 - tesseract_api - INFO - Starting _calculate_compliance...\n", + "2025-11-25 12:39:19,641 - tesseract_api - INFO - Completed _calculate_compliance in 0.0054 seconds\n", + "2025-11-25 12:39:19,644 - tesseract_api - INFO - Starting _calculate_sensitivity...\n", + "2025-11-25 12:39:19,648 - tesseract_api - INFO - Completed _calculate_sensitivity in 0.0038 seconds\n", + "2025-11-25 12:39:19,651 - tesseract_api - INFO - Starting _create_pvmesh...\n", + "2025-11-25 12:39:19,655 - tesseract_api - DEBUG - Creating PyVista results grid...\n", + "2025-11-25 12:39:21,863 - tesseract_api - DEBUG - Successfully loaded mesh directly from result.grid\n", + "2025-11-25 12:39:21,988 - tesseract_api - INFO - Exported results to mesh_density.vtk\n", + "2025-11-25 12:39:21,989 - tesseract_api - INFO - Completed _create_pvmesh in 2.3387 seconds\n", + "2025-11-25 12:39:21,990 - tesseract_api - INFO - SIMP analysis complete!\n", + "2025-11-25 12:39:22,020 - tesseract_api - DEBUG - MAPDL status: Mapdl\n", + "-----\n", + "PyMAPDL Version: 0.71.1\n", + "Interface: grpc\n", + "Product: Ansys Mechanical Enterprise\n", + "MAPDL Version: 24.2\n", + "Running on: 172.26.3.35\n", + " (172.26.3.35)\n", + "2025-11-25 12:39:22,022 - tesseract_api - INFO - Completed solve in 19.4436 seconds\n" + ] + }, { "name": "stdout", "output_type": "stream", "text": [ - "Compliance: 3282.4985\n" + "Compliance: 79.0651\n" ] } ], @@ -721,7 +868,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 15, "id": "7f7e055e", "metadata": {}, "outputs": [], @@ -757,7 +904,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 16, "id": "6c1dae2f", "metadata": {}, "outputs": [], @@ -838,7 +985,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": 35, "id": "cacf46cc", "metadata": { "editable": true, @@ -849,21 +996,18 @@ }, "outputs": [ { - "ename": "JaxRuntimeError", - "evalue": "INTERNAL: CpuCallback error calling callback: Traceback (most recent call last):\n File \"\", line 198, in _run_module_as_main\n File \"\", line 88, in _run_code\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel_launcher.py\", line 18, in \n File \"/anaconda/envs/fem/lib/python3.13/site-packages/traitlets/config/application.py\", line 1075, in launch_instance\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/kernelapp.py\", line 758, in start\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tornado/platform/asyncio.py\", line 211, in start\n File \"/anaconda/envs/fem/lib/python3.13/asyncio/base_events.py\", line 683, in run_forever\n File \"/anaconda/envs/fem/lib/python3.13/asyncio/base_events.py\", line 2050, in _run_once\n File \"/anaconda/envs/fem/lib/python3.13/asyncio/events.py\", line 89, in _run\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/kernelbase.py\", line 701, in shell_main\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/kernelbase.py\", line 469, in dispatch_shell\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/ipkernel.py\", line 379, in execute_request\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/kernelbase.py\", line 899, in execute_request\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/ipkernel.py\", line 471, in do_execute\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/zmqshell.py\", line 632, in run_cell\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/IPython/core/interactiveshell.py\", line 3116, in run_cell\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/IPython/core/interactiveshell.py\", line 3171, in _run_cell\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/IPython/core/async_helpers.py\", line 128, in _pseudo_sync_runner\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/IPython/core/interactiveshell.py\", line 3394, in run_cell_async\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/IPython/core/interactiveshell.py\", line 3639, in run_ast_nodes\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/IPython/core/interactiveshell.py\", line 3699, in run_code\n File \"/tmp/ipykernel_83763/616014104.py\", line 1, in \n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/traceback_util.py\", line 180, in reraise_with_filtered_traceback\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/api.py\", line 502, in value_and_grad_f\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/api.py\", line 2194, in _vjp\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py\", line 315, in vjp\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py\", line 287, in linearize\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py\", line 255, in direct_linearize\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/linear_util.py\", line 212, in call_wrapped\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/api_util.py\", line 106, in flatten_fun_nokwargs2\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/api_util.py\", line 292, in _argnums_partial\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/linear_util.py\", line 421, in _get_result_paths_thunk\n File \"/tmp/ipykernel_83763/50847115.py\", line 43, in loss\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_jax/primitive.py\", line 384, in apply_tesseract\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 632, in bind\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 648, in _true_bind\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 660, in bind_with_trace\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py\", line 924, in process_primitive\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py\", line 1135, in fallback_linearize_rule\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py\", line 1169, in linearize_from_jvp\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/linear_util.py\", line 212, in call_wrapped\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/linear_util.py\", line 421, in _get_result_paths_thunk\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_jax/primitive.py\", line 126, in tesseract_dispatch_jvp_rule\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 632, in bind\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 648, in _true_bind\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 660, in bind_with_trace\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/partial_eval.py\", line 224, in process_primitive\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/partial_eval.py\", line 233, in default_process_primitive\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 660, in bind_with_trace\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 1189, in process_primitive\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/dispatch.py\", line 94, in apply_primitive\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/traceback_util.py\", line 180, in reraise_with_filtered_traceback\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/pjit.py\", line 263, in cache_miss\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/pjit.py\", line 146, in _python_pjit_helper\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/pjit.py\", line 1622, in _pjit_call_impl_python\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/profiler.py\", line 359, in wrapper\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/pxla.py\", line 1371, in __call__\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/callback.py\", line 784, in _wrapped_callback\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_jax/primitive.py\", line 208, in _dispatch\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_jax/tesseract_compat.py\", line 160, in apply\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 35, in wrapper\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 325, in apply\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 619, in run_tesseract\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 539, in _request\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/requests/api.py\", line 59, in request\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/requests/sessions.py\", line 589, in request\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/requests/sessions.py\", line 703, in send\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/requests/adapters.py\", line 708, in send\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/urllib3/connectionpool.py\", line 864, in urlopen\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/urllib3/connectionpool.py\", line 535, in _make_request\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/urllib3/connection.py\", line 565, in getresponse\n File \"/anaconda/envs/fem/lib/python3.13/http/client.py\", line 1447, in getresponse\n File \"/anaconda/envs/fem/lib/python3.13/http/client.py\", line 331, in begin\n File \"/anaconda/envs/fem/lib/python3.13/http/client.py\", line 292, in _read_status\n File \"/anaconda/envs/fem/lib/python3.13/socket.py\", line 723, in readinto\nKeyboardInterrupt: ", - "output_type": "error", - "traceback": [ - "\u001b[31m---------------------------------------------------------------------------\u001b[39m", - "\u001b[31mJaxRuntimeError\u001b[39m Traceback (most recent call last)", - "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[21]\u001b[39m\u001b[32m, line 1\u001b[39m\n\u001b[32m----> \u001b[39m\u001b[32m1\u001b[39m (loss_value, aux), grads = \u001b[43mgrad_fn\u001b[49m\u001b[43m(\u001b[49m\u001b[43minitial_params\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43miteration\u001b[49m\u001b[43m=\u001b[49m\u001b[32;43m0\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[32m 2\u001b[39m \u001b[38;5;28mprint\u001b[39m(\u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33mloss \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mloss_value\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m, grads \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mgrads\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m\"\u001b[39m)\n", - " \u001b[31m[... skipping hidden 10 frame]\u001b[39m\n", - "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[19]\u001b[39m\u001b[32m, line 43\u001b[39m, in \u001b[36mloss\u001b[39m\u001b[34m(params, iteration)\u001b[39m\n\u001b[32m 38\u001b[39m von_neumann_idx = jnp.where(van_neumann_mask)[\u001b[32m0\u001b[39m]\n\u001b[32m 39\u001b[39m von_neumann_values = jnp.array([\u001b[32m0\u001b[39m, \u001b[32m0.0\u001b[39m, \u001b[32m0.1\u001b[39m]) + jnp.zeros(\n\u001b[32m 40\u001b[39m (von_neumann_idx.shape[\u001b[32m0\u001b[39m], \u001b[32m3\u001b[39m)\n\u001b[32m 41\u001b[39m )\n\u001b[32m---> \u001b[39m\u001b[32m43\u001b[39m c = \u001b[43mapply_tesseract\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 44\u001b[39m \u001b[43m \u001b[49m\u001b[43mfem_tess\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 45\u001b[39m \u001b[43m \u001b[49m\u001b[43m{\u001b[49m\n\u001b[32m 46\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mdirichlet_mask\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mdirichlet_idx\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 47\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mdirichlet_values\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mjnp\u001b[49m\u001b[43m.\u001b[49m\u001b[43mzeros\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdirichlet_idx\u001b[49m\u001b[43m.\u001b[49m\u001b[43msize\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 48\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mvan_neumann_mask\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mvon_neumann_idx\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 49\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mvan_neumann_values\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mvon_neumann_values\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 50\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mhex_mesh\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mhex_mesh\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 51\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mhost\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mHOST\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 52\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mport\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mPORT\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 53\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mrho\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mjnp\u001b[49m\u001b[43m.\u001b[49m\u001b[43mexpand_dims\u001b[49m\u001b[43m(\u001b[49m\u001b[43mrho_grid\u001b[49m\u001b[43m.\u001b[49m\u001b[43mflatten\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43maxis\u001b[49m\u001b[43m=\u001b[49m\u001b[43m-\u001b[49m\u001b[32;43m1\u001b[39;49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 54\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mE0\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m1.0\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[32m 55\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mrho_min\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m1e-6\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[32m 56\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mlog_level\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mWARNING\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[32m 57\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mvtk_output\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mNone\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[32m 58\u001b[39m \u001b[43m \u001b[49m\u001b[43m}\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 59\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m[\u001b[33m\"\u001b[39m\u001b[33mcompliance\u001b[39m\u001b[33m\"\u001b[39m]\n\u001b[32m 61\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m c, {\u001b[33m\"\u001b[39m\u001b[33msdf\u001b[39m\u001b[33m\"\u001b[39m: sdf, \u001b[33m\"\u001b[39m\u001b[33mrho_grid\u001b[39m\u001b[33m\"\u001b[39m: rho_grid}\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_jax/primitive.py:384\u001b[39m, in \u001b[36mapply_tesseract\u001b[39m\u001b[34m(tesseract_client, inputs)\u001b[39m\n\u001b[32m 378\u001b[39m flat_avals = \u001b[38;5;28mtuple\u001b[39m(\n\u001b[32m 379\u001b[39m jax.ShapeDtypeStruct(shape=\u001b[38;5;28mtuple\u001b[39m(aval[\u001b[33m\"\u001b[39m\u001b[33mshape\u001b[39m\u001b[33m\"\u001b[39m]), dtype=aval[\u001b[33m\"\u001b[39m\u001b[33mdtype\u001b[39m\u001b[33m\"\u001b[39m])\n\u001b[32m 380\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m aval \u001b[38;5;129;01min\u001b[39;00m flat_avals\n\u001b[32m 381\u001b[39m )\n\u001b[32m 383\u001b[39m \u001b[38;5;66;03m# Apply the primitive\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m384\u001b[39m out = \u001b[43mtesseract_dispatch_p\u001b[49m\u001b[43m.\u001b[49m\u001b[43mbind\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 385\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43marray_args\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 386\u001b[39m \u001b[43m \u001b[49m\u001b[43mstatic_args\u001b[49m\u001b[43m=\u001b[49m\u001b[43mstatic_args\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 387\u001b[39m \u001b[43m \u001b[49m\u001b[43minput_pytreedef\u001b[49m\u001b[43m=\u001b[49m\u001b[43minput_pytreedef\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 388\u001b[39m \u001b[43m \u001b[49m\u001b[43moutput_pytreedef\u001b[49m\u001b[43m=\u001b[49m\u001b[43moutput_pytreedef\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 389\u001b[39m \u001b[43m \u001b[49m\u001b[43moutput_avals\u001b[49m\u001b[43m=\u001b[49m\u001b[43mflat_avals\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 390\u001b[39m \u001b[43m \u001b[49m\u001b[43mis_static_mask\u001b[49m\u001b[43m=\u001b[49m\u001b[43mis_static_mask\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 391\u001b[39m \u001b[43m \u001b[49m\u001b[43mclient\u001b[49m\u001b[43m=\u001b[49m\u001b[43mclient\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 392\u001b[39m \u001b[43m \u001b[49m\u001b[43meval_func\u001b[49m\u001b[43m=\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mapply\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[32m 393\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 395\u001b[39m \u001b[38;5;66;03m# Unflatten the output\u001b[39;00m\n\u001b[32m 396\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m jax.tree.unflatten(output_pytreedef, out)\n", - " \u001b[31m[... skipping hidden 8 frame]\u001b[39m\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_jax/primitive.py:126\u001b[39m, in \u001b[36mtesseract_dispatch_jvp_rule\u001b[39m\u001b[34m(in_args, tan_args, static_args, input_pytreedef, output_pytreedef, output_avals, is_static_mask, client, eval_func)\u001b[39m\n\u001b[32m 105\u001b[39m tan_args_ = \u001b[38;5;28mtuple\u001b[39m(\n\u001b[32m 106\u001b[39m (\n\u001b[32m 107\u001b[39m jax.numpy.zeros_like(arg.aval)\n\u001b[32m (...)\u001b[39m\u001b[32m 111\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m arg \u001b[38;5;129;01min\u001b[39;00m tan_args\n\u001b[32m 112\u001b[39m )\n\u001b[32m 114\u001b[39m jvp = tesseract_dispatch_p.bind(\n\u001b[32m 115\u001b[39m *in_args,\n\u001b[32m 116\u001b[39m *tan_args_,\n\u001b[32m (...)\u001b[39m\u001b[32m 123\u001b[39m eval_func=\u001b[33m\"\u001b[39m\u001b[33mjacobian_vector_product\u001b[39m\u001b[33m\"\u001b[39m,\n\u001b[32m 124\u001b[39m )\n\u001b[32m--> \u001b[39m\u001b[32m126\u001b[39m res = \u001b[43mtesseract_dispatch_p\u001b[49m\u001b[43m.\u001b[49m\u001b[43mbind\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 127\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43min_args\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 128\u001b[39m \u001b[43m \u001b[49m\u001b[43mstatic_args\u001b[49m\u001b[43m=\u001b[49m\u001b[43mstatic_args\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 129\u001b[39m \u001b[43m \u001b[49m\u001b[43minput_pytreedef\u001b[49m\u001b[43m=\u001b[49m\u001b[43minput_pytreedef\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 130\u001b[39m \u001b[43m \u001b[49m\u001b[43moutput_pytreedef\u001b[49m\u001b[43m=\u001b[49m\u001b[43moutput_pytreedef\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 131\u001b[39m \u001b[43m \u001b[49m\u001b[43moutput_avals\u001b[49m\u001b[43m=\u001b[49m\u001b[43moutput_avals\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 132\u001b[39m \u001b[43m \u001b[49m\u001b[43mis_static_mask\u001b[49m\u001b[43m=\u001b[49m\u001b[43mis_static_mask\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 133\u001b[39m \u001b[43m \u001b[49m\u001b[43mclient\u001b[49m\u001b[43m=\u001b[49m\u001b[43mclient\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 134\u001b[39m \u001b[43m \u001b[49m\u001b[43meval_func\u001b[49m\u001b[43m=\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mapply\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[32m 135\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 137\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28mtuple\u001b[39m(res), \u001b[38;5;28mtuple\u001b[39m(jvp)\n", - " \u001b[31m[... skipping hidden 13 frame]\u001b[39m\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/pxla.py:1371\u001b[39m, in \u001b[36mExecuteReplicated.__call__\u001b[39m\u001b[34m(self, *args)\u001b[39m\n\u001b[32m 1368\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m (\u001b[38;5;28mself\u001b[39m.ordered_effects \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;28mself\u001b[39m.has_unordered_effects\n\u001b[32m 1369\u001b[39m \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;28mself\u001b[39m.has_host_callbacks):\n\u001b[32m 1370\u001b[39m input_bufs = \u001b[38;5;28mself\u001b[39m._add_tokens_to_inputs(input_bufs)\n\u001b[32m-> \u001b[39m\u001b[32m1371\u001b[39m results = \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mxla_executable\u001b[49m\u001b[43m.\u001b[49m\u001b[43mexecute_sharded\u001b[49m\u001b[43m(\u001b[49m\u001b[43minput_bufs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mwith_tokens\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43;01mTrue\u001b[39;49;00m\u001b[43m)\u001b[49m\n\u001b[32m 1373\u001b[39m result_token_bufs = results.disassemble_prefix_into_single_device_arrays(\n\u001b[32m 1374\u001b[39m \u001b[38;5;28mlen\u001b[39m(\u001b[38;5;28mself\u001b[39m.ordered_effects))\n\u001b[32m 1375\u001b[39m sharded_runtime_token = results.consume_token()\n", - "\u001b[31mJaxRuntimeError\u001b[39m: INTERNAL: CpuCallback error calling callback: Traceback (most recent call last):\n File \"\", line 198, in _run_module_as_main\n File \"\", line 88, in _run_code\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel_launcher.py\", line 18, in \n File \"/anaconda/envs/fem/lib/python3.13/site-packages/traitlets/config/application.py\", line 1075, in launch_instance\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/kernelapp.py\", line 758, in start\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tornado/platform/asyncio.py\", line 211, in start\n File \"/anaconda/envs/fem/lib/python3.13/asyncio/base_events.py\", line 683, in run_forever\n File \"/anaconda/envs/fem/lib/python3.13/asyncio/base_events.py\", line 2050, in _run_once\n File \"/anaconda/envs/fem/lib/python3.13/asyncio/events.py\", line 89, in _run\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/kernelbase.py\", line 701, in shell_main\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/kernelbase.py\", line 469, in dispatch_shell\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/ipkernel.py\", line 379, in execute_request\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/kernelbase.py\", line 899, in execute_request\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/ipkernel.py\", line 471, in do_execute\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/ipykernel/zmqshell.py\", line 632, in run_cell\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/IPython/core/interactiveshell.py\", line 3116, in run_cell\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/IPython/core/interactiveshell.py\", line 3171, in _run_cell\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/IPython/core/async_helpers.py\", line 128, in _pseudo_sync_runner\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/IPython/core/interactiveshell.py\", line 3394, in run_cell_async\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/IPython/core/interactiveshell.py\", line 3639, in run_ast_nodes\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/IPython/core/interactiveshell.py\", line 3699, in run_code\n File \"/tmp/ipykernel_83763/616014104.py\", line 1, in \n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/traceback_util.py\", line 180, in reraise_with_filtered_traceback\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/api.py\", line 502, in value_and_grad_f\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/api.py\", line 2194, in _vjp\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py\", line 315, in vjp\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py\", line 287, in linearize\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py\", line 255, in direct_linearize\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/linear_util.py\", line 212, in call_wrapped\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/api_util.py\", line 106, in flatten_fun_nokwargs2\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/api_util.py\", line 292, in _argnums_partial\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/linear_util.py\", line 421, in _get_result_paths_thunk\n File \"/tmp/ipykernel_83763/50847115.py\", line 43, in loss\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_jax/primitive.py\", line 384, in apply_tesseract\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 632, in bind\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 648, in _true_bind\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 660, in bind_with_trace\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py\", line 924, in process_primitive\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py\", line 1135, in fallback_linearize_rule\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py\", line 1169, in linearize_from_jvp\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/linear_util.py\", line 212, in call_wrapped\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/linear_util.py\", line 421, in _get_result_paths_thunk\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_jax/primitive.py\", line 126, in tesseract_dispatch_jvp_rule\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 632, in bind\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 648, in _true_bind\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 660, in bind_with_trace\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/partial_eval.py\", line 224, in process_primitive\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/partial_eval.py\", line 233, in default_process_primitive\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 660, in bind_with_trace\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/core.py\", line 1189, in process_primitive\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/dispatch.py\", line 94, in apply_primitive\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/traceback_util.py\", line 180, in reraise_with_filtered_traceback\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/pjit.py\", line 263, in cache_miss\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/pjit.py\", line 146, in _python_pjit_helper\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/pjit.py\", line 1622, in _pjit_call_impl_python\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/profiler.py\", line 359, in wrapper\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/pxla.py\", line 1371, in __call__\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/callback.py\", line 784, in _wrapped_callback\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_jax/primitive.py\", line 208, in _dispatch\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_jax/tesseract_compat.py\", line 160, in apply\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 35, in wrapper\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 325, in apply\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 619, in run_tesseract\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 539, in _request\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/requests/api.py\", line 59, in request\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/requests/sessions.py\", line 589, in request\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/requests/sessions.py\", line 703, in send\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/requests/adapters.py\", line 708, in send\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/urllib3/connectionpool.py\", line 864, in urlopen\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/urllib3/connectionpool.py\", line 535, in _make_request\n File \"/anaconda/envs/fem/lib/python3.13/site-packages/urllib3/connection.py\", line 565, in getresponse\n File \"/anaconda/envs/fem/lib/python3.13/http/client.py\", line 1447, in getresponse\n File \"/anaconda/envs/fem/lib/python3.13/http/client.py\", line 331, in begin\n File \"/anaconda/envs/fem/lib/python3.13/http/client.py\", line 292, in _read_status\n File \"/anaconda/envs/fem/lib/python3.13/socket.py\", line 723, in readinto\nKeyboardInterrupt: " + "name": "stdout", + "output_type": "stream", + "text": [ + "Storing values in hash 2000\n", + "Storing values in hash 1000\n", + "Computing Jacobian...\n", + "loss 79.0650863647461, grads [ 9.7714203e+01 1.5442065e+02 2.4776456e+02 3.0906896e-12\n", + " 1.5455754e+02 2.5515326e+02 8.8487816e-13 1.5457144e+02\n", + " 7.0407928e+01 -8.7040701e+00 1.5456490e+02 5.5683441e+00\n", + " 9.7714203e+01 1.5442024e+02 -2.4789474e+02 9.3546601e-13\n", + " 1.5455771e+02 -2.5508614e+02 3.0393494e-13 1.5457141e+02\n", + " -7.0390312e+01 -8.7040701e+00 1.5456488e+02 -5.5969892e+00]\n" ] } ], @@ -874,13 +1018,13 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 36, "id": "2f1db967", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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", 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" ] @@ -987,47 +1131,137 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": 38, "id": "fcc1574a", "metadata": {}, "outputs": [ { - "ename": "KeyboardInterrupt", - "evalue": "", - "output_type": "error", - "traceback": [ - "\u001b[31m---------------------------------------------------------------------------\u001b[39m", - "\u001b[31mKeyboardInterrupt\u001b[39m Traceback (most recent call last)", - "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[22]\u001b[39m\u001b[32m, line 3\u001b[39m\n\u001b[32m 1\u001b[39m params = initial_params.copy()\n\u001b[32m----> \u001b[39m\u001b[32m3\u001b[39m (loss_value, aux), grads = \u001b[43mgrad_fn\u001b[49m\u001b[43m(\u001b[49m\u001b[43mparams\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43miteration\u001b[49m\u001b[43m=\u001b[49m\u001b[32;43m0\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[32m 5\u001b[39m \u001b[38;5;66;03m# Finite difference check\u001b[39;00m\n\u001b[32m 6\u001b[39m run_central_difference = \u001b[38;5;28;01mFalse\u001b[39;00m\n", - " \u001b[31m[... skipping hidden 1 frame]\u001b[39m\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/api.py:502\u001b[39m, in \u001b[36mvalue_and_grad..value_and_grad_f\u001b[39m\u001b[34m(*args, **kwargs)\u001b[39m\n\u001b[32m 500\u001b[39m ans, vjp_py = _vjp(f_partial, *dyn_args)\n\u001b[32m 501\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m502\u001b[39m ans, vjp_py, aux = \u001b[43m_vjp\u001b[49m\u001b[43m(\u001b[49m\u001b[43mf_partial\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43mdyn_args\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mhas_aux\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43;01mTrue\u001b[39;49;00m\u001b[43m)\u001b[49m\n\u001b[32m 503\u001b[39m _check_scalar(ans)\n\u001b[32m 504\u001b[39m tree_map(partial(_check_output_dtype_grad, holomorphic), ans)\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/api.py:2194\u001b[39m, in \u001b[36m_vjp\u001b[39m\u001b[34m(fun, has_aux, *primals)\u001b[39m\n\u001b[32m 2192\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[32m 2193\u001b[39m flat_fun, out_aux_trees = flatten_fun_nokwargs2(fun, in_tree)\n\u001b[32m-> \u001b[39m\u001b[32m2194\u001b[39m out_primals, vjp, aux = \u001b[43mad\u001b[49m\u001b[43m.\u001b[49m\u001b[43mvjp\u001b[49m\u001b[43m(\u001b[49m\u001b[43mflat_fun\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mprimals_flat\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mhas_aux\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43;01mTrue\u001b[39;49;00m\u001b[43m)\u001b[49m\n\u001b[32m 2195\u001b[39m out_tree, aux_tree = out_aux_trees()\n\u001b[32m 2196\u001b[39m out_primal_avals = \u001b[38;5;28mmap\u001b[39m(shaped_abstractify, out_primals)\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py:315\u001b[39m, in \u001b[36mvjp\u001b[39m\u001b[34m(traceable, primals, has_aux)\u001b[39m\n\u001b[32m 313\u001b[39m out_primals, pvals, jaxpr, consts = linearize(traceable, *primals)\n\u001b[32m 314\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m315\u001b[39m out_primals, pvals, jaxpr, consts, aux = \u001b[43mlinearize\u001b[49m\u001b[43m(\u001b[49m\u001b[43mtraceable\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43mprimals\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mhas_aux\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43;01mTrue\u001b[39;49;00m\u001b[43m)\u001b[49m\n\u001b[32m 317\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34munbound_vjp\u001b[39m(pvals, jaxpr, consts, *cts):\n\u001b[32m 318\u001b[39m cts = \u001b[38;5;28mtuple\u001b[39m(ct \u001b[38;5;28;01mfor\u001b[39;00m ct, pval \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mzip\u001b[39m(cts, pvals) \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m pval.is_known())\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py:287\u001b[39m, in \u001b[36mlinearize\u001b[39m\u001b[34m(traceable, *primals, **kwargs)\u001b[39m\n\u001b[32m 285\u001b[39m has_aux = kwargs.pop(\u001b[33m'\u001b[39m\u001b[33mhas_aux\u001b[39m\u001b[33m'\u001b[39m, \u001b[38;5;28;01mFalse\u001b[39;00m)\n\u001b[32m 286\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m config.use_direct_linearize.value:\n\u001b[32m--> \u001b[39m\u001b[32m287\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mdirect_linearize\u001b[49m\u001b[43m(\u001b[49m\u001b[43mtraceable\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mprimals\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mhas_aux\u001b[49m\u001b[43m=\u001b[49m\u001b[43mhas_aux\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 288\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m has_aux:\n\u001b[32m 289\u001b[39m jvpfun = jvp(traceable)\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/interpreters/ad.py:255\u001b[39m, in \u001b[36mdirect_linearize\u001b[39m\u001b[34m(traceable, primals, kwargs, has_aux, tag)\u001b[39m\n\u001b[32m 252\u001b[39m \u001b[38;5;28;01mwith\u001b[39;00m (core.set_current_trace(linearize_trace),\n\u001b[32m 253\u001b[39m source_info_util.transform_name_stack(\u001b[33m'\u001b[39m\u001b[33mjvp\u001b[39m\u001b[33m'\u001b[39m)):\n\u001b[32m 254\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m has_aux:\n\u001b[32m--> \u001b[39m\u001b[32m255\u001b[39m ans, aux = \u001b[43mtraceable\u001b[49m\u001b[43m.\u001b[49m\u001b[43mcall_wrapped\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43mtracers\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 256\u001b[39m aux_primals = [x.primal\n\u001b[32m 257\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(x, LinearizeTracer)\n\u001b[32m 258\u001b[39m \u001b[38;5;129;01mand\u001b[39;00m x._trace.tag \u001b[38;5;129;01mis\u001b[39;00m linearize_trace.tag\n\u001b[32m 259\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m x \u001b[38;5;28;01mfor\u001b[39;00m x \u001b[38;5;129;01min\u001b[39;00m aux]\n\u001b[32m 260\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/linear_util.py:212\u001b[39m, in \u001b[36mWrappedFun.call_wrapped\u001b[39m\u001b[34m(self, *args, **kwargs)\u001b[39m\n\u001b[32m 210\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34mcall_wrapped\u001b[39m(\u001b[38;5;28mself\u001b[39m, *args, **kwargs):\n\u001b[32m 211\u001b[39m \u001b[38;5;250m \u001b[39m\u001b[33;03m\"\"\"Calls the transformed function\"\"\"\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m212\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mf_transformed\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/api_util.py:106\u001b[39m, in \u001b[36mflatten_fun_nokwargs2\u001b[39m\u001b[34m(f, store, in_tree, *args_flat)\u001b[39m\n\u001b[32m 103\u001b[39m \u001b[38;5;129m@lu\u001b[39m.transformation_with_aux2\n\u001b[32m 104\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34mflatten_fun_nokwargs2\u001b[39m(f, store, in_tree, *args_flat):\n\u001b[32m 105\u001b[39m py_args = tree_unflatten(in_tree, args_flat)\n\u001b[32m--> \u001b[39m\u001b[32m106\u001b[39m pair = \u001b[43mf\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43mpy_args\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 107\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(pair, (\u001b[38;5;28mlist\u001b[39m, \u001b[38;5;28mtuple\u001b[39m)) \u001b[38;5;129;01mor\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(pair) != \u001b[32m2\u001b[39m:\n\u001b[32m 108\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mTypeError\u001b[39;00m(\u001b[33m\"\u001b[39m\u001b[33mexpected function with aux output to return a two-element \u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 109\u001b[39m \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33mtuple, but got type \u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mtype\u001b[39m(pair)\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m with value \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mpair\u001b[38;5;132;01m!r}\u001b[39;00m\u001b[33m\"\u001b[39m)\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/api_util.py:292\u001b[39m, in \u001b[36m_argnums_partial\u001b[39m\u001b[34m(_fun, _dyn_argnums, _fixed_args, *dyn_args, **kwargs)\u001b[39m\n\u001b[32m 290\u001b[39m args = [\u001b[38;5;28mnext\u001b[39m(fixed_args_).val \u001b[38;5;28;01mif\u001b[39;00m x \u001b[38;5;129;01mis\u001b[39;00m sentinel \u001b[38;5;28;01melse\u001b[39;00m x \u001b[38;5;28;01mfor\u001b[39;00m x \u001b[38;5;129;01min\u001b[39;00m args]\n\u001b[32m 291\u001b[39m \u001b[38;5;28;01massert\u001b[39;00m \u001b[38;5;28mnext\u001b[39m(fixed_args_, sentinel) \u001b[38;5;129;01mis\u001b[39;00m sentinel\n\u001b[32m--> \u001b[39m\u001b[32m292\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43m_fun\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/linear_util.py:421\u001b[39m, in \u001b[36m_get_result_paths_thunk\u001b[39m\u001b[34m(_fun, _store, *args, **kwargs)\u001b[39m\n\u001b[32m 419\u001b[39m \u001b[38;5;129m@transformation_with_aux2\u001b[39m\n\u001b[32m 420\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34m_get_result_paths_thunk\u001b[39m(_fun: Callable, _store: Store, *args, **kwargs):\n\u001b[32m--> \u001b[39m\u001b[32m421\u001b[39m ans = \u001b[43m_fun\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 422\u001b[39m result_paths = \u001b[38;5;28mtuple\u001b[39m(\u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33mresult\u001b[39m\u001b[38;5;132;01m{\u001b[39;00m_clean_keystr_arg_names(path)\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m\"\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m path, _ \u001b[38;5;129;01min\u001b[39;00m generate_key_paths(ans))\n\u001b[32m 423\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m _store:\n\u001b[32m 424\u001b[39m \u001b[38;5;66;03m# In some instances a lu.WrappedFun is called multiple times, e.g.,\u001b[39;00m\n\u001b[32m 425\u001b[39m \u001b[38;5;66;03m# the bwd function in a custom_vjp\u001b[39;00m\n", - "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[19]\u001b[39m\u001b[32m, line 43\u001b[39m, in \u001b[36mloss\u001b[39m\u001b[34m(params, iteration)\u001b[39m\n\u001b[32m 38\u001b[39m von_neumann_idx = jnp.where(van_neumann_mask)[\u001b[32m0\u001b[39m]\n\u001b[32m 39\u001b[39m von_neumann_values = jnp.array([\u001b[32m0\u001b[39m, \u001b[32m0.0\u001b[39m, \u001b[32m0.1\u001b[39m]) + jnp.zeros(\n\u001b[32m 40\u001b[39m (von_neumann_idx.shape[\u001b[32m0\u001b[39m], \u001b[32m3\u001b[39m)\n\u001b[32m 41\u001b[39m )\n\u001b[32m---> \u001b[39m\u001b[32m43\u001b[39m c = \u001b[43mapply_tesseract\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 44\u001b[39m \u001b[43m \u001b[49m\u001b[43mfem_tess\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 45\u001b[39m \u001b[43m \u001b[49m\u001b[43m{\u001b[49m\n\u001b[32m 46\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mdirichlet_mask\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mdirichlet_idx\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 47\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mdirichlet_values\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mjnp\u001b[49m\u001b[43m.\u001b[49m\u001b[43mzeros\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdirichlet_idx\u001b[49m\u001b[43m.\u001b[49m\u001b[43msize\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 48\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mvan_neumann_mask\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mvon_neumann_idx\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 49\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mvan_neumann_values\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mvon_neumann_values\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 50\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mhex_mesh\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mhex_mesh\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 51\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mhost\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mHOST\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 52\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mport\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43mPORT\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 53\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mrho\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m 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\u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_jax/primitive.py:362\u001b[39m, in \u001b[36mapply_tesseract\u001b[39m\u001b[34m(tesseract_client, inputs)\u001b[39m\n\u001b[32m 360\u001b[39m \u001b[38;5;66;03m# Get abstract values for outputs, so we can unflatten them later\u001b[39;00m\n\u001b[32m 361\u001b[39m output_pytreedef, avals = \u001b[38;5;28;01mNone\u001b[39;00m, \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m362\u001b[39m avals = \u001b[43mclient\u001b[49m\u001b[43m.\u001b[49m\u001b[43mabstract_eval\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 363\u001b[39m \u001b[43m \u001b[49m\u001b[43marray_args\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 364\u001b[39m \u001b[43m \u001b[49m\u001b[43mstatic_args\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 365\u001b[39m \u001b[43m \u001b[49m\u001b[43minput_pytreedef\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 366\u001b[39m \u001b[43m \u001b[49m\u001b[43moutput_pytreedef\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 367\u001b[39m \u001b[43m \u001b[49m\u001b[43mavals\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 368\u001b[39m \u001b[43m \u001b[49m\u001b[43mis_static_mask\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 369\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 371\u001b[39m is_aval = \u001b[38;5;28;01mlambda\u001b[39;00m x: \u001b[38;5;28misinstance\u001b[39m(x, \u001b[38;5;28mdict\u001b[39m) \u001b[38;5;129;01mand\u001b[39;00m \u001b[33m\"\u001b[39m\u001b[33mdtype\u001b[39m\u001b[33m\"\u001b[39m \u001b[38;5;129;01min\u001b[39;00m x \u001b[38;5;129;01mand\u001b[39;00m \u001b[33m\"\u001b[39m\u001b[33mshape\u001b[39m\u001b[33m\"\u001b[39m \u001b[38;5;129;01min\u001b[39;00m x\n\u001b[32m 372\u001b[39m flat_avals, output_pytreedef = jax.tree.flatten(avals, is_leaf=is_aval)\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_jax/tesseract_compat.py:143\u001b[39m, in \u001b[36mJaxeract.abstract_eval\u001b[39m\u001b[34m(self, array_args, static_args, input_pytreedef, output_pytreedef, output_avals, is_static_mask)\u001b[39m\n\u001b[32m 134\u001b[39m avals = unflatten_args(array_args, static_args, input_pytreedef, is_static_mask)\n\u001b[32m 136\u001b[39m abstract_inputs = jax.tree.map(\n\u001b[32m 137\u001b[39m \u001b[38;5;28;01mlambda\u001b[39;00m x: (\n\u001b[32m 138\u001b[39m {\u001b[33m\"\u001b[39m\u001b[33mshape\u001b[39m\u001b[33m\"\u001b[39m: x.shape, \u001b[33m\"\u001b[39m\u001b[33mdtype\u001b[39m\u001b[33m\"\u001b[39m: x.dtype.name} \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mhasattr\u001b[39m(x, \u001b[33m\"\u001b[39m\u001b[33mshape\u001b[39m\u001b[33m\"\u001b[39m) \u001b[38;5;28;01melse\u001b[39;00m x\n\u001b[32m 139\u001b[39m ),\n\u001b[32m 140\u001b[39m avals,\n\u001b[32m 141\u001b[39m )\n\u001b[32m--> \u001b[39m\u001b[32m143\u001b[39m out_data = \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mclient\u001b[49m\u001b[43m.\u001b[49m\u001b[43mabstract_eval\u001b[49m\u001b[43m(\u001b[49m\u001b[43mabstract_inputs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 144\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m out_data\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py:35\u001b[39m, in \u001b[36mrequires_client..wrapper\u001b[39m\u001b[34m(self, *args, **kwargs)\u001b[39m\n\u001b[32m 30\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28mself\u001b[39m._client:\n\u001b[32m 31\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mRuntimeError\u001b[39;00m(\n\u001b[32m 32\u001b[39m \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33mWhen creating a \u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mself\u001b[39m.\u001b[34m__class__\u001b[39m.\u001b[34m__name__\u001b[39m\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m via `from_image`, \u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 33\u001b[39m \u001b[33m\"\u001b[39m\u001b[33myou must either use it as a context manager or call .serve() before use.\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 34\u001b[39m )\n\u001b[32m---> \u001b[39m\u001b[32m35\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfunc\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py:338\u001b[39m, in \u001b[36mTesseract.abstract_eval\u001b[39m\u001b[34m(self, abstract_inputs)\u001b[39m\n\u001b[32m 329\u001b[39m \u001b[38;5;250m\u001b[39m\u001b[33;03m\"\"\"Run abstract eval endpoint.\u001b[39;00m\n\u001b[32m 330\u001b[39m \n\u001b[32m 331\u001b[39m \u001b[33;03mArgs:\u001b[39;00m\n\u001b[32m (...)\u001b[39m\u001b[32m 335\u001b[39m \u001b[33;03m dictionary with the results.\u001b[39;00m\n\u001b[32m 336\u001b[39m \u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 337\u001b[39m payload = {\u001b[33m\"\u001b[39m\u001b[33minputs\u001b[39m\u001b[33m\"\u001b[39m: abstract_inputs}\n\u001b[32m--> \u001b[39m\u001b[32m338\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_client\u001b[49m\u001b[43m.\u001b[49m\u001b[43mrun_tesseract\u001b[49m\u001b[43m(\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mabstract_eval\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mpayload\u001b[49m\u001b[43m)\u001b[49m\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py:619\u001b[39m, in \u001b[36mHTTPClient.run_tesseract\u001b[39m\u001b[34m(self, endpoint, payload, run_id)\u001b[39m\n\u001b[32m 616\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m endpoint == \u001b[33m\"\u001b[39m\u001b[33mopenapi_schema\u001b[39m\u001b[33m\"\u001b[39m:\n\u001b[32m 617\u001b[39m endpoint = \u001b[33m\"\u001b[39m\u001b[33mopenapi.json\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m--> \u001b[39m\u001b[32m619\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_request\u001b[49m\u001b[43m(\u001b[49m\u001b[43mendpoint\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mpayload\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mrun_id\u001b[49m\u001b[43m)\u001b[49m\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py:539\u001b[39m, in \u001b[36mHTTPClient._request\u001b[39m\u001b[34m(self, endpoint, method, payload, run_id)\u001b[39m\n\u001b[32m 536\u001b[39m encoded_payload = \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[32m 538\u001b[39m params = {\u001b[33m\"\u001b[39m\u001b[33mrun_id\u001b[39m\u001b[33m\"\u001b[39m: run_id} \u001b[38;5;28;01mif\u001b[39;00m run_id \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;28;01melse\u001b[39;00m {}\n\u001b[32m--> \u001b[39m\u001b[32m539\u001b[39m response = \u001b[43mrequests\u001b[49m\u001b[43m.\u001b[49m\u001b[43mrequest\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 540\u001b[39m \u001b[43m \u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m=\u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43murl\u001b[49m\u001b[43m=\u001b[49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mjson\u001b[49m\u001b[43m=\u001b[49m\u001b[43mencoded_payload\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mparams\u001b[49m\u001b[43m=\u001b[49m\u001b[43mparams\u001b[49m\n\u001b[32m 541\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 543\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m response.status_code == requests.codes.unprocessable_entity:\n\u001b[32m 544\u001b[39m \u001b[38;5;66;03m# Try and raise a more helpful error if the response is a Pydantic error\u001b[39;00m\n\u001b[32m 545\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/requests/api.py:59\u001b[39m, in \u001b[36mrequest\u001b[39m\u001b[34m(method, url, **kwargs)\u001b[39m\n\u001b[32m 55\u001b[39m \u001b[38;5;66;03m# By using the 'with' statement we are sure the session is closed, thus we\u001b[39;00m\n\u001b[32m 56\u001b[39m \u001b[38;5;66;03m# avoid leaving sockets open which can trigger a ResourceWarning in some\u001b[39;00m\n\u001b[32m 57\u001b[39m \u001b[38;5;66;03m# cases, and look like a memory leak in others.\u001b[39;00m\n\u001b[32m 58\u001b[39m \u001b[38;5;28;01mwith\u001b[39;00m sessions.Session() \u001b[38;5;28;01mas\u001b[39;00m session:\n\u001b[32m---> \u001b[39m\u001b[32m59\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43msession\u001b[49m\u001b[43m.\u001b[49m\u001b[43mrequest\u001b[49m\u001b[43m(\u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m=\u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43murl\u001b[49m\u001b[43m=\u001b[49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/requests/sessions.py:589\u001b[39m, in \u001b[36mSession.request\u001b[39m\u001b[34m(self, method, url, params, data, headers, cookies, files, auth, timeout, allow_redirects, proxies, hooks, stream, verify, cert, json)\u001b[39m\n\u001b[32m 584\u001b[39m send_kwargs = {\n\u001b[32m 585\u001b[39m \u001b[33m\"\u001b[39m\u001b[33mtimeout\u001b[39m\u001b[33m\"\u001b[39m: timeout,\n\u001b[32m 586\u001b[39m \u001b[33m\"\u001b[39m\u001b[33mallow_redirects\u001b[39m\u001b[33m\"\u001b[39m: allow_redirects,\n\u001b[32m 587\u001b[39m }\n\u001b[32m 588\u001b[39m send_kwargs.update(settings)\n\u001b[32m--> \u001b[39m\u001b[32m589\u001b[39m resp = \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43msend\u001b[49m\u001b[43m(\u001b[49m\u001b[43mprep\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43msend_kwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 591\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m resp\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/requests/sessions.py:703\u001b[39m, in \u001b[36mSession.send\u001b[39m\u001b[34m(self, request, **kwargs)\u001b[39m\n\u001b[32m 700\u001b[39m start = preferred_clock()\n\u001b[32m 702\u001b[39m \u001b[38;5;66;03m# Send the request\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m703\u001b[39m r = \u001b[43madapter\u001b[49m\u001b[43m.\u001b[49m\u001b[43msend\u001b[49m\u001b[43m(\u001b[49m\u001b[43mrequest\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 705\u001b[39m \u001b[38;5;66;03m# Total elapsed time of the request (approximately)\u001b[39;00m\n\u001b[32m 706\u001b[39m elapsed = preferred_clock() - start\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/requests/adapters.py:667\u001b[39m, in \u001b[36mHTTPAdapter.send\u001b[39m\u001b[34m(self, request, stream, timeout, verify, cert, proxies)\u001b[39m\n\u001b[32m 664\u001b[39m timeout = TimeoutSauce(connect=timeout, read=timeout)\n\u001b[32m 666\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m667\u001b[39m resp = \u001b[43mconn\u001b[49m\u001b[43m.\u001b[49m\u001b[43murlopen\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 668\u001b[39m \u001b[43m \u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m=\u001b[49m\u001b[43mrequest\u001b[49m\u001b[43m.\u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 669\u001b[39m \u001b[43m \u001b[49m\u001b[43murl\u001b[49m\u001b[43m=\u001b[49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 670\u001b[39m \u001b[43m \u001b[49m\u001b[43mbody\u001b[49m\u001b[43m=\u001b[49m\u001b[43mrequest\u001b[49m\u001b[43m.\u001b[49m\u001b[43mbody\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 671\u001b[39m \u001b[43m \u001b[49m\u001b[43mheaders\u001b[49m\u001b[43m=\u001b[49m\u001b[43mrequest\u001b[49m\u001b[43m.\u001b[49m\u001b[43mheaders\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 672\u001b[39m \u001b[43m \u001b[49m\u001b[43mredirect\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[32m 673\u001b[39m \u001b[43m \u001b[49m\u001b[43massert_same_host\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[32m 674\u001b[39m \u001b[43m \u001b[49m\u001b[43mpreload_content\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[32m 675\u001b[39m \u001b[43m \u001b[49m\u001b[43mdecode_content\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43;01mFalse\u001b[39;49;00m\u001b[43m,\u001b[49m\n\u001b[32m 676\u001b[39m \u001b[43m \u001b[49m\u001b[43mretries\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mmax_retries\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 677\u001b[39m \u001b[43m \u001b[49m\u001b[43mtimeout\u001b[49m\u001b[43m=\u001b[49m\u001b[43mtimeout\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 678\u001b[39m \u001b[43m \u001b[49m\u001b[43mchunked\u001b[49m\u001b[43m=\u001b[49m\u001b[43mchunked\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 679\u001b[39m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 681\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m (ProtocolError, \u001b[38;5;167;01mOSError\u001b[39;00m) \u001b[38;5;28;01mas\u001b[39;00m err:\n\u001b[32m 682\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mConnectionError\u001b[39;00m(err, request=request)\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/urllib3/connectionpool.py:787\u001b[39m, in \u001b[36mHTTPConnectionPool.urlopen\u001b[39m\u001b[34m(self, method, url, body, headers, retries, redirect, assert_same_host, timeout, pool_timeout, release_conn, chunked, body_pos, preload_content, decode_content, **response_kw)\u001b[39m\n\u001b[32m 784\u001b[39m response_conn = conn \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m release_conn \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[32m 786\u001b[39m \u001b[38;5;66;03m# Make the request on the HTTPConnection object\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m787\u001b[39m response = \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_make_request\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 788\u001b[39m \u001b[43m \u001b[49m\u001b[43mconn\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 789\u001b[39m \u001b[43m \u001b[49m\u001b[43mmethod\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 790\u001b[39m \u001b[43m \u001b[49m\u001b[43murl\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 791\u001b[39m \u001b[43m \u001b[49m\u001b[43mtimeout\u001b[49m\u001b[43m=\u001b[49m\u001b[43mtimeout_obj\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 792\u001b[39m \u001b[43m \u001b[49m\u001b[43mbody\u001b[49m\u001b[43m=\u001b[49m\u001b[43mbody\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 793\u001b[39m \u001b[43m \u001b[49m\u001b[43mheaders\u001b[49m\u001b[43m=\u001b[49m\u001b[43mheaders\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 794\u001b[39m \u001b[43m \u001b[49m\u001b[43mchunked\u001b[49m\u001b[43m=\u001b[49m\u001b[43mchunked\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 795\u001b[39m \u001b[43m \u001b[49m\u001b[43mretries\u001b[49m\u001b[43m=\u001b[49m\u001b[43mretries\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 796\u001b[39m \u001b[43m \u001b[49m\u001b[43mresponse_conn\u001b[49m\u001b[43m=\u001b[49m\u001b[43mresponse_conn\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 797\u001b[39m \u001b[43m \u001b[49m\u001b[43mpreload_content\u001b[49m\u001b[43m=\u001b[49m\u001b[43mpreload_content\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 798\u001b[39m \u001b[43m \u001b[49m\u001b[43mdecode_content\u001b[49m\u001b[43m=\u001b[49m\u001b[43mdecode_content\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 799\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mresponse_kw\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 800\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 802\u001b[39m \u001b[38;5;66;03m# Everything went great!\u001b[39;00m\n\u001b[32m 803\u001b[39m clean_exit = \u001b[38;5;28;01mTrue\u001b[39;00m\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/urllib3/connectionpool.py:534\u001b[39m, in \u001b[36mHTTPConnectionPool._make_request\u001b[39m\u001b[34m(self, conn, method, url, body, headers, retries, timeout, chunked, response_conn, preload_content, decode_content, enforce_content_length)\u001b[39m\n\u001b[32m 532\u001b[39m \u001b[38;5;66;03m# Receive the response from the server\u001b[39;00m\n\u001b[32m 533\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m534\u001b[39m response = \u001b[43mconn\u001b[49m\u001b[43m.\u001b[49m\u001b[43mgetresponse\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 535\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m (BaseSSLError, \u001b[38;5;167;01mOSError\u001b[39;00m) \u001b[38;5;28;01mas\u001b[39;00m e:\n\u001b[32m 536\u001b[39m \u001b[38;5;28mself\u001b[39m._raise_timeout(err=e, url=url, timeout_value=read_timeout)\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/urllib3/connection.py:565\u001b[39m, in \u001b[36mHTTPConnection.getresponse\u001b[39m\u001b[34m(self)\u001b[39m\n\u001b[32m 562\u001b[39m _shutdown = \u001b[38;5;28mgetattr\u001b[39m(\u001b[38;5;28mself\u001b[39m.sock, \u001b[33m\"\u001b[39m\u001b[33mshutdown\u001b[39m\u001b[33m\"\u001b[39m, \u001b[38;5;28;01mNone\u001b[39;00m)\n\u001b[32m 564\u001b[39m \u001b[38;5;66;03m# Get the response from http.client.HTTPConnection\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m565\u001b[39m httplib_response = \u001b[38;5;28;43msuper\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m.\u001b[49m\u001b[43mgetresponse\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 567\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m 568\u001b[39m assert_header_parsing(httplib_response.msg)\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/http/client.py:1430\u001b[39m, in \u001b[36mHTTPConnection.getresponse\u001b[39m\u001b[34m(self)\u001b[39m\n\u001b[32m 1428\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m 1429\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m-> \u001b[39m\u001b[32m1430\u001b[39m \u001b[43mresponse\u001b[49m\u001b[43m.\u001b[49m\u001b[43mbegin\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 1431\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mConnectionError\u001b[39;00m:\n\u001b[32m 1432\u001b[39m \u001b[38;5;28mself\u001b[39m.close()\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/http/client.py:331\u001b[39m, in \u001b[36mHTTPResponse.begin\u001b[39m\u001b[34m(self)\u001b[39m\n\u001b[32m 329\u001b[39m \u001b[38;5;66;03m# read until we get a non-100 response\u001b[39;00m\n\u001b[32m 330\u001b[39m \u001b[38;5;28;01mwhile\u001b[39;00m \u001b[38;5;28;01mTrue\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m331\u001b[39m version, status, reason = \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_read_status\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 332\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m status != CONTINUE:\n\u001b[32m 333\u001b[39m \u001b[38;5;28;01mbreak\u001b[39;00m\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/http/client.py:292\u001b[39m, in \u001b[36mHTTPResponse._read_status\u001b[39m\u001b[34m(self)\u001b[39m\n\u001b[32m 291\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34m_read_status\u001b[39m(\u001b[38;5;28mself\u001b[39m):\n\u001b[32m--> \u001b[39m\u001b[32m292\u001b[39m line = \u001b[38;5;28mstr\u001b[39m(\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mfp\u001b[49m\u001b[43m.\u001b[49m\u001b[43mreadline\u001b[49m\u001b[43m(\u001b[49m\u001b[43m_MAXLINE\u001b[49m\u001b[43m \u001b[49m\u001b[43m+\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m1\u001b[39;49m\u001b[43m)\u001b[49m, \u001b[33m\"\u001b[39m\u001b[33miso-8859-1\u001b[39m\u001b[33m\"\u001b[39m)\n\u001b[32m 293\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mlen\u001b[39m(line) > _MAXLINE:\n\u001b[32m 294\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m LineTooLong(\u001b[33m\"\u001b[39m\u001b[33mstatus line\u001b[39m\u001b[33m\"\u001b[39m)\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/socket.py:719\u001b[39m, in \u001b[36mSocketIO.readinto\u001b[39m\u001b[34m(self, b)\u001b[39m\n\u001b[32m 717\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mOSError\u001b[39;00m(\u001b[33m\"\u001b[39m\u001b[33mcannot read from timed out object\u001b[39m\u001b[33m\"\u001b[39m)\n\u001b[32m 718\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m719\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_sock\u001b[49m\u001b[43m.\u001b[49m\u001b[43mrecv_into\u001b[49m\u001b[43m(\u001b[49m\u001b[43mb\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 720\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m timeout:\n\u001b[32m 721\u001b[39m \u001b[38;5;28mself\u001b[39m._timeout_occurred = \u001b[38;5;28;01mTrue\u001b[39;00m\n", - "\u001b[31mKeyboardInterrupt\u001b[39m: " + "name": "stdout", + "output_type": "stream", + "text": [ + "Storing values in hash 2000\n", + "Storing values in hash 1000\n", + "Computing Jacobian...\n", + "0\n", + "Storing values in hash 2000\n", + "Storing values in hash 1000\n", + "Computing Jacobian...\n", + "1\n", + "Storing values in hash 2002\n", + "Storing values in hash 1002\n", + "Computing Jacobian...\n", + "2\n", + "Storing values in hash 2004\n", + "Storing values in hash 1004\n", + "Computing Jacobian...\n", + "3\n", + "Storing values in hash 2006\n", + "Storing values in hash 1006\n", + "Computing Jacobian...\n", + "4\n", + "Storing values in hash 2008\n", + "Storing values in hash 1008\n", + "Computing Jacobian...\n", + "5\n", + "Storing values in hash 2010\n", + "Storing values in hash 1010\n", + "Computing Jacobian...\n", + "6\n", + "Storing values in hash 2012\n", + "Storing values in hash 1012\n", + "Computing Jacobian...\n", + "7\n", + "Storing values in hash 2014\n", + "Storing values in hash 1014\n", + "Computing Jacobian...\n", + "8\n", + "Storing values in hash 2016\n", + "Storing values in hash 1016\n", + "Computing Jacobian...\n", + "9\n", + "Storing values in hash 2018\n", + "Storing values in hash 1018\n", + "Computing Jacobian...\n", + "10\n", + "Storing values in hash 2020\n", + "Storing values in hash 1020\n", + "Computing Jacobian...\n", + "11\n", + "Storing values in hash 2022\n", + "Storing values in hash 1022\n", + "Computing Jacobian...\n", + "12\n", + "Storing values in hash 2024\n", + "Storing values in hash 1024\n", + "Computing Jacobian...\n", + "13\n", + "Storing values in hash 2026\n", + "Storing values in hash 1026\n", + "Computing Jacobian...\n", + "14\n", + "Storing values in hash 2028\n", + "Storing values in hash 1028\n", + "Computing Jacobian...\n", + "15\n", + "Storing values in hash 2030\n", + "Storing values in hash 1030\n", + "Computing Jacobian...\n", + "16\n", + "Storing values in hash 2032\n", + "Storing values in hash 1032\n", + "Computing Jacobian...\n", + "17\n", + "Storing values in hash 2034\n", + "Storing values in hash 1034\n", + "Computing Jacobian...\n", + "18\n", + "Storing values in hash 2036\n", + "Storing values in hash 1036\n", + "Computing Jacobian...\n", + "19\n", + "Storing values in hash 2038\n", + "Storing values in hash 1038\n", + "Computing Jacobian...\n", + "20\n", + "Storing values in hash 2040\n", + "Storing values in hash 1040\n", + "Computing Jacobian...\n", + "21\n", + "Storing values in hash 2042\n", + "Storing values in hash 1042\n", + "Computing Jacobian...\n", + "22\n", + "Storing values in hash 2044\n", + "Storing values in hash 1044\n", + "Computing Jacobian...\n", + "23\n", + "Storing values in hash 2046\n", + "Storing values in hash 1046\n", + "Computing Jacobian...\n", + "[ 9.7714203e+01 1.5442065e+02 2.4776456e+02 3.0906896e-12\n", + " 1.5455754e+02 2.5515326e+02 8.8487816e-13 1.5457144e+02\n", + " 7.0407928e+01 -8.7040701e+00 1.5456490e+02 5.5683441e+00\n", + " 9.7714203e+01 1.5442024e+02 -2.4789474e+02 9.3546601e-13\n", + " 1.5455771e+02 -2.5508614e+02 3.0393494e-13 1.5457141e+02\n", + " -7.0390312e+01 -8.7040701e+00 1.5456488e+02 -5.5969892e+00]\n", + "[ 9.6664429e+01 0.0000000e+00 2.4772644e+02 0.0000000e+00\n", + " 7.6293945e-02 2.5505066e+02 0.0000000e+00 7.6293945e-02\n", + " 7.0419312e+01 -8.6975098e+00 0.0000000e+00 5.5694580e+00\n", + " 9.6664429e+01 0.0000000e+00 -2.4772644e+02 0.0000000e+00\n", + " 7.6293945e-02 -2.5497437e+02 0.0000000e+00 0.0000000e+00\n", + " -7.0343018e+01 -8.6975098e+00 0.0000000e+00 -5.5694580e+00]\n", + "[ 1.0497742e+00 1.5442065e+02 3.8116455e-02 3.0906896e-12\n", + " 1.5448125e+02 1.0260010e-01 8.8487816e-13 1.5449515e+02\n", + " -1.1383057e-02 -6.5603256e-03 1.5456490e+02 -1.1138916e-03\n", + " 1.0497742e+00 1.5442024e+02 -1.6830444e-01 9.3546601e-13\n", + " 1.5448141e+02 -1.1177063e-01 3.0393494e-13 1.5457141e+02\n", + " -4.7294617e-02 -6.5603256e-03 1.5456488e+02 -2.7531147e-02]\n", + "Relative error should be O(0.001)\n", + "[1.0743312e-02 1.0000000e+00 1.5384144e-04 1.0000000e+00 9.9950635e-01\n", + " 4.0211165e-04 1.0000000e+00 9.9950641e-01 1.6167294e-04 7.5370783e-04\n", + " 1.0000000e+00 2.0004001e-04 1.0743312e-02 1.0000000e+00 6.7893509e-04\n", + " 1.0000000e+00 9.9950635e-01 4.3816818e-04 1.0000000e+00 1.0000000e+00\n", + " 6.7189097e-04 7.5370783e-04 1.0000000e+00 4.9189208e-03]\n" ] } ], @@ -1049,10 +1283,10 @@ " if run_central_difference:\n", " params_down = params.at[i].subtract(2.0 * FD_delta)\n", " (fdown, _), _ = grad_fn(params_down, iteration=i * 2 + 1)\n", - " FD_grads[i] = (fupp - fdown) / FD_delta / 2.0\n", + " FD_grads = FD_grads.at[i].set((fupp - fdown) / FD_delta / 2.0)\n", "\n", " else:\n", - " FD_grads[i] = (fupp - loss_value) / FD_delta\n", + " FD_grads = FD_grads.at[i].set((fupp - loss_value) / FD_delta)\n", "\n", "if num_tests > 0:\n", " sens = jnp.array(grads[0:num_tests])\n", @@ -1079,7 +1313,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": 18, "id": "39e30381", "metadata": { "editable": true, @@ -1093,7 +1327,6 @@ "name": "stdout", "output_type": "stream", "text": [ - "(2, 4, 3)\n", "Storing values in hash 2000\n", "Storing values in hash 1000\n", "Computing Jacobian...\n", @@ -1102,31 +1335,334 @@ " 0.3333334 0. -0.08333334 1. 0. -0.08333334\n", " -1. 0. 0.08333334 -0.33333328 0. 0.08333334\n", " 0.3333334 0. 0.08333334 1. 0. 0.08333334]\n", - "[ 2.53892529e+03 -4.48005615e+03 1.03463613e+04 6.44829416e-12\n", - " -4.49373633e+03 1.11375938e+04 -7.95398383e-12 -4.51474609e+03\n", - " 3.04153003e+03 -2.21695541e+02 -4.52166309e+03 2.09706512e+02\n", - " 2.53892505e+03 -4.48003613e+03 -1.03532949e+04 -2.52273862e-11\n", - " -4.49374219e+03 -1.11331396e+04 -1.04306295e-11 -4.51474365e+03\n", - " -3.05172412e+03 -2.21695541e+02 -4.52166309e+03 -2.22946548e+02]\n" - ] - }, - { - "ename": "ValueError", - "evalue": "Different number of diagonals and offsets.", - "output_type": "error", - "traceback": [ - "\u001b[31m---------------------------------------------------------------------------\u001b[39m", - "\u001b[31mValueError\u001b[39m Traceback (most recent call last)", - "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[23]\u001b[39m\u001b[32m, line 48\u001b[39m\n\u001b[32m 46\u001b[39m np_grads = jnp.array(grads[:, \u001b[38;5;28;01mNone\u001b[39;00m])\n\u001b[32m 47\u001b[39m np_params = jnp.array(params[:, \u001b[38;5;28;01mNone\u001b[39;00m])\n\u001b[32m---> \u001b[39m\u001b[32m48\u001b[39m np_params = \u001b[43moptimizer\u001b[49m\u001b[43m.\u001b[49m\u001b[43mcalculate_next_x\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 49\u001b[39m \u001b[43m \u001b[49m\u001b[43mloss_value\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnp_grads\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mg\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdgdx\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mi\u001b[49m\u001b[43m \u001b[49m\u001b[43m+\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m1\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mnp_params\u001b[49m\n\u001b[32m 50\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 51\u001b[39m params = jnp.array(np_params.flatten())\n\u001b[32m 53\u001b[39m loss_hist.append(loss_value)\n", - "\u001b[36mFile \u001b[39m\u001b[32m~/localfiles/tesseract-jax/examples/ansys/utils.py:285\u001b[39m, in \u001b[36mMMAOptimizer.calculate_next_x\u001b[39m\u001b[34m(self, objective_value, objective_gradient, constraint_values, constraint_gradients, iteration, x, x_min, x_max)\u001b[39m\n\u001b[32m 275\u001b[39m \u001b[38;5;28mself\u001b[39m.__check_input_sizes(\n\u001b[32m 276\u001b[39m x,\n\u001b[32m 277\u001b[39m x_min,\n\u001b[32m (...)\u001b[39m\u001b[32m 281\u001b[39m constraint_gradients=constraint_gradients,\n\u001b[32m 282\u001b[39m )\n\u001b[32m 284\u001b[39m \u001b[38;5;66;03m# calculate the next iteration of x\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m285\u001b[39m xmma, _ymma, _zmma, _lam, _xsi, _eta, _mu, _zet, _s, low, upp = \u001b[43mmmapy\u001b[49m\u001b[43m.\u001b[49m\u001b[43mmmasub\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 286\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mm\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 287\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mn\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 288\u001b[39m \u001b[43m \u001b[49m\u001b[43miteration\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 289\u001b[39m \u001b[43m \u001b[49m\u001b[43mx\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 290\u001b[39m \u001b[43m \u001b[49m\u001b[43mx_min\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 291\u001b[39m \u001b[43m \u001b[49m\u001b[43mx_max\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 292\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mxold1\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 293\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mxold2\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 294\u001b[39m \u001b[43m \u001b[49m\u001b[43mobjective_value\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 295\u001b[39m \u001b[43m \u001b[49m\u001b[43mobjective_gradient\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 296\u001b[39m \u001b[43m \u001b[49m\u001b[43mconstraint_values\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 297\u001b[39m \u001b[43m \u001b[49m\u001b[43mconstraint_gradients\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 298\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mlow\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 299\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mupp\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 300\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43ma0\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 301\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43ma\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 302\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mc\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 303\u001b[39m \u001b[43m \u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43md\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 304\u001b[39m \u001b[43m \u001b[49m\u001b[43mmove\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mmove\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 305\u001b[39m \u001b[43m \u001b[49m\u001b[43masyinit\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43masyinit\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 306\u001b[39m \u001b[43m \u001b[49m\u001b[43masyincr\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43masyincr\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 307\u001b[39m \u001b[43m \u001b[49m\u001b[43masydecr\u001b[49m\u001b[43m=\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43masydecr\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 308\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 309\u001b[39m \u001b[38;5;66;03m# update internal copies for mma\u001b[39;00m\n\u001b[32m 310\u001b[39m \u001b[38;5;28mself\u001b[39m.xold2 = \u001b[38;5;28mself\u001b[39m.xold1.copy()\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/mmapy/mma.py:156\u001b[39m, in \u001b[36mmmasub\u001b[39m\u001b[34m(m, n, iter, xval, xmin, xmax, xold1, xold2, f0val, df0dx, fval, dfdx, low, upp, a0, a, c, d, move, asyinit, asydecr, asyincr, asymin, asymax, raa0, albefa, **kwargs)\u001b[39m\n\u001b[32m 154\u001b[39m P = P + PQ\n\u001b[32m 155\u001b[39m Q = Q + PQ\n\u001b[32m--> \u001b[39m\u001b[32m156\u001b[39m P = (\u001b[43mdiags\u001b[49m\u001b[43m(\u001b[49m\u001b[43mux2\u001b[49m\u001b[43m.\u001b[49m\u001b[43mflatten\u001b[49m\u001b[43m(\u001b[49m\u001b[43m)\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[32;43m0\u001b[39;49m\u001b[43m)\u001b[49m.dot(P.T)).T\n\u001b[32m 157\u001b[39m Q = (diags(xl2.flatten(), \u001b[32m0\u001b[39m).dot(Q.T)).T\n\u001b[32m 158\u001b[39m b = np.dot(P, ux_inv) + np.dot(Q, xl_inv) - fval\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/scipy/sparse/_construct.py:318\u001b[39m, in \u001b[36mdiags\u001b[39m\u001b[34m(diagonals, offsets, shape, format, dtype)\u001b[39m\n\u001b[32m 229\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34mdiags\u001b[39m(diagonals, offsets=\u001b[32m0\u001b[39m, shape=\u001b[38;5;28;01mNone\u001b[39;00m, \u001b[38;5;28mformat\u001b[39m=\u001b[38;5;28;01mNone\u001b[39;00m, dtype=\u001b[38;5;28;01mNone\u001b[39;00m):\n\u001b[32m 230\u001b[39m \u001b[38;5;250m \u001b[39m\u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 231\u001b[39m \u001b[33;03m Construct a sparse matrix from diagonals.\u001b[39;00m\n\u001b[32m 232\u001b[39m \n\u001b[32m (...)\u001b[39m\u001b[32m 316\u001b[39m \n\u001b[32m 317\u001b[39m \u001b[33;03m \"\"\"\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m318\u001b[39m A = \u001b[43mdiags_array\u001b[49m\u001b[43m(\u001b[49m\u001b[43mdiagonals\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43moffsets\u001b[49m\u001b[43m=\u001b[49m\u001b[43moffsets\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mshape\u001b[49m\u001b[43m=\u001b[49m\u001b[43mshape\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mdtype\u001b[49m\u001b[43m=\u001b[49m\u001b[43mdtype\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 319\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m dia_matrix(A).asformat(\u001b[38;5;28mformat\u001b[39m)\n", - "\u001b[36mFile \u001b[39m\u001b[32m/anaconda/envs/fem/lib/python3.13/site-packages/scipy/sparse/_construct.py:181\u001b[39m, in \u001b[36mdiags_array\u001b[39m\u001b[34m(diagonals, offsets, shape, format, dtype)\u001b[39m\n\u001b[32m 179\u001b[39m diagonals = [np.atleast_1d(diagonals)]\n\u001b[32m 180\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m181\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mValueError\u001b[39;00m(\u001b[33m\"\u001b[39m\u001b[33mDifferent number of diagonals and offsets.\u001b[39m\u001b[33m\"\u001b[39m)\n\u001b[32m 182\u001b[39m \u001b[38;5;28;01melse\u001b[39;00m:\n\u001b[32m 183\u001b[39m diagonals = \u001b[38;5;28mlist\u001b[39m(\u001b[38;5;28mmap\u001b[39m(np.atleast_1d, diagonals))\n", - "\u001b[31mValueError\u001b[39m: Different number of diagonals and offsets." + "[ 2.5389253e+03 -4.4800562e+03 1.0346361e+04 -5.8138112e-12\n", + " -4.4937363e+03 1.1137594e+04 1.4027594e-11 -4.5147461e+03\n", + " 3.0415300e+03 -2.2169554e+02 -4.5216631e+03 2.0970651e+02\n", + " 2.5389250e+03 -4.4800361e+03 -1.0353295e+04 -1.5549662e-11\n", + " -4.4937422e+03 -1.1133140e+04 -6.3771124e-13 -4.5147437e+03\n", + " -3.0517241e+03 -2.2169554e+02 -4.5216631e+03 -2.2294655e+02]\n", + "Iteration 1, Loss: 3282.4985\n", + "Storing values in hash 2001\n", + "Storing values in hash 1001\n", + "Computing Jacobian...\n", + "2095.6873\n", + "[-1.0000100e+00 9.9992531e-06 -1.1667667e-01 -3.3333328e-01\n", + " 9.9992558e-06 -1.1667667e-01 3.3333340e-01 9.9992594e-06\n", + " -1.1667667e-01 1.0000100e+00 9.9992603e-06 -1.1667666e-01\n", + " -1.0000100e+00 9.9992531e-06 1.1667667e-01 -3.3333328e-01\n", + " 9.9992558e-06 1.1667667e-01 3.3333340e-01 9.9992594e-06\n", + " 1.1667667e-01 1.0000100e+00 9.9992603e-06 1.1667666e-01]\n", + "[ 1.7586178e+03 -2.3593877e+03 5.6202661e+03 -1.4367245e-11\n", + " -7.5195156e+03 5.6886641e+03 2.6096518e-06 -2.4211582e+03\n", + " 1.3558601e+03 -1.6219231e+02 -2.4350078e+03 6.1941223e+00\n", + " 1.7586177e+03 -2.3593828e+03 -5.5966836e+03 -1.5962256e-11\n", + " -2.3826768e+03 -5.6697393e+03 2.6096291e-06 -2.4214512e+03\n", + " -1.3554642e+03 -1.6219231e+02 -2.4350098e+03 -9.9102669e+00]\n", + "Iteration 2, Loss: 2095.6873\n", + "Storing values in hash 2002\n", + "Storing values in hash 1002\n", + "Computing Jacobian...\n", + "1487.7241\n", + "[-1.0000200e+00 1.9997835e-05 -1.5002000e-01 -3.3333328e-01\n", + " 1.9998812e-05 -1.5002000e-01 3.3333340e-01 1.9997879e-05\n", + " -1.5002000e-01 1.0000200e+00 1.9997886e-05 -1.5001945e-01\n", + " -1.0000200e+00 1.9997835e-05 1.5002000e-01 -3.3333328e-01\n", + " 1.9997851e-05 1.5002000e-01 3.3333340e-01 1.9997879e-05\n", + " 1.5002000e-01 1.0000200e+00 1.9997886e-05 1.5001965e-01]\n", + "[ 1.2244741e+03 -1.8511127e+03 3.3882695e+03 9.0024997e-07\n", + " -1.8815013e+03 2.9003762e+03 -1.6947981e-05 -1.8920558e+03\n", + " 2.9105658e+02 -1.2595631e+02 -1.8949602e+03 -2.9469095e+02\n", + " 1.2244741e+03 -1.8511171e+03 -3.3626128e+03 3.9938669e-07\n", + " -1.8815000e+03 -2.8582949e+03 -1.1068683e-05 -1.8920671e+03\n", + " -2.7857748e+02 -1.2595638e+02 -1.8953358e+03 2.9524155e+02]\n", + "Iteration 3, Loss: 1487.7241\n", + "Storing values in hash 2003\n", + "Storing values in hash 1003\n", + "Computing Jacobian...\n", + "1186.1941\n", + "[-1.0000300e+00 2.9996032e-05 -1.8336333e-01 -3.3333328e-01\n", + " 2.9997040e-05 -1.8336333e-01 3.3333340e-01 2.9996114e-05\n", + " -1.8336332e-01 1.0000300e+00 2.9996125e-05 -1.1667614e-01\n", + " -1.0000300e+00 2.9996032e-05 1.8336333e-01 -3.3333328e-01\n", + " 2.9996079e-05 1.8336333e-01 3.3333340e-01 2.9996114e-05\n", + " 1.8336332e-01 1.0000300e+00 2.9996125e-05 1.1667633e-01]\n", + "[ 862.25104 -1934.3887 2307.1514 14.548561 -2.9208727\n", + " 737.735 52.464397 -1960.5789 -743.2268 -196.33292\n", + " -98.56042 -215.3987 862.23724 -1933.4652 -2302.7947\n", + " 14.530445 -3.8423893 -724.9654 52.44605 -1959.7645\n", + " 749.70544 -196.34212 -98.87377 215.79327 ]\n", + "Iteration 4, Loss: 1186.1941\n", + "Storing values in hash 2004\n", + "Storing values in hash 1004\n", + "Computing Jacobian...\n", + "995.08997\n", + "[-1.0000401e+00 3.9994313e-05 -2.1670666e-01 -3.3334306e-01\n", + " 3.8922612e-05 -2.1670666e-01 3.3332345e-01 3.9994415e-05\n", + " -1.5001999e-01 1.0000401e+00 3.9962411e-05 -8.3332822e-02\n", + " -1.0000401e+00 3.9994313e-05 2.1670666e-01 -3.3334306e-01\n", + " 3.9167389e-05 2.1670666e-01 3.3332345e-01 3.9994415e-05\n", + " 1.5001999e-01 1.0000401e+00 3.9962517e-05 8.3333015e-02]\n", + "[ 7.1341943e+02 -2.5943222e+01 1.9643425e+03 -1.0273127e+01\n", + " -2.1413657e+02 4.0204376e+01 1.3956108e+01 -7.0785210e+01\n", + " -1.1360272e+02 -1.7172543e+02 2.8946236e-01 1.2627060e+01\n", + " 7.1339886e+02 -2.5757828e+01 -1.9590184e+03 -1.0297226e+01\n", + " -2.1441571e+02 -3.4364777e+01 1.3946690e+01 -7.0482071e+01\n", + " 1.1924634e+02 -1.7174229e+02 2.7697378e-01 -1.3564988e+01]\n", + "Iteration 5, Loss: 995.0900\n", + "Storing values in hash 2005\n", + "Storing values in hash 1005\n", + "Computing Jacobian...\n", + "881.935\n", + "[-1.0000501e+00 4.9867136e-05 -2.5005001e-01 -3.3333337e-01\n", + " 4.8907117e-05 -2.5004992e-01 3.3331367e-01 4.9947612e-05\n", + " -1.1667669e-01 1.0000501e+00 3.6091878e-05 -1.1667588e-01\n", + " -1.0000501e+00 4.9866227e-05 2.5005001e-01 -3.3333337e-01\n", + " 4.9151913e-05 2.5004992e-01 3.3331367e-01 4.9947412e-05\n", + " 1.1667669e-01 1.0000501e+00 3.6224439e-05 1.1667610e-01]\n", + "[ 6.23216797e+02 8.58592701e+00 1.82145813e+03 -1.53342094e+01\n", + " -5.35383072e+01 1.11287994e+01 -3.83163490e+01 -6.02407408e+00\n", + " 4.04158081e+02 -1.31504944e+02 5.05914569e-01 -4.36584091e+00\n", + " 6.23235474e+02 9.31594658e+00 -1.81881238e+03 -1.53407793e+01\n", + " -5.52899742e+01 -6.41505432e+00 -3.83223991e+01 -5.37106323e+00\n", + " -3.85524628e+02 -1.31519226e+02 8.87416780e-01 1.25566025e+01]\n", + "Iteration 6, Loss: 881.9350\n", + "Storing values in hash 2006\n", + "Storing values in hash 1006\n", + "Computing Jacobian...\n", + "773.97766\n", + "[-1.0000601e+00 4.0245701e-05 -2.8339335e-01 -3.3332357e-01\n", + " 5.8845402e-05 -2.8339297e-01 3.3332360e-01 5.9412567e-05\n", + " -1.5002000e-01 1.0000601e+00 3.0701056e-05 -8.3333328e-02\n", + " -1.0000601e+00 4.0215666e-05 2.8339335e-01 -3.3332357e-01\n", + " 5.9092148e-05 2.8339276e-01 3.3332360e-01 5.9349375e-05\n", + " 1.5002000e-01 1.0000601e+00 2.9297693e-05 8.3333030e-02]\n", + "[ 698.77966 61.474182 1853.3737 103.8753 -147.35037\n", + " -114.61728 133.30823 113.484985 -264.99304 -85.88237\n", + " 26.661875 101.71912 648.74884 -94.08699 -1740.3718\n", + " 68.01002 -85.995026 229.13333 122.54312 -108.44183\n", + " 466.82285 -96.24078 -101.85293 66.04868 ]\n", + "Iteration 7, Loss: 773.9777\n", + "Storing values in hash 2007\n", + "Storing values in hash 1007\n", + "Computing Jacobian...\n", + "704.75977\n", + "[-1.0000701e+00 3.0299683e-05 -3.1673670e-01 -3.3333355e-01\n", + " 6.8822970e-05 -2.5004965e-01 3.3331361e-01 4.9441682e-05\n", + " -1.1667669e-01 1.0000701e+00 2.0824906e-05 -1.1667662e-01\n", + " -1.0000701e+00 5.0180359e-05 3.1673670e-01 -3.3333352e-01\n", + " 6.9053749e-05 2.5004941e-01 3.3331361e-01 6.9318914e-05\n", + " 1.1667668e-01 1.0000701e+00 3.9265073e-05 4.9989749e-02]\n", + "[ 5.3918573e+02 -3.4985172e+01 1.0834253e+03 -7.8517395e+01\n", + " -1.7326181e+02 4.2843774e+02 -4.9533169e+01 -4.0221050e+01\n", + " 5.8683826e+02 -2.3236058e+02 1.6872993e+01 1.6238722e+02\n", + " 5.1156915e+02 -1.2054266e+02 -9.5028503e+02 -5.5712475e+01\n", + " -8.7061050e+01 -4.0221619e+02 -1.0476891e+02 -1.2247621e+02\n", + " -6.0141663e+02 -1.3603778e+02 3.7271369e-01 -8.7539856e+01]\n", + "Iteration 8, Loss: 704.7598\n", + "Storing values in hash 2008\n", + "Storing values in hash 1008\n", + "Computing Jacobian...\n", + "604.14276\n", + "[-1.0000801e+00 4.0205228e-05 -3.5008004e-01 -3.3332357e-01\n", + " 7.8803918e-05 -2.8339300e-01 3.3332357e-01 5.9359470e-05\n", + " -1.5002002e-01 1.0000801e+00 1.1019755e-05 -1.5001994e-01\n", + " -1.0000801e+00 6.0152626e-05 3.5008004e-01 -3.3332357e-01\n", + " 7.9015867e-05 2.8339276e-01 3.3332360e-01 7.9291975e-05\n", + " 1.5002002e-01 1.0000801e+00 3.4791592e-05 8.3333045e-02]\n", + "[ 4.71858673e+02 -5.40810776e+00 9.43789062e+02 -2.92118950e+01\n", + " -5.53951797e+01 1.41851990e+02 1.30157776e+01 -8.66372967e+00\n", + " -4.92425308e+01 -1.04513824e+02 2.02462658e-01 -7.69431763e+01\n", + " 4.69217926e+02 1.19553619e+02 -9.32578369e+02 -2.65420914e+01\n", + " -4.10017586e+01 -1.33141205e+02 2.05153847e+01 1.15538155e+02\n", + " 1.49259552e+02 -2.08679871e+02 6.50316119e-01 9.94867401e+01]\n", + "Iteration 9, Loss: 604.1428\n", + "Storing values in hash 2009\n", + "Storing values in hash 1009\n", + "Computing Jacobian...\n", + "566.3132\n", + "[-1.00009012e+00 4.96072935e-05 -3.83423388e-01 -3.33313674e-01\n", + " 8.87445131e-05 -3.16736311e-01 3.33313823e-01 6.89817607e-05\n", + " -1.16676755e-01 1.00009012e+00 8.19058459e-06 -1.16676658e-01\n", + " -1.00009012e+00 5.01804971e-05 3.83423388e-01 -3.33313674e-01\n", + " 8.89356888e-05 3.16736072e-01 3.33313763e-01 6.93205002e-05\n", + " 1.16676711e-01 1.00009012e+00 2.86954091e-05 4.99897450e-02]\n", + "[ 552.04504 -22.977798 581.1926 93.76963 107.723694 138.39864\n", + " -53.83351 -19.478554 674.2272 32.841446 -22.543373 237.92343\n", + " 501.70087 124.78293 -563.0818 88.34387 -26.770798 19.833822\n", + " -93.16576 165.1817 -648.0232 -162.17032 115.1726 -67.25921 ]\n", + "Iteration 10, Loss: 566.3132\n", + "Storing values in hash 2010\n", + "Storing values in hash 1010\n", + "Computing Jacobian...\n", + "515.7406\n", + "[-1.0001001e+00 5.9463524e-05 -4.1676673e-01 -3.3332366e-01\n", + " 7.8775076e-05 -3.5007963e-01 3.3332378e-01 7.8812387e-05\n", + " -1.5002009e-01 1.0000802e+00 1.8044888e-05 -1.5001997e-01\n", + " -1.0001001e+00 4.0207389e-05 4.1676673e-01 -3.3332366e-01\n", + " 9.8813267e-05 2.8339291e-01 3.3332375e-01 5.9340513e-05\n", + " 1.5002005e-01 1.0001001e+00 1.8724540e-05 8.3333023e-02]\n", + "[ 5.72908936e+02 -1.33471060e+00 3.93692719e+02 4.26900177e+01\n", + " -7.12065411e+00 -2.09947784e+02 -9.51888180e+00 -1.01874113e+00\n", + " 9.03505554e+01 -1.27589355e+02 -6.79508075e-02 5.41915550e+01\n", + " 4.57408203e+02 -7.49491882e+01 -4.14422516e+02 -1.29783157e+02\n", + " 3.29698992e+00 -2.52853668e+02 5.31420708e+00 -7.55861359e+01\n", + " 4.70530319e+01 -2.22647491e+02 -2.49883270e+00 3.24396782e+01]\n", + "Iteration 11, Loss: 515.7406\n", + "Storing values in hash 2011\n", + "Storing values in hash 1011\n", + "Computing Jacobian...\n", + "490.9879\n", + "[-1.0001101e+00 6.7281289e-05 -4.5011008e-01 -3.3333358e-01\n", + " 8.8321787e-05 -3.1673631e-01 3.3333337e-01 8.6072032e-05\n", + " -1.8336338e-01 1.0000902e+00 1.9062316e-05 -1.8336324e-01\n", + " -1.0001101e+00 5.0162831e-05 4.5011008e-01 -3.3331367e-01\n", + " 8.9762900e-05 3.1673625e-01 3.3331445e-01 6.9296897e-05\n", + " 1.1667679e-01 1.0001101e+00 2.7474567e-05 4.9989801e-02]\n", + "[ 475.82666 -109.03369 227.15761 -28.012901 -1.8143697\n", + " 146.39969 -1.5196328 -107.205444 48.39109 -96.37428\n", + " -9.945065 39.014275 575.03864 -3.142222 -204.39299\n", + " 22.016363 -11.964096 86.58679 -34.242935 -1.9452555\n", + " -192.63148 -271.22064 0.6921388 87.72391 ]\n", + "Iteration 12, Loss: 490.9879\n", + "Storing values in hash 2012\n", + "Storing values in hash 1012\n", + "Computing Jacobian...\n", + "499.43942\n", + "[-1.0001202e+00 7.7250945e-05 -4.8345342e-01 -3.3332369e-01\n", + " 9.6660995e-05 -3.5007963e-01 3.3334115e-01 9.6041171e-05\n", + " -2.1670663e-01 1.0001003e+00 2.8734659e-05 -2.1670648e-01\n", + " -1.0001202e+00 5.9146405e-05 4.8345339e-01 -3.3332354e-01\n", + " 9.9490819e-05 2.8339294e-01 3.3332434e-01 7.7737597e-05\n", + " 1.5002011e-01 1.0001202e+00 2.1219868e-05 1.6646510e-02]\n", + "[ 6.1232349e+02 -2.3172729e+02 7.9827255e+01 5.2645912e+01\n", + " -6.9043283e+00 -1.8926079e+02 4.4735672e+01 -2.3426624e+02\n", + " -7.1245496e+02 -4.4882244e+01 -1.0429458e+01 -2.8351453e+02\n", + " 5.2699011e+02 -6.5722294e+00 -1.6703285e+02 -2.3616589e+01\n", + " -3.2403954e+01 -9.1553238e+01 1.2327649e+02 -1.8593590e+00\n", + " 6.8605444e+02 -2.4723453e+02 6.9431126e-01 2.4304010e+02]\n", + "Iteration 13, Loss: 499.4394\n", + "Storing values in hash 2013\n", + "Storing values in hash 1013\n", + "Computing Jacobian...\n", + "484.72928\n", + "[-1.00013018e+00 8.72366800e-05 -5.16796708e-01 -3.33333641e-01\n", + " 1.06193278e-04 -3.16736311e-01 3.33331227e-01 1.06027059e-04\n", + " -1.83363304e-01 1.00011015e+00 3.84224586e-05 -1.83363169e-01\n", + " -1.00013018e+00 6.86483181e-05 5.16796708e-01 -3.33313674e-01\n", + " 1.09389242e-04 3.16736251e-01 3.33314359e-01 8.61155495e-05\n", + " 1.16676785e-01 1.00013018e+00 1.49840271e-05 -1.66968089e-02]\n", + "[ 4.71150513e+02 -5.31374359e+00 -1.24204941e+02 -3.51518326e+01\n", + " -2.01059532e+01 1.09196815e+02 -1.10585442e+01 -9.69393158e+00\n", + " 2.89743958e+02 -1.04360672e+02 -4.46816623e-01 -1.24191093e+00\n", + " 5.25982666e+02 -1.65101948e+01 2.29499802e+02 2.57130432e+02\n", + " 1.57112713e+01 1.64924957e+02 -1.34085541e+01 -2.00741577e+01\n", + " -3.76349426e+02 -2.52378601e+02 3.76082916e+01 -6.20057297e+01]\n", + "Iteration 14, Loss: 484.7293\n", + "Storing values in hash 2014\n", + "Storing values in hash 1014\n", + "Computing Jacobian...\n", + "486.72855\n", + "[-1.0001402e+00 9.6554089e-05 -4.8345339e-01 -3.3332375e-01\n", + " 1.1600820e-04 -3.5007963e-01 3.3334085e-01 1.1564694e-04\n", + " -2.1670662e-01 1.0001202e+00 4.3044234e-05 -1.5002315e-01\n", + " -1.0001402e+00 7.8420533e-05 4.8345339e-01 -3.3332366e-01\n", + " 9.9625489e-05 2.8339294e-01 3.3332393e-01 9.5930183e-05\n", + " 1.5002011e-01 1.0001402e+00 5.0860349e-06 1.6646458e-02]\n", + "[ 605.69135 -151.51833 57.306763 26.631613 42.02738 -173.10162\n", + " 60.849785 -110.108734 -549.82184 -154.2116 -14.4239 -107.72157\n", + " 521.71747 -13.306419 -170.08119 -33.422337 -26.768547 -102.88691\n", + " 138.52835 -9.312568 545.1391 -173.55496 -8.459789 143.47475 ]\n", + "Iteration 15, Loss: 486.7285\n", + "Storing values in hash 2015\n", + "Storing values in hash 1015\n", + "Computing Jacobian...\n", + "487.64468\n", + "[-1.00015008e+00 1.05954816e-04 -5.16795099e-01 -3.33330572e-01\n", + " 1.07992164e-04 -3.16736847e-01 3.33332568e-01 1.24832135e-04\n", + " -1.83363482e-01 1.00012958e+00 4.84719203e-05 -1.16680749e-01\n", + " -1.00015008e+00 8.35915052e-05 5.16796172e-01 -3.33316356e-01\n", + " 1.06713174e-04 3.16735297e-01 3.33315104e-01 1.00053330e-04\n", + " 1.16677023e-01 1.00014973e+00 8.90645060e-06 -1.66961346e-02]\n", + "[ 4.5752615e+02 -2.7691660e+01 -1.2342589e+02 -4.7567112e+01\n", + " 1.7120110e+01 9.8288956e+01 -5.5392242e+01 -1.6718679e+01\n", + " 3.5664584e+02 -1.4907483e+02 -2.2216111e-02 5.9095966e+01\n", + " 5.3973273e+02 9.7568428e+01 2.2558482e+02 3.0276751e+01\n", + " -1.2888822e+01 1.1823749e+02 -1.4028894e+02 2.5109280e+01\n", + " -4.6483197e+02 -2.6867548e+02 -3.0901419e+01 -1.5889798e+02]\n", + "Iteration 16, Loss: 487.6447\n", + "Storing values in hash 2016\n", + "Storing values in hash 1016\n", + "Computing Jacobian...\n", + "486.64084\n", + "[-1.00015974e+00 1.11539717e-04 -4.83453125e-01 -3.33323896e-01\n", + " 1.03842503e-04 -3.50078344e-01 3.33339363e-01 1.28916523e-04\n", + " -2.16706231e-01 1.00013852e+00 4.84784432e-05 -1.50021017e-01\n", + " -1.00015974e+00 7.52002015e-05 4.83453572e-01 -3.33321780e-01\n", + " 1.10059635e-04 2.83393562e-01 3.33323002e-01 9.47574372e-05\n", + " 1.50019750e-01 1.00015914e+00 1.47495584e-05 1.66459084e-02]\n", + "[ 614.5499 -77.06419 55.61502 16.325916 -4.36155\n", + " -223.67906 129.28351 -42.93054 -550.62573 -51.07807\n", + " -5.5523796 -47.237118 521.4171 -3.75481 -160.89835\n", + " 35.03941 -17.913124 -34.435425 90.963684 59.384888\n", + " 610.0145 -129.72658 0.705807 155.49695 ]\n", + "Iteration 17, Loss: 486.6408\n", + "Storing values in hash 2017\n", + "Storing values in hash 1017\n", + "Computing Jacobian...\n", + "487.5609\n", + "[-1.0001695e+00 1.1970888e-04 -5.1679367e-01 -3.3332780e-01\n", + " 1.0520842e-04 -3.1673577e-01 3.3333105e-01 1.3590926e-04\n", + " -1.8336327e-01 1.0001459e+00 5.0198407e-05 -1.1668132e-01\n", + " -1.0001695e+00 7.6379991e-05 5.1679593e-01 -3.3332765e-01\n", + " 1.1458653e-04 3.1673157e-01 3.3331570e-01 8.7060376e-05\n", + " 1.1667694e-01 1.0001680e+00 1.4524465e-05 -1.6696112e-02]\n", + "[ 472.374 27.914944 -61.557747 -48.256107 -12.962425\n", + " 173.95718 -45.769855 19.52174 424.68152 -133.81253\n", + " 61.970566 121.483376 582.20184 2.7659836 259.78552\n", + " 107.92716 55.472553 192.72653 -80.51061 182.25684\n", + " -430.96954 -262.47983 -23.522005 -100.18964 ]\n", + "Iteration 18, Loss: 487.5609\n", + "Storing values in hash 2018\n", + "Storing values in hash 1018\n", + "Computing Jacobian...\n", + "486.6136\n", + "[-1.00017917e+00 1.13887734e-04 -4.83452916e-01 -3.33321273e-01\n", + " 1.08771492e-04 -3.50078076e-01 3.33337009e-01 1.31147230e-04\n", + " -2.16706067e-01 1.00015485e+00 4.24350510e-05 -1.50023162e-01\n", + " -1.00017929e+00 7.55150977e-05 4.83453214e-01 -3.33335936e-01\n", + " 1.07054177e-04 2.83389241e-01 3.33322734e-01 7.78944668e-05\n", + " 1.50019437e-01 1.00017738e+00 1.97751178e-05 1.66449342e-02]\n", + "[ 6.73568848e+02 -9.34264526e+01 1.02697533e+02 2.24858398e+01\n", + " -6.01686001e+00 -2.18898148e+02 1.73212418e+02 -5.51906395e+01\n", + " -5.02670837e+02 -5.09504395e+01 -5.37206030e+00 -1.07196381e+02\n", + " 5.80429199e+02 5.58035240e+01 -1.01607445e+02 3.49881248e+01\n", + " -1.81413708e+01 -3.46171341e+01 1.34863220e+02 -2.06007898e-01\n", + " 6.10003479e+02 -7.03009033e+01 6.97853267e-01 1.39879730e+02]\n", + "Iteration 19, Loss: 486.6136\n", + "Storing values in hash 2019\n", + "Storing values in hash 1019\n", + "Computing Jacobian...\n", + "487.38058\n", + "[-1.00018871e+00 1.20969074e-04 -5.16793013e-01 -3.33323926e-01\n", + " 1.09680586e-04 -3.16736549e-01 3.33329916e-01 1.36830597e-04\n", + " -1.83363825e-01 1.00016034e+00 4.32483575e-05 -1.16683513e-01\n", + " -1.00018871e+00 6.98568183e-05 5.16793251e-01 -3.33339959e-01\n", + " 1.09627981e-04 3.16719651e-01 3.33316147e-01 7.79258771e-05\n", + " 1.16677321e-01 1.00018382e+00 1.96688452e-05 -1.66944992e-02]\n", + "[ 612.40027 1.6183958 16.883778 106.32387 35.032818\n", + " 154.39815 99.90215 -0.81761503 461.2993 6.4145813\n", + " 140.54874 228.16736 578.0779 177.84802 289.77005\n", + " 267.96564 108.31392 278.82086 -42.524055 211.45222\n", + " -352.19547 -165.32759 84.149475 -2.3497696 ]\n", + "Iteration 20, Loss: 487.3806\n" ] } ], "source": [ + "import importlib\n", + "import utils\n", + "importlib.reload(utils)\n", + "from utils import MMAOptimizer\n", "n_steps = 20\n", "\n", "# set design bounds by a perturbation value 'delta'\n", @@ -1143,7 +1679,6 @@ " param_min = param_min.at[bar_idx, coord_idx, i].add(-delta)\n", " param_max = param_max.at[bar_idx, coord_idx, i].add(delta)\n", "\n", - "print(param_min.shape)\n", "param_min = param_min.flatten().at[:, None].get()\n", "param_max = param_max.flatten().at[:, None].get()\n", "\n", @@ -1172,10 +1707,8 @@ " print(loss_value)\n", " print(params)\n", " print(grads)\n", - " np_grads = jnp.array(grads[:, None])\n", - " np_params = jnp.array(params[:, None])\n", " np_params = optimizer.calculate_next_x(\n", - " loss_value, np_grads, g, dgdx, i + 1, np_params\n", + " loss_value, grads, g, dgdx, i + 1, params\n", " )\n", " params = jnp.array(np_params.flatten())\n", "\n", @@ -1196,7 +1729,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": 19, "id": "255d780e", "metadata": { "scrolled": true @@ -1208,13 +1741,13 @@ "Text(0.5, 1.0, 'Compliance over Optimization')" ] }, - "execution_count": 20, + "execution_count": 19, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": 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qqtq2X331ld6l5R9++AHp6ekYMWKEbpmtra1B44yMQaPR4NFHH0V5eTk2btwIpVJZrU1Nf1/5+flYvXp1tba2trZ1nvcqvXr1gouLC1atWoWysjLd8l9//RVnzpxplPcatSzskSIyEj8/P6xfvx7jx4+Hv7+/3szmBw4cwIYNGzBlyhQAQFBQECZPnoxPP/1Ud7ns8OHDWLt2LUaPHo3BgwcbtTaVSoXt27dj8uTJ6NOnD3799Vf88ssv+H//7/816LJYv3794OjoiMmTJ+OFF16ATCbDunXr7upS4qRJk/DVV19h7ty5OHz4MAYOHIji4mLs2rULzz//PEaNGoVBgwbh2WefxcKFC5GQkIBhw4bB0tISycnJ2LBhA5YtW4axY8fW+hyLFy/GiBEj0LdvXzz11FO4ceMGli9fDrVarXdvQeBmT9OYMWPw3Xffobi4GB988EG1/UVHR2PAgAHo1q0bpk2bhvbt2yMzMxMHDx7E5cuXceLECYNeC6VSiR9++AFDhgzBgAED9GY2X79+PeLj4/HSSy/h0Ucfrbatk5OTbpvMzEwsXboUHTp0wLRp03RtQkJCEBMTg7lz56J3795o1aoVIiMjDaq1oVatWoXdu3fjueeeq9bD5OrqiqFDh2LYsGFQKpWIjIzEs88+i6KiInz22WdwcXGpFlpDQkKwcuVKvPfee+jQoQNcXFyq9TgBN8/n+++/j6lTp2LQoEF47LHHkJmZiWXLlsHHxwdz5sxp1OOmFkCibwsSma1z586JadOmCR8fH6FUKoWdnZ3o37+/WL58ud7X5SsqKsT8+fOFr6+vsLS0FF5eXnVOyHk7AGLGjBl6y6q+xr548WLdspom5HR1dRVRUVF6801V7fNO0x/s379f3HPPPboJNl955RXddAy3ftW9akLO202ePLnaV/BLSkrEf/7zH91r4ebmJsaOHStSU1P12n366aciJCREWFtbCzs7O9GtWzfxyiuviKtXr1Z7ntvt2rVL9O/fX1hbWwt7e3sRGRmpNyHnrXbu3CkACJlMJi5dulRjm9TUVDFp0iTh5uYmLC0thaenp3jggQfEDz/8oGtT9fodOXLkjvXdKisrS8ydO1d06NBBWFlZCQcHBxEeHq6b8uBWVV/3//bbb8Xrr78uXFxchLW1tRg5cqTe1BhCCFFUVCQmTJggHBwc6j0h5+1qO6+3/53ePg1BVFRUvSbk/PHHH0X37t2FSqUSPj4+4v3339dNkXHr32FGRoYYOXKksLOzq9eEnDExMaJHjx7CyspKODk51Tkh5+2qaieqCe+1R2TmpkyZgh9++AFFRUVSl0KNIC4uDoMHD8aGDRvq7JUjosbBMVJEREREBmKQIiIiIjIQgxQRERGRgThGioiIiMhA7JEiIiIiMhCDVD3l5eWhV69eCA4ORmBgID777DOpSyIiIiKJ8dJePWk0GpSVlcHGxgbFxcUIDAzE0aNH0bp161q30Wq1uHr1Kuzs7CS/NQMRERHVjxAChYWF8PDwgFxed58TZzavJ4VCARsbGwBAWVkZhBB3nM356tWr8PLyaoryiIiIyMguXbqEtm3b1tlG8iC1cuVKrFy5En///TcAoGvXrnjrrbf07g91t/bu3YvFixfj2LFjSE9Px+bNmzF69Ohq7aKjo7F48WJkZGQgKCgIy5cvR2hoqG591a08kpOTsXjxYjg7O9f5vHZ2dgBungh7e3ujHQ8RERE1noKCAnh5eek+x+sieZBq27YtFi1ahI4dO0IIgbVr12LUqFE4fvw4unbtWq39/v37ERoaWu0u8adPn0br1q3h6upabZvi4mIEBQXhySefxJgxY2qso+r+U6tWrUKfPn2wdOlSREREICkpCS4uLgAABwcHnDhxApmZmRgzZgzGjh1b4/NVqbqcZ29vzyBFRERkYuozLKdZjpFycnLC4sWL8dRTT+kt12q16NmzJzp27IjvvvtOd6fwpKQkDBo0CHPnzsUrr7xS575lMlmNPVJ9+vRB7969dXeg12q18PLywqxZs/Daa69V28/zzz+PsLCwOm/JUFBQALVajfz8fAYpIiIiE9GQz+9m9a09jUaju+N63759q62Xy+XYtm0bjh8/jkmTJkGr1SI1NRVhYWEYPXr0HUNUbcrLy3Hs2DGEh4frPVd4eDgOHjwIAMjMzERhYSEAID8/H3v37kXnzp1r3F90dDQCAgLQu3dvg+ohIiIi0yD5pT0A+Ouvv9C3b1+UlpaiVatW2Lx5MwICAmps6+Hhgd27d2PgwIGYMGECDh48iPDwcKxcudLg58/OzoZGo6l2mc7V1RVnz54FAFy4cAHPPPOMbpD5rFmz0K1btxr3N2PGDMyYMUOXaImIiMg8NYsg1blzZyQkJCA/Px8//PADJk+ejN9//73WMNWuXTusW7cOgwYNQvv27fHFF180+vQCoaGhSEhIaNTnICIiItPSLC7tKZVKdOjQASEhIVi4cCGCgoKwbNmyWttnZmbimWeeQWRkJEpKSjBnzpy7en5nZ2coFApkZmZWex43N7e72jcRERGZr2YRpG6n1WpRVlZW47rs7GwMGTIE/v7+2LRpE2JjYxETE4N58+YZ/HxKpRIhISGIjY3VqyE2NrbGsVpEREREQDO4tPf6669jxIgRaNeuHQoLC7F+/XrExcVhx44d1dpqtVqMGDEC3t7eiImJgYWFBQICArBz506EhYXB09Ozxt6poqIipKSk6B6npaUhISEBTk5OaNeuHQBg7ty5mDx5Mnr16oXQ0FAsXboUxcXFmDp1auMdPBEREZk0yYNUVlYWJk2ahPT0dKjVanTv3h07duzA0KFDq7WVy+VYsGABBg4cCKVSqVseFBSEXbt2oU2bNjU+x9GjRzF48GDd47lz5wIAJk+ejDVr1gAAxo8fj2vXruGtt95CRkYGgoODsX379jrniSIiIqKWrVnOI2UuOI8UERGR6WnI57fkPVLUcBqtwOG0XGQVlsLFToVQXyco5LwpMhERUVNjkDIx2xPTMf+n00jPL9Utc1erEBUZgOGB7hJWRkRE1PI0y2/tUc22J6Zj+tfxeiEKADLySzH963hsT0yXqDIiIqKWiUHKRGi0AvN/Oo2aBrRVLZv/02lotBzyRkRE1FQYpEzE4bTcaj1RtxIA0vNLcTgtt+mKIiIiauEYpExEVmHtIcqQdkRERHT3GKRMhIudyqjtiIiI6O4xSJmIUF8nuKtVqG2SAxlufnsv1NepKcsiIiJq0RikTIRCLkNUZAAAVAtTVY+jIgM4nxQREVETYpAyIcMD3bFyYk+4qfUv37nYW2HlxJ6cR4qIiKiJcUJOEzM80B1DA9xwOC0Xc2KOI6OgDK8N78IQRUREJAH2SJkghVyGvn6tMaqHJwDg93PXJK6IiIioZWKQMmFhnV0A3AxSnIiTiIio6TFImbAQb0fYqyxwvaQCCZeuS10OERFRi8MgZcIsFHLc26kNAGDPWV7eIyIiamoMUiYurMvNy3u7z2ZJXAkREVHLwyBl4gZ1agOZDDidXoCMOu7FR0RERMbHIGXiWreyQlBbBwDAniT2ShERETUlBikzwMt7RERE0mCQMgNVQWp/SjbKKjUSV0NERNRyMEiZga4e9nCxs0JJuQaH03KlLoeIiKjFYJAyAzKZDIM78/IeERFRU2OQMhODu1TNJ8UgRURE1FQYpMzEgI5tYKmQ4e+cEpy/ViR1OURERC0Cg5SZaGVlgVBfJwC8vEdERNRUGKTMSNU4Kc4nRURE1DQYpMxI1TQIh9NyUVRWKXE1RERE5o9Byoy0b9MKPq1tUKER2JecLXU5REREZo9ByszcV3V5j+OkiIiIGh2DlJmpury3JykLQgiJqyEiIjJvDFJmpk97J9goFcgqLMOpqwVSl0NERGTWGKTMjJWFAv07OAPgNAhERESNjUHKDN16eY+IiIgaD4OUGaqaTyrhUh5yisokroaIiMh8MUiZITe1Cv7u9hAC+P3cNanLISIiMlsMUmYq7J+bGHOcFBERUeNhkDJTVeOk9p67hkqNVuJqiIiIzBODlJkK9nKEo40lCkorcezCdanLISIiMksMUmZKIZdhUKebl/f2JHGcFBERUWNgkDJjg7vwdjFERESNiUHKjA3q1AZyGZCUWYgreTekLoeIiMjsMEiZMQcbJXq2cwTAb+8RERE1BgYpM8fLe0RERI2HQcrMVU2DcCA1G6UVGomrISIiMi8MUmaui5sd3NUqlFZocfB8jtTlEBERmRUGKTMnk8l4eY+IiKiRMEi1AFU3Md59NgtCCImrISIiMh8MUi1A/w6tobSQ4/L1G0jJKpK6HCIiIrPBINUC2CgtcE/71gA4DQIREZExMUi1EGGdb94uhkGKiIjIeBikWoiwLq4AgKMXrqOgtELiaoiIiMwDg1QL0a61Dfza2EKjFfjjXLbU5RAREZkFBqkW5NZv7xEREdHdY5BqQapmOf/9XBa0Wk6DQEREdLcYpFqQXj5OaGVlgeyicpy8ki91OURERCaPQaoFUVrIMbCjMwBe3iMiIjIGBqkWpup2MXFJDFJERER3i0Gqhbnvn/mkTl7OR1ZhqcTVEBERmTYGqRbGxU6Fbp5qAEBc0jWJqyEiIjJtDFItUNXlvT0cJ0VERHRXGKTqKS8vD7169UJwcDACAwPx2WefSV2SwaqmQfgjORvllVqJqyEiIjJdFlIXYCrs7Oywd+9e2NjYoLi4GIGBgRgzZgxat24tdWkN1t1TDedWSmQXlePohVz083OWuiQiIiKTxB6pelIoFLCxsQEAlJWVQQgBIUxzUku5XIZBnXh5j4iI6G5JHqQWLlyI3r17w87ODi4uLhg9ejSSkpKM+hx79+5FZGQkPDw8IJPJsGXLlhrbRUdHw8fHByqVCn369MHhw4f11ufl5SEoKAht27bFyy+/DGdn0+3Jqbq8x/mkiIiIDCd5kPr9998xY8YMHDp0CDt37kRFRQWGDRuG4uLiGtvv378fFRUV1ZafPn0amZmZNW5TXFyMoKAgREdH11pHTEwM5s6di6ioKMTHxyMoKAgRERHIyvo3aDg4OODEiRNIS0vD+vXra30+UzCgozMUchlSrxXjYk6J1OUQERGZJMmD1Pbt2zFlyhR07doVQUFBWLNmDS5evIhjx45Va6vVajFjxgxMmDABGo1GtzwpKQlhYWFYu3Ztjc8xYsQIvPfee3jooYdqrWPJkiWYNm0apk6dioCAAKxatQo2Njb48ssvq7V1dXVFUFAQ/vjjDwOOuHlQW1uil7cjAGD3WdMNhERERFKSPEjdLj//5j3gnJycqq2Ty+XYtm0bjh8/jkmTJkGr1SI1NRVhYWEYPXo0XnnlFYOes7y8HMeOHUN4eLjec4WHh+PgwYMAgMzMTBQWFupq3Lt3Lzp37lzj/qKjoxEQEIDevXsbVE9T0V3e43xSREREBmlWQUqr1eLFF19E//79ERgYWGMbDw8P7N69G/v27cOECRMQFhaG8PBwrFy50uDnzc7Ohkajgaurq95yV1dXZGRkAAAuXLiAgQMHIigoCAMHDsSsWbPQrVu3Gvc3Y8YMnD59GkeOHDG4pqZQFaQOnc9BSXmlxNUQERGZnmY1/cGMGTOQmJiIffv21dmuXbt2WLduHQYNGoT27dvjiy++gEwma9TaQkNDkZCQ0KjP0dQ6uLRCW0drXL5+AwdSchAe4HrnjYiIiEin2fRIzZw5Ez///DP27NmDtm3b1tk2MzMTzzzzDCIjI1FSUoI5c+bc1XM7OztDoVBUGzyemZkJNze3u9p3cyaTyW65vMdv7xERETWU5EFKCIGZM2di8+bN2L17N3x9fetsn52djSFDhsDf3x+bNm1CbGwsYmJiMG/ePINrUCqVCAkJQWxsrG6ZVqtFbGws+vbta/B+TcHgzv/OJ2Wq82IRERFJRfJLezNmzMD69euxdetW2NnZ6cYkqdVqWFtb67XVarUYMWIEvL29ERMTAwsLCwQEBGDnzp0ICwuDp6dnjb1TRUVFSElJ0T1OS0tDQkICnJyc0K5dOwDA3LlzMXnyZPTq1QuhoaFYunQpiouLMXXq1EY8eun19WsNlaUc6fmlOJtRCH93e6lLIiIiMhkyIXE3RG1jm1avXo0pU6ZUW75z504MHDgQKpVKb/nx48fRpk2bGi8LxsXFYfDgwdWWT548GWvWrNE9XrFiBRYvXoyMjAwEBwfjo48+Qp8+fRp2QLcoKCiAWq1Gfn4+7O2bb0B5cs0R7D6bhZcjOmPG4A5Sl0NERCSphnx+Sx6kzJmpBKl1hy7gzS2J6O3jiA3P9ZO6HCIiIkk15PNb8jFSJL2qAefHLlxHXkm5xNUQERGZDgYpgqeDNTq72kErgN/PcXJOIiKi+mKQIgDAfV3aALj57T0iIiKqHwYpAgCE/TMNwu/nrkGj5bA5IiKi+mCQIgBAiLcj7FUWuF5SgYRL16Uuh4iIyCQwSBEAwEIhx72dqi7vcZwUERFRfTBIkY7udjEcJ0VERFQvDFKkM+ifHqnT6QX46sDfOJiaw/FSREREdZD8FjHUfBz5OxeWChkqNAJv/XgKAOCuViEqMgDDA90lro6IiKj5YY8UAQC2J6Zj+tfxqNDo90Bl5Jdi+tfx2J6YLlFlREREzReDFEGjFZj/02nUdBGvatn8n07zMh8REdFtGKQIh9NykZ5fWut6ASA9vxSH03KbrigiIiITwCBFyCqsPUQZ0o6IiKilYJAiuNipjNqOiIiopWCQIoT6OsFdrYKslvUy3Pz2XqivU1OWRURE1OwxSBEUchmiIgMAoNYwFRUZAIW8trVEREQtE4MUAQCGB7pj5cSecFNXv3wX9SDnkSIiIqoJJ+QkneGB7hga4IbDabnIKizF6v1pSLiUj6yCMqlLIyIiapbYI0V6FHIZ+vq1xqhgTzxzrx8AYGP8Zc4hRUREVAMGKarVEH8XONhYIrOgDHuTr0ldDhERUbPDIEW1srJQYHSwJwDgh6OXJa6GiIio+WGQojqNDWkLANh5OhN5JeUSV0NERNS8MEhRnQI91Qhwt0e5RoutCVelLoeIiKhZYZCiOxrX62av1IZjlySuhIiIqHlhkKI7GhXsCUuFDIlXCnAmvUDqcoiIiJoNBim6IydbJcL9XQEAGzjonIiISIdBiuql6vLeloQrKK/USlwNERFR88AgRfVyb8c2cLGzQm5xOXafzZS6HCIiomaBQYrqxUIhx0M9b84pxct7RERENzFIUb2NC/ECAMSdu4aswlKJqyEiIpIegxTVWweXVujZzgEarcDm+CtSl0NERCQ5BilqkHG9bvZKbTh2GULwRsZERNSyMUhRgzzQ3R0qSzlSsoqQcClP6nKIiIgkxSBFDWKnssSIQHcAwPccdE5ERC0cgxQ12Lh/bmT884mruFGukbgaIiIi6TBIUYPd07412jpao7CsEjtOZUhdDhERkWQYpKjB5HIZxobwRsZEREQMUmSQh3veDFIHUnNw+XqJxNUQERFJg0GKDOLlZIN+fq0hBLDxGOeUIiKilolBigxWdSPjH+IvQavlnFJERNTyMEiRwYZ3dYedlQUu5d7AobQcqcshIiJqcgxSZDBrpQIPBN2cU+oHzilFREQtEIMU3ZWx/9zIeFtiOgpLKySuhoiIqGkxSNFd6dnOAX5tbFFaocUvJ9OlLoeIiKhJMUjRXZHJZHo3MiYiImpJGKToro3p4QmFXIZjF64j9VqR1OUQERE1GQYpumsu9ioM6tQGAPADe6WIiKgFYZAio6i6kfHGY5dRqdFKXA0REVHTYJAioxji7wpHG0tkFZbhj+RsqcshIiJqEgxSZBRKCzlGBXsC4I2MiYio5WCQIqN55J9v7+06nYXrxeUSV0NERNT4GKTIaAI87NHVwx7lGi22JvBGxkREZP4YpMioqgadc04pIiJqCRikyKhGBXtCqZDj1NUCnLqaL3U5REREjYpBiozK0VaJ8AAXAMAG3siYiIjMHIMUGd24f25kvDXhCsorOacUERGZLwYpMrqBHZ3hYmeF6yUViD2TKXU5REREjYZBiozOQiHHwxx0TkRELQCDFDWKqm/vxSVlIaugVOJqiIiIGgeDFDWK9m1aIcTbEVoBbDrOOaWIiMg83VWQKi8vR1JSEiorK41VD5kR3ZxSRy9BCCFxNURERMZnUJAqKSnBU089BRsbG3Tt2hUXL14EAMyaNQuLFi0yaoFkukZ2d4fKUo7Ua8WIv5gndTlERERGZ1CQev3113HixAnExcVBpVLploeHhyMmJsZoxZFps1NZ4v5AdwDAD7yRMRERmSGDgtSWLVuwYsUKDBgwADKZTLe8a9euSE1NNVpxZPrG9rp5ee+nE+m4Ua6RuBoiIiLjMihIXbt2DS4uLtWWFxcX6wUront8W8PLyRpFZZXYfipd6nKIiIiMyqAg1atXL/zyyy+6x1Xh6fPPP0ffvn2NUxmZBblchrE9b850zlvGEBGRubEwZKMFCxZgxIgROH36NCorK7Fs2TKcPn0aBw4cwO+//27sGsnEPRziiaWx53AgNQeXckvg5WQjdUlERERGYVCP1IABA5CQkIDKykp069YNv/32G1xcXHDw4EGEhIQYu0YycW0dbdDPrzUAYGM8e6WIiMh8yAQn+Gk0BQUFUKvVyM/Ph729vdTlSGrL8St4MSYBng7W+OOVwZDLOZaOiIiap4Z8fhvUI7Vt2zbs2LGj2vIdO3bg119/NWSXZOYiurrBzsoCV/Ju4ND5HKnLISIiMgqDgtRrr70Gjab6V9mFEHjttdfuuigyP9ZKBR4I8gAAfByXiq0JV3AwNQcaLTtEiYjIdBk02Dw5ORkBAQHVlnfp0gUpKSl3XRSZJy9HawDAvpRs7EvJBgC4q1WIigzA8H8m7iQiIjIlBvVIqdVqnD9/vtrylJQU2Nra3nVRZH62J6Zj8Y6kassz8ksx/et4bE/kHFNERGR6DApSo0aNwosvvqg3i3lKSgpeeuklPPjgg0YrjsyDRisw/6fTqOkiXtWy+T+d5mU+IiIyOQYFqf/+97+wtbVFly5d4OvrC19fX/j7+6N169b44IMPjF0jmbjDablIzy+tdb0AkJ5fisNpuU1XFBERkREYNEZKrVbjwIED2LlzJ06cOAFra2t0794d9957r7HrIzOQVVh7iDKkHRERUXNhUJACbt4WZtiwYRg2bJgx6yEz5GKnMmo7IiKi5sLgIBUbG4vY2FhkZWVBq9Xqrfvyyy/vujAyH6G+TnBXq5CRX1rjOCng5rf3Qn2dmrQuIiKiu2XQGKn58+dj2LBhiI2NRXZ2Nq5fv673Q3QrhVyGqMib02XUNp/5GyP9oeBs50REZGIM6pFatWoV1qxZgyeeeMLY9ZCZGh7ojpUTe2L+T6f1Bp7LcHOw+eXrNySrjYiIyFAGBany8nL069fP2LWQmRse6I6hAW44nJaLrMJSuNipcCGnGK9t+gtLdp5DRFc3+DhzHjIiIjIdBl3ae/rpp7F+/Xpj10ItgEIuQ1+/1hgV7Im+fq0xvrcX+ndojbJKLf7f5r/Ae2gTEZEpMahHqrS0FJ9++il27dqF7t27w9LSUm/9kiVLjFIcmT+ZTIYFD3VDxNK9OJCag++PXsL43u2kLouIiKheDApSJ0+eRHBwMAAgMTFRb51MxgHD1DDerW0xd2gnLNh2Fv/3yxkM7uwCF3tOhUBERM2fTPBaSqMpKCiAWq1Gfn4+7O3tpS6nWavUaPHQxwfw15V8jAh0w8qJIVKXRERELVRDPr8NGiNFZGwWCjnef7g7FHIZfk3MwPbEDKlLIiIiuiODJ+Q8evQovv/+e1y8eBHl5eV66zZt2nTXhVHLE+Bhj2fvbY+P41Lx1tZE9PVrDbW15Z03JCIikohBPVLfffcd+vXrhzNnzmDz5s2oqKjAqVOnsHv3bqjVamPXSC3IC0M6or2zLbIKy7Do1zNSl0NERFQng4LUggUL8OGHH+Knn36CUqnEsmXLcPbsWTzyyCNo147fuCLDqSwVWDimGwDg28OXcDA1R+KKiIiIamdQkEpNTcXIkSMBAEqlEsXFxZDJZJgzZw4+/fRToxZILU+f9q0xoc/NQP76ppMordBIXBEREVHNDApSjo6OKCwsBAB4enrqpkDIy8tDSUmJ8aqjFuu1EV3gam+Fv3NKsHRXstTlEBER1cigIHXvvfdi586dAIBx48Zh9uzZmDZtGh577DEMGTLEqAVSy2SvssR7o29e4vvsj/NIvJIvcUVERETVGTSPVG5uLkpLS+Hh4QGtVov//ve/OHDgADp27Ig33ngDjo6OjVGryeE8Undvxjfx+OWvdHT1sMfWGf1hoeCMHURE1Lga8vnNCTkbEYPU3btWWIbwJb8j/0YFXhvRBc8N8pO6JCIiMnONMiFnQUGB3u91/RAZSxs7K7wx0h8A8OHOc0jLLpa4IiIion/VO0g5OjoiKysLAODg4ABHR8dqP1XLiYxpbEhbDOjgjLJKLV7fdBLsRCUiouai3jOb7969G05OTgCAPXv2NFpBRLeTyWRY8FA3RCzdi0PncxFz5BIeDeV8ZUREJD2OkWpEHCNlXJ//cR7v/XIGdioL7Jo7CK72KqlLIiIiM9SQz+9690idPHmy3gV079693m2J6mtqf1/8dOIqTlzOx1tbE/HJE72kLomIiFq4egep4OBgyGSyO45Pkclk0Gg4EzUZn0Iuw6KHuyNy+T7sOJWJ7YnpGB7oLnVZRETUgtU7SKWlpTVmHUT14u9uj+cG+WHFnhS8ufUU+rZ3htrGUuqyiIiohap3kPL29m7MOojqbWZYB2xLTMf5a8VYsO0M3h/LS8lERCQNg6eJTkpKwsyZMzFkyBAMGTIEM2fORFJSkjFrI6qRylKBRWNuhqeYo5dwICVb4oqIiKilMihIbdy4EYGBgTh27BiCgoIQFBSE+Ph4BAYGYuPGjcaukaiaUF8nTLzn5hQIr2/+CzfKOS6PiIiankHTH/j5+eHxxx/HO++8o7c8KioKX3/9NVJTU41WoCnj9AeNq7C0AkOX7EVGQSmevbc9Xr/fX+qSiIjIDDTKLWJulZ6ejkmTJlVbPnHiRKSnpxuyS6IGs1NZ4r3RgQCAz/44j8Qr+RJXRERELY1BQeq+++7DH3/8UW35vn37MHDgwLsuiqi+wgNc8UB3d2gF8MoPJ1Gh0UpdEhERtSD1/tberR588EG8+uqrOHbsGO655x4AwKFDh7BhwwbMnz8fP/74o15bosb09oNdsS8lG6fTC/DJ3lSEtHNCVmEpXOxUCPV1gkIuk7pEIiIyUwaNkZLL69eR1dIn5+QYqabzw7HLmLfhRLXl7moVoiIDOHEnERHVW6OPkdJqtfX6ackhipqWrVJR4/KM/FJM/zoe2xM5do+IiIzP4HmkiJoLjVbgnZ9P17iuqrt1/k+nodHy/txERGRcBo2RAoAjR45gz549yMrKglarP8B3yZIld10YUX0dTstFen5presFgPT8UhxOy0Vfv9ZNVxgREZk9g4LUggUL8MYbb6Bz585wdXWFTPbvYN5bfzd1eXl5CA8PR2VlJSorKzF79mxMmzZN6rLoNlmFtYcoQ9oRERHVl0FBatmyZfjyyy8xZcoUI5fTvNjZ2WHv3r2wsbFBcXExAgMDMWbMGLRuzV6N5sTFTmXUdkRERPVl0BgpuVyO/v37G7uWZkehUMDGxgYAUFZWBiEEDPiSIzWyUF8nuKtVqKsv1E19cyoEIiIiYzIoSM2ZMwfR0dHGrsXo9u7di8jISHh4eEAmk2HLli3V2kRHR8PHxwcqlQp9+vTB4cOH9dbn5eUhKCgIbdu2xcsvvwxnZ+cmqp7qSyGXISoyAABqDVNtHazrDFpERESGMChIzZs3D0lJSfDz80NkZCTGjBmj99NcFBcXIygoqNbQFxMTg7lz5yIqKgrx8fEICgpCREQEsrKydG0cHBxw4sQJpKWlYf369cjMzGyq8qkBhge6Y+XEnnBT61++c7JVQi4Djl64jv/tTJKoOiIiMlcGTcg5c+ZMfP755xg8eHC1weYAsHr1aqMVaCwymQybN2/G6NGjdcv69OmD3r17Y8WKFQBuzo/l5eWFWbNm4bXXXqu2j+effx5hYWEYO3Zsjc9RVlaGsrIy3eOCggJ4eXlxQs4mpNEKHE7L1ZvZfFP8Zbz8w0kAwKIx3fBoaDuJqyQiouasIRNyGjTYfO3atdi4cSNGjhxpUIHNQXl5OY4dO4bXX39dt0wulyM8PBwHDx4EAGRmZsLGxgZ2dnbIz8/H3r17MX369Fr3uXDhQsyfP7/Ra6faKeSyalMcjOvlhUvXb+Cj2GT8Z0siPByscW+nNhJVSERE5sSgS3tOTk7w8/Mzdi1NKjs7GxqNBq6urnrLXV1dkZGRAQC4cOECBg4ciKCgIAwcOBCzZs1Ct27dat3n66+/jvz8fN3PpUuXGvUYqP7mhHfEmB6e0GgFnv8mHqevFkhdEhERmQGDeqTefvttREVFYfXq1bpvtZmj0NBQJCQk1Lu9lZUVrKysGq8gMphMJsOih7sjPb8UB8/n4Mk1R7BlRv9qY6qIiIgawqAg9dFHHyE1NRWurq7w8fGBpaWl3vr4+HijFNeYnJ2doVAoqg0ez8zMhJubm0RVUWNSWsixamIIHl51AClZRZi65gi+f/Ye2Kks77wxERFRDQwKUrcO2DZVSqUSISEhiI2N1R2PVqtFbGwsZs6cKW1x1GjUNpZYPaU3Hvr4AM6kF2DG+uP4YnIvWCp420kiImo4g4JUVFSUsetoFEVFRUhJSdE9TktLQ0JCApycnNCuXTvMnTsXkydPRq9evRAaGoqlS5eiuLgYU6dOlbBqamxeTjb4ckovjP/kEPaeu4a3tiZiwUPdzOr2RkRE1DQMvmkxABw7dgxnzpwBAHTt2hU9evQwSlHGcvToUQwePFj3eO7cuQCAyZMnY82aNRg/fjyuXbuGt956CxkZGQgODsb27durDUAn89O9rQM+eqwHnl13FN8evgQvJxs8f18HqcsiIiITY9A8UllZWXj00UcRFxcHBwcHADdnAB88eDC+++47tGnDr5YDDZuHgqSx9sDfiPrxFABg2aPBGBXsKXFFREQktYZ8fhs0MGTWrFkoLCzEqVOnkJubi9zcXCQmJqKgoAAvvPCCQUUTSWFyPx88NcAXAPDyhpM4nJYrcUVERGRKDOqRUqvV2LVrF3r37q23/PDhwxg2bBjy8vKMVZ9JY4+UadD+M7fU9lMZUFtbYtPz/eDXppXUZRERkUQavUdKq9VWm/IAACwtLaHVag3ZJZFk5HIZPhwfjGAvB+TfqMDU1UeQXVR25w2JiKjFMyhIhYWFYfbs2bh69apu2ZUrVzBnzhwMGTLEaMURNRVrpQKfT+6Fdk42uJhbgqfXHsWNco3UZRERUTNnUJBasWIFCgoK4OPjAz8/P/j5+cHX1xcFBQVYvny5sWskahLOraywempvONhYIuFSHl6MOQ6NtsFXvomIqAUxaIwUAAghsGvXLpw9exYA4O/vj/DwcKMWZ+o4Rso0HU7LxcTP/0S5RounBvjizQcCpC6JiIiaUKONkdq9ezcCAgJQUFAAmUyGoUOHYtasWZg1axZ69+6Nrl274o8//rir4omkFurrhA8eCQIAfLEvDWv2p0lcERERNVcNClJLly7FtGnTakxnarUazz77LJYsWWK04oik8mCQB14Z3hkA8M7Pp7HzdOYdtiAiopaoQUHqxIkTGD58eK3rhw0bhmPHjt11UUTNwfRBfngs1AtaAcz6Nh4nLuVBoxU4mJqDrQlXcDA1h2OoiIhauAbdIiYzM7PGaQ90O7OwwLVr1+66KKLmQCaT4Z1RgbiSV4q9565h4hd/QmWpwLXCf6dGcFerEBUZgOGB7hJWSkREUmlQj5SnpycSExNrXX/y5Em4u/MDhcyHpUKOjx/vCU8HaxSWVuqFKADIyC/F9K/jsT0xXaIKiYhISg0KUvfffz/efPNNlJaWVlt348YNREVF4YEHHjBacaYqOjoaAQEB1WZ+J9NkbalAhabmiWarLuzN/+k0L/MREbVADZr+IDMzEz179oRCocDMmTPRufPNwbhnz55FdHQ0NBoN4uPj4erq2mgFmxJOf2AeDqbm4LHPDt2x3bfT7kFfv9ZNUBERETWmhnx+N2iMlKurKw4cOIDp06fj9ddfR1UGk8lkiIiIQHR0NEMUmZ2swuo9sHfTjoiIzEeDghQAeHt7Y9u2bbh+/TpSUlIghEDHjh3h6OjYGPURSc7FTmXUdkREZD4aHKSqODo6cgwQtQihvk5wV6uQkV+K2q6Dt7JSIMSb/5ggImppDLrXHlFLopDLEBV58zYxslraFJVp8Oy6o8i/UdF0hRERkeQYpIjqYXigO1ZO7Ak3tf7lO3e1ClP7+8DKQo49SdcwOno/kjMLJaqSiIiamsE3LaY747f2zI9GK3A4LRdZhaVwsVMh1NcJCrkMiVfy8cxXR3E1vxS2SgWWjA9GRFc3qcslIiIDNOTzm0GqETFItSzZRWWY8U08/kzLBQDMHtIRs4d0hFxe2wVBIiJqjhry+c1Le0RG4tzKCl8/3QdT+vkAAJbFJuOZdcdQWMpxU0RE5opBisiILBVyvP1gVywe2x1KCzl2ncnE6Oj9SL1WJHVpRETUCBikiBrBuF5e+P7ZvnCzVyH1WjFGr9iP3WczpS6LiIiMjEGKqJEEezngx1n90dvHEYVllXhq7VEsj02GlvfkIyIyGwxSRI3IxU6Fb56+BxPvaQchgP/tPIfnv4lHUVml1KUREZERMEgRNTKlhRzvje6GhWO6wVIhw/ZTGRjz8X78nV0sdWlERHSXGKSImshjoe3w3TN94WJnhXOZRXhwxT7EJWVJXRYREd0FBimiJhTi7YifZg1Aj3YOKCitxNQ1R7AyLhVCCGi0AgdTc7A14QoOpuZAw7FURETNHifkbESckJNqU1apwVtbTiHm6CUAQE9vB1y5fgOZBWW6Nu5qFaIiAzA80F2qMomIWiROyEnUzFlZKLDo4W54d3Qg5DIg/kKeXogCgIz8Ukz/Oh7bE9MlqpKIiO6EQYpIIjKZDBNC28HRRlnj+qqu4vk/neZlPiKiZopBikhCh9NykVNcXut6ASA9vxSH/7l/HxERNS8MUkQSyiosNWo7IiJqWgxSjSA6OhoBAQHo3bu31KVQM+dipzJqOyIialoMUo1gxowZOH36NI4cOSJ1KdTMhfo6wV2tgqyONu5qFUJ9nZqsJiIiqj8GKSIJKeQyREUGAECtYSrE2xEKeV1Ri4iIpMIgRSSx4YHuWDmxJ9zU+pfv1NaWAICfT6Zj5+lMKUojIqI74IScjYgTclJDaLQCh9NykVVYChe7m5fz5v90Cl8dvIBWVhbYMqM/Ori0krpMIiKzxwk5iUyQQi5DX7/WGBXsib5+raGQy/DmAwEI9XVCUVklnll3FAWlFVKXSUREt2CQImrGLBVyfPx4T7irVTh/rRhzvkuAlpNzEhE1GwxSRM2ccysrfPJECJQWcsSezcLS2GSpSyIion8wSBGZgO5tHbDgoW4AgI9ik7HjVIbEFREREcAgRWQyxoa0xZR+PgCAuTEJSMkqlLYgIiJikCIyJf8Z6Y8+vk4oLtfgma+OcfA5EZHEGKSITIilQo7ox3vCQ63C+exivMjB50REkmKQIjIxNwef94KVhRy7z2bhw13npC6JiKjFYpAiMkHd2qqxcMzNwefLd6dge2K6xBUREbVMDFJEJmpMz7aY2t8HAPDS9yeQnMnB50RETY1BisiE/b/7/XFP+38Gn687hvwbHHxORNSUGKSITJilQo7oCT3h6WCNtOxivPjdcWg4+JyIqMkwSBGZuNb/zHxuZSHHnqRr+HAnB58TETUVBikiMxDoqcb7D3cHAKzYk4Jf/+LgcyKipsAgRWQmRvfwxFMDfAEAL204gaQMDj4nImpsDFJEZuT1EV3Qz681Sso1eGbdUeSXcPA5EVFjYpAiMiMWCjlW/DP4/EJOCV7g4HMiokbFIEVkZpxslfh0UghUlnL8fu4a/vdbktQlERGZLQYpIjPU1ePfwecfx6Xil5McfE5E1BgspC7AHEVHRyM6OhoajUbqUqgFGxXsicQr+fjsjzTM23ACPs42KLhRiazCUrjYqRDq6wSFXCZ1mUREJk0mhOAAikZSUFAAtVqN/Px82NvbS10OtUCVGi0mrz6M/Sk5UMhk0NzydndXqxAVGYDhge4SVkhE1Pw05PObl/aIzJiFQo6Hgj0BQC9EAUBGfimmfx3PGx4TEd0FBikiM6bRCvyvlpnOq2LV/J9O85t9REQGYpAiMmOH03KRnl9a63oBID2/FIfTcpuuKCIiM8IgRWTGsgprD1GGtCMiIn0MUkRmzMVOZdR2RESkj0GKyIyF+jrBXa1CXZMcKBVy+LvbNVlNRETmhEGKyIwp5DJERQYAQK1hqlyjxcQv/kR2UVnTFUZEZCYYpIjM3PBAd6yc2BNuav3Ld+5qFf7fiC5obatE4pUCjFt1EJdySySqkojINHFCzkbECTmpOdFoBQ6n5Vab2fz8tSI88cVhXMm7AVd7K6x7qg86ufJSHxG1XA35/GaQakQMUmQqMvJLMenLP3Euswhqa0t8OaU3QrwdpS6LiEgSnNmciBrETa3C98/2Rc92Dsi/UYGJn/+JuKQsqcsiImr2GKSICADgYKPE10/3wX2d2+BGhQZPrz2KrQlXpC6LiKhZY5AiIh0bpQU+m9QLo4I9UKkVeDEmAWsP/C11WUREzRaDFBHpsVTI8eEjwZjSzwdCAFE/nsKSnefA4ZRERNUxSBFRNfJ/5p+aO7QTAOCj2GS8uTWRNzcmIroNgxQR1Ugmk+GFIR3x7uhAyGTA14cuYvZ3x1FeqZW6NCKiZoNBiojq9MQ93lj+WA9YKmT4+WQ6nlp7BMVllVKXRUTULDBIEdEdPdDdA19O6Q0bpQJ/JGdjwud/4npxudRlERFJjkGKiOplYMc2WD/tHjjYWOLEpTyM++QgrubdkLosIiJJMUgRUb0Fezngh+f6wl2tQkpWEcauPICUrCIAN29BczA1B1sTruBgag4HphNRi8BbxNTTpUuX8MQTTyArKwsWFhZ48803MW7cuDq34S1iyFxdybuBJ774E+evFcPRxhLP3uuHtQf/Rnp+qa6Nu1qFqMgADA90l7BSIqKG4732GkF6ejoyMzMRHByMjIwMhISE4Ny5c7C1ta11GwYpMmc5RWWYuuYITl7Or3G97J//rpzYk2GKiEwK77XXCNzd3REcHAwAcHNzg7OzM3Jzc6UtikhCrVtZYd1TfaBU1Py/kap/oc3/6TQv8xGR2WoWQerKlSuYOHEiWrduDWtra3Tr1g1Hjx412v737t2LyMhIeHh4QCaTYcuWLTW2i46Oho+PD1QqFfr06YPDhw/X2O7YsWPQaDTw8vIyWo1Epuj01QKUa2qfV0oASM8vxeE0/qODiMyT5EHq+vXr6N+/PywtLfHrr7/i9OnT+N///gdHR8ca2+/fvx8VFRXVlp8+fRqZmZk1blNcXIygoCBER0fXWkdMTAzmzp2LqKgoxMfHIygoCBEREcjKytJrl5ubi0mTJuHTTz9twFESmaeswtI7N2pAOyIiUyN5kHr//ffh5eWF1atXIzQ0FL6+vhg2bBj8/PyqtdVqtZgxYwYmTJgAjUajW56UlISwsDCsXbu2xucYMWIE3nvvPTz00EO11rFkyRJMmzYNU6dORUBAAFatWgUbGxt8+eWXujZlZWUYPXo0XnvtNfTr1+8ujprIPLjYqYzajojI1EgepH788Uf06tUL48aNg4uLC3r06IHPPvusxrZyuRzbtm3D8ePHMWnSJGi1WqSmpiIsLAyjR4/GK6+8YlAN5eXlOHbsGMLDw/WeKzw8HAcPHgQACCEwZcoUhIWF4Yknnqhzf9HR0QgICEDv3r0NqofIVIT6OsFdrdINLK+Ju1qFUF+nJquJiKgpSR6kzp8/j5UrV6Jjx47YsWMHpk+fjhdeeKHW3iUPDw/s3r0b+/btw4QJExAWFobw8HCsXLnS4Bqys7Oh0Wjg6uqqt9zV1RUZGRkAbl5SjImJwZYtWxAcHIzg4GD89ddfNe5vxowZOH36NI4cOWJwTUSmQPHPzY0B1Bqm5g7tBIW8rqhFRGS6LKQuQKvVolevXliwYAEAoEePHkhMTMSqVaswefLkGrdp164d1q1bh0GDBqF9+/b44osvIJM17v+oBwwYAK2WN2slut3wQHesnNgT8386rTePlEIGaASw/vBFPNDdA9ZKhYRVEhE1Dsl7pNzd3REQEKC3zN/fHxcvXqx1m8zMTDzzzDOIjIxESUkJ5syZc1c1ODs7Q6FQVBusnpmZCTc3t7vaN1FLMDzQHfteDcO30+7BskeD8e20e7Bt9r1QW1vi+MU8vPDdcU6BQERmSfIg1b9/fyQlJektO3fuHLy9vWtsn52djSFDhsDf3x+bNm1CbGwsYmJiMG/ePINrUCqVCAkJQWxsrG6ZVqtFbGws+vbta/B+iVoShVyGvn6tMSrYE339WqOzmx0+n9wLSgs5dp7OxPyfToHz/xKRuZE8SM2ZMweHDh3CggULkJKSgvXr1+PTTz/FjBkzqrXVarUYMWIEvL29ERMTAwsLCwQEBGDnzp1YvXo1Pvzwwxqfo6ioCAkJCUhISAAApKWlISEhQa/Xa+7cufjss8+wdu1anDlzBtOnT0dxcTGmTp3aKMdN1BL09nHC0vHBkMmArw5ewKd7z0tdEhGRUTWLW8T8/PPPeP3115GcnAxfX1/MnTsX06ZNq7Htzp07MXDgQKhU+l+nPn78ONq0aYO2bdtW2yYuLg6DBw+utnzy5MlYs2aN7vGKFSuwePFiZGRkIDg4GB999BH69Olj8HHxFjFEN33+x3m898sZAMBHj/XAg0EeEldERFQ73muvmWCQIvrX/J9OYfX+v6FUyPHVU6G4p31rqUsiIqoR77VHRM3OGyMDMCLQDeUaLZ756iiSMwulLomI6K4xSBFRk1DIZfhwfDBCvB1RUFqJKauPILOAt44hItPGIEVETUZlqcDnk3qhvbMtruTdwNTVR1BUVil1WUREBmOQIqIm5WirxNonQ+HcSonT6QWY/vUxVGg42S0RmSYGKSJqcl5ONvhySm9YWyrwR3I2Xt/0F+eYIiKTxCBFRJLo3tYB0Y/3gFwG/HDsMpbuSpa6JCKiBmOQIiLJhHVxxXujuwEAlsUmI+ZI7beGIiJqjhikiEhSE/q0w8zBHQAA/29zIuKSsiSuiIio/hikiEhyLw3rhDE9PaHRCsz4Jh6JV/KlLomIqF4YpIhIcjKZDIvGdMeADs4oLtdg6pojuJRbInVZRER3xCBFRM2C0kKOjyf2RBc3O1wrLMPUNUeQV1IudVlERHVikCKiZsNeZYnVU3vDXa1CSlYRnvnqGEorNFKXRURUKwYpImpW3NXWWD21N+ysLHD471y8tOEEKiq1OJiag60JV3AwNQcaLeecIqLmQSY4C16jacjdo4lI34GUbExefRgVGgFbpQLF5f/2TLmrVYiKDMDwQHcJKyQic9WQz2/2SBFRs9SvgzMm3uMNAHohCgAy8ksx/et4bE9Ml6I0IiIdBikiapY0WoHtiRk1rqvqRp//02le5iMiSTFIEVGzdDgtF+n5pbWuFwDS80txOC236YoiIroNgxQRNUtZhbWHKL12BfVrR0TUGBikiKhZcrFT1avd+9vP4vM/zuN6MeecIqKmxyBFRM1SqK8T3NUqyOpoIwNwNb8U7/1yBn0WxuLF747jz/M54JeRiaipcPqDRsTpD4juzvbEdEz/Oh7AvwPMAejC1ZJHglBSocH6Py/i1NUC3Xq/NrZ4LLQdHu7ZFo62yqYrmIjMQkM+vxmkGhGDFNHd256Yjvk/ndYbeF7TPFInL+fh28MXsTXhKkr+mS5BaSHH/YFueCy0HUJ9nSCT1dW/RUR0E4NUM8EgRWQcGq3A4bRcZBWWwsVOhVBfJyjkNYeiorJKbE24Uq2Xqn0bW0yopZeqIfsnIvPHINVMMEgRSeuvy/lYf/gifky4opvUU6mQY0S3m71UfXydsONURr16vIio5WCQaiYYpIiah6KySvyYcBXrD19A4pV/e6lc7a2QWVBWrX1VX9TKiT0ZpohaIAYpiUVHRyM6OhoajQbnzp1jkCJqRqp6qbYev4ySCm2t7WQA3NQq7Hs1jJf5iFoYBqlmgj1SRM3X7rNZeHLNkTu2+3baPejr17oJKiKi5oI3LSYiuoPC0op6tavvDOtE1DIxSBFRi1TfmdOdW1k1ciVEZMoYpIioRarPzOkA8OHOJFzKLWmSmojI9DBIEVGLpJDLEBUZAADVwlTVY5WFHEcv5OH+ZX9g8/HLvPUMEVXDIEVELdbwQHesnNgTbmr9y3xuahVWTeyJnXMHoZe3IwrLKjEn5gRe+C4B+TfqN7aKiFoGfmuvEfFbe0Smoa6ZzSs1WqyMS8XS2GRotAKeDtb43yNBuKc9v8lHZK44/UEzwSBFZD6OX7yOF2MScCGnBDIZ8NwgP8wJ7wSlBTv2icwNpz8gIjKyHu0cse2FgRjfywtCACvjUvHwygNIvVYkdWlEJCEGKSKierK1ssD7Y7tj1cSecLCxxF9X8jHyoz/wzZ8XOBCdqIVikCIiaqDhge7YPvteDOjgjNIKLf6zORHTvjqGnKLq9+0jIvPGIEVEZAA3tQpfPRmKN0b6Q6mQY9eZTEQs/QN7krKkLo2ImhCDFBGRgeRyGZ4e2B5bZvRHJ9dWyC4qw9TVR/D2j6dQWqFpsjo0WoGDqTnYmnAFB1NzoNHyMiNRU+G39hoRv7VH1HKUVmiw6NezWHPgbwBAJ9dWWDq+BwI87OucXuFubU9Mx/yfTiM9/997ArqrVYiKDMDwQHejPAdRS8PpD5oJBimilicuKQvzNpxEdlEZlAo5Hgxyx76UHGQUGD/obE9Mx/Sv43H7/8SrItrKiT0ZpogMwCDVTDBIEbVMOUVleHXjX9h1JrPG9YYGHSEEyjValFVqUVKmQeSKfbhWWPMAdxlujuPa92qY0Xq/GkNj9tY1BVOu35RrBxq3fgapZoJBiqjlqtRo0fPdnSgoray1jbWlAkP8XVBeeTMclVVqbv634pbfK7Uoq/j394b66sneuLeTy90cSqMx9cuSply/KdcONH79DFLNBIMUUct1MDUHj312SOoyoJABgZ5qBHs5IMjLAcFeDvB1toVMVr9/uTfWv/qb6rKkKddvyrUDpl1/Qz6/Le7qmYiIqEZZhaV3bgRgTA9PhPg4wspCASsL+c0fy1t+t1DAylL/d5WFAscu5OKxz/684/41AjhxOR8nLucDBy8AANTWljdDVVs1gts5IKitA1q3sqq2bWP9q1+jFZj/0+lqH4QAIHDzA3H+T6cxNMDtrj54Tbl+U64dMP36G4I9Uo2IPVJELVd9e6S+nXYP+vo1/AbIGq3AgPd3IyO/tMYPlaoxUt9Ouwcnr+TjxKU8JFzKQ+KV/BovEXo5WSPYyxHB//RaXblegtnfJRj0r34hBApKK5FXUo7c4nLklVTgekk5rpdU4HpxOc5mFGDXmTvPtxUZ5I6uHmo42SjhYGMJR1slHG2UcLSxhIONss4PyrvptajQaHG95GbdN+v/p/Z/liVlFOD3c9l3rP+RkLbo7uWgq7mqfgcbS6gsFY1SuxACJeWam693cdXr/u85OHO1ADtO1zx271ZjenigW1sHXb1Ot9Teysqizh7Nu6lfoxXIv/FP3cW3vu43fz+bXoA9SdfuWL+h76sqvLTXTDBIEbVc9Q06dzMYvOoDC4Dec9T1gVWh0SIpoxDHL+Uh4WIeEi5dR+q14gY/t53KAo+GeiG/pALXSyr+DRvF5ci7UdEkc1mprS11ocrJ9p+w9c+H/Wd7z9c5Pq2VlQXG9PT850O7Qi/0FZXVvp2x2CgVeiHF4Z+wpba2xNoDf9dZu73KAhP6tEP+jcp/Xvd/Q1NeSQXKNQ0fS9cQlgqZrt6bIVEJR9ubv6utLfFxXCryb1TUur2dygLjQtoi70aFLuBVhdaC0goYI5UsezQYo4I9Dd6eQaqZYJAiatkMCTqGPMfdXkIpKK3AyUv5SLh0HQmX8nE4LRcFpbV/ENaXtaWiWsBxtFGiuLwSm+Kv3HH7EYFuUFkq9HqzrpeUo7COkGEsMhngYK1f980eJUsUlFYi5silO+5jcKc2sLSQ3wwJt/SqNEXIVFrIqwUdBxslSsoqsSXh6h23D/d3gZWl4p+A+W/QNOQLD4awU1no9T5W/R0VlVZiw7HLd9y+KXukOEaKiKiRDA90x8qJPasFHTcjfrtoeKA7hga43dWgXnuVJQZ0dMaAjs4AgK3Hr2B2TMIdtxvUqQ16+zj+0ztR/8tXVTOx36m3bsWEnjUeR4VGi7xbesFuvfyWV1KOhEt5+DMt9471D/V3Qahv62pBydFGCXtry1pfQ41WYO+5a3es//Mpvavt49bLnlWXraouYeWVlCP+wnXsT825Y+33dnRGiLeTLiA53nYM1paKGi+/abQCf6bl3rH2T57oVePx36i6bKjXC/bveUi8koejF/LuWP+QLi7o5eOk9zdTFZocbCxhqaj5xisarcC+lOw71h/q63THGoyFQYqIqBEZI+jciUIuu6t/fd/OxV5Vr3bPDfIz6HkVchmiIgMw/et4yFBzb11UZECtr5GlQo42dlZoY1d9gDxQ//FpTw5o3+T1y2QyqK1vXsLzruGpD6bm1CtITb+vgySvvbVSAWulNTwcrGtcX9/X/umBTf/aNxbea4+IqJFVBZ1RwZ7o69e62U96GOrrBHe1CrVVKcPNy4d386/+qt46N7V+aHNTq+76kqcp12/KtQOmX78hOEaqEXGMFBGZqqYY3wU0/lxDgOnVb8q1A6ZfP8DB5s0GgxQRmTLOfi0dU64dMP36GaSaCQYpIjJ1vB+bdEy5dsC062eQaiYYpIiIiExPQz6/OdiciIiIyEAMUkREREQGYpAiIiIiMhCDFBEREZGBGKSIiIiIDMQgRURERGQgBikiIiIiAzFIERERERmIQYqIiIjIQBZSF2DOqiaNLygokLgSIiIiqq+qz+363PyFQaoRFRYWAgC8vLwkroSIiIgaqrCwEGq1us42vNdeI9Jqtbh69Srs7Owgkxn3Ro0FBQXw8vLCpUuXzP4+fjxW89WSjpfHar5a0vG2lGMVQqCwsBAeHh6Qy+seBcUeqUYkl8vRtm3bRn0Oe3t7s/5jvhWP1Xy1pOPlsZqvlnS8LeFY79QTVYWDzYmIiIgMxCBFREREZCAGKRNlZWWFqKgoWFlZSV1Ko+Oxmq+WdLw8VvPVko63JR1rfXGwOREREZGB2CNFREREZCAGKSIiIiIDMUgRERERGYhBioiIiMhADFLNWHR0NHx8fKBSqdCnTx8cPny4zvYbNmxAly5doFKp0K1bN2zbtq2JKjXcwoUL0bt3b9jZ2cHFxQWjR49GUlJSndusWbMGMplM70elUjVRxYZ7++23q9XdpUuXOrcxxXNaxcfHp9rxymQyzJgxo8b2pnRe9+7di8jISHh4eEAmk2HLli1664UQeOutt+Du7g5ra2uEh4cjOTn5jvtt6Hu+KdR1rBUVFXj11VfRrVs32NrawsPDA5MmTcLVq1fr3Kch74WmcqdzO2XKlGq1Dx8+/I77NbVzC6DG969MJsPixYtr3WdzPreNhUGqmYqJicHcuXMRFRWF+Ph4BAUFISIiAllZWTW2P3DgAB577DE89dRTOH78OEaPHo3Ro0cjMTGxiStvmN9//x0zZszAoUOHsHPnTlRUVGDYsGEoLi6uczt7e3ukp6frfi5cuNBEFd+drl276tW9b9++Wtua6jmtcuTIEb1j3blzJwBg3LhxtW5jKue1uLgYQUFBiI6OrnH9f//7X3z00UdYtWoV/vzzT9ja2iIiIgKlpaW17rOh7/mmUtexlpSUID4+Hm+++Sbi4+OxadMmJCUl4cEHH7zjfhvyXmhKdzq3ADB8+HC92r/99ts692mK5xaA3jGmp6fjyy+/hEwmw8MPP1znfpvruW00gpql0NBQMWPGDN1jjUYjPDw8xMKFC2ts/8gjj4iRI0fqLevTp4949tlnG7VOY8vKyhIAxO+//15rm9WrVwu1Wt10RRlJVFSUCAoKqnd7czmnVWbPni38/PyEVqutcb2pnlcAYvPmzbrHWq1WuLm5icWLF+uW5eXlCSsrK/Htt9/Wup+GvuelcPux1uTw4cMCgLhw4UKtbRr6XpBKTcc7efJkMWrUqAbtx1zO7ahRo0RYWFidbUzl3BoTe6SaofLychw7dgzh4eG6ZXK5HOHh4Th48GCN2xw8eFCvPQBERETU2r65ys/PBwA4OTnV2a6oqAje3t7w8vLCqFGjcOrUqaYo764lJyfDw8MD7du3x+OPP46LFy/W2tZczilw82/666+/xpNPPlnnDbxN9bzeKi0tDRkZGXrnTq1Wo0+fPrWeO0Pe881Vfn4+ZDIZHBwc6mzXkPdCcxMXFwcXFxd07twZ06dPR05OTq1tzeXcZmZm4pdffsFTTz11x7amfG4NwSDVDGVnZ0Oj0cDV1VVvuaurKzIyMmrcJiMjo0HtmyOtVosXX3wR/fv3R2BgYK3tOnfujC+//BJbt27F119/Da1Wi379+uHy5ctNWG3D9enTB2vWrMH27duxcuVKpKWlYeDAgSgsLKyxvTmc0ypbtmxBXl4epkyZUmsbUz2vt6s6Pw05d4a855uj0tJSvPrqq3jsscfqvKFtQ98Lzcnw4cPx1VdfITY2Fu+//z5+//13jBgxAhqNpsb25nJu165dCzs7O4wZM6bOdqZ8bg1lIXUBRFVmzJiBxMTEO15P79u3L/r27at73K9fP/j7++OTTz7Bu+++29hlGmzEiBG637t3744+ffrA29sb33//fb3+lWfKvvjiC4wYMQIeHh61tjHV80o3VVRU4JFHHoEQAitXrqyzrSm/Fx599FHd7926dUP37t3h5+eHuLg4DBkyRMLKGteXX36Jxx9//I5fADHlc2so9kg1Q87OzlAoFMjMzNRbnpmZCTc3txq3cXNza1D75mbmzJn4+eefsWfPHrRt27ZB21paWqJHjx5ISUlppOoah4ODAzp16lRr3aZ+TqtcuHABu3btwtNPP92g7Uz1vFadn4acO0Pe881JVYi6cOECdu7cWWdvVE3u9F5oztq3bw9nZ+daazf1cwsAf/zxB5KSkhr8HgZM+9zWF4NUM6RUKhESEoLY2FjdMq1Wi9jYWL1/sd+qb9++eu0BYOfOnbW2by6EEJg5cyY2b96M3bt3w9fXt8H70Gg0+Ouvv+Du7t4IFTaeoqIipKam1lq3qZ7T261evRouLi4YOXJkg7Yz1fPq6+sLNzc3vXNXUFCAP//8s9ZzZ8h7vrmoClHJycnYtWsXWrdu3eB93Om90JxdvnwZOTk5tdZuyue2yhdffIGQkBAEBQU1eFtTPrf1JvVod6rZd999J6ysrMSaNWvE6dOnxTPPPCMcHBxERkaGEEKIJ554Qrz22mu69vv37xcWFhbigw8+EGfOnBFRUVHC0tJS/PXXX1IdQr1Mnz5dqNVqERcXJ9LT03U/JSUluja3H+v8+fPFjh07RGpqqjh27Jh49NFHhUqlEqdOnZLiEOrtpZdeEnFxcSItLU3s379fhIeHC2dnZ5GVlSWEMJ9zeiuNRiPatWsnXn311WrrTPm8FhYWiuPHj4vjx48LAGLJkiXi+PHjum+qLVq0SDg4OIitW7eKkydPilGjRglfX19x48YN3T7CwsLE8uXLdY/v9J6XSl3HWl5eLh588EHRtm1bkZCQoPceLisr0+3j9mO903tBSnUdb2FhoZg3b544ePCgSEtLE7t27RI9e/YUHTt2FKWlpbp9mMO5rZKfny9sbGzEypUra9yHKZ3bxsIg1YwtX75ctGvXTiiVShEaGioOHTqkWzdo0CAxefJkvfbff/+96NSpk1AqlaJr167il19+aeKKGw5AjT+rV6/Wtbn9WF988UXd6+Lq6iruv/9+ER8f3/TFN9D48eOFu7u7UCqVwtPTU4wfP16kpKTo1pvLOb3Vjh07BACRlJRUbZ0pn9c9e/bU+HdbdTxarVa8+eabwtXVVVhZWYkhQ4ZUew28vb1FVFSU3rK63vNSqetY09LSan0P79mzR7eP24/1Tu8FKdV1vCUlJWLYsGGiTZs2wtLSUnh7e4tp06ZVC0TmcG6rfPLJJ8La2lrk5eXVuA9TOreNRSaEEI3a5UVERERkpjhGioiIiMhADFJEREREBmKQIiIiIjIQgxQRERGRgRikiIiIiAzEIEVERERkIAYpIiIiIgMxSBFRk3v77bcRHBx8V/v4+++/IZPJkJCQYJSaanPffffhxRdfbNTnaK7WrFkDBwcHqcsgatYYpIiomkuXLuHJJ5+Eh4cHlEolvL29MXv2bOTk5DR4XzKZDFu2bNFbNm/evGr3EWwoLy8vpKenIzAw8K72UyUuLg4ymQx5eXl6yzdt2oR3333XKM9Rm9tDYW21NCYfHx8sXbpUb9n48eNx7ty5JquByBQxSBGRnvPnz6NXr15ITk7Gt99+i5SUFKxatUp3k9Xc3Ny7fo5WrVoZdHPbWykUCri5ucHCwuKu66mLk5MT7OzsGvU5GosQApWVlQZvb21tDRcXFyNWRGR+GKSISM+MGTOgVCrx22+/YdCgQWjXrh1GjBiBXbt24cqVK/jPf/6ja+vj44N3330Xjz32GGxtbeHp6Yno6Gi99QDw0EMPQSaT6R7ffmlvypQpGD16NBYsWABXV1c4ODjgnXfeQWVlJV5++WU4OTmhbdu2WL16tW6b23txpkyZAplMVu0nLi4OALBu3Tr06tULdnZ2cHNzw4QJE5CVlaXb1+DBgwEAjo6OkMlkmDJlCoDql/auX7+OSZMmwdHRETY2NhgxYgSSk5N166suh+3YsQP+/v5o1aoVhg8fjvT09Hq9/nXVotVqsXDhQvj6+sLa2hpBQUH44YcfdNtW9WT9+uuvCAkJgZWVFfbt24fU1FSMGjUKrq6uaNWqFXr37o1du3bptrvvvvtw4cIFzJkzR/e63Xost1q5ciX8/PygVCrRuXNnrFu3Tm+9TCbD559/joceegg2Njbo2LEjfvzxx3odO5FJkvhef0TUjOTk5AiZTCYWLFhQ4/pp06YJR0dHodVqhRA3b1hqZ2cnFi5cKJKSksRHH30kFAqF+O2334QQQmRlZeluQp2enq67A3xUVJQICgrS7Xfy5MnCzs5OzJgxQ5w9e1Z88cUXAoCIiIgQ//d//yfOnTsn3n33XWFpaSkuXbokhBC6G+YeP35cCCFEXl6eSE9P1/3Mnj1buLi4iPT0dCGEEF988YXYtm2bSE1NFQcPHhR9+/YVI0aMEEIIUVlZKTZu3Ki7wXJ6erruJq2DBg0Ss2fP1tX64IMPCn9/f7F3716RkJAgIiIiRIcOHUR5ebkQQojVq1cLS0tLER4eLo4cOSKOHTsm/P39xYQJE2p93W89lrpqee+990SXLl3E9u3bRWpqqli9erWwsrIScXFxQoh/b0LbvXt38dtvv4mUlBSRk5MjEhISxKpVq8Rff/0lzp07J9544w2hUqnEhQsXdOe9bdu24p133tG9flXHolardXVu2rRJWFpaiujoaJGUlCT+97//CYVCIXbv3q1rA0C0bdtWrF+/XiQnJ4sXXnhBtGrVSuTk5NR6/ESmjEGKiHQOHTokAIjNmzfXuH7JkiUCgMjMzBRC3AxSw4cP12szfvx4XUARQtS4v5qClLe3t9BoNLplnTt3FgMHDtQ9rqysFLa2tuLbb78VQlQPUrfauHGjUKlUYt++fbUe65EjRwQAUVhYKIT4N4Rcv35dr92tQercuXMCgNi/f79ufXZ2trC2thbff/+9EOJm+ACgd8f76Oho4erqWmsttx9LTbWUlpYKGxsbceDAAb1tn3rqKfHYY4/pbbdly5Zan6tK165dxfLly3WPvb29xYcffqjX5vYg1a9fPzFt2jS9NuPGjRP333+/7jEA8cYbb+geFxUVCQDi119/vWNNRKaIl/aIqBohRL3b9u3bt9rjM2fONPg5u3btCrn83/8lubq6olu3brrHCoUCrVu31l2Oq83x48fxxBNPYMWKFejfv79u+bFjxxAZGYl27drBzs4OgwYNAgBcvHix3jWeOXMGFhYW6NOnj25Z69at0blzZ71jtrGxgZ+fn+6xu7v7Heu+k5SUFJSUlGDo0KFo1aqV7uerr75CamqqXttevXrpPS4qKsK8efPg7+8PBwcHtGrVCmfOnGnQsQM3j//W1xQA+vfvX+18d+/eXfe7ra0t7O3t7/r4iZqrxh2lSUQmpUOHDpDJZDhz5gweeuihauvPnDkDR0dHtGnTxujPbWlpqfdYJpPVuEyr1da6j4yMDDz44IN4+umn8dRTT+mWFxcXIyIiAhEREfjmm2/Qpk0bXLx4ERERESgvLzfugaDmY2lIOK1JUVERAOCXX36Bp6en3jorKyu9x7a2tnqP582bh507d+KDDz5Ahw4dYG1tjbFjxzbKsQM1H39d543IlLFHioh0WrdujaFDh+Ljjz/GjRs39NZlZGTgm2++wfjx43WDkQHg0KFDeu0OHToEf39/3WNLS0toNJrGLRxAaWkpRo0ahS5dumDJkiV6686ePYucnBwsWrQIAwcORJcuXar1kCiVSgCos1Z/f39UVlbizz//1C3LyclBUlISAgICjHYsNdUSEBAAKysrXLx4ER06dND78fLyqnN/+/fvx5QpU/DQQw+hW7ducHNzw99//13tOe90nvz9/bF///5q+zbmsROZGgYpItKzYsUKlJWVISIiAnv37sWlS5ewfft2DB06FJ6envi///s/vfb79+/Hf//7X5w7dw7R0dHYsGEDZs+erVvv4+OD2NhYZGRk4Pr1641W97PPPotLly7ho48+wrVr15CRkYGMjAyUl5ejXbt2UCqVWL58Oc6fP48ff/yx2txQ3t7ekMlk+Pnnn3Ht2jVdD9CtOnbsiFGjRmHatGnYt28fTpw4gYkTJ8LT0xOjRo0y2rHUVIudnR3mzZuHOXPmYO3atUhNTUV8fDyWL1+OtWvX1rm/jh07YtOmTUhISMCJEycwYcKEaj1EPj4+2Lt3L65cuYLs7Owa9/Pyyy9jzZo1WLlyJZKTk7FkyRJs2rQJ8+bNM9qxE5kaBiki0tOxY0ccPXoU7du3xyOPPAI/Pz8888wzGDx4MA4ePAgnJye99i+99BKOHj2KHj164L333sOSJUsQERGhW/+///0PO3fuhJeXF3r06NFodf/+++9IT09HQEAA3N3ddT8HDhxAmzZtsGbNGmzYsAEBAQFYtGgRPvjgA73tPT09MX/+fLz22mtwdXXFzJkza3ye1atXIyQkBA888AD69u0LIQS2bdtW7XLW3aitlnfffRdvvvkmFi5cCH9/fwwfPhy//PILfH1969zfkiVL4OjoiH79+iEyMhIRERHo2bOnXpt33nkHf//9N/z8/Gq9dDt69GgsW7YMH3zwAbp27YpPPvkEq1evxn333WeU4yYyRTJxtxfuiajF8vHxwYsvvthib6FCRMQeKSIiIiIDMUgRERERGYiX9oiIiIgMxB4pIiIiIgMxSBEREREZiEGKiIiIyEAMUkREREQGYpAiIiIiMhCDFBEREZGBGKSIiIiIDMQgRURERGQgBikiIiIiA/1/5nqRdI7U1OkAAAAASUVORK5CYII=", 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", "text/plain": [ "
" ] @@ -1252,7 +1785,7 @@ " mesh[\"faces\"],\n", " {\"rho\": aux_hist[i][\"rho_grid\"].T.flatten(), \"rho_dot\": rho_dot.T.flatten()},\n", " )\n", - " pv_mesh.save(f\"vtks/fem_shapeopt_mesh{i + 1}.vtk\")" + " pv_mesh.save(f\"tmp_vtks/fem_shapeopt_mesh{i + 1}.vtk\")" ] }, { @@ -1287,9 +1820,9 @@ ], "metadata": { "kernelspec": { - "display_name": "fem", + "display_name": "tesseract-jax", "language": "python", - "name": "python3" + "name": "tesseract-jax" }, "language_info": { "codemirror_mode": { @@ -1301,7 +1834,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.9" + "version": "3.13.5" } }, "nbformat": 4, diff --git a/examples/ansys/spaceclaim_jaxfem.ipynb b/examples/ansys/spaceclaim_jaxfem.ipynb index 6c7aff2..e6a7cd2 100644 --- a/examples/ansys/spaceclaim_jaxfem.ipynb +++ b/examples/ansys/spaceclaim_jaxfem.ipynb @@ -95,7 +95,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 5, "id": "8a407fb1", "metadata": {}, "outputs": [], @@ -121,28 +121,10 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 6, "id": "0fdeb653", "metadata": {}, "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "ERROR:2025-11-25 09:50:17,060:jax._src.xla_bridge:473: Jax plugin configuration error: Exception when calling jax_plugins.xla_cuda12.initialize()\n", - "Traceback (most recent call last):\n", - " File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax/_src/xla_bridge.py\", line 471, in discover_pjrt_plugins\n", - " plugin_module.initialize()\n", - " ~~~~~~~~~~~~~~~~~~~~~~~~^^\n", - " File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax_plugins/xla_cuda12/__init__.py\", line 328, in initialize\n", - " _check_cuda_versions(raise_on_first_error=True)\n", - " ~~~~~~~~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^^^^^^^^^^^\n", - " File \"/anaconda/envs/fem/lib/python3.13/site-packages/jax_plugins/xla_cuda12/__init__.py\", line 285, in _check_cuda_versions\n", - " local_device_count = cuda_versions.cuda_device_count()\n", - "RuntimeError: jaxlib/cuda/versions_helpers.cc:113: operation cuInit(0) failed: CUDA_ERROR_SYSTEM_DRIVER_MISMATCH\n", - "WARNING:2025-11-25 09:50:17,114:jax._src.xla_bridge:850: An NVIDIA GPU may be present on this machine, but a CUDA-enabled jaxlib is not installed. Falling back to cpu.\n" - ] - }, { "name": "stdout", "output_type": "stream", @@ -243,12 +225,25 @@ "metadata": {}, "outputs": [ { - "name": "stdout", - "output_type": "stream", - "text": [ - "Starting Jacobian precomputation thread...\n", - "Number of vertices: 224\n", - "Number of faces: 516\n" + "ename": "RuntimeError", + "evalue": "Traceback (most recent call last):\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connection.py\", line 198, in _new_conn\n sock = connection.create_connection(\n (self._dns_host, self.port),\n ...<2 lines>...\n socket_options=self.socket_options,\n )\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/util/connection.py\", line 85, in create_connection\n raise err\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/util/connection.py\", line 73, in create_connection\n sock.connect(sa)\n ~~~~~~~~~~~~^^^^\nTimeoutError: [Errno 110] Connection timed out\n\nThe above exception was the direct cause of the following exception:\n\nTraceback (most recent call last):\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connectionpool.py\", line 787, in urlopen\n response = self._make_request(\n conn,\n ...<10 lines>...\n **response_kw,\n )\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connectionpool.py\", line 493, in _make_request\n conn.request(\n ~~~~~~~~~~~~^\n method,\n ^^^^^^^\n ...<6 lines>...\n enforce_content_length=enforce_content_length,\n ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n )\n ^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connection.py\", line 494, in request\n self.endheaders()\n ~~~~~~~~~~~~~~~^^\n File \"/home/pasteurian/.local/share/uv/python/cpython-3.13.5-linux-x86_64-gnu/lib/python3.13/http/client.py\", line 1333, in endheaders\n self._send_output(message_body, encode_chunked=encode_chunked)\n ~~~~~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n File \"/home/pasteurian/.local/share/uv/python/cpython-3.13.5-linux-x86_64-gnu/lib/python3.13/http/client.py\", line 1093, in _send_output\n self.send(msg)\n ~~~~~~~~~^^^^^\n File \"/home/pasteurian/.local/share/uv/python/cpython-3.13.5-linux-x86_64-gnu/lib/python3.13/http/client.py\", line 1037, in send\n self.connect()\n ~~~~~~~~~~~~^^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connection.py\", line 325, in connect\n self.sock = self._new_conn()\n ~~~~~~~~~~~~~~^^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connection.py\", line 207, in _new_conn\n raise ConnectTimeoutError(\n ...<2 lines>...\n ) from e\nurllib3.exceptions.ConnectTimeoutError: (, 'Connection to 172.26.3.35 timed out. (connect timeout=None)')\n\nThe above exception was the direct cause of the following exception:\n\nTraceback (most recent call last):\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/requests/adapters.py\", line 667, in send\n resp = conn.urlopen(\n method=request.method,\n ...<9 lines>...\n chunked=chunked,\n )\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connectionpool.py\", line 841, in urlopen\n retries = retries.increment(\n method, url, error=new_e, _pool=self, _stacktrace=sys.exc_info()[2]\n )\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/util/retry.py\", line 519, in increment\n raise MaxRetryError(_pool, url, reason) from reason # type: ignore[arg-type]\n ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\nurllib3.exceptions.MaxRetryError: HTTPConnectionPool(host='172.26.3.35', port=443): Max retries exceeded with url: /apply (Caused by ConnectTimeoutError(, 'Connection to 172.26.3.35 timed out. (connect timeout=None)'))\n\nDuring handling of the above exception, another exception occurred:\n\nTraceback (most recent call last):\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 664, in run_tesseract\n result = self._endpoints[endpoint](parsed_payload)\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/runtime/core.py\", line 155, in apply\n out = api_module.apply(payload.inputs)\n File \"/home/pasteurian/Documents/tesseract-jax/examples/ansys/sdf_fd_tess/tesseract_api.py\", line 336, in apply\n sdfs, meshes = geometries_and_sdf(\n ~~~~~~~~~~~~~~~~~~^\n target=inputs.mesh_tesseract,\n ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n ...<10 lines>...\n sdf_backend=inputs.sdf_backend,\n ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n )\n ^\n File \"/home/pasteurian/Documents/tesseract-jax/examples/ansys/sdf_fd_tess/tesseract_api.py\", line 280, in geometries_and_sdf\n geos = get_geometries(\n target=target,\n ...<5 lines>...\n string_parameters=string_parameters,\n )\n File \"/home/pasteurian/Documents/tesseract-jax/examples/ansys/sdf_fd_tess/tesseract_api.py\", line 166, in get_geometries\n meshes = target.apply(\n ~~~~~~~~~~~~^\n {\n ^\n ...<4 lines>...\n }\n ^\n )[\"meshes\"]\n ^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 35, in wrapper\n return func(self, *args, **kwargs)\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 325, in apply\n return self._client.run_tesseract(\"apply\", payload, run_id)\n ~~~~~~~~~~~~~~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^^^^^^^^^^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 619, in run_tesseract\n return self._request(endpoint, method, payload, run_id)\n ~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 539, in _request\n response = requests.request(\n method=method, url=url, json=encoded_payload, params=params\n )\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/requests/api.py\", line 59, in request\n return session.request(method=method, url=url, **kwargs)\n ~~~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/requests/sessions.py\", line 589, in request\n resp = self.send(prep, **send_kwargs)\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/requests/sessions.py\", line 703, in send\n r = adapter.send(request, **kwargs)\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/requests/adapters.py\", line 688, in send\n raise ConnectTimeout(e, request=request)\nrequests.exceptions.ConnectTimeout: HTTPConnectionPool(host='172.26.3.35', port=443): Max retries exceeded with url: /apply (Caused by ConnectTimeoutError(, 'Connection to 172.26.3.35 timed out. (connect timeout=None)'))\n\nError running Tesseract API apply: HTTPConnectionPool(host='172.26.3.35', port=443): Max retries exceeded with url: /apply (Caused by ConnectTimeoutError(, 'Connection to 172.26.3.35 timed out. (connect timeout=None)')) (see above for full traceback)", + "output_type": "error", + "traceback": [ + "\u001b[31m---------------------------------------------------------------------------\u001b[39m", + "\u001b[31mRuntimeError\u001b[39m Traceback (most recent call last)", + "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[4]\u001b[39m\u001b[32m, line 1\u001b[39m\n\u001b[32m----> \u001b[39m\u001b[32m1\u001b[39m design_out = \u001b[43mapply_tesseract\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 2\u001b[39m \u001b[43m \u001b[49m\u001b[43mdesign_tess\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 3\u001b[39m \u001b[43m \u001b[49m\u001b[43m{\u001b[49m\n\u001b[32m 4\u001b[39m \u001b[43m \u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mdifferentiable_parameters\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m:\u001b[49m\u001b[43m \u001b[49m\u001b[43minit_diffable_params\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 5\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mdesign_inputs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 6\u001b[39m \u001b[43m \u001b[49m\u001b[43m}\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 7\u001b[39m \u001b[43m)\u001b[49m\n\u001b[32m 8\u001b[39m sdf = design_out[\u001b[33m\"\u001b[39m\u001b[33msdf\u001b[39m\u001b[33m\"\u001b[39m]\n\u001b[32m 9\u001b[39m surface_mesh = design_out[\u001b[33m\"\u001b[39m\u001b[33mmesh\u001b[39m\u001b[33m\"\u001b[39m]\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Documents/tesseract-jax/tesseract_jax/primitive.py:433\u001b[39m, in \u001b[36mapply_tesseract\u001b[39m\u001b[34m(tesseract_client, inputs)\u001b[39m\n\u001b[32m 427\u001b[39m flat_avals = \u001b[38;5;28mtuple\u001b[39m(\n\u001b[32m 428\u001b[39m jax.ShapeDtypeStruct(shape=\u001b[38;5;28mtuple\u001b[39m(aval[\u001b[33m\"\u001b[39m\u001b[33mshape\u001b[39m\u001b[33m\"\u001b[39m]), dtype=aval[\u001b[33m\"\u001b[39m\u001b[33mdtype\u001b[39m\u001b[33m\"\u001b[39m])\n\u001b[32m 429\u001b[39m \u001b[38;5;28;01mfor\u001b[39;00m aval \u001b[38;5;129;01min\u001b[39;00m flat_avals\n\u001b[32m 430\u001b[39m )\n\u001b[32m 432\u001b[39m \u001b[38;5;66;03m# Apply the primitive\u001b[39;00m\n\u001b[32m--> \u001b[39m\u001b[32m433\u001b[39m out = \u001b[43mtesseract_dispatch_p\u001b[49m\u001b[43m.\u001b[49m\u001b[43mbind\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 434\u001b[39m \u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43marray_args\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 435\u001b[39m \u001b[43m \u001b[49m\u001b[43mstatic_args\u001b[49m\u001b[43m=\u001b[49m\u001b[43mstatic_args\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 436\u001b[39m \u001b[43m \u001b[49m\u001b[43minput_pytreedef\u001b[49m\u001b[43m=\u001b[49m\u001b[43minput_pytreedef\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 437\u001b[39m \u001b[43m \u001b[49m\u001b[43moutput_pytreedef\u001b[49m\u001b[43m=\u001b[49m\u001b[43moutput_pytreedef\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 438\u001b[39m \u001b[43m \u001b[49m\u001b[43moutput_avals\u001b[49m\u001b[43m=\u001b[49m\u001b[43mflat_avals\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 439\u001b[39m \u001b[43m \u001b[49m\u001b[43mis_static_mask\u001b[49m\u001b[43m=\u001b[49m\u001b[43mis_static_mask\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 440\u001b[39m \u001b[43m \u001b[49m\u001b[43mclient\u001b[49m\u001b[43m=\u001b[49m\u001b[43mclient\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 441\u001b[39m \u001b[43m \u001b[49m\u001b[43meval_func\u001b[49m\u001b[43m=\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mapply\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\n\u001b[32m 442\u001b[39m \u001b[43m\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 444\u001b[39m \u001b[38;5;66;03m# Unflatten the output\u001b[39;00m\n\u001b[32m 445\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m jax.tree.unflatten(output_pytreedef, out)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/jax/_src/core.py:502\u001b[39m, in \u001b[36mPrimitive.bind\u001b[39m\u001b[34m(self, *args, **params)\u001b[39m\n\u001b[32m 500\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34mbind\u001b[39m(\u001b[38;5;28mself\u001b[39m, *args, **params):\n\u001b[32m 501\u001b[39m args = args \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28mself\u001b[39m.skip_canonicalization \u001b[38;5;28;01melse\u001b[39;00m \u001b[38;5;28mmap\u001b[39m(canonicalize_value, args)\n\u001b[32m--> \u001b[39m\u001b[32m502\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_true_bind\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mparams\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/jax/_src/core.py:520\u001b[39m, in \u001b[36mPrimitive._true_bind\u001b[39m\u001b[34m(self, *args, **params)\u001b[39m\n\u001b[32m 518\u001b[39m trace_ctx.set_trace(eval_trace)\n\u001b[32m 519\u001b[39m \u001b[38;5;28;01mtry\u001b[39;00m:\n\u001b[32m--> \u001b[39m\u001b[32m520\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mbind_with_trace\u001b[49m\u001b[43m(\u001b[49m\u001b[43mprev_trace\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mparams\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 521\u001b[39m \u001b[38;5;28;01mfinally\u001b[39;00m:\n\u001b[32m 522\u001b[39m trace_ctx.set_trace(prev_trace)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/jax/_src/core.py:525\u001b[39m, in \u001b[36mPrimitive.bind_with_trace\u001b[39m\u001b[34m(self, trace, args, params)\u001b[39m\n\u001b[32m 524\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34mbind_with_trace\u001b[39m(\u001b[38;5;28mself\u001b[39m, trace, args, params):\n\u001b[32m--> \u001b[39m\u001b[32m525\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mtrace\u001b[49m\u001b[43m.\u001b[49m\u001b[43mprocess_primitive\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mparams\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/jax/_src/core.py:1029\u001b[39m, in \u001b[36mEvalTrace.process_primitive\u001b[39m\u001b[34m(self, primitive, args, params)\u001b[39m\n\u001b[32m 1027\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m primitive.bind_with_trace(arg._trace, args, params)\n\u001b[32m 1028\u001b[39m check_eval_args(args)\n\u001b[32m-> \u001b[39m\u001b[32m1029\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mprimitive\u001b[49m\u001b[43m.\u001b[49m\u001b[43mimpl\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mparams\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Documents/tesseract-jax/tesseract_jax/primitive.py:219\u001b[39m, in \u001b[36mtesseract_dispatch\u001b[39m\u001b[34m(static_args, input_pytreedef, output_pytreedef, output_avals, is_static_mask, client, eval_func, *array_args)\u001b[39m\n\u001b[32m 216\u001b[39m out = (out,)\n\u001b[32m 217\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m out\n\u001b[32m--> \u001b[39m\u001b[32m219\u001b[39m result = \u001b[43m_dispatch\u001b[49m\u001b[43m(\u001b[49m\u001b[43m*\u001b[49m\u001b[43marray_args\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 220\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m result\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Documents/tesseract-jax/tesseract_jax/primitive.py:207\u001b[39m, in \u001b[36mtesseract_dispatch.._dispatch\u001b[39m\u001b[34m(*args)\u001b[39m\n\u001b[32m 205\u001b[39m \u001b[38;5;28;01mdef\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[34m_dispatch\u001b[39m(*args: ArrayLike) -> Any:\n\u001b[32m 206\u001b[39m static_args_ = \u001b[38;5;28mtuple\u001b[39m(_unpack_hashable(arg) \u001b[38;5;28;01mfor\u001b[39;00m arg \u001b[38;5;129;01min\u001b[39;00m static_args)\n\u001b[32m--> \u001b[39m\u001b[32m207\u001b[39m out = \u001b[38;5;28;43mgetattr\u001b[39;49m\u001b[43m(\u001b[49m\u001b[43mclient\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43meval_func\u001b[49m\u001b[43m)\u001b[49m\u001b[43m(\u001b[49m\n\u001b[32m 208\u001b[39m \u001b[43m \u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 209\u001b[39m \u001b[43m \u001b[49m\u001b[43mstatic_args_\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 210\u001b[39m \u001b[43m \u001b[49m\u001b[43minput_pytreedef\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 211\u001b[39m \u001b[43m \u001b[49m\u001b[43moutput_pytreedef\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 212\u001b[39m \u001b[43m \u001b[49m\u001b[43moutput_avals\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 213\u001b[39m \u001b[43m \u001b[49m\u001b[43mis_static_mask\u001b[49m\u001b[43m,\u001b[49m\n\u001b[32m 214\u001b[39m \u001b[43m \u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 215\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(out, \u001b[38;5;28mtuple\u001b[39m) \u001b[38;5;129;01mand\u001b[39;00m output_avals \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m 216\u001b[39m out = (out,)\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Documents/tesseract-jax/tesseract_jax/tesseract_compat.py:173\u001b[39m, in \u001b[36mJaxeract.apply\u001b[39m\u001b[34m(self, array_args, static_args, input_pytreedef, output_pytreedef, output_avals, is_static_mask)\u001b[39m\n\u001b[32m 168\u001b[39m \u001b[38;5;250m\u001b[39m\u001b[33;03m\"\"\"Call the Tesseract's apply endpoint with the given arguments.\"\"\"\u001b[39;00m\n\u001b[32m 169\u001b[39m inputs = unflatten_args(\n\u001b[32m 170\u001b[39m array_args, static_args, input_pytreedef, is_static_mask\n\u001b[32m 171\u001b[39m )\n\u001b[32m--> \u001b[39m\u001b[32m173\u001b[39m out_data = \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43mclient\u001b[49m\u001b[43m.\u001b[49m\u001b[43mapply\u001b[49m\u001b[43m(\u001b[49m\u001b[43minputs\u001b[49m\u001b[43m)\u001b[49m\n\u001b[32m 175\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m output_avals \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m 176\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m out_data\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py:35\u001b[39m, in \u001b[36mrequires_client..wrapper\u001b[39m\u001b[34m(self, *args, **kwargs)\u001b[39m\n\u001b[32m 30\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28mself\u001b[39m._client:\n\u001b[32m 31\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mRuntimeError\u001b[39;00m(\n\u001b[32m 32\u001b[39m \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[33mWhen creating a \u001b[39m\u001b[38;5;132;01m{\u001b[39;00m\u001b[38;5;28mself\u001b[39m.\u001b[34m__class__\u001b[39m.\u001b[34m__name__\u001b[39m\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m via `from_image`, \u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 33\u001b[39m \u001b[33m\"\u001b[39m\u001b[33myou must either use it as a context manager or call .serve() before use.\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 34\u001b[39m )\n\u001b[32m---> \u001b[39m\u001b[32m35\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mfunc\u001b[49m\u001b[43m(\u001b[49m\u001b[38;5;28;43mself\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43margs\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43m*\u001b[49m\u001b[43m*\u001b[49m\u001b[43mkwargs\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py:325\u001b[39m, in \u001b[36mTesseract.apply\u001b[39m\u001b[34m(self, inputs, run_id)\u001b[39m\n\u001b[32m 314\u001b[39m \u001b[38;5;250m\u001b[39m\u001b[33;03m\"\"\"Run apply endpoint.\u001b[39;00m\n\u001b[32m 315\u001b[39m \n\u001b[32m 316\u001b[39m \u001b[33;03mArgs:\u001b[39;00m\n\u001b[32m (...)\u001b[39m\u001b[32m 322\u001b[39m \u001b[33;03m dictionary with the results.\u001b[39;00m\n\u001b[32m 323\u001b[39m \u001b[33;03m\"\"\"\u001b[39;00m\n\u001b[32m 324\u001b[39m payload = {\u001b[33m\"\u001b[39m\u001b[33minputs\u001b[39m\u001b[33m\"\u001b[39m: inputs}\n\u001b[32m--> \u001b[39m\u001b[32m325\u001b[39m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[38;5;28;43mself\u001b[39;49m\u001b[43m.\u001b[49m\u001b[43m_client\u001b[49m\u001b[43m.\u001b[49m\u001b[43mrun_tesseract\u001b[49m\u001b[43m(\u001b[49m\u001b[33;43m\"\u001b[39;49m\u001b[33;43mapply\u001b[39;49m\u001b[33;43m\"\u001b[39;49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mpayload\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[43mrun_id\u001b[49m\u001b[43m)\u001b[49m\n", + "\u001b[36mFile \u001b[39m\u001b[32m~/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py:671\u001b[39m, in \u001b[36mLocalClient.run_tesseract\u001b[39m\u001b[34m(self, endpoint, payload, run_id)\u001b[39m\n\u001b[32m 667\u001b[39m \u001b[38;5;28;01mexcept\u001b[39;00m \u001b[38;5;167;01mException\u001b[39;00m \u001b[38;5;28;01mas\u001b[39;00m ex:\n\u001b[32m 668\u001b[39m \u001b[38;5;66;03m# Some clients like Tesseract-JAX swallow tracebacks from re-raised exceptions, so we explicitly\u001b[39;00m\n\u001b[32m 669\u001b[39m \u001b[38;5;66;03m# format the traceback here to include it in the error message.\u001b[39;00m\n\u001b[32m 670\u001b[39m tb = traceback.format_exc()\n\u001b[32m--> \u001b[39m\u001b[32m671\u001b[39m \u001b[38;5;28;01mraise\u001b[39;00m \u001b[38;5;167;01mRuntimeError\u001b[39;00m(\n\u001b[32m 672\u001b[39m \u001b[33mf\u001b[39m\u001b[33m\"\u001b[39m\u001b[38;5;132;01m{\u001b[39;00mtb\u001b[38;5;132;01m}\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33mError running Tesseract API \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mendpoint\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m: \u001b[39m\u001b[38;5;132;01m{\u001b[39;00mex\u001b[38;5;132;01m}\u001b[39;00m\u001b[33m (see above for full traceback)\u001b[39m\u001b[33m\"\u001b[39m\n\u001b[32m 673\u001b[39m ) \u001b[38;5;28;01mfrom\u001b[39;00m\u001b[38;5;250m \u001b[39m\u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[32m 675\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m OutputSchema \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m:\n\u001b[32m 676\u001b[39m \u001b[38;5;66;03m# Validate via schema, then dump to stay consistent with other clients\u001b[39;00m\n\u001b[32m 677\u001b[39m \u001b[38;5;28;01mif\u001b[39;00m \u001b[38;5;28misinstance\u001b[39m(OutputSchema, \u001b[38;5;28mtype\u001b[39m) \u001b[38;5;129;01mand\u001b[39;00m \u001b[38;5;28missubclass\u001b[39m(OutputSchema, BaseModel):\n", + "\u001b[31mRuntimeError\u001b[39m: Traceback (most recent call last):\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connection.py\", line 198, in _new_conn\n sock = connection.create_connection(\n (self._dns_host, self.port),\n ...<2 lines>...\n socket_options=self.socket_options,\n )\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/util/connection.py\", line 85, in create_connection\n raise err\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/util/connection.py\", line 73, in create_connection\n sock.connect(sa)\n ~~~~~~~~~~~~^^^^\nTimeoutError: [Errno 110] Connection timed out\n\nThe above exception was the direct cause of the following exception:\n\nTraceback (most recent call last):\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connectionpool.py\", line 787, in urlopen\n response = self._make_request(\n conn,\n ...<10 lines>...\n **response_kw,\n )\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connectionpool.py\", line 493, in _make_request\n conn.request(\n ~~~~~~~~~~~~^\n method,\n ^^^^^^^\n ...<6 lines>...\n enforce_content_length=enforce_content_length,\n ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n )\n ^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connection.py\", line 494, in request\n self.endheaders()\n ~~~~~~~~~~~~~~~^^\n File \"/home/pasteurian/.local/share/uv/python/cpython-3.13.5-linux-x86_64-gnu/lib/python3.13/http/client.py\", line 1333, in endheaders\n self._send_output(message_body, encode_chunked=encode_chunked)\n ~~~~~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n File \"/home/pasteurian/.local/share/uv/python/cpython-3.13.5-linux-x86_64-gnu/lib/python3.13/http/client.py\", line 1093, in _send_output\n self.send(msg)\n ~~~~~~~~~^^^^^\n File \"/home/pasteurian/.local/share/uv/python/cpython-3.13.5-linux-x86_64-gnu/lib/python3.13/http/client.py\", line 1037, in send\n self.connect()\n ~~~~~~~~~~~~^^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connection.py\", line 325, in connect\n self.sock = self._new_conn()\n ~~~~~~~~~~~~~~^^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connection.py\", line 207, in _new_conn\n raise ConnectTimeoutError(\n ...<2 lines>...\n ) from e\nurllib3.exceptions.ConnectTimeoutError: (, 'Connection to 172.26.3.35 timed out. (connect timeout=None)')\n\nThe above exception was the direct cause of the following exception:\n\nTraceback (most recent call last):\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/requests/adapters.py\", line 667, in send\n resp = conn.urlopen(\n method=request.method,\n ...<9 lines>...\n chunked=chunked,\n )\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/connectionpool.py\", line 841, in urlopen\n retries = retries.increment(\n method, url, error=new_e, _pool=self, _stacktrace=sys.exc_info()[2]\n )\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/urllib3/util/retry.py\", line 519, in increment\n raise MaxRetryError(_pool, url, reason) from reason # type: ignore[arg-type]\n ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\nurllib3.exceptions.MaxRetryError: HTTPConnectionPool(host='172.26.3.35', port=443): Max retries exceeded with url: /apply (Caused by ConnectTimeoutError(, 'Connection to 172.26.3.35 timed out. (connect timeout=None)'))\n\nDuring handling of the above exception, another exception occurred:\n\nTraceback (most recent call last):\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 664, in run_tesseract\n result = self._endpoints[endpoint](parsed_payload)\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/runtime/core.py\", line 155, in apply\n out = api_module.apply(payload.inputs)\n File \"/home/pasteurian/Documents/tesseract-jax/examples/ansys/sdf_fd_tess/tesseract_api.py\", line 336, in apply\n sdfs, meshes = geometries_and_sdf(\n ~~~~~~~~~~~~~~~~~~^\n target=inputs.mesh_tesseract,\n ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n ...<10 lines>...\n sdf_backend=inputs.sdf_backend,\n ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n )\n ^\n File \"/home/pasteurian/Documents/tesseract-jax/examples/ansys/sdf_fd_tess/tesseract_api.py\", line 280, in geometries_and_sdf\n geos = get_geometries(\n target=target,\n ...<5 lines>...\n string_parameters=string_parameters,\n )\n File \"/home/pasteurian/Documents/tesseract-jax/examples/ansys/sdf_fd_tess/tesseract_api.py\", line 166, in get_geometries\n meshes = target.apply(\n ~~~~~~~~~~~~^\n {\n ^\n ...<4 lines>...\n }\n ^\n )[\"meshes\"]\n ^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 35, in wrapper\n return func(self, *args, **kwargs)\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 325, in apply\n return self._client.run_tesseract(\"apply\", payload, run_id)\n ~~~~~~~~~~~~~~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^^^^^^^^^^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 619, in run_tesseract\n return self._request(endpoint, method, payload, run_id)\n ~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/tesseract_core/sdk/tesseract.py\", line 539, in _request\n response = requests.request(\n method=method, url=url, json=encoded_payload, params=params\n )\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/requests/api.py\", line 59, in request\n return session.request(method=method, url=url, **kwargs)\n ~~~~~~~~~~~~~~~^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/requests/sessions.py\", line 589, in request\n resp = self.send(prep, **send_kwargs)\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/requests/sessions.py\", line 703, in send\n r = adapter.send(request, **kwargs)\n File \"/home/pasteurian/Documents/tesseract-jax/.venv/lib/python3.13/site-packages/requests/adapters.py\", line 688, in send\n raise ConnectTimeout(e, request=request)\nrequests.exceptions.ConnectTimeout: HTTPConnectionPool(host='172.26.3.35', port=443): Max retries exceeded with url: /apply (Caused by ConnectTimeoutError(, 'Connection to 172.26.3.35 timed out. (connect timeout=None)'))\n\nError running Tesseract API apply: HTTPConnectionPool(host='172.26.3.35', port=443): Max retries exceeded with url: /apply (Caused by ConnectTimeoutError(, 'Connection to 172.26.3.35 timed out. (connect timeout=None)')) (see above for full traceback)" ] } ], @@ -280,42 +275,20 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "id": "760cf3ee", "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "plot_grid(sdf, Lx, Ly, Lz, Nx, Ny, Nz, \"SDF\")" ] @@ -1469,9 +1442,9 @@ ], "metadata": { "kernelspec": { - "display_name": "fem", + "display_name": "tesseract-jax", "language": "python", - "name": "python3" + "name": "tesseract-jax" }, "language_info": { "codemirror_mode": { @@ -1483,7 +1456,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.13.9" + "version": "3.13.5" } }, "nbformat": 4, diff --git a/examples/ansys/spaceclaim_tess/tesseract_requirements.txt b/examples/ansys/spaceclaim_tess/tesseract_requirements.txt index ca8a8c8..5f70477 100644 --- a/examples/ansys/spaceclaim_tess/tesseract_requirements.txt +++ b/examples/ansys/spaceclaim_tess/tesseract_requirements.txt @@ -1,2 +1,3 @@ # Add Python requirements like this: # numpy==1.18.1 +trimesh diff --git a/examples/ansys/utils.py b/examples/ansys/utils.py index b5c093f..c815709 100644 --- a/examples/ansys/utils.py +++ b/examples/ansys/utils.py @@ -273,6 +273,12 @@ def calculate_next_x( if x_max is None: x_max = self.x_max + # verify indputs + x = self.__preprocess_jnp_array(x) + x_min = self.__preprocess_jnp_array(x_min) + x_max = self.__preprocess_jnp_array(x_max) + constraint_values = self.__preprocess_jnp_array(constraint_values) + objective_gradient = self.__preprocess_jnp_array(objective_gradient) self.__check_input_sizes( x, x_min, @@ -316,6 +322,15 @@ def calculate_next_x( return xmma + def __preprocess_jnp_array( + self, + x: jax.typing.ArrayLike, + ) -> np.array: + np_x = np.array(x) + if len(np_x.shape) == 1: + np_x = np_x[:, None] + return np_x + def __check_input_sizes( self, x: jax.typing.ArrayLike,