1101 lines
867 KiB
Plaintext
1101 lines
867 KiB
Plaintext
{
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"cells": [
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{
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"cell_type": "code",
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"execution_count": 1,
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"metadata": {},
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"outputs": [
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{
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"name": "stdout",
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"output_type": "stream",
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"text": [
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"SMARTS 匹配结果： ((8, 11, 12, 56),)\n",
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"匹配到的部分原子编号： [8, 11, 12, 56]\n",
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"分子中所有环（原子编号）： ((1, 58, 57, 4, 3, 2), (8, 11, 12, 13, 14, 15, 17, 18, 22, 23, 25, 26, 27, 28, 30, 7), (34, 35, 36, 37, 39, 33), (42, 43, 45, 46, 48, 41))\n",
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"目标环上原子数目：16, 该结构是16环大环内酯药物\n",
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"目标环原子编号： (8, 11, 12, 13, 14, 15, 17, 18, 22, 23, 25, 26, 27, 28, 30, 7)\n",
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"\n",
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"下面依次展示目标环上每个原子的信息：\n",
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"原子编号 8: C, 价电子数 4, 重原子编号 8\n"
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]
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},
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{
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"data": {
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"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 11: O, 价电子数 2, 重原子编号 11\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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zWQKBICIiwsHBgQpoTU3NoKCgR48etabF5ORkOzs7AFBRUQkLC6OGd8Ri8ebNmy94exMA0qMHSU5uzzeF2gnDHclKcXFxSEiIZMWmpaXlXWqNIiFXr16l5oAvXbqU3iJpsWfPHuotS3BwsFRGvaurq/v06bP31bh2XFzcm++TWhAfH+/j40P9b+LxeAEBATdv3mzh8WvXruXxeADQt29fyYoEyci7EodT8tVXjVYtITpguCPpy8nJCQoKUlNTo/Kif//+ERERkt3Yjx49St33bu7cuZ12S3TJPpeLFi0SSaYMvj/JWEpaWpqhoWF7NmxIS0sLCAiQ3FCwhSuu3333HYvFCgwMrHp17fTMmTMmJibUjE8FvjDesWC4I2mKj4/38/PjcDgAwGazfXx8YmNjJV8VCATLly+nBiV8fX3rOvdo7KlTp1RVVQHA39+/4YBV69XW1trY2MTHx1OfxsfHt+08DeXl5QUHB1P3DQeAfv36NXxhptTV1Unm7FdXVwcFBVHzLEeMGJGfn9/OApC0YLgjKRCJRNHR0QMHDqQSQVlZOSAgICsrS/KAioqK8PBwW1tb6gEmJiYVOOWZkMuXL1N39/bx8eHz+W04w8mTJ62srGpqaqRb2MuXL8PCwszMzCRDaqGhoWVlZU0elpmZ2bdvX2owJyQkpD1vQZDUYbijdqHmXUj2tjU0NAwJCXn27JnkAfn5+cHBwdQ4DPWAWbNmCQQCGmtmlJSUFAMDAwAYNmxYeXl5K5/11VdfSfYju337toxqo6649urVi/p/p6WlFRQURPXNxWJxeHg4NfJmb28v9VVRqP0w3FEbFRQUhISESFLb1tY2LCysYfeTWjVDTYmhxnAjIyM7+VBMs7KysszNzQHA1dW1pHV7aW3btm3MmDGyLowiEomOHTvm7u4ueVtmb2/v6upKzelcsmRJ295zIFnDcEfv7fr16wEBAdR8iWavvFGzL6hxWGrkPTExkcaCmS8vL8/GxgYAevXq9USy2VZzD6PSXywWFxcXy7FAQghJTU0NCAigLplwuVwDA4MoyY6PiHkw3FFriUSi2NjYhnPm/Pz8kpKSJA9oMm9aHjtVKZDCwsI+ffoAgJWV1f3795t9zMqVK7/55hs5F9bEuXPnBg8e7Ovr+16zLZH8Ybijd5MsRGo49tpwtUtZWVnD629tW/GIXrx4MWDAAACwsLCQrAloSCgU4rgWaiUMd9SS4uLi0NBQagqzZNZEaWmp5AH3798PCgqS3MCamjnX/gl5nVZFRQV1FydDQ8PU1FTq4P79+09Jtm1BqHUw3NFbbdq0SXI5dMCAAU0uh6akpAQEBFBT2lkslre3t7R2GezkqqqqqKWeHA7njz/+IA02ekSo9ViEEECoOadPnx4/fvy4ceOWLVtG3VEIAMRi8cmTJ0NDQxMTEwFAWVl52rRpwcHBvXv3prVYhSIUCvv06ZOdna2iovL48WN9fX26K0IdD4Y7eitCSF5enrW1NfVpZWXlvn371q9fn52dDQAGBgbz588PCgoyNTWltUzFJBQKdXV1+Xz+ihUrNmzYQHc5qOPBcEfvVlhYGB4evmXLlhcvXgBA9+7dly5dunDhQsnuMUgWNm7c+Nlnn9na2t65c4eagIhQ62G4o5bU1NQ4OTndvXtXLBYDwLBhwz777LPx48dj1siBSCTq0aPH/fv3jx075uvrS3c5jCQWw7lzkJEBXC4MHQr9+9cf//tvmDAB9PTqP01NhYoKGDaMpirpgX+iqCVffvnl7du3xWLxyJEj//vvvwsXLkyYMAGTXT44HA51N4z169fTXQsj8fng5QWffQbPn0NuLowaBStW1H8pKAgePXr9yKgo2LWLlhpphH+lqCX37t0DAFdX17Nnz0r2BUNy89FHH+np6cXHxyclJdFdC/OEhkJlJaSkwC+/wObNkJICf/wBZ87QXRZTYLijlowcORIAPDw86C6kk1JXV1+4cCEAbNy4ke5amCcmBj7+GF7N1oVu3WDaNIiJobUmBsFwRy2h5rkLBAK6C+m8li5dqqSkdPjw4dzcXLprYZi8PHg1late9+4g+SlNmwZ9+tT/Cw+Xf3W0w3BHLaHuFlRTU0N3IZ2XqanpjBkzRCLR1q1b6a6FYTQ0oKqq0ZHKStDSqv940yY4frz+34wZ8q+OdhjuqCVUzx3DnV5ffPEFi8X6888/y8rK6K6FSXr2hCaXIpKSoGfP+o9NTMDSsv7fqxtLdSoY7qglOCzDBH369BkxYkRFRcUff/xBdy1M8sknsGULXLlS/+nvv0NqKsybR2dJTILhjlqCPXeG+PzzzwFg06ZNQqGQ7loYw8cH1q+HqVPBwgL09GD7doiJgVdbkyJcxIRacu7cuZEjR44YMeLcuXN019LZOTo6ZmRk/PPPP7NmzaK7FiYRi6GwEJSVoeEOPIQAi9XoU4BGRzoB7LmjluCwDHMsW7YMANasWYMdMgCAjAywtoZly+DCBTAygiZ7qzXJcRarsyU7YLijluGwDHPMmjXLxMQkIyPj4sWLdNfCAH37QnQ0GBvDqlVgZATPntFdEONguKOW4FRI5lBWVv7kk08AdyOQcHCA//0Prl6F27fBwIDuahgHwx21BIdlGGXJkiXq6uqnTp3KysqSYTNiMTx4ALm5IBLJsJV2CgqCLVvg4UMAAENDuqthIgx31BIclmGULl26zJ07lxASFhYmqzYOHwYLC/DyglGjwNSUuftteXtDejq4ucGrO7ajJnC2DGpJcXGxkZGRgYFBcXEx3bUgAIDc3Fw7Ozsul/vgwQNjY2Mpnz01FTw94d9/YexYAICLF8HHB6KjwctLyg1Ji1gMDx+ClRXddTAR9txRS7DnzjTW1tYTJkwQCAS///679M++cyf4+dUnOwAMGwYLFsCOHdJvqJ3++w9OnYKaGmCzMdnfBsMdtQTH3BmIWtC0devWqiY7q7yvurqmR+7eBSenRkecneHu3Xa1IgslJbBmDRgbw+bNdJfCXBjuqCVKSkpsNlsoFFJ3YkJM4OHhMXDgwOfPn//zzz9tP0ttLRgbA5/f6KBQCEpKjY4oKwMD37dNmAAXL8L9+4A3qHo7DHf0DtRsSOy8M8qKFSsAYMOGDe/9opuZWX8FkscDOzu4dq3RV62tISen0ZHsbLCxaVetUldbC9nZAAB6etCtG93VNEMsFkdGRtK+yxuGO3oHnOrOQFOmTLG2ts7Ozj558mSrnnDsGGzYAADQvTtcvFjfYXd3f73rFmXSJIiIgIKC+k+fP4fwcPjgAylWLgV5eeDtDfb2TV+ZGCM5OXn69Olubm70loHhjt4Br6kyEIfDWbp0KbxrQVN4ePgVKr61tODIEQAAVVXo3RtSUwEABg+GxMRGT5g8GWbOBCcnWLwYPv0U+vUDLy+YO1dG30Ub2dnBw4ewbx/Y2tJdSvOioqIAYNy4cfSWgeGO3gGvqTLTRx99pKOjc+nSpWtvdGDXr19PjQkUFhbWd+0HDID09PrR8w8+gJcvAQCGDoVPP2163i1b4OxZcHSEnj3h2DGIiADJ/dAJgb17ZfgttY5YLAYWC5ycQFeX7lqaFx0dDQATJkyguQ6CUIvs7e0B4Pbt23QXgppasmQJAFhbWxNC+Hz+3r17qeOjRo26fPkyISQ1NXXPnj31j87JISJR2xurrSVTphB1dbJ2bTvLbicXF5fx48fz+Xx6y3gb6p7y2traAoGA3kqw547eAcfcGevDDz8EgLy8vKKiIi6Xq/RqoktMTIynpycAODk5zZ49u/7RNjav++DvSygEX1+IioKqKli1Cu7da3/xbRYXF7d48WJVVVUaa2gBNSYzfvx4pSbzjuQOwx29Aw7LMJarqyuPxyOE3Llzh8fjTZ06lTrObnOIv82oUXD6dP28eCUlmDgR6Pt90NLS8mHwlgPHjx8HgIkTJ9JdCIY7ehe8oMpk5ubmAKAt63uEjh//enOuykp4+BACA2Xb4lvs2bPnp59+oqXp1njx4kVCQgKPxxs9ejTdtWC4o3fBYRkm09HRAQAi6x2ivvwStm0DC4v6TzkcOHYMdu6UbaPNGTRokKurq/zbbaWTJ0/W1dUNGzaM+v9CLwx39A44LMNk8vu/88EHcOQI9OgBAFBRAYTAjz82XfEkezY2NqNGjZJzo61HzZNhwpgMYLijd8JhGSaT6/8dZ2eIiwNJx/nBA5g5U56bE1RUVJw9e1Zuzb0vgUBw5swZAGDIJQEMd9QqoaGhX3/99Z49e65fv15dXU13OaievAfNzMzg/Hnw8gI+HzQ04Pp1WLhQTk0DVFRU6DJ1bjsAXLhwoaKiol+/fpaWlnTXAgDApbsAxHQ3b97U0NBIS0tLS0uTHDQxMendu3evXr2o/zo5OampqdFYZKdFw/sqDQ04fRoCAiAqCsTix8eOnfnttwUffyyHlk1NTU1NTeXQUNucP99/yJCtPj5adBdSD8MdtSQlJeX27dt6eno7d+68e/duZmZmVlZWdnZ2YWFhYWHhuXPnqIdxOBxra2sHB4devXpR/7W3t6d9nm9nQM8VER4PDhwAP7+S48eH8PlkzRoPLy9qsZvUVVRUJCUl7du3Lzo62sHBISwsrF+/frJoqJ0Igf37jfLzP6G28GECDHfUkl27dgHA3Llzp02bJjlYV1f36NGjW7duZWVlSf6bk5OTk5Nz9OhR6jFcLtfCwkLStaf+y9iFJx0XnXOZDh06tH274P/+r/Dhw1mzZiUkJEjr/29BQUFqauqVK1cSEhKSk5OFQiF1/NKlS0OHDs3Ly+vSpYtUGpKi69chPx/MzJruh08jDHf0VjU1Nfv37weAuY23juJyudbW1tQtgagjb8Z9ZmZmbm5ubm7uiRMnJM9qEve9e/emOp6ozei93L1kyRIzM7Nly5alpaXNmzfv4MGDbTuPSCTKyMhISEhITEy8cuXK48ePJV9SUlKipj+KxeJ//vmnrKxs7NixcXFxGhoaUvompCM6GgDA1xdYLLpLkaB39wPEZFSyu7q6Up8WFRW1/rkCgSA9PX3//v2rVq2aPHmyra0th8Np8rs3YsQI2RTeiSxbtgwAwsLCaKwhPT3d3t5eQ0PjvcqoqKiIj48PDQ318fFpcplUS0vL29s7JCQkNja24R4yT58+tbOzAwAvL6/q6moZfCtt5+hIAMjp03TX0QD23NFbUWMy1AYm1dXV9vb2tra258+fb02nSUlJydHR0dHRUXKkpqbm9u3bt2/fpgbuMzMze/XqJbviOwkmLDFzdHQ8f/68r69vaGiol5dXnz593vbIgoICarAlNTX12rVrtbW1ki+ZmJh4eHi4u7t7eHj079+/2R0UDA0NY2JiPDw8zp8/P2PGjMOHD3O5jEiwR48gIwM0NGDYMLpLaYARPxrEQE+ePImLi1NRUZkxYwYAHD16tKysjM1mt/ntsIqKSv/+/fv37y/VMjs7hqxCMDExuXDhgq+v78SJE2/duiWZOiUSie7cuUMFekJCQl5enuQpXC7X2dmZSvOhQ4caSrY3aJG1tfXZs2eHDh0aFRX10Ucf/f333ywGjINERQEhMHYsKCvTXUoDGO6oeX///bdIJPLz86PeMjfsxSPmYM5NENXV1c+cOTN58mQ/Pz93d/e7d+/m5+cnJSU1vIu3vr7+oEGDPDw8Bg8e7OLi0rYrLg4ODjExMSNGjNi9e7e2tvZmBtwjmxpwZ8a61Ncw3FHz9uzZA6/SPD8//8KFCyoqKtOnT6e7LtQIozaH4HA40dHRNjY2p06dkhy0trZ2d3d3dnb28PBwcnKSSkfbzc0tKipq/PjxW7ZsMTIyWrVqVfvP2WYvX8Lly8DhwNixNFbRDAx31Iz4+Pi7d++amZmNGDECAHbt2iUSiaZPn86E7ZBQQwwZlpGorq4uKCgAADc3t1WrVg0ePFhfX18WDXl5eR04cGDq1KmrV69WV1dfvny5LFppjZgYEAph2DDQ06OrhObh9gOoGZJBGA6HQwiJiIgAHJNhJCZcUIIQjKwAACAASURBVG3o3Llz1dXVrq6uSUlJEydOlFGyU3x9fXfu3MlisT777DPqN5YWzByTAQx39KaqqqrDhw+zWCxqevulS5fu379vbm4+fPhwuktDTTFqWAbkvi3inDlzNm3aRAhZtGiRZEWFnGVlAWC4ow4hMjKyoqLC09PTxsYGXvXi58+f/+ZEdUQ7Rg3LiMViKmF9fX3l1ujSpUtXrVpVW1s7bdq0S5cuya1difR0yMyE7t3l3/I7YLijphpOjKmsrDxy5AiLxZozZw7ddaFmMGpYJikpqaioqFu3bi1MdZeFH3/8cfny5dXV1RMnTkxNTZVDi716gasriET1n27fDl9/LYdm3w+GO2okLy8vISFBXV19ypQpAHDgwIHKysqhQ4d2Z2DPBDFsWIa6feikSZPk3/SGDRvmzZtXXl4+ZsyY27dvy6HFhw/h99/l0E7bYbijRnbu3EkImTZtmqamJuD0dsZj1LBMVFQU0HQfIhaLtWPHDh8fn5KSklGjRj148EDWLa5aBd9+C4WFsm6n7TDc0Wtisbjh9Pbs7Oz//vtPQ0Pjgw8+oLs01DzmDMvcv38/KytLW1vb09OTlgJ4PF5kZOTQoUPz8/NHjhxZVFQkrTNXV0NEBIwfD7a2IFmS5egI06fDihXSakT6MNzfW1pa2meffUZ3FTIRGxv76NEja2trDw8PANi1axchZMaMGUzbgQ9JMKfnTnXbx48fz+Px6KpBVVU1Ojra2dn53r17o0ePLi0tbc/Zqqth3z6YNAkcHWHBAjh1Ch4+hISE1w/48Uc4fx5iY9tbtoxguL8HsVi8bt26gQMHbty4cd++fXSXI33UIMxHH33EYrHEYvHevXsBx2SYjTlj7gy5N7SWltbp06d79uyZkZExfvz4hpsftBKfD3v3wuTJ0LcvzJ0LUVGQkwN1dQAAtbUQFfX6kV26wJo1sHx5/VcZh9Y9KTuSoqKisWPHAgCLxQoMDKyqqqK7IikrKytTVVVls9mPHj0ihJw8eRIA7OzsxGIx3aWht3r48CEAdO3ald4ynj9/zuVyeTxeaWkpvZVQHj9+TN3IdOTIkTU1Na15SknJi2XL6hwdiakp4XAIQPP/qG2qe/YkFy4QQohYTDw8iJ4eCQ6W4bfTNrj9QKscPXp04cKFz58/NzAw2Llzp+QmFYpk79691dXVo0eP7tq1KzS4lMqEXffQ2zBkWEY9JuZfJ6ccR0eGbFBhbm4eGxvr6ekZGxs7c+bMyMjIt63SeP78+Z9//nn27Nk7d54/f57EZnPYbFBTA0IAANhsEIsBAGprgcUCFRXIz2/0dBYLtm9n0N2XGqH71YXp+Hx+UFAQ9bMaOXJkQUEB3RXJiouLCwAcOHCAEPL8+XNlZWUOh/P48WO660ItKSsrAwBNTU2a65g6lQCQLVtoLqOxGzduUHuaLl68uMmXnj59+vPPP3t7e1taWkq6L1pa9wGIhgYxNye9ehF3d+LjQ+bNI+vWkcuXSWHh66cfPEiePHn96YkT5OpVcuwYmTqVCIVy+d5aAcO9JcnJydSdX1RUVEJDQ0UiEd0VyUpmZiYAaGtrUze+obZRHTduHN11oXcoLy+nv5dWU0M0NQkAycujs4zmJCYmqqurA4CHhwchpKCg4Ntvvx0yZIiRkRGLxerSpYuVlVX//v29vLymTJkyf/7JiAiSnk7Ky9+7oYoKYmxMAMisWYQhOYHh3jyxWBwWFqakpAQAvXv3Tk9Pp7si2aLm/3z88cfUp9QtNQ4dOkRvVeidkpKSAIDFYm3atKmsrIyeIk6dIgCkf396Wn+X3bt3U69/vXv3Njc3HzBggL+//7fffhsdHZ2TkyOUXk87PZ3o6BAAsmSJtE7ZLhjuzXn0qHLMGFtLSxaLRS1rprsg2aqtrTU2NgaA5ORkQkhGRgYA6OnptfJKFKLRkiVLAKBr164ffvihqqqqm5vbmjVrXrx4IdciFi8mACQkRK6Nvg+qlyaHO81euULU1QkA+eYbWTf1bhjub4iMJLq6BCDZw+M0o+53KzNHjx4FAAcHB+pT6hpDUFAQvVWh1ujRowcAHD9+nBDy5MkT6s5ZxsbG7u7uq1evfq97mreRWEzMzQkASU2VeVttQt3bT1VVtaKiQg7NRUcTHo8AkLVr5dBaSzDcG6iqIkFB9TOeRo9udAFFoVlbWwPATz/9RAgRCAQGBgYAkJaWRndd6B0uX74MAGZmZnV1dZKDGRkZ48aN09bWBgAq5VetWlUou1/m5GQCQMzMCFOnzG7cuBEAZsyYIbcW9+4lbDZhscgff8itzWZguL9y7RqxtSUAREWFhIUx9jdV6srLy6nZArdu3SKEFBYWTp061c3Nje660LtR68tWrVr15peOHz/u6uqq/OqGzZK+vPSne33zDQEgn3wi5dNKD3Ufgn379smz0W3bCADhcEhkpDybbQTDnRCRiISFESUlAkAcHEhGBt0FyZVAIKCmAFObDVAa9gQRM1VWVlKbu925c6fZB4jF4vDwcEdHx4ZTvCV9+ScNp/K1R9++BICcOSOds0lbaWkpj8fj8Xjyvg5ByA8/EACipERiYuTccr1OH+4PH5KhQwkAYbFIUBDplJcQqd19J0+eTHch6D389ddfADBkyJCWHyYQCL755ps3d2ymUn7lypX5+fltL+LBA0LNDGfqHw61EZ63tzctrS9fTgCIlpYoOTlH/q13snCvqWk0B/XAgfq5S6amJDaWvrJo9vTpU2rjgZwcGn4FUdtQmy82fL/VgpKSkjlz5piZmb25jNHY2HjgwIHLly9vy6TATZsIAJk27b2fKC/Tpk0DAOpWfPInFpMFCwSDBk3X0dGR/0WsThPu+/YROzuipkZUVIiXF7l5kxBCvv+eAJBJk0hJCd310WzBggUA8AmDR05RQ7m5uSwWS11dvfx91ttkZ2dPnDiRumDehI2NTVu2S/rqK8Llkj173vuJciEUCqntEHJzc+mqoa6uzs/PDwAMDQ3v3r0rz6Y7R7hHRxMdHXL6NBGLSXU1+eYbYmBAiotJXR3591+6i2OEO3fusNlsNTW1kk7/OtchrFq1CgA+/PDDNjw3Pj7e09OTWrcp0ZZTlZYSsZi8eEH4/DaUIQenT58GAEdHR3rLEAgEo0ePBgBra2upXepohc4R7sOGkR9+aHTExYVs2EBTNQw1btw4yYRIxGQikcjCwgIALl++3OaT/Pvvvy4uLtTqHmNj4/v377f2mQIBWbGC6OgQAwOirk4CAggzdoJ808cffwwA3zBgQVFVVZW7uzu1muT58+fyabRzhLuhIYmLa3Rk2TKyYAFN1TBUXFwcABgZGSn8ityO7syZMwBgZWXVzt2YhULhDz/80LNnzzFjxrzH05YsIS4u5MEDQggpKSFjxhCaLle2TCwWU/ubUuuuaVdaWtqvXz8AcHNzk89yqs4R7mpq5OrVRkdWrSJ+fjRVw1zUljJ//fUX3YWglsyYMQMAfvzxR6mcrby8/OnTp61/NOHxSMO4LCwkysokM1MqxUhRamoqAJiamjLnhgRPnz6lNiL08vKSQxeqc9yJycoKmtwwNy8PrK3pKYbBqO3DNmzYQKjdrBHzvHz5Mioqis1mBwQESOWEmpqahoaGrX30vXvAYjXav9zYGKysICtLKsVIEXVnKF9fX+bckMDQ0DAmJsbExOT8+fMzZsyok/ENnDpHuI8cCeHhIBLVf/rkCRw7BqNH01oTE02fPt3CwiIzM/Ps2bN014KaR91TZeTIkdSwu7xVVoKqKrAb54amJlRU0FBMi6hwZ9p9daytrc+ePdulS5eoqKj58+fLtBfVOcI9JARevIBhw2D9evjuO3Bzg48+guHD6S6LcXg83qeffgoA69evp7sW1DzJHbLoad7KCl6+hIY3nhaLGfg++NGjR+np6RoaGsOZ92fu4OBw8uRJDQ2N+Pj44uJi2TXUOcJdRweSkmDxYigqAkJg/37YvJnumhhq0aJF2trasbGx6enpdNeCmrp161ZKSoq2tjZt96E2M4PevWHr1tdH9u8HQsDNjZ563iI6OpoQMmbMGOo2hEwzcODAEydOJCQkGBkZybAZqY/ix8fHm5mZ+fj4SP3MSD6WL18OAHPnzqW7ENRUk3uq0CMpiejqEn9/snEjWbSIaGiQqCg662nOyJEjAWD37t10F0InFpH2oE9aWpqTk5OjoyPjun6ffAJPnkBFBVRUQEkJ5ObSXRBDPXz40MbGhsVi5ebmmpub010OqldXV9e1a9eioqLk5GTqhre0efYMDh+Ghw/ByAgmTwZLS6o+KCsDfX06CwMAgPLycgMDA5FIVFRUpM+AeujClfoZqXv6FBYWSv3M7XX1Kly/Xv+xtjatpTBat27dPvjgg8jIyG3btv3yyy90l4PqnThxoqioyMHBgeZkBwADA1iypNERgQBmzoTsbLh4EfT0aCqrXkxMjFAoHDp0aGdOdpDFmLuhoSGHwykpKZH1RJ/3Zmz8+uPqavrq6AC+/PJLAAgPD6+srKS7FlSPupQ6f/58ugtpTlUVZGdDZib4+ADdvzPUPBnaLkswhvTDncPhGBgYiMVimV4Ibgsrq9cf83j01dEBuLi4eHp6lpaWUoGCaFdcXBwTE8Plcv39/emupTldukBcHNjZwdWr4OsLNTV0FVJbWxsTEwPMmwQpfzKZLcPQkZnRo4G6a4GaGg7LvNPnn38OABs3bhRJ1gcg+uzZs6e2ttbHx8e44RtQRjE0hJgYMDWF8+dhxgyg6Y375cuXS0tLe/fubWtrS0sBzCGTcDcxMQGAoqIiWZy87QYMAGqzUw4Hw/2dJk6caG9vn5eXd+zYMbprQbB7926gcXp7K1lbw5kz0KULREXB/PlAxzrn48ePA47JAEDn6rkbGtaHO5sNjFmRzFgsFisoKAgAfv31V7pr6eySk5MzMjIMDQ3Hjh1Ldy3v4uAAMTGgoQF79sCyZfJvHwfcJTpTzx1eXVPFjVNaZ+7cufr6+snJyYmJiXTX0qlRVz4CAgJ4HeJakZsbREWBigps2QI//STPljMyMvLy8gwNDd0YtqiKFjLsuTMx3Lt2BQAQi+muo2NQU1NbvHgx4G4EtCorK4uIiACAOXPm0F1Lq3l5wT//AIcDq1eT336TW7OSbjub3TnW3reoMw3LAMDw4cDlAp9Pdx0dxtKlS1VUVI4dO3bv3j26a+mkFi5cyOfzNTQ0+vbtS3ct72PKFPjrL1BX/+7vv+U254p6FcQxGUonG5bx8AA2G3vurWdoaDhr1iyxWLxp0ya6a+mMjh07dvjwYQCgbirUwcyZc3TNmh+SkxctWnTixAnZtVNeXn7mzBlPT0+qC+Lh4SG7tjoSWexpUHbv3ikXl6whQ2Rx8vZSVycAQgsLuuvoMPD2qnRJSkrS1NSEV3cBzc3NjWLeLi7vtHLlSgBQVVW9cOGCFE/75MmTyMjIoKAgd3f3hpciRowYIcVWOjTZ3ImpspIAEBUVmZy8fXZaWv6koTHPxITuQjoSahumSZMm0V1IJ5KRkdGlSxcAmD17tkgkIoSIRKL09HRCiEAgqK2tpbvA90BtRaelpdWeO97V1tYmJyeHhYVNmzbNzMysYQ9VWVnZ3d3dz89v9erVHesnI1Myu82epiYBIGVlsjp/W82cORMAevXqRXchHcnatWsBgMvlnjt3ju5aOoWcnBxqbNPX1/fNtPr222+Dg4NpKaxtxGLxvHnzAEBfX//WrVutf2JFRUV8fHxoaKiPj4+Ojk7DQNfS0vL29g4JCYmNjeXz+Q2fdfny5W3btkn7m+h4pL9xWD1jY6iogMJCpi0Xcnd337dvH91VvEVqKty8CcrK4OkJjNmOUSQS8fl8dXX1qqqqSZMmJSYm9unTh+6iFFl+fv7IkSMLCwtHjBhx4MABLrfpH2lgYCB1MDY2lhAyatQoOsp8DywWa8eOHc+ePTt58uSoUaMSEhIsqY0km1NQUHDlypWEhIQrV66kpaWJG1whs7a2dnd3d3Z29vDwcHJyetv98/r166elpSX176LjkdWrxpAhBIBIdZRNKrKysnR0dBjXc6+uJhMmkG7dyMKFZNo0oqVF1q2juyZCCLl06VLXrl1nzZr19OlTe3t7ANDV1U1MTKS7LoVVXFzcs2dPABg4cGBFRUULj6ypqbG0tIyLiyOEkBcvCOOHI/h8/tChQwHAxsamsLBQcry2tjYzMzM8PDwgIKBbt24N04nL5To7OwcFBUVGRhYXF79vi+fPn3/27JlUv4mORGbhPm0aASD79snq/G0lEolsbW0ZF+4hIaRfP1JeXv9paipRUiLXrtFY0YsXL2bOnKmtrb127VrqiEAgmDJlCgCoq6tTfUYkXWVlZU5OTgDQt2/fFy9evPPxaWlp9R/5+JDwcNkWJw0vX750dnYGgJ49ewYHBwcHBw8dOlRNTa1hoBsaGk6aNGnt2rVXrlwRCARtbislJcXY2Dg1NVWK9XcsMgv3ZcsIANmwQVbnbwcPD4+ePXvSXUVjjo7k778bHZk6laxcSUstYrF4/fr1VlZWFhYWJ0+ebPiluro6ansTZWXlI0eO0FKeoqqqqvL09AQAW1vbhh3bdzt6lDg4EKGQEEK2bSNXrsioQql4+vRpjx49ONQWfq9YW1sHBASEh4dnZmaKxWKpNCQSifLy8iSNSuWcHYvMwv2XXwgA+eorWZ2/HaZOncq4cNfQaPo3uWoVmT5d/oUkJyd7eHioqKg4Ojreu3fvzQeIxWJq8gOXy/27yQsSaiuBQDBmzBgA6Nq164MHD97vyZWVJDubEEJycoieHsnNJYSQBw9IXZ30C5WG69ev6+npaWtrz5o16/jx48+fP5dpc0ePHjUxMSktLZVpKwwks3DftYsAkIAAWZ2/HX7++WdLS0u6q2hMX5+cP9/oyOefk3nz5FlCaWnpnDlzjIyMeDyel5fXy5cvW3hwaGgoALDZ7B07dsitQkVVV1fn5+dHjUjcuXOn7ScaM6b+Uk11NbG1bfobxRgFBQVD5LUIJicnx9TU9Pr16/JpjlFkFu6nTxMAMnKkrM7fDsnJyXp6enRX0Zi7O1m/vtGRYcPIL7+QoiLi50dkfwEzPDy8d+/eAKClpTV37lxqYnXLQkNDWSwWi8Vas2aNrMtTYGKxmLq5ko6OTnszKCOj/rLq6tVk2rT6g0FBJDOzvVVK1aJFiz755BO5NVcmmZB9/PjrH0snILNwT08nAMTBQVbnb4eamhotLS26q2hs1y5iakpu367/9J9/iIYGefSIrF5NAAgA8fAgx46RVmTu+8rMzBw+fDh1UcvMzGzD+1wm2b59O7VDU8eads0oK1asoK5RJyQkSOeM2dnE0JAUFBBCyKlTxMaGUNPAxWKSkkIiI0lcHJFMDC8vJ5cuNXp6amr9c2VDLBYbGhrSsGBi3z5iaCiHfhJzyCzcnz4lAERfX1bnb58+ffow6xqLWEy+/55oaxMXF2JnRywsyNmzhBDy9CkJCSF6evUR3707CQsjjZdstFllZeWnn35KLZYBACsrq1OnTr3vSfbu3Ust/v74449b099HDX399dcg9aX5dXUkI4MQQqqqiLU1oeY1FRURNzdiZ0dmzSKDBxNjYxIfTwghKSmkSUfHw4P89ZfUinnDiRMn9PT0qqqqZNdEM4qKSI8eRLJ+6vTp+r8vhSazcBeJyNq1ZM8eWZ2/rV68eEEtoGCxWH5+fo8fP5Z3BeHhZO/e5r9UVUXS08nt20176JWVJDyc2NnVR7yBAQkJIe3b6SUiIqJHjx6SZSCOjo651IW493f8+HEVFRUAmD17Ni7+br2NGzcCAI/HO378uEwa+PprMnt2/ce+vmTKlPoZNYSQDRuIkRGpqpJ/uI8dO3bw4MGyO/9bSX4zjx0jxsZEWu+TGExm4X7nDvn+exIYSL7/nrTnGpFUXb58uckqCWVl5fnz57/Xkuj2yswkBgYkJ+e9nygSkehoMnBgfcSrqJCAAHL37vue5vbt20OGDJFMLlZSUhoxYkTLl0/f6cKFC9QWVxMnTqyurm7PqTqJbdu2UVek98luLUh+PqEW/vD5hM1uNPJeV0dMTcnJk3IO9+fPn1tYWPj7+8vo/O8WEUHMzEh6Om0FyJFswv3oUaKuTj77jOzaRZYvJ+rq5N9/ZdJQq9XW1oaEhFCza52cnM6ePRsbGxsQEEAt42axWN7e3tHR0TKsQCAgr2bdkg0biLt725cUxsWRsWMJi0UA+BoaH82Zk5KS0prn8fn8jz/+uOEdllt/+fSdrl27pqenBwBeXl4tL61Ee/bsYbPZLBbr999/l0d7mZmEzX7dbacMG0Y2bSIpKYTLJZMmvf6npye7cF+9ejWLxfrzzz9ldP53qKggnp5t6Vd1TDII9+pqYmBAIiJeH/n7b2JgQOjr0OXl5bm7u8Or+4I2XPaWm5sbFBSkrq5OhV3//v0jIiJkMrZw6hSxsyOVlYQQIhaT0aNJO/+wb94kc+duHz6cqtzd3T06OrqFBSB79+51dHRseIcaMzOzjRs3tquGxjIzM01NTQHAw8OjjHl7xjFEVFQU1aX49ddf5dTk3buExWr6B+jhQX77jaSkEHV1Ehv7+p+Dg+zC3c3NzcjIiIax0E5JBuGemkrU1BotoKirI2pqpHW9S6mLiIigRgy6du168eLFZh9TVlYWFhZGBRN1aTEsLKySCmIp+vBDsnBh/cdS2gykqKgoJCREV1eXqtzW1jYsLKzJwEhOTs6oUaOabKXUvXv3+m1JpOr+/ftWVlbU26M2bAai8OLi4qjrE99++638WhUICI/XaDeLmhqir0/OnZPnsEx8fLyWlha1Nz2SAxmE+5EjpHv3pgdtbMjhw9Jvq0VlZWXUBr8AMGXKlHcuhKupqYmIiKC2bQIAbW3toKCgJ0+etKeGJ0+eLFu2rL5DXVFB+vUjDx+254TNKi8vDwsLs7CwoCo3MjIKCQl5/vy5QCD48ssvu1J3jm2gPZdP3+nhw4d2dnYAYG9vj320hq5evaqhoQEAn376qbzbnjuXeHsTarhMLCYrV5Lu3YlQKM9wnzx5MgD4+PjI4uTt9ewZOX+eXLjAwF3K20wG4X7pEunSpelBPb366bRZWcTAgGzfLv12G0tMTKS6kJqamuHvs6eSSCSKjo6mhnGoK64BAQFZWVltK6O2tnbQoEGbN2+WnL1t52kNoVAYGRnp6upKVa6iomJgYNBkEw8lJaUxY8bIeiJaUVGRo6MjAHTr1i2n0wxxtkxy8405c+bQMGe0rIz4+BAjIzJ6NLGzI/b25OZNQuQ3FbKystLGxgYAVtK0Y1JLvv2W6OgQb28ydCjR1iZhYXQXJB0yCPdnzwiXWz/TlnLjBuFy6y/cT5lCAIiqKrGyavQY6Wl47dTNza3N4ZKSkhIQEECdh81m+/j4vNcyE8neT/fu3Zsn340E4uPjfXx83tztWldX95NPPpHWxkwtKy0tHTx4MAAYGxvfuHFDDi0y2fHjx5WUlABg0qRJdM4WffCAxMWRmzdfdzJqakiTHYQePybtmzrVrHXr1nE4HDU1tWu07nXajIMHiYFB/eY8hJDkZKKqSt4yftuxyGa2zKJFxNmZUL3drCzi7EwWLSKEkKdPSbdu9TP5NDWJhgaZPp1IdcPl3NxcKlM4HE5wcLCwyQyB93fv3r2goCBVVVUqH52dnSMiIuretSWTUCi0trY+T+vmHtevX585c6ak596lS5etW7fKs4DKykrq/ny6urr//fefPJtmjpycnJEjR1IvtObm5u3Zw7ZDo94K29jYMG4lxMSJ5JtvGh1ZuPD1tbGOTDbhLhSSVauIuTlRVibm5mT16vppWIGB9clO/VNXJ2pqxNqarF4tlR3sIiIiqDFNCwuLS00WVbdPcXFxSEgINdWPuhoZFhbW8uBGXFzcWQasgisoKAgJCenatat0fyCtVFNT88EHHwCAhoaGnKb9Mcb58+cbvn9ycnLqtDeOuHXrFvW3M2zYMLpreUPPnuTgwUZHNm0iw4fTVI00yWwRU7OWLiU9ehAe73W+q6oSdXXC5ZL+/dszF760tHTGjBnUX5Gfn19rbnTQBtQVV+pqIQAYGBiEhISUNF4pum7dOsku0szxzrcasiMUCv39/amf2MiRI/Pz8+mqRD6oazYDBgxoeM1GmrsLdECSeQ0ffvgh3bW8oVcvsn9/oyNhYcTLi6ZqpEm+4U4IqasjR4+SCROIrS3hcgkA4XCIunr9QI2XV+37L7mMi4szNzcHAC0trfe6dto21F/vwIEDJX+9vr6+ko2QYmNjpT+HsoOrra3t1asX9ePicDje3t6RkZHtHzFjmiZzlgwNDUNCQjptb11CIBBQM9DYbPbBJn1kJvD1bToss2ABCQykqRppknu4S1RXk717yaRJxNqasFhETY1acrlDSyswMLCV+SgUCkNCQqiFOQMGDGj25hKyc/78+XHjxkned+9v8vqPGhCLxT/99JOrqyu1yxg1X/Pzzz/PZNhutG1DjX3p6OhQ3xq12oAvpf3dOrqdO3dSF5PNzMyY+FIXGUkMDMj9+/WfpqcTNTVy+TKtNUkHfeEuUVZGNmwgQ4YQJaWXqqrU34eNjc3GjRtbntdx+/Zt6oaTXC5XKtdO2+bGjRvm5uYcDsfe3p6WApiv4VXEFy9ehIeH9+vXTzKHp1evXqGhoUz8s2+F69evSzaxgFasE+6EqJtiA4CLiwvdtbzFypWkSxfi40PGjCG6ukSqy7ZpxIBwlygqOrNggYeHh5GRETVNe8CAAW9bUxoREUHtGdCtW7d4avNS+qSlpQFAnz596C2DsZYvX/7mbjOZmZnBwcH6+vqS0S0/P7/o6GjGzaZojkgkio2N9fHxoYrn8Xh+fn5JSUl018U4jx49kuwpPXnyZLrLebvCQnL8ODl1SrqT9+jFpHB/5fHjxytXrnR3Nh7XyAAAIABJREFUd9fX19fR0Rk7dmzDS5TPnj3z9fWVXDtlwq0Ri4qKqOurdBfS8dTU1ERGRvr4+Eg6v2ZmZsHBwe9YnVBdTa5dIwcOkJ07yb//klu3ZLo6rEnBERERkksIWlpaQUFBjx49kk/rHc6iRYskb9F+/vlnust5w+XL5KuvXo/JKBYWIQSYKjs7e9u2bZcuXXrw4MGMGTPCwsI2b968du3akpISLS2tbdu2zZ49m+4aAQDEYrGysrJIJBIIBJIxZQQA1dXVkiUCLXvy5Mk///zz559/3rt3jzri7OwcGBg4c+ZManrrazduwMmTAAC1tfVHlJRAWRmmTwczM+nV3tSzZ8/++uuvTZs2FRYWAoClpeXixYsXLVokGWpHTYjF4v79+2dkZACAlpbWf//9J3lRZIqAAPjnH9DXBysr6NkTfvwR3tiro+NidLhLpKWlrV27NjU1NTs7GwAGDRq0f//+Jjuz08vU1LSwsPDx48fUvB0EACKRqE+fPlu3bvXy8mr9s1JTU3fs2LFv377KykoAUFVV9fHxCQwMHDFiBIvFguRkiI2F2trS6upzubmlNTUW2tpeVlZKHA7weDBnDsjg53/v3r0tW7b88ccf1dXVAODk5LRs2bKZM2dK3m2gZh05cmT27NnUD83e3v7WrVsNNyVlhGHD4NKl+o81NODAARg/ntaCpKljhDtl0qRJUVFRXbp0KSwspK6/M4ezs/P169eTk5NdXFzoroVBCgoK9PT0lJWV3/eJ1dXVJ06c2LFjB7V1JQDY2dn5T5o0TySy1NQ8e//+9EOHPCwsrHR1r+bnl9XUnJ4921pXFzQ0YNkykF7mJiQkbN68+ciRIyKRiM1mjxs3btmyZd7e3tI6v2IbNWpUbGws9bG3t7fkY6YgBHr2hLt3AQB4POjSBYqK6K5Jmhj2Qtoiakus/v37My3ZAYC6Awb1hh0BANXvNjU1bUOyA4Cqqqqfn19sbOzdu3dXrlxpZmaWnZ39/Zo1C48erRAI/A8fXj969PGZMzePHZu0YMHgrl0XREcDAAiFkJnZ/uKzs7ODgoJcXFw8PT0PHTrE5XIDAgJu3bp1/PhxTPZWKikpuXPnjuRTW1tbGotpXnY2FBfXf8xiwTff0FqN9HWk95WDBg0CgLq6OroLaQY1JaBIsV752+zhw4cDBw7csGGDZG1qm9na2v70008//PBDbGzsruDgKT16JDx6pMrjzXs1mZLFYn0zZIjN5s3lAsG13Nxn+fkVjo4AUFpaCgDl5eUikYjP5wsEAqFQWFVVJRaLX758CQAvX74Ui8VVVVVCoVAgEPD5fJFIVF5e3qSAuXPnrl+/XrLzBGqltWvXPn78mPqYx+NNnDiR3nqace4clJYCAKirg6YmLFhAd0FS1pHCnckBij33hrp163bmzJknT55I64QcDmeMt/eYqVNBLN527Vp3XV12gz0vrXR1eRzO/RcvVp8/n5Sf3/7mWCyWvr6+sbHxzZs3bWxsMNnbIC4uTvKxiYmJh4cHjcU0Lz4eAIDDARYLJk6ENr3FZLKOFO5MDlCqNma+8MiTUCgUiUSqqqp9+/bt27evNE/NYgEhAKDC5dY0fvdWJxaLxGI1Hm909+5WRkZazs4AoKOjw2KxNDQ0eDyeqqqqiooKj8fT0NBgsVjU/BYtLS1qE1plZWUlJSV1dXU2m92nT5/Hjx/funWrZ8+ehw4dmjZtWmJiojS/i84hLy+vqKiIzWaLxWIAMDU1bTrliQkKCgAAVFRAXR3+9z+6q5G+jhTuurq6qqqq5eXlfD5fTU2N7nIaYfK7CnmKior63//+99tvv40aNUrKp+ZwQEMDKip66Ovfff68SihUf3Xp5XphIY/DsdLV/X74cOjdG6ZObXMj7u7uBw4cuHLlSs+ePaldahMTE8ViMeOmeTCblZVVZmbm/v37jx8/fv/+fUZNbKsnEkFREairg1AIjo5gaUl3QdLXwX5lqcWrDMxQJr+rkCc/P78tW7aEhYXJ5NJI377A5Q4yN++qpfVVbGydWAwAL6qrvzh79sN+/ZQ4HFBSAkfH9rRA3QzgypUrAGBqamppafny5cusrCyplN+p6OjoLFmy5NSpU5mZmTt37qS7nDdkZUFBAbDZwOXCxx/TXY1MdLBwZ2yG9jU1Le3XL64T9++opcIAMHbs2FOnTslkDvjgwcDhcNjsaH//tKIis/Xr3f74w3rTpu66uutHjwY2G7p0ARub9rRA9dapcH/zU9QGPB6P2imEWc6cAZEIKirA3h4mTKC7GpnoYGHE2NEPTWNjnfR0tdRU6DjrBqTrhx9+8PT0zJTGTMS3UlODGTNAScmqS5fE+fPTFy/eMWHCg+XLIyZPVlNRATU18PeHN24u+F4cHR01NTXv3btXXFwMGO6KS/j33yAWAwBQ3QJF1MG+K8b23EFVFbS0QCCAsjK6S6HH+vXrZ8+e7eXllZ6eLsNmLC1h/nwwMABlZRNd3X7GxjqamsDjQffusHgxaGm18/QcDsfNzY0QQl1HxXBXVPMJOaKsfF9XF776iu5aZKUjXVAFhk9KMTGB8nIoKgJdXbpLkaunT58aGRmx2ezFixdPmTJFstGjrBgZwZIlUFgIjx9DbS2oqYGVFUhvgxd3d/e4uLjExMRJkyY5ODhoa2vn5uYWFhZKdjdEHV1tbe1VgWBvRcUHH3zwr+L+tXawnjtjh2UAAIyNAQAY+K5ClgghEydO9Pf3l2yNyWrfwEhrmZiAmxu4u0P//lJMdmjcW2ez2dQtt3BCpCLJyMh4+vSpjo7OV4rbbYcOF+7MHZYBAKpnx8wXHplhsVgXL160tLTs27fv4cOH6S5HCgYOHMjhcFJTU2tqagBHZhRRTExMZWVlr169JLe6VUgdLNyx584o1BpUVVXVX3755fz581ZWVnRXJAVaWloODg4CgSA1NRVehft9mV5IQPKVmprK4XCmT59OdyGy1cHCndE9dyrcmfnCIwPPnj1zcnL6+uuv+Xw+ADg4ODg7O9NdlHRQgX43ORkABru51djZRV25Anw+3XUh6SgqKrK1tQ0MDKS7ENnqYOFOXbgrLi4WiUR01/KGTjYsY2BgkJGRUVBQ0KdPn5iYGLrLkabvvbxE+vrzL1wAABUNDWVNTRAKITmZ7rqQFNTU1Dx58mTw4MEqKip01yJbHSzceTyenp6eSCQqKSmhu5Y3dL5hGSMjo927d//2229HjhyhuxZp0ndxYZeUQGJi/aoFd3cAABx2VwhpaWnl5eWrVq2iuxCZ62DhDkwemelkPXeJ0aNH//HHH3RXIVXduoG5OZSUQHY2AMDgwQAY7gri1KlTdnZ21tbWdBcicx0v3Jl7TbWT9dwPHz7s7OzMxP8RUtEw0KntahMT69c0oo4sISHhiy++oLsKeeh44c7cnrueHmzaBL//TncdcrJv377r16//+OOPdBciGw2HYszMwMICysrg9m16i0JtVlZWdurUKX9//5ycHGrtgsLreOHO3J77rVtQVARnzsD//gcZGXRXI3O//PILl8vdsWPH/fv36a5FBpqMs+OwewdUUFBw6NChZcuWubi46OnpjR8//sCBA0+ePOnXrx+/E8x96njhztAdCA4frn8jP3w4AMDgwXDwIL0VyVqPHj0CAgJqa2u/++47umuRAUdH0NCA7Gx49gzgVbjjOlVmq62tTUpK2rhx49SpU01NTc3MzKZNm7Z58+bU1FQlJSVPT8/Zs2dzudzS0tIZM2bU1tbSXa+MkY5m//79AODn50d3IQ1UVxM9PbJ37+sje/eSLl0In09fTfLw8OFDZWVlNpudlpZGdy0yMHw4ASBRUYQQkpZGAIiNDd01dQ4iEbl1i1y+TPLz3/3gFy/IiRNk5UoyZEg3c/OG4WZkZDRp0qR169YlJiYKBALq4Xfu3KFuCzFr1iyRSCTbb4RWHS/cL168CACenp50F9JAaipR/f/27jysqSv9A/gbJCAQVmURETBsbUVRgaEK+gh9EFFG1JYZLW5PXetUR0etTqe/Uq3TOtV2qLZaW59nRts6VaegLNXigogG1yqOWlQUcKEhyCIQwxI4vz+SQrHUoia5N8fv5+EPcrnc8+Ly5eTcc8+xYT//h9Layuzs2KlTwtVkIkuWLCGihIQEoQsxgjffZETs9dcZY0yrZY6OjIj9+KPQZfHu7Fnm788CA1l0NOvVi02axOrrHzznzh22axdbtIiFhjILC0ak+0iMiJDL5dOmTduyZcvFixfb2tq6bOH8+fO6rRYXLFhg9B9HOOYX7kVFRUTkL6o+VHo6k8sfPBgYyHbvFqIak6qsrHRwcCCi3NxcoWsxtH37GBGLitK/jI1lRCwtTdCaeKdWM09PtmaN/mVtLYuKYrNns7Y2plCwDz5gEycyd/f2NGdEzMaGjRzJ/vpXlpXVUlXVzXZyc3N1DzG99dZbxvpZhGZ+4X7v3j0isrOzE7qQn8nPZ05ODx7s1Yvl5QlRjanpxtwjIyOFLsTQ7t1jPXowa2vW2MgYY2+/zYjYihVCl8W1vXuZlxfTajuO5Oeznj2ZVss8PDoC3d2dJSSwtWtZfr7+b+fRZWRk6PYLW7dunWGKFxnzC3fGmG537PpfvlkTyt27TCpl33/fceTcOSaVMpVKuJpMp76+XjeImZmZKXQthjZwICPSD6/dusUuXGBcj9IKb/16FhfX6UhdHSNiJSXsL39h8+axbdtYcbGhWvvyyy8tLCwkEsnWrVsNdU3xML/ZMvTThJnbt28LXQjRzp104AD16kXz59PMmXT+PGm1VFhIM2fS3Lnk6ip0faYgk8lWrlxJRG+88UYbZ4/5bNtG5eUUFkYKBR06RCUlT+1OWybyy38/uu0BGKMPPqBPP6Xp08nPz1CtJScnb9y4kTE2b9683bt3G+qyYiH0b5fH4eLiQkSrVq0Ssoi6OjZjBiNiHh6suppptWz1aubnx2xsmFzOVq/u9NaSd01NTbrnub/44guhazG0u3fZsGHsmWfYK6+wsWOZoyP75huha+JXWhrz9e309ujkSWZtbdT/TatWrSIiKyur/fv3G68V0zPLcA8MDCQiiUQyderUS5cuCVDByZPM319/Myc1lf3KTfmnyr/+9S8i8vX1bXzcMVCRmj6dxceznybSsV27mJ0dUyoFrYlfdXWsd2+2ZYv+ZVMTGzeOTZtm7GaXLl1KRLa2tseOHTN2WyZjZuF+7ty54ODg8ePHe3p66rZzs7CwSExMNN1fiVbL1q5lUikjYsHB7MIFE7UrelqtdsCAAUT08ccfC12L4bS1MZmMHT3a6eDAgezf/xaooKfA4cPM1ZWNGsVmzGABASwqit29a+w229raZs2aRUROTk7cPLRhNuFeVVU1ffp0R0fHJUuW6I5cv3590aJFupurRDR06NBt27ZpjToYUlbGRo5kREwiYYsWPfZtel6lp6cTkZubW11dndC1GIhSyYhYRUWng0lJ7M03BSro6dDQwPbtY//5Dzt50mRvi7VabVJSEhF5enreuHHDNI0alRmEe3Nz89///nd/f38PD4/Nmzc/8FWVSpWSktK7d29dxMvl8tTUVLVabfg6du1izs76aVjffmv463Nh+PDhRLSmfZ6yuautZUTs1q1OBxMTGTc/oAht28bGjmVCDH83NTXFxcURkZ+fX3l5uekLMCyxh3t6enpYWJhUKpXL5Q+53dHY2Lht27agoCBdxLu6uq5YscJgfz337rFp0/QTbCdONMGbRPN19OhRInJ0dLzLzZ+Smxv7+RRPrZb5+rJdu4QriHcJCYyIff65II2r1WrdJovBwcFV3X4kSpzEG+6XCgtfeOEFR0dHIhowYEBRUdFvfktra2tGRsawYcN0EW9tbT1t2rTufONDHD9+/DXdvzY7O/bZZ09yqafEmDFjiGj58uVCF2IgK1eyIUM6RmbefZd5erKGBkFr4pdazWxtmYWFgMs81NTUDB48mIgiIiJE9DDNoxNluFdXs6lTVQ4OfhYWEolk2LBhj9oNzM/PT0pK6tGjh+6Oa0JCgkKheNQqWlpaUlJSdM+wfZ2czK5cedQrPJ0KCwstLCx69ux58+ZNoWsxhMZGNmsWc3RkUVFMLmdBQezsWaFr4ldaGiNiw4YJW8WdO3f69+9PRDExMeY7+0tk4d7SwlatYgEBujGQYhubcePGaTSax7vYtWvXFi1aZGNjo+vIR0ZG7tq1q5t3XEtLS0eMGKGbcLlo0aL2JeWgOyZPnkxEc+bMEboQw6msZCdPsh9+wLRX45o5kxGx994Tug5WXFys2zpiwoQJLS0tQpfzOMQU7mlpLCyMWVkxCwsmk7GePbVRUU++JmdFRUVKSoruuSci8vf3T01Nvf/QxXh37drl7OxMRP369eNwPSzju3r1qlQq7dGjx+XLl4WuBcxHa6t+UTBBHl75hf/973+63Jg+ffqvLTApZuII96IilpDAbG2ZTMbs7ZmNDXNxYQZ9ALW+vj41NdXHx0cX8W5ubikpKb+8YXLv3r2pU6fqznnxxRfN/Y6KgObNm0diW3YfRC4/nxExPz+h6+hw4sQJmUxGRAsXLhS6lkcmdLjX1LCEBCaVMnt7Zmurn5HSrx/bvt0YrenuuP7ud7/TxbdMJps7d+7Vq1d1Xy0oKPDz89M9qJaammqMAp4e5eXltra2EonkxIkTQtcCZmL5ckbEli4Vuo5ODh48aG1tbY4TfAUN9w8/ZI6OzM6u0+rMAQEsP9/YLR84cGD06NG6Z1wtLS2HDh3afgM2PDy8Pe7hSaxYsYKIYmNjhS4EzERQECMS4ULZ6enpuokVL7/8stC1PAJBw72oiPn4dEr2QYPYtWsma7+wsHDu3Lm6X8s9evSwsLDAvVMDqqmp0Q1ZHjx4UOhaQPR++IERMRcXJsq7lxs2bNC93T98+LDQtXSXQZf83biR7t3reJmfT3l5HS/PnKF162j1akpPJ62WiCgoiObPJ936ARIJhYfToUPk72/Ikh5q0KBBW7ZsUSgU4eHhzz///BdffPHRRx9ZWVmZrAC+OTk5LVu2jIhWrlzJGBO6HBC3jAwiooQEsrQUupQuLFy4UDf4/t133wldS3dJDPm/TiKha9c60nnxYtJq6eOPiYiWLaPt22nGDLKzo6wsIqKDB8nJiYgoLo5yc2nMGPrvfwnByheNRhMYGHj79u1vvvlm0qRJQpcD4lU8Y4bf3r2SrVvppZeErqULGo3G2dm5qanp7NmzQ4cOFbqcbjHJZh1HjtDmzXT6NK1bR2+/TQUFZGNDb7+t/+pXX9GKFbR3L5KdPzY2Nm+88UZwcLBuP2KALlVWVj7z1Ve9Wlsb4+KErqVrOTk5TU1NERER5pLsZKJwz8mhxET6aRoiSaW0cCG1v7vp3ZveeUe/34pwXn/9dWEL4NWcOXMKCwtjYmKELgTEKysrq7W19fkRI3ra2wtdS9cyMjKIaPz48UIX8ggMPbwVG0tSqf7zykpKTiYiKimh/v07nSaXU0kJMSZ4prd77733hC6BT5aiHEIFURF5dLa1tX377bck4gq7ZOj/eDt2kK+v/vOUFP0nDg7U0NDptLo6cnQUT7ITkW4eJACYmEajOXDggEQiSUhIELqWrp04cUKpVPr6+gYHBwtdyyMw9LCMqyv16aP/+GkbDXr2WTpxotNpCgU995yBm34yxcXFFy9eFLoKgKfOwYMH1Wp1WFiYl5eX0LV0TffGYuLEiUIX8mhMMuaenEwlJbR2LbW2EhHl59M//0mLF5ui6W5TKBR5P5+4CQAmIfIxGSLau3cvibvCLhl0KqRUSkVF5Oenf7l0KWm19NFHRETnz9Orr9LFi2RrS1IprVlDM2carF0AME9tbW19+/ZVKpWFhYWDBg0SupwuFBcXBwQEuLi4VFRUmNcNJIPW2tLS6eUHH3R8PngwFRRQQwNpNOTqashGAcBsnTp1SqlU+vj4iDPZiWjPnj1ENHbsWPNKdjLRsEw7mUy0yX706NF58+Zdv35d6EIAniK6MZkJEyYIXcivEv+o0a8xbbiLmL29/dChQ+3FOs0WgEu66Pz9738vdCFdq6qqKigosLKyihPr01UPYWZvNIxnyJAhQ4YMEboKgKdIQUHBpUuXZDKZbtczEcrKytJqtXFxcQ4ODkLX8sgQ7gBgOkql8tKlSwUFBefPn7958yYRqdXqffv2JSYmCl1aF8x3TIYMPFvGnGVnZ7/22msODg6FhYVC1wLAg8bGxqtXr547d+7MmTNKpbKysrKiokKlUkkkkkGDBs2bN2/cuHEDBgy4efOmm5tbfn5+YGCg0CV30tTU5Orq2tDQUFZW1q9fP6HLeWQId73a2tqamhoPD4/2DbUBoPtqamoKCwsVCsWNGzdUKlV5eXl1dXVNTU1tbS0ROTg4+Pr6PvvsszNmzIiNjW2feaLRaJKSkrKzs728vI4dO9a+EaYYZGdnJyQkhIaGnjlzRuhaHgeGZfScnJywciFAdzQ3N1+7du306dOFhYXl5eV37typrKzUaDRKpbKl83zo3r17h4aGhoaGzpkzJyws7JeXsrGx2b1795gxY44ePRobG5ufn+/u7m6qn+M3ZGZmkohv9v4m9Nz1WlpaSkpKKioqPDw8AgIChC4HQFzeeeedCxcuVFdXV1VVVVdXV1dXq9XqLs+0sLDw9vb28/MbNWrUrFmz+vTp85sXr6uri46O/v7770NCQo4cOSKGbhZjzNvb+/bt2+fOnRs8eLDQ5TwOhLtebm7u/Pnz3d3d//SnP/3xj38UuhwAcRk4cODDF1+ysrLy8vLy8/N76aWXpkyZ8qiziisrK0eOHFlUVDR8+PCcnBw7O7snq/dJnTp1KiIiwtvbu7S0VCKmJQ67D8MyetHR0VeuXBG6CgCR8vHx6TLc7e3tfXx8/Pz8Xn755QkTJjz2LpWurq4HDhyIiopSKBSTJ09OS0uTti8eLoT2eTJmmuyEh5gAoDseWB5AN5ienJyckZFx4cKFPXv2/OEPf3jC/Ye9vLwOHDjg7u6elZU1c+bMtra2Jyv5iZj1JEgdDMvoVVZW7ty5U6VS3blzZ/369c7OzkJXBCAiZ8+eHTlypL29fWBgYERExKuvviqXy43RUGFh4ahRo2praxcsWPDJJ58Yo4nfVFpa2r9/f0dHR5VK9YS/sQSEYRm9+/fvX7lyxc3Nbfjw4cK+HwQQocGDB2/atCkhIaFXr15GbSgkJCQ7O3v06NGbNm3q1avX6tWrjdpcl3SLhcXHx5tvshN67gAgQpmZmS+++GJLS8u6deuWLVtm4tZjYmJyc3N37NgxZcoUEzdtQAh3ABCjr776avr06Yyxzz77bPbs2SZrt7a21s3NjYgqKirMengWN1T1KioqEhMThw0b5u3tHR8fL3Q5AE+75OTkjRs3Msbmz5+/e/duk7WbnZ3d0tIycuRIs052wph7O0dHx1deecXd3b1v376639sAIKwFCxZUVVW99dZbU6dOtbe3HzNmjAka5WCejA6GZQBA1JYvX75+/XpbW9ucnJzIyEjjNVRdXX306NHk5OT79++vX78+PDzc19fX09PTMHsw3blDdXXk40O2tvoj9fUkkZBMpn/Z2kp375LhVl9AuHdSV1dXXl6uUqnkcrlo92IHeKowxubOnbt161YnJ6fc3FzDLgZQXl5+/PjxY8eOHT9+/Ny5c21tbX369Pnxxx/bT7C0tPTy8vLx8fH9iY+Pj4+Pj3e/fpbdnFZ39izNnElVVdSrF5WV0dy5tHYtWVrSa6+RpSWlpupPKy6mgAAyXCBjWEavoaHBzc1NKpV6enq6ubmlpKQg3AHEQCKRfPrpp/fu3du9e3dcXNwTLg7c3Nx89uxZhUJx7NgxhUKhUqnav2RraxseHj5w4EAHB4fS0tKysrKSkhKlUllaWlpaWpqXl/fz6zTK5ZY1NSSXd3z06UOenhQU1NEZJ6LaWho7lpYsoRUrSCKh0lIaPZqcnelvf3vsH6Gb0HPvoNFosN4vgDg1NzcnJibu379fLpfn5+d7enp2/3vr6upOnTql654fP35co9G0f8nDwyMsLCwqKioyMjI8PNza2vqX7d68ebOsrEwX97qgLysrK62pkdTXd9GYREJ9+pCvL/n40LRppFLRP/5Bly5R+zIGX39NK1dSaamxe+4IdwAwD/fv3x89evTx48eDg4Pz8vJcXFwecvIvx1vavySXyyMjI3WB/txzzz2wekx5eblEIunOYpZUU0M3bnT6KC+n0lK6f19/wief0J07VFJCO3Z0fNe1axQURGo1LV9Op09TbGzH1TZtwrAMADx1bG1ts7KyoqOjz58/Hx8ff+jQIdnPBkC0Wm1hYaEuzfPy8h4YbxkyZEhoaGhUVFRMTMzDH7KtrKy0tLTsVrg7O1NoKIWGdjrY2krl5VRWRiUlFBFBn39OD9yPlUqJMdItfG9jQ66u+uOGXqEMPXcAMCcqlWrEiBFXr14NDAzcuXOnUqk8ceKErpPe2NjYftpvjreYyObNtH07FRR0HPnuO5o+nSoqMCwDANDJ9evXQ0JCHtgtxMLCIjg4ODIycvjw4VFRUb6+vgJV11lZGQUF0bffUkwMEVFzM40dSwEBtHkzZssAAHTi5+e3ffv2OXPm1NTU+Pv7T5o0KTIyMjIy8uGj8N105MiRY8eOvfnmm09+KSIiHx/asoUmTKBx48jdnQ4dInt7evddw1z8odBzBwBz1dzcbPCFG3XzYUaNGmXIi5aX06FDVFdHzzxD0dFkYUFEdOECSSQ0cKD+HLWacnJo4kRDtYlwBwDzo1KprK2tHR0dhS5EvLBwGACYn7y8PKVSKXQVooZwBwDzk5SUFBQUZIwrb9iwwc7O7vTp08a4uClhWAYAzIxKperdu7eFhVH6pk1NTVqt1s7OzhgXNyWEOwCYmdmzZ7u4uLz//vtCFyJqCHcAMD806LUVAAAFQElEQVStra09evQwxpVv3bp1/fp1FxeXQYMGGeP6JoN57gBgTtRqtZ2dnZGSnYjS09PT0tKio6PNPdzRcwcAs6HVar29vUNCQvbt2yd0LWKHnjsAmA1LS8uSkpLLly8LXYgZQM8dAMwEY8QYGWeSTLuMjAyFQlFXV7dq1SrX9iUbzRDmuQOAmTh5kvr2pblzqazMeI20tLQ4OzsHBwdLu7mLnlih5w4A5uPGDcrIoClTDLiRNK8Q7gAAHMKwDACYgzVrKDqaPvyQSkuN2s6SJUuGDBni5+e3ePFiozZkbOi5A4A5aGykw4cpI4OefZb+/GfjtXPlyhWNRuPg4ODq6mpvb2+8howN4Q4AwCHMcwcA0Zs8mZycKDGRYmLIyLuh1tfX19fXNzQ01NfXh4SEWFqaa0ii5w4AoldcTHv3UkYGKZV05YpRm4qJiSkqKpLJZA4ODjk5OQbZuk8QCHcAMB+NjdSzp9BFmAfMlgEAEVOrKT6eNmzQT5JBsncbeu4AIGLNzbR/P2VmUmYmeXjQjh303HNGbTAzM7OioqKhoaGhoSE0NDQ+Pt6ozRmPud4rAICngpUVjR9P48dTWxudPEne3sZucP/+/U1NTTKZTCaTWVlZGbs540HPHQBESaOhTz6hw4dJrabgYFq8mAICiIg+/JD69aOkJP1p167RO+/Q9u0CVipO6LkDgPhotRQfT4zRypUkk9HevRQeTvn5NHAgnT5NanXHmdXVlJ0tXKHihXAHAPFJS6MrV+j6dbK1JSIaMYLq6+n//o/27BG6MrOBcAcA8Tl9muLj9cmu89JLNHOm/vO6Orp1S/+5SmXi0swFwh0AxKe8nLy8Oh3x8CClklpbiYi2besYitFoTF2bmcA8dwAQH0/PB7vkSiV5eJBuX+yFC+nyZf3H118LUqD4IdwBQHzCwyknhxobO47o7qlCtyHcAUB8Jk4kb2+aOJEUCrp0idasoS+/pFWrhC7LnGDMHQDERyqlnBx6/31aupQaGigkRD8PkohCQsjHp+NMJyd64QWhyhQzPMQEAMAhDMsAAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwCGEOwAAhxDuAAAcQrgDAHAI4Q4AwKH/B1K7x1+OolkTAAAEB3pUWHRyZGtpdFBLTCByZGtpdCAyMDI0LjA5LjMAAHicfZN/bFNVFMfPvb28lrVbf7C169rNdu3o2tpZtuK6MdfbjcGiDqcQGFnE/SOMqCSCQBZINoMRnMqSsU5iUBk/MpjKHPqHNLC+h1pjjCgTgUXBITBCNsP+NCQY3zu1MDbgJTfnc84753vPOS/v1vDnl0F+DPKhkHq4fGrl00E00CJbQgRHCC1LAX0QaMChgIAllM5IUGrTb1KiKg0Uy1Yl+2jZQyppupKoHqXZqmioyD3R6WJkmsbd2/6vmAbT+1AyZ2imJ7x/GbO3QmY1qAyLtbMk7rbpVuyMSR8plPoyaat2KGHVvd7T2fenPXAUOkv9Ia6WACOEAlXJawI2h9E5AqgFRtQa0MxldG4GaLSg1Tl0mZCZBVl60BsY0RvBaALTPEbnZUN2joaazGC2gCWXUYsVrHlulmfzURW12m12N7PnM2YvUHyb2vpYMTU6GHU6GHEWQqELXG5wF0HRfEaKPOAuZtRbzIjXBz4/+B9n1B+AQAmUPMFISRACC+RAKbjKGCkLQdlCKHyS0axyRnXhYsoqoKISKhcxqqpipOopoNWMVEegkkCBmjGPE4JeqGHy2AKprGAqatBodZlZeqPJbLHm2ewFaqHQ5S7yOAWfP1AS9FoyVPKGIP0Haeui0jb1dlFxdCcCkrR8MfJLNCgZdv6QQN5il0KREHJmnyDFLh5FtvvGxfZvbw4rvLU9Ltp8nRhvW7dH9OesxHj9ZIu4++WPMX5x4h3xfI8D9btG1oq/r9mMvMWvFte8/Rfm/DNqT1z57g/kFc3RSC3bjdzdeC2y9WTXSYWHwtn8eM1QRGHvjmbuaVyLvKnJyJ/vDXO899avkRHjLuQDnjD/YuIg8ubhnfz1O13Ib5w/xpdd+BT57+WGyHu3jyA3D65MiDSOXGq2JHSrbyL/vD9H7Ov+Grl24yqxoS+G/GP7B+L1qTeRP9P3iiOTLmRxY4O4S8hGHrP0i6SpB/vsXNEg7h/4E+PJ6xv4T45lyAbfXv7CFTXyiakkP/NKPvJ4/w1+uOkY1rbuHeX9X+05pXDi7ADXRs/inqOn9/HSaxOpXeV18vUvBjE/9txtXhOPYTyXT/Lc/vm48wPbhGjP+KvI39/4ly9pOoQ8NgTRM0vPIec7f+Fv5Q8iT60f5Mk77yIvPdjB2Te9yBvaTvHYgirkT4yneQe9hHykzhK9Gh5Ari/XRj96bRT7udxtiz57yYosREzRZEc9zlgOv/Hkwjbk1Z21vN3fiD3rW94fXjz1DOrEVzFpx/ZQiq9apOpgqv91H+ZIi8YOIx9PFEiD5GnU/7JMKzW0nkMeulAnefdtQk3mrJfihzIwbv4PyUEnOZROslsAAAV1elRYdE1PTCByZGtpdCAyMDI0LjA5LjMAAHicfVdLbhxHDN3rFH0BNYrfqlpkYVmOEQTWAImTO2Sf+yOP7FH19IDIyEO0SmwWH/n48csWnz/ef//n3219+P3lZdva//ybc25/S2vt5ccWD9vbt++/fWxff355+zz5evvr4+efm+vmHe/g56r75eftx+cJbbftlXhvfYr17VX2KX3iqe0tP+fLvH2FatuHde+p2rw7caEqqUpxbn3icbeuKlqoaqjOvfcxcfza9t60jVloWmiOXUmF0qawT66u9wDVd5rsmjbV3HqFqYdN2weP5i1sIg5KrdAcoam7N5dBYZPbbG6F5gxN2Y1U4R1ssnTtFXZclEaFWhNA4t1gdJSqdFjF/d4onobIpOp+ZOQWtoi48QgHus/OXqlmotqOLPawClXWXkafIlHIjpm0jBS1aa28PxIFS0N6m2G9UTctr3doMuDbRPSR0KH4qRQjT7IrzzEiOWNOd6oUR1rkTo0FD2MoLq8UZzrpBmKChDsb14rc0uLoXfGO7cRQrQjCkSEYghpKVHeFj6MCw5Ef29XF+8ADwtSkojFLhtxcOihnO0hqJTlYjzQOGY6Ugs/EQ6qIsx2aNhsN3vrOk6mGE7kBiwTtABEykAjEqJjB/aCmuIsGcu8WrxSa9yLqomIRdRSdW+nnvJfbQDlGIg3AuLpd2nE7UyMoBJu49lPoKHZmcvRGMNjGLKMkWUGw2dAYbPN9DrTEKpci0BQAYvADD8ytW9kRNdmB8iE8ojgZflYdSSJDDjggj0FRbfayzCQShATKZLUoHoe7VdSlp8U+5zDNeuzIeelk5AeERIdrqYlO7HUsZ8IZc3SkB91goDZbVZEgwm2LFhcTAH8HrMkVHo1R1NGKkR/LBoOupVWIlBO5IDlgPjjq6J5aualRQRgZzQiFg4yiy1mXSlPT5sScmBIsIYzDsiGopc2GcYYEvvruKJFyEKhn4A0DDS7DpnYWK2/vGXgdyDrnRAByrginIwPf0GTA56glImkViRGQaDOo7wbEiBJq0sopYJEiRzGqGwWiGGxWIbLI0QQn1XAnEGESq1YtCUXwgSihtaENRqOdw60CZJEizH8WyU6A6dakipFpKpI2GR2lhn4wvOI7PA84aCzcHYoo8tkqHpln8TaMNMpBNUjISzQ9GgJmfuw7EkQiwCl7HEDeYk3BCFJMI8R9MCCVqvPYfXRKm7lQ+WyqVeC9HapomzQz8oQGXy8/udLNSPzIiozNqhxEzsdGhSRFP4hpOLWMvct9TRQwxDJW08hbeX8OI4pdJpcqDBtF0VXE+/bxfllGj/X07fbxfq6nhL0TjfvX77/QuYjGoZzLJuGr50JJ+Nq5NWJ0YiMMC+sVMBLffm6BhP2uX28ZeTjPrY7i266GKF2M9exhUUtFfljHKMX5UngcYvlM4XSI5TaF3yH8YVmiFE9+Ur+fj4cliFIs5ym8h+An9znc59hdHrYYTrH8Z76/e74V/sd6tfzn8B8i1ouLfbufLxQcKCB4BR9NlFMs/zn8h+DlP4f/EPI49jlPlueSnqPgl+fCRxxA6YtXkozRz/PTgt7PVxYk/IeQ5b+E/xCy/JeIP4Qs/yX8h4ghebE/j3N9HI75rtLVQw0SYWboE/OV7+enZmCB0JP/WQCac+pi0+7nC4sGFghdWDSwQMSUudw77ucrIzqPd+2JUdaOW2y9a3REDBPhYtMCC4Sd78r9ZGExPeJvT1jsXh32VNf4PQoN/fqhc0f920qOBRQIW1AsoED4ExRPKNFPL3574IHwxTPn7ED+RCcPOBC+4MTWGTedbya/0GfWQaYkqLhOMiVYq9dL0TUfe2T8/vnffzy//Ad9vQoNWjLxwgAAAxJ6VFh0U01JTEVTIHJka2l0IDIwMjQuMDkuMwAAeJxtVDuuHDcQvIrDtwCX6v9HCwECRoEib+TI0DmU6PCq5j7JBuxohjVNdnVVca7r7+vz12/8vN4+PW+zwOrteTvo23X7Bbye8vwf/Os3PfsG/r3z+aviuj31HfsTi+v1Lv98v/7VF9+Hxofr0/XhwgqP1xe+3hnwfxj8fnk/GqP88ePtrjsoYuFZqs3rcbetTGTrLtupqQDpdjaTdectmpaAZDML6UAZnQqIdrAk8cHEsg8mCVSnAVe4rQftdD8bmdrREdWliW20idPNsVE3oUgGK1YO7BPw8o7FW8vKp8akqxZKuiN4SiSZZMmuMs4pSZXMpVuEEntsmrOiAqTwfMy0noZDoqoFJb5V67AxquiemurKM1eh5XrEzm5QGMYpLAwsd4nIKWII4oNoSckIGaQNpHCkc40Y0MlzajocSt19s3rW1JCpQZ/YoQruj94GUXhqlNts+jvZWOTbUtQHobDw2dUUHjOGFQd6YUJYdkYl7tZBkiHq1LQw5TBsMNPhIzoqQOQQOnTGUd7RhZiAC/ppjFzEpDoIG6aDxKxSMVQEfRsSw8mcNfhIoaD6JAyH+UhuW1ygBmyrTMQLGgigYSpY2jb42meUUIyC+ZOQOUTIQxMm+ZYirxO00go46giMlB3ImxgGYCjMKSe1kLQNRRknnwgGwaQF2ar9lXWNgKS2I73tXIiEIYPQuSuDYEBjjOhoqa9zmE6ulCchcAZhiEkre70fg91aExqhMelUoTnFhIZyTnzcc3ML8j75c2RjLhtyw6bn/qlEy4EQdTvhKqHZiJg0TJ0b3TQpAaKO2zDZKtgJhCHTHIkiipwrc2c5rQdqaDPjMdjQixV8Mn1Vafi5j7izQfLCnGACdDaEOU7HTFiPqkRAqw/UYzKQws+kDnW4CDsmB43Tb+v7l4+4kPApF3oz8gYVcgl+NxB50rAUvvjSicAySIO0oD2cNHBc3//6iD6LEUKci3mRYASzliCNsQRK0LLemMBxeXp54We1Yij8+AmzUDcSjYTSnAAAAABJRU5ErkJggg==",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 12: C, 价电子数 3, 重原子编号 12\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 13: C, 价电子数 4, 重原子编号 13\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 14: C, 价电子数 4, 重原子编号 14\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 15: C, 价电子数 4, 重原子编号 15\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 17: C, 价电子数 4, 重原子编号 17\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 18: C, 价电子数 4, 重原子编号 18\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 22: C, 价电子数 4, 重原子编号 22\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 23: C, 价电子数 4, 重原子编号 23\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 25: C, 价电子数 3, 重原子编号 25\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 26: C, 价电子数 3, 重原子编号 26\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 27: C, 价电子数 3, 重原子编号 27\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 28: C, 价电子数 3, 重原子编号 28\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 30: C, 价电子数 3, 重原子编号 30\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"原子编号 7: C, 价电子数 4, 重原子编号 7\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<IPython.core.display.Image object>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"from rdkit import Chem\n",
|
||
"from rdkit.Chem import Draw\n",
|
||
"from rdkit.Chem.Draw import rdMolDraw2D\n",
|
||
"from IPython.display import display, Image\n",
|
||
"\n",
|
||
"# 泰乐菌素的 SMILES（含有所有糖基和大环）\n",
|
||
"smiles = \"O[C@H]1[C@H]([C@H]([C@H](OC[C@@H]2[C@@H](CC)OC(C[C@H]([C@H](C)[C@H]([C@@H](CC=O)C[C@@H](C)C(/C=C/C(/C)=C/2)=O)O[C@H]2[C@@H]([C@H]([C@@H]([C@@H](C)O2)O[C@H]2C[C@](C)([C@@H]([C@@H](C)O2)O)O)[N@](C)C)O)O)=O)O[C@@H]1C)OC)OC\"\n",
|
||
"mol = Chem.MolFromSmiles(smiles)\n",
|
||
"# mol = Chem.AddHs(mol) # 补充氢原子以确保显示时结构完整\n",
|
||
"\n",
|
||
"# SMARTS 模式：匹配环内酯中部分特征，例如 C(=O)O 链段 \n",
|
||
"# 你给出的模式匹配到了环上四个原子（例如 C=OOC 部分）\n",
|
||
"smarts = '[r12,r13,r14,r15,r16,r17,r18,r19,r20]([#8][#6](=[#8]))'\n",
|
||
"query = Chem.MolFromSmarts(smarts)\n",
|
||
"print(\"SMARTS 匹配结果：\", mol.GetSubstructMatches(query))\n",
|
||
"\n",
|
||
"# 从 SMARTS 匹配结果中取出一组原子编号（例如第1组）\n",
|
||
"if mol.GetSubstructMatches(query):\n",
|
||
" matched_atoms = list(mol.GetSubstructMatches(query)[0])\n",
|
||
" print(\"匹配到的部分原子编号：\", matched_atoms)\n",
|
||
"else:\n",
|
||
" print(\"未匹配到 SMARTS 子结构。\")\n",
|
||
"\n",
|
||
"# 现在利用分子环信息获取包含这些匹配原子的环\n",
|
||
"ring_info = mol.GetRingInfo()\n",
|
||
"all_rings = ring_info.AtomRings() # 每个环是一个原子编号的元组\n",
|
||
"print(\"分子中所有环（原子编号）：\", all_rings)\n",
|
||
"\n",
|
||
"# 找出包含至少一个匹配原子的所有环，然后选取最长的作为目标环\n",
|
||
"candidate_rings = [ring for ring in all_rings if set(ring) & set(matched_atoms)]\n",
|
||
"if candidate_rings:\n",
|
||
" target_ring = max(candidate_rings, key=len)\n",
|
||
" print(f\"目标环上原子数目：{len(target_ring)}, 该结构是{len(target_ring)}环大环内酯药物\", )\n",
|
||
" print(\"目标环原子编号：\", target_ring)\n",
|
||
"else:\n",
|
||
" print(\"未找到包含匹配原子的环。\")\n",
|
||
"\n",
|
||
"# 定义一个函数，依次高亮显示目标环上的单个原子，并打印该原子信息\n",
|
||
"def highlight_single_atom(mol, atom_idx):\n",
|
||
" # 使用 rdMolDraw2D 绘图，只高亮指定原子（颜色红色）\n",
|
||
" drawer = rdMolDraw2D.MolDraw2DCairo(500, 500)\n",
|
||
" # highligthAtoms 参数传入列表 [atom_idx]\n",
|
||
" rdMolDraw2D.PrepareAndDrawMolecule(drawer, mol, highlightAtoms=[atom_idx])\n",
|
||
" drawer.FinishDrawing()\n",
|
||
" return drawer.GetDrawingText()\n",
|
||
"\n",
|
||
"print(\"\\n下面依次展示目标环上每个原子的信息：\")\n",
|
||
"for idx in target_ring:\n",
|
||
" atom = mol.GetAtomWithIdx(idx)\n",
|
||
" # 打印原子信息\n",
|
||
" print(f\"原子编号 {idx}: {atom.GetSymbol()}, 价电子数 {atom.GetTotalDegree()}, 重原子编号 {atom.GetIdx()}\")\n",
|
||
" # 显示高亮该原子的图像\n",
|
||
" img_data = highlight_single_atom(mol, idx)\n",
|
||
" display(Image(data=img_data))\n",
|
||
" # input(\"按回车键查看下一个原子……\")\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 6,
|
||
"metadata": {},
|
||
"outputs": [
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"SMARTS 匹配结果： ((8, 11, 12, 56),)\n",
|
||
"匹配到的部分原子编号： [8, 11, 12, 56]\n",
|
||
"分子中所有环（原子编号）： ((1, 58, 57, 4, 3, 2), (8, 11, 12, 13, 14, 15, 17, 18, 22, 23, 25, 26, 27, 28, 30, 7), (34, 35, 36, 37, 39, 33), (42, 43, 45, 46, 48, 41))\n",
|
||
"目标环上原子数目：16, 该结构是16环大环内酯药物\n",
|
||
"目标环原子编号： (8, 11, 12, 13, 14, 15, 17, 18, 22, 23, 25, 26, 27, 28, 30, 7)\n",
|
||
"删除键：原子 7 与原子 6\n",
|
||
"删除键：原子 17 与原子 32\n",
|
||
"删除键：原子 18 与原子 19\n",
|
||
"将目标原子 7 替换为 dummy 占位符，类型：sugar\n",
|
||
"将目标原子 17 替换为 dummy 占位符，类型：branch\n",
|
||
"将目标原子 18 替换为 dummy 占位符，类型：sugar\n",
|
||
"修改后分子的 SMILES： CC=O.CC[C@H]1OC(=O)C[C@@H](O)[C@H](C)[*:17][*:18]C[C@@H](C)C(=O)/C=C/C(C)=C/[*:7]1.CO[C@@H]1O[C@H](C)[C@@H](O)[C@@H](OC)[C@H]1OC.C[C@H]1O[C@@H](O)[C@H](O)[C@@H](N(C)C)[C@@H]1O[C@H]1C[C@@](C)(O)[C@H](O)[C@@H](C)O1\n",
|
||
"分裂得到的碎片数： 4\n",
|
||
"碎片 1 SMILES：CO[C@@H]1O[C@H](C)[C@@H](O)[C@@H](OC)[C@H]1OC\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
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|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<PIL.PngImagePlugin.PngImageFile image mode=RGB size=300x300>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
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",
|
||
"text/plain": [
|
||
"<PIL.PngImagePlugin.PngImageFile image mode=RGB size=300x300>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"碎片 3 SMILES：CC=O\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
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"image/jpeg": 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|
||
"text/plain": [
|
||
"<PIL.PngImagePlugin.PngImageFile image mode=RGB size=300x300>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"碎片 4 SMILES：C[C@H]1O[C@@H](O)[C@H](O)[C@@H](N(C)C)[C@@H]1O[C@H]1C[C@@](C)(O)[C@H](O)[C@@H](C)O1\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
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",
|
||
"text/plain": [
|
||
"<PIL.PngImagePlugin.PngImageFile image mode=RGB size=300x300>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"from rdkit import Chem\n",
|
||
"from rdkit.Chem import Draw\n",
|
||
"from IPython.display import display\n",
|
||
"\n",
|
||
"# Step 1: 加载分子并匹配大环母核结构\n",
|
||
"# 加载泰乐菌素分子（保持原始编号不变，不调用 AddHs）\n",
|
||
"smiles = \"O[C@H]1[C@H]([C@H]([C@H](OC[C@@H]2[C@@H](CC)OC(C[C@H]([C@H](C)[C@H]([C@@H](CC=O)C[C@@H](C)C(/C=C/C(/C)=C/2)=O)O[C@H]2[C@@H]([C@H]([C@@H]([C@@H](C)O2)O[C@H]2C[C@](C)([C@@H]([C@@H](C)O2)O)O)[N@](C)C)O)O)=O)O[C@@H]1C)OC)OC\"\n",
|
||
"mol = Chem.MolFromSmiles(smiles)\n",
|
||
"\n",
|
||
"# SMARTS 模式：匹配环内酯中部分特征，例如 C(=O)O 链段 \n",
|
||
"# 你给出的模式匹配到了环上四个原子（例如 C=OOC 部分）\n",
|
||
"smarts = '[r12,r13,r14,r15,r16,r17,r18,r19,r20]([#8][#6](=[#8]))'\n",
|
||
"query = Chem.MolFromSmarts(smarts)\n",
|
||
"print(\"SMARTS 匹配结果：\", mol.GetSubstructMatches(query))\n",
|
||
"\n",
|
||
"# 从 SMARTS 匹配结果中取出一组原子编号（例如第1组）\n",
|
||
"if mol.GetSubstructMatches(query):\n",
|
||
" matched_atoms = list(mol.GetSubstructMatches(query)[0])\n",
|
||
" print(\"匹配到的部分原子编号：\", matched_atoms)\n",
|
||
"else:\n",
|
||
" print(\"未匹配到 SMARTS 子结构。\")\n",
|
||
"\n",
|
||
"# 现在利用分子环信息获取包含这些匹配原子的环\n",
|
||
"ring_info = mol.GetRingInfo()\n",
|
||
"all_rings = ring_info.AtomRings() # 每个环是一个原子编号的元组\n",
|
||
"print(\"分子中所有环（原子编号）：\", all_rings)\n",
|
||
"\n",
|
||
"# 找出包含至少一个匹配原子的所有环，然后选取最长的作为目标环\n",
|
||
"candidate_rings = [ring for ring in all_rings if set(ring) & set(matched_atoms)]\n",
|
||
"if candidate_rings:\n",
|
||
" target_ring = max(candidate_rings, key=len)\n",
|
||
" print(f\"目标环上原子数目：{len(target_ring)}, 该结构是{len(target_ring)}环大环内酯药物\", )\n",
|
||
" print(\"目标环原子编号：\", target_ring)\n",
|
||
"else:\n",
|
||
" print(\"未找到包含匹配原子的环。\")\n",
|
||
"\n",
|
||
"# 我们希望对以下目标原子进行断裂操作（目标原子都位于母核上，不希望断裂母核内部连通性）\n",
|
||
"target_atoms = [7, 17, 18]\n",
|
||
"\n",
|
||
"# 定义一个字典，标记每个目标原子所代表的占位类型（例如 \"sugar\" 或 \"branch\"）\n",
|
||
"# 你可以根据需要自定义；这里示例中 7 和 18 为糖占位，17 为普通支链占位\n",
|
||
"placeholder_types = {7: \"sugar\", 17: \"branch\", 18: \"sugar\"}\n",
|
||
"\n",
|
||
"# 将原子外部的支链断裂，但保留环内的连结。\n",
|
||
"# 意思是：对每个目标原子，遍历它的邻居；如果邻居不在母核（target_ring）内，则删除该键\n",
|
||
"rwMol = Chem.RWMol(mol)\n",
|
||
"for a_idx in target_atoms:\n",
|
||
" atom = rwMol.GetAtomWithIdx(a_idx)\n",
|
||
" # 复制邻居列表以免在删除过程中出错\n",
|
||
" for neighbor in list(atom.GetNeighbors()):\n",
|
||
" if neighbor.GetIdx() not in target_ring:\n",
|
||
" try:\n",
|
||
" rwMol.RemoveBond(a_idx, neighbor.GetIdx())\n",
|
||
" print(f\"删除键：原子 {a_idx} 与原子 {neighbor.GetIdx()}\")\n",
|
||
" except Exception as e:\n",
|
||
" print(f\"删除键 {a_idx}-{neighbor.GetIdx()} 时出错：{e}\")\n",
|
||
"\n",
|
||
"# 接下来，对每个目标原子，在不破坏环连通性的前提下，将其替换为 dummy 占位符，\n",
|
||
"# 并设置映射编号（atom map number）为该原子的编号，从而生成的 SMILES 会显示为 [*:7]、[*:17]、[*:18]。\n",
|
||
"# 同时，我们也将占位类型存入原子属性，供后续处理时参考（不过这部分信息不会出现在标准 SMILES 中）。\n",
|
||
"for a_idx in target_atoms:\n",
|
||
" dummy_atom = Chem.Atom(0) # dummy 原子，atomic number 0\n",
|
||
" # 设定映射编号，即在 SMILES 中显示为 [*:a_idx]\n",
|
||
" dummy_atom.SetAtomMapNum(a_idx)\n",
|
||
" # 设定占位符类型，后续你可以根据此信息进行判断（这只是内部属性，不会在 SMILES 中显示）\n",
|
||
" dummy_atom.SetProp(\"placeholder_type\", placeholder_types.get(a_idx, \"branch\"))\n",
|
||
" rwMol.ReplaceAtom(a_idx, dummy_atom)\n",
|
||
" print(f\"将目标原子 {a_idx} 替换为 dummy 占位符，类型：{placeholder_types.get(a_idx, 'branch')}\")\n",
|
||
"\n",
|
||
"# 得到修改后的分子\n",
|
||
"new_mol = rwMol.GetMol()\n",
|
||
"new_smiles = Chem.MolToSmiles(new_mol, isomericSmiles=True)\n",
|
||
"print(\"修改后分子的 SMILES：\", new_smiles)\n",
|
||
"\n",
|
||
"# 检查断裂后母核是否仍为一个连通的环\n",
|
||
"frags = Chem.GetMolFrags(new_mol, asMols=True, sanitizeFrags=True)\n",
|
||
"print(\"分裂得到的碎片数：\", len(frags))\n",
|
||
"# 一般情况下，你希望母核仍为一片，其他断裂出去的支链为独立碎片\n",
|
||
"for i, frag in enumerate(frags):\n",
|
||
" frag_smiles = Chem.MolToSmiles(frag, isomericSmiles=True)\n",
|
||
" print(f\"碎片 {i+1} SMILES：{frag_smiles}\")\n",
|
||
" display(Draw.MolToImage(frag, size=(300,300)))\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 7,
|
||
"metadata": {},
|
||
"outputs": [
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"SMARTS 匹配结果： ((8, 11, 12, 56),)\n",
|
||
"匹配到的部分原子编号： [8, 11, 12, 56]\n",
|
||
"分子中所有环（原子编号）： ((1, 58, 57, 4, 3, 2), (8, 11, 12, 13, 14, 15, 17, 18, 22, 23, 25, 26, 27, 28, 30, 7), (34, 35, 36, 37, 39, 33), (42, 43, 45, 46, 48, 41))\n",
|
||
"目标环上原子数目：16，该结构为 16 环大环内酯药物\n",
|
||
"目标环原子编号： (8, 11, 12, 13, 14, 15, 17, 18, 22, 23, 25, 26, 27, 28, 30, 7)\n",
|
||
"\n",
|
||
"目标原子 7 内部邻居：[(8, rdkit.Chem.rdchem.BondType.SINGLE), (30, rdkit.Chem.rdchem.BondType.SINGLE)]；外部邻居：[(6, rdkit.Chem.rdchem.BondType.SINGLE)]\n",
|
||
"删除键：原子 7 与原子 6\n",
|
||
"删除键：原子 7 与原子 8\n",
|
||
"删除键：原子 7 与原子 30\n",
|
||
"重新添加键：原子 7 与内部原子 8，键类型：SINGLE\n",
|
||
"重新添加键：原子 7 与内部原子 30，键类型：SINGLE\n",
|
||
"将目标原子 7 替换为 dummy，占位类型：sugar\n",
|
||
"\n",
|
||
"目标原子 17 内部邻居：[(15, rdkit.Chem.rdchem.BondType.SINGLE), (18, rdkit.Chem.rdchem.BondType.SINGLE)]；外部邻居：[(32, rdkit.Chem.rdchem.BondType.SINGLE)]\n",
|
||
"删除键：原子 17 与原子 15\n",
|
||
"删除键：原子 17 与原子 18\n",
|
||
"删除键：原子 17 与原子 32\n",
|
||
"重新添加键：原子 17 与内部原子 15，键类型：SINGLE\n",
|
||
"重新添加键：原子 17 与内部原子 18，键类型：SINGLE\n",
|
||
"将目标原子 17 替换为 dummy，占位类型：branch\n",
|
||
"\n",
|
||
"目标原子 18 内部邻居：[(22, rdkit.Chem.rdchem.BondType.SINGLE), (17, rdkit.Chem.rdchem.BondType.SINGLE)]；外部邻居：[(19, rdkit.Chem.rdchem.BondType.SINGLE)]\n",
|
||
"删除键：原子 18 与原子 19\n",
|
||
"删除键：原子 18 与原子 22\n",
|
||
"删除键：原子 18 与原子 17\n",
|
||
"重新添加键：原子 18 与内部原子 22，键类型：SINGLE\n",
|
||
"重新添加键：原子 18 与内部原子 17，键类型：SINGLE\n",
|
||
"将目标原子 18 替换为 dummy，占位类型：sugar\n",
|
||
"\n",
|
||
"修改后分子的 SMILES： CC=O.CC[C@H]1OC(=O)C[C@@H](O)[C@H](C)[*:17][*:18]C[C@@H](C)C(=O)/C=C/C(C)=C[*:7]1.CO[C@@H]1O[C@H](C)[C@@H](O)[C@@H](OC)[C@H]1OC.C[C@H]1O[C@@H](O)[C@H](O)[C@@H](N(C)C)[C@@H]1O[C@H]1C[C@@](C)(O)[C@H](O)[C@@H](C)O1\n",
|
||
"\n",
|
||
"分裂得到的碎片数： 4\n",
|
||
"\n",
|
||
"【母核碎片】\n",
|
||
"母核 SMILES： CC[C@H]1OC(=O)C[C@@H](O)[C@H](C)[*:17][*:18]C[C@@H](C)C(=O)/C=C/C(C)=C[*:7]1\n",
|
||
"母核中 dummy 占位符信息 (映射编号, 类型)： [(7, 'sugar'), (17, 'branch'), (18, 'sugar')]\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
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",
|
||
"text/plain": [
|
||
"<PIL.PngImagePlugin.PngImageFile image mode=RGB size=400x400>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"\n",
|
||
"【支链碎片】\n",
|
||
"没有独立的支链碎片。\n"
|
||
]
|
||
}
|
||
],
|
||
"source": [
|
||
"from rdkit import Chem\n",
|
||
"from rdkit.Chem import Draw\n",
|
||
"from IPython.display import display\n",
|
||
"\n",
|
||
"####################################\n",
|
||
"# Step 1: 加载分子并匹配大环母核结构\n",
|
||
"# 加载泰乐菌素分子（保持原始编号不变，不调用 AddHs）\n",
|
||
"smiles = \"O[C@H]1[C@H]([C@H]([C@H](OC[C@@H]2[C@@H](CC)OC(C[C@H]([C@H](C)[C@H]([C@@H](CC=O)C[C@@H](C)C(/C=C/C(/C)=C/2)=O)O[C@H]2[C@@H]([C@H]([C@@H]([C@@H](C)O2)O[C@H]2C[C@](C)([C@@H]([C@@H](C)O2)O)O)[N@](C)C)O)O)=O)O[C@@H]1C)OC)OC\"\n",
|
||
"mol = Chem.MolFromSmiles(smiles)\n",
|
||
"\n",
|
||
"# SMARTS 模式：匹配环内酯中部分特征，例如 C(=O)O 链段 \n",
|
||
"smarts = '[r12,r13,r14,r15,r16,r17,r18,r19,r20]([#8][#6](=[#8]))'\n",
|
||
"query = Chem.MolFromSmarts(smarts)\n",
|
||
"matches = mol.GetSubstructMatches(query)\n",
|
||
"print(\"SMARTS 匹配结果：\", matches)\n",
|
||
"\n",
|
||
"if matches:\n",
|
||
" matched_atoms = list(matches[0])\n",
|
||
" print(\"匹配到的部分原子编号：\", matched_atoms)\n",
|
||
"else:\n",
|
||
" print(\"未匹配到 SMARTS 子结构。\")\n",
|
||
"\n",
|
||
"# 利用分子环信息获取包含这些匹配原子的环\n",
|
||
"ring_info = mol.GetRingInfo()\n",
|
||
"all_rings = ring_info.AtomRings() # 每个环是一个原子编号的元组\n",
|
||
"print(\"分子中所有环（原子编号）：\", all_rings)\n",
|
||
"\n",
|
||
"# 找出包含至少一个匹配原子的所有环，然后选取最长的作为目标环\n",
|
||
"candidate_rings = [ring for ring in all_rings if set(ring) & set(matched_atoms)]\n",
|
||
"if candidate_rings:\n",
|
||
" target_ring = max(candidate_rings, key=len)\n",
|
||
" print(f\"目标环上原子数目：{len(target_ring)}，该结构为 {len(target_ring)} 环大环内酯药物\")\n",
|
||
" print(\"目标环原子编号：\", target_ring)\n",
|
||
"else:\n",
|
||
" print(\"未找到包含匹配原子的环。\")\n",
|
||
"\n",
|
||
"####################################\n",
|
||
"# Step 2: 对目标原子断裂外侧键并替换为 dummy 占位符\n",
|
||
"# 定义需要断裂的目标原子及其占位类型（自定义）\n",
|
||
"target_atoms = [7, 17, 18]\n",
|
||
"placeholder_types = {7: \"sugar\", 17: \"branch\", 18: \"sugar\"}\n",
|
||
"\n",
|
||
"# 用 RWMol 进行操作\n",
|
||
"rwMol = Chem.RWMol(mol)\n",
|
||
"\n",
|
||
"for a_idx in target_atoms:\n",
|
||
" atom = rwMol.GetAtomWithIdx(a_idx)\n",
|
||
" internal_neighbors = [] # 母核内部（target_ring 内）的邻居\n",
|
||
" external_neighbors = [] # 母核外部的邻居\n",
|
||
" for neighbor in list(atom.GetNeighbors()):\n",
|
||
" n_idx = neighbor.GetIdx()\n",
|
||
" bond = rwMol.GetBondBetweenAtoms(a_idx, n_idx)\n",
|
||
" if n_idx in target_ring:\n",
|
||
" internal_neighbors.append((n_idx, bond.GetBondType()))\n",
|
||
" else:\n",
|
||
" external_neighbors.append((n_idx, bond.GetBondType()))\n",
|
||
" print(f\"\\n目标原子 {a_idx} 内部邻居：{internal_neighbors}；外部邻居：{external_neighbors}\")\n",
|
||
" \n",
|
||
" # 删除目标原子与所有邻居的键（即断裂所有连接）\n",
|
||
" for neighbor in list(atom.GetNeighbors()):\n",
|
||
" try:\n",
|
||
" rwMol.RemoveBond(a_idx, neighbor.GetIdx())\n",
|
||
" print(f\"删除键：原子 {a_idx} 与原子 {neighbor.GetIdx()}\")\n",
|
||
" except Exception as e:\n",
|
||
" print(f\"删除键 {a_idx}-{neighbor.GetIdx()} 时出错：{e}\")\n",
|
||
" \n",
|
||
" # 重新添加与母核内部邻居之间的键（仅保留母核内连接）\n",
|
||
" for (n_idx, bond_type) in internal_neighbors:\n",
|
||
" try:\n",
|
||
" rwMol.AddBond(a_idx, n_idx, bond_type)\n",
|
||
" print(f\"重新添加键：原子 {a_idx} 与内部原子 {n_idx}，键类型：{bond_type}\")\n",
|
||
" except Exception as e:\n",
|
||
" print(f\"添加键 {a_idx}-{n_idx} 时出错：{e}\")\n",
|
||
" \n",
|
||
" # 替换目标原子为 dummy 占位符，并设置映射编号及占位类型属性\n",
|
||
" dummy_atom = Chem.Atom(0) # dummy 原子（atomic number 0）\n",
|
||
" dummy_atom.SetAtomMapNum(a_idx) # SMILES中显示为 [*:a_idx] 例如 [*:7]\n",
|
||
" dummy_atom.SetProp(\"placeholder_type\", placeholder_types.get(a_idx, \"branch\"))\n",
|
||
" rwMol.ReplaceAtom(a_idx, dummy_atom)\n",
|
||
" print(f\"将目标原子 {a_idx} 替换为 dummy，占位类型：{placeholder_types.get(a_idx, 'branch')}\")\n",
|
||
"\n",
|
||
"####################################\n",
|
||
"# Step 3: 得到修改后的分子并分割碎片\n",
|
||
"new_mol = rwMol.GetMol()\n",
|
||
"new_smiles = Chem.MolToSmiles(new_mol, isomericSmiles=True)\n",
|
||
"print(\"\\n修改后分子的 SMILES：\", new_smiles)\n",
|
||
"\n",
|
||
"# 分解连通碎片\n",
|
||
"frags = Chem.GetMolFrags(new_mol, asMols=True, sanitizeFrags=True)\n",
|
||
"print(\"\\n分裂得到的碎片数：\", len(frags))\n",
|
||
"\n",
|
||
"####################################\n",
|
||
"# Step 4: 自动判断并分类母核与支链碎片\n",
|
||
"# 这里利用两个依据：1) 母核应包含目标环大部分原子；2) 母核应包含目标 dummy 占位符（target_atoms对应的映射编号）\n",
|
||
"# 先对每个碎片，统计其中 dummy 占位符的映射编号列表\n",
|
||
"frag_info = []\n",
|
||
"for frag in frags:\n",
|
||
" dummy_info = []\n",
|
||
" for atom in frag.GetAtoms():\n",
|
||
" if atom.GetAtomicNum() == 0:\n",
|
||
" # 记录映射编号以及占位类型\n",
|
||
" dummy_info.append((atom.GetAtomMapNum(), atom.GetProp(\"placeholder_type\")))\n",
|
||
" frag_info.append((frag, dummy_info, frag.GetNumAtoms()))\n",
|
||
"\n",
|
||
"# 母核碎片：选择包含 dummy 映射编号集合与 target_atoms 的交集非空，并且原子数最多的碎片\n",
|
||
"nucleus_frag = None\n",
|
||
"max_atoms = -1\n",
|
||
"for frag, dummy_info, n_atoms in frag_info:\n",
|
||
" dummy_ids = [did for did, _ in dummy_info]\n",
|
||
" # 如果碎片中包含任一目标占位符，并且原子数较大，则作为候选\n",
|
||
" if set(dummy_ids) & set(target_atoms) and n_atoms > max_atoms:\n",
|
||
" nucleus_frag = frag\n",
|
||
" max_atoms = n_atoms\n",
|
||
"\n",
|
||
"# 其余含有目标 dummy 的碎片视为支链碎片\n",
|
||
"branch_frags = []\n",
|
||
"for frag, dummy_info, n_atoms in frag_info:\n",
|
||
" dummy_ids = [did for did, _ in dummy_info]\n",
|
||
" if set(dummy_ids) & set(target_atoms) and frag != nucleus_frag:\n",
|
||
" branch_frags.append(frag)\n",
|
||
"\n",
|
||
"####################################\n",
|
||
"# Step 5: 输出分类结果\n",
|
||
"print(\"\\n【母核碎片】\")\n",
|
||
"if nucleus_frag is not None:\n",
|
||
" nucleus_smiles = Chem.MolToSmiles(nucleus_frag, isomericSmiles=True)\n",
|
||
" print(\"母核 SMILES：\", nucleus_smiles)\n",
|
||
" # 列出母核中所有 dummy 占位符的映射编号及类型\n",
|
||
" nucleus_dummy_info = []\n",
|
||
" for atom in nucleus_frag.GetAtoms():\n",
|
||
" if atom.GetAtomicNum() == 0:\n",
|
||
" nucleus_dummy_info.append((atom.GetAtomMapNum(), atom.GetProp(\"placeholder_type\")))\n",
|
||
" print(\"母核中 dummy 占位符信息 (映射编号, 类型)：\", nucleus_dummy_info)\n",
|
||
" display(Draw.MolToImage(nucleus_frag, size=(400,400)))\n",
|
||
"else:\n",
|
||
" print(\"未能自动判断出母核碎片，请检查 target_ring 设置。\")\n",
|
||
"\n",
|
||
"print(\"\\n【支链碎片】\")\n",
|
||
"if branch_frags:\n",
|
||
" for i, frag in enumerate(branch_frags):\n",
|
||
" frag_smiles = Chem.MolToSmiles(frag, isomericSmiles=True)\n",
|
||
" dummy_info_frag = []\n",
|
||
" for atom in frag.GetAtoms():\n",
|
||
" if atom.GetAtomicNum() == 0:\n",
|
||
" dummy_info_frag.append((atom.GetAtomMapNum(), atom.GetProp(\"placeholder_type\")))\n",
|
||
" print(f\"支链碎片 {i+1} SMILES：\", frag_smiles)\n",
|
||
" print(f\"支链碎片 {i+1} dummy 占位符信息：\", dummy_info_frag)\n",
|
||
" display(Draw.MolToImage(frag, size=(300,300)))\n",
|
||
"else:\n",
|
||
" print(\"没有独立的支链碎片。\")\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 18,
|
||
"metadata": {},
|
||
"outputs": [
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"SMARTS 匹配结果： ((8, 11, 12, 56),)\n",
|
||
"匹配到的部分原子编号： [8, 11, 12, 56]\n",
|
||
"分子中所有环（原子编号）： ((1, 58, 57, 4, 3, 2), (8, 11, 12, 13, 14, 15, 17, 18, 22, 23, 25, 26, 27, 28, 30, 7), (34, 35, 36, 37, 39, 33), (42, 43, 45, 46, 48, 41))\n",
|
||
"目标环上原子数目：16，该结构为 16 环大环内酯药物\n",
|
||
"目标环原子编号： [8, 11, 12, 13, 14, 15, 17, 18, 22, 23, 25, 26, 27, 28, 30, 7]\n",
|
||
"\n",
|
||
"处理目标原子 7 与外部原子 6，原键类型：SINGLE\n",
|
||
"删除键：原子 7 与原子 6\n",
|
||
"插入 dummy 对：目标侧 dummy 索引 64，外侧 dummy 索引 65\n",
|
||
"\n",
|
||
"处理目标原子 17 与外部原子 32，原键类型：SINGLE\n",
|
||
"删除键：原子 17 与原子 32\n",
|
||
"插入 dummy 对：目标侧 dummy 索引 66，外侧 dummy 索引 67\n",
|
||
"\n",
|
||
"处理目标原子 18 与外部原子 19，原键类型：SINGLE\n",
|
||
"删除键：原子 18 与原子 19\n",
|
||
"插入 dummy 对：目标侧 dummy 索引 68，外侧 dummy 索引 69\n",
|
||
"\n",
|
||
"修改后分子的 SMILES： CC[C@H]1OC(=O)C[C@@H](O)[C@H](C)[C@@H]([*:17])[C@H]([*:18])C[C@@H](C)C(=O)/C=C/C(C)=C/[C@@H]1[*:7].CO[C@@H]1[C@H](O)[C@@H](C)O[C@@H](OC[*:7])[C@@H]1OC.C[C@H]1O[C@@H](O[*:17])[C@H](O)[C@@H](N(C)C)[C@@H]1O[C@H]1C[C@@](C)(O)[C@H](O)[C@@H](C)O1.O=CC[*:18]\n",
|
||
"\n",
|
||
"分裂得到的碎片数： 4\n",
|
||
"\n",
|
||
"【母核碎片】\n",
|
||
"母核 SMILES： CC[C@H]1OC(=O)C[C@@H](O)[C@H](C)[C@@H]([*:17])[C@H]([*:18])C[C@@H](C)C(=O)/C=C/C(C)=C/[C@@H]1[*:7]\n",
|
||
"母核中 dummy 占位符信息 (映射编号, 类型)： [(7, 'sugar'), (17, 'branch'), (18, 'sugar')]\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
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",
|
||
"text/plain": [
|
||
"<PIL.PngImagePlugin.PngImageFile image mode=RGB size=400x400>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"\n",
|
||
"【支链碎片】\n",
|
||
"支链碎片 1 SMILES： CO[C@@H]1[C@H](O)[C@@H](C)O[C@@H](OC[*:7])[C@@H]1OC\n",
|
||
"支链碎片 1 dummy 占位符信息： [(7, 'sugar')]\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
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"image/jpeg": 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",
|
||
"text/plain": [
|
||
"<PIL.PngImagePlugin.PngImageFile image mode=RGB size=300x300>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"支链碎片 2 SMILES： O=CC[*:18]\n",
|
||
"支链碎片 2 dummy 占位符信息： [(18, 'sugar')]\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
||
"image/jpeg": 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",
|
||
"text/plain": [
|
||
"<PIL.PngImagePlugin.PngImageFile image mode=RGB size=300x300>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"name": "stdout",
|
||
"output_type": "stream",
|
||
"text": [
|
||
"支链碎片 3 SMILES： C[C@H]1O[C@@H](O[*:17])[C@H](O)[C@@H](N(C)C)[C@@H]1O[C@H]1C[C@@](C)(O)[C@H](O)[C@@H](C)O1\n",
|
||
"支链碎片 3 dummy 占位符信息： [(17, 'branch')]\n"
|
||
]
|
||
},
|
||
{
|
||
"data": {
|
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"image/jpeg": 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4EIC5ufmmTZtq8pK0tLTw8HB3d3dddVMPHDjQvHnzGt5Epz9qtdra2hpApvTV1CiFhYUBWLhwoehCtGPwECYkEECVhzWsWEFDhmgez5hBHTvSvn105w4dP069etHgwVTpRhVDOnv2bNu2bQG4urqWz1NSc/Hx8SEhIdIbV4qxtt3UvXv3Sg/2798vfTETq1evXgAOHz4supBqRUdHAxgxYoToQrRjTCFMTCS5nE6frvhVWhqZm9OD96IhlQ/Ieu655+oyIOvRbqqrq6tKpbpy5cqTX1hYWNitW7eoqKhaN61z06ZNA/Dll1+KLqRaf/31FwA3NzfRhWhHUAjPn6fkZM2fRYs0Idy6lVq2rPr8/v0fmrJB/9RqdXh4uFwuBzB58uT8/Hyd7DY1NfWx3dSsrKxHnyydfszIyDDoRcinkSYWmDdvnuhCqlVcXGxqalrvTpAKCmG7dtS+veaPg4MmhKtWUY8eVZ//8sv05ptERHfvPubWOF27f/++dMeg/gZkVddNLT/vf+zYsXcr35FkNHbu3CkNURBdyJNIc4qertyfMnrG1B2Njn7MkfD552n5ciKi1atp0iTNRv18SywfkNW0aVN9D8i6f//++vXrfX19y6/7N23adNCgQfn5+Wq12jgvxCUnJwNwcXERXciTvPzyywBqeBbNSBjTXRTduiE9/aE5PW/fxunT6NEDADZswLRpAJCVBS+vx0zlUDdxcXHPPvvs6dOn3d3dT5w4MWLECN3uvworK6tp06YdOHDg+vXr4eHh7dq1y83NPXDgwIQJE2QyWfkXSKPSpk0bKyurmzdv3r17V3Qt1ZKOhNLomfrCmELYsSPGj0dQEM6fBxFSUjBlCnr0wJAhuHAB6enw8wOAH36AtzdMTABgxw6dLJL09ddfDx48OCMj44UXXjh16pQh1wlp2bKlSqVKTEyUbgI4ePCgwZrWllwu9/T0BHDx4kXRtVSLQ1gDCgUcHSGv1K6lJWxtNY+//RaDBmHQIJiZoVs3tG6NnTshl+OXXxAUpFkLovIhMTgYdZtBvKysbOHCha+++mpxcXFISMiuXbtsy4sxILlc/tFHH0kPDN96zUlDUv7++2/RhVTL+Ct8DNH94Wo8OqWkNBvKrVvUtatm6FZEBAUFaX47fTppOUMzEWVlZfn5+QEwMzP7Rv9nfZ7K0dERwI0bN0QXUi3pk2L+/PmiC6lWUVGRiYmJXC7X1WltAzDWz11z86pbpLWsmjXDn39qDqQJCZp7w2/fxrZt6NwZwKVLl9LT02vSwpUrV3x8fPbu3evo6Lhnzx5p0VaxpG6wMX+KG/9xxtTU1N3dXa1WSyuB1gvGGsKaWL0agwYBQFISZs+GtTWA0NDQvXv3PvWlv/32W+/evS9dutS9e/f4+PgBAwbou9iaMP7vM8ZfIR58Uhh5kZXV5xCWe+45fPQRACJycnKSZl7YuXPnp59++tinr1q1yt/fPycnZ9y4cXFxcdJkYcbA+N/i7dq1s7KyunHjRnZ2tuhaqmX8/4xVNIgQPiCTydatWycNN5PJZFLvrrCwMCkpSXpCTk7O+PHj58+fr1arVSpVVFSUpaWlyIofZvwf4XK5XLqt2fhPkBpzn7mKBhXCyvz9/YcNGwYgLy9PWic5Pz+/devW0qDQbdu2hYeHV75B3hjUi3eP8R9njL/CKhpsCMs5ODjMnTsXwLp163Jzc+Vy+XfffTdq1CjRdT2Gi4uLvb19dna2tKqzcTL+t7iHh4eJiUlSUlJBPVnZvOGHsJyZmRkAGxub0aNHi66lWlIX2pjf4sYfQjMzMzc3t7KysitXroiupUYaUQjHjRsHoKioSK1Wi66lWsZ/DcD4K8SDTwrpzibj14hCaGdn16JFi/z8/KtXr4qupVrGf5xp3769hYVFWlpaTk6O6FqqVVxcDODLL78UXUiNNKIQoj58iht/CI3/BOndu3fj4uIA3Lp1KzExUXQ5T9e4Qmj8b/F60Y8y5s+ylJQUX1/fe/fuyWSygICAoUOHOjs7Dx8+/Ouvvzbaa5scQuPi6upqZ2eXnZ2dkZEhupZqSWePjPBIGBcX17dv3/Pnz7u7u+/Zs2fFihUpKSnfffddbm7u/Pnze/To0b9//6CgoJiYmJovfWMIogevGtTRo0cBeHt7iy7kSfr16wdAM82hUdq2bRuAF198UXQhD4mMjJQmCH/hhReys7Or/Hbnzp39+/e3sbEBYG5u7u7u7ufntyc4mP76S0SxD2lcIZQ6JJaWltVNH2oMXnnlFQCff/656EKqJY2Nbt26tehCNEpKSlQqlXRQCQkJecLEPPv37/fz85NmUm8C3LGwIFNTatmSXnqJ1qzRweo6tdK4QkhELi4uAJKTk0UXUi1pyOtrr70mupBqlZaWWlhYyGSye/fuia6FsrKyhgwZAsDMzOzbb7+tyUuOHDkyZMiQ16yty0xMCCClkqysCCBHR+rencaOpZ9/fszNdHrT6EIo3UC4c+dO0YVUa/fu3QAGDhwoupAn6datG4ATJ06ILaN8iR4XF5fjWt5Qen3vXho2jJo1I4AsLcnamgDNH1NTcnOjQYPorbcoIUFPxZdrXCdmUB/OzdSjEaTSlQBRYmJievfuffny5e7du584caJv375avbzVkCH49Vfs3YuRI6FU4v59WFpqZm8oLkZSEg4cwKefYtEizQt+/BG+vmjbFp07Y8ECZGVptvv748CBiv1evoyePbX7m+g75cZGuoA7bdo00YU8iXT+ICMjQ3Qh1ZI6FK6urqLWSIuIiJCmAhk/fnxeXl5dd5eYSBMmkIsLKZWkVFYcEps2pZMniYjWriUbG1q3jhIS6OhRGjyYnnmGpJv327Shn36q2NWZM6RlrBpdCA8fPgygV69eogt5EulD/cCBA6ILqVb5YBRLS8vAwMDY2Fi1oVYrKCwsDAoKAiCTycLCwnTZblISjR9P1taar4gASeuiFxWRnd1D097m5VHz5hQZScQh1J40XZ9SqTTYm6YWZs6cCWD16tWiC3mSt956SzpiSzw9PT/66KO0tDS9Nnrjxo3evXtL/4Pbtm3TSxu3btHIkWRuTgoFqVRERBcuEEBVzkLNnEmvvEJE1KYNbdxIWVmaPwcPcgifrnnz5gCEr3P0BCtXrgQwZ84c0YU83cWLF8PCwspnJ5DL5X5+fhs2bNDHRPRnzpxp1aoVgPbt258/f17n+39IWhr5+mouWuzZQxYWVZ/wwQf0wgtERG3akLU1OTho/tjacgifbvDgwQB++eUX0YVUS7oL2dfXV3QhNVVWVhYbGxsYGFg+U4GNjY1uu6mbN2+2sLAA0L9/f0N/W/7zTwI0yySXmzWLgoOJuDtaK2+88QaAFYZdZ0Yr165dA+Ds7Cy6EK1lZ2dHRkb6+PiUd1M9PDzCwsKuXr1a632q1Wpp4UEAISEhxdLkl4aUl0cWFlR5ZYTSUurYkVauJOIQ1soXX3wBIFj6GDNKarVa+rp1W9AYjrq7cOGCSqWSev6Vu6nansnMzc2VpkEwMTFZtWqVnqp9utBQcnOjP/4gIsrLozfeoObNSVpRi0NYC4cOHQLQu3dv0YU8SZ8+fQAcPHhQdCF1UlpaKnVTpZ6k1E0NCQk5cuRITV6emJgoXZB0cHAQPJi2tJTee49sbcnOjpo0IV9funBB86sOHWj79opnnj1LTZpote/GGMI7d+4Y/wlSaR4AlXR2rv57tJvq6en55G7qoUOHnJycADzzzDPGMsywtJQyMnS+hHtjDCERNWvWDMC1a9dEF1KtgQMHSu8/0YXoWA27qZGRkU2aNAHw0ksvGcMIVb1qpCEcNGgQgF9//VV0IY/3yy+/KJVKExOTtm3bTp06df/+/ca5YmGtSd3UcePGSTcfAbC1tZW6qUVFRdJlUplMplKpjPl+F11ppCF8/fXXAXzyySeiC6mq8mLdI0eOzMzMXL9+fZs2bWxtbf38/D777LM7d+6IrlGXMjMzV61a1UNaghIAYG9vLw3E2bJli+jqDKSRhnDNmjUAZsyYIbqQhxQUFAQGBj52QFZsbOyQIUNsbW2bN2/u4+MzderUgwcPGvN3Wm39/fffKpXKyspKqVTa29v//vvvoisynEYaQmktzj59+ogupEJaWlqvXr2kM0bbK59tq+Ts2bNjxoxxdXUFYG1t3alTJ39//2+//TYnJ8fA1erDlStXzMzM5HL59OnTe/XqlSVdAGgEGmkIMzMzjeoE6bFjx6RzFW5ubn89bcKFmzdvzp07t0OHDuXnNlq2bOnj4zNv3rynvtaYScsWzJ49m4hUKpW9vf1vv/0muihDaKQhJCLp9Pf169dFF0I//PCDdBnt+eefr/nV+ZycnHfffbdz586VF7i3sbHp2rXrqFGjoqKiCgsL9Vq2bv30008A7OzsMjMzpS3//ve/HR0d586d28BOSj2q8YbQ19cXQExMjMAaSktLK0+OUosBWYWFhStXruzZs6c0yX85U1PTDh06DBw48N13301NTdVH8TqUn5/frl07AGvXrq28fenSpba2tj4+Pvq+OUOsxhvCMWPGCB68lp2dFRTkaGlpamr61Vdf1WVPZWVlmzZt6tu3r1KpxCMcHR379OkTHBwcExPzhEmQBFq8eDGAHj16PHrQ+89//mNra+vp6dmAT5Y23hBOmDBB+lr41VdfCbgcfPkyeXgQkPyvfx0+fFhXe922bduAAQOk2cQeZWlp6eXlNWLEiB9//FFXLdbdtWvXrKysZDLZoUOHHvuEZcuW2dvbOzg4BAcHFxUVGbg8A2ikISwsLKx8pdjCwmLKlCl79uwx0KXh3bvJzo4AeuYZ0sOArOPHj7/00kvSvHKPFRAQoPNGay0gIADA1KlTn/AcKYcKhUJa5NxgtRlGYwzhkSNHWrZsGRgYePfu3ejoaH9///JzG66uriqV6vLly3psPjKSpJn2hg8nfV5aSExMnDJlyqOLgVtbW9dw/LQBxMbGSiXduHHjyc/86KOPpOv4bm5ua9asMUx5htG4QlhcXLxgwQJbW9sqXwVTU1PDw8Pd3d3L36ne3t4RERE6vlRVWEgzZhBAMhmpVGSQo+7t27fnzJnj7u5evixxz549DdBuTRQXF3t6egL4+OOPa/L88hza2NiMHTtWHzfvC9GIQnjy5Elvb29zc/Pp06c/9glqtfrQoUPTp08vP71haWk5MziY9u7VQWAyM2ngQALI3Jw2barr3rSUm5u7cOHCLl26mJiYLFiwwMCtVyflyy+9HB09PT1r/k0vPDxcyqFMJuvevfupU6f0WqFhaB3CU6dO7dq1q8pG6e27dOlS6cPp2rVrSx8m9kqAdAB0dnY2NzevyVC1goKC6OhoPz8/mUw2/rnnCCBXV1Kp6MqVWlZw9iy1aaPZj7j3TVFR0eeff24sNwqnp1PTpmobm8v792v1Oun7ofQp2bp167CwMP3UZzjahfCTTz7ZsmXLmjVrli9fXn5R6+zZs4MHDx4wYICLi8utW7eI6MaNG6sr6d2796effqr72mvm5MmTffr0USgUNUxgZcnJyZdWrqR27TQT4Mlk1L8/rVtHubla7CUqiiwtCSAfH7p1S7vqG7CpUwmgWp0iKj8eSr2VYcOGiZr+VCe0C+GpU6emTZs2ZsyYuLi48hDeuXPn2rVr9+7dKw9hZdevX3dzc3t0uyEUFuYFBr5nYyOd/6zTcO34eAoJqZgp3dycxo2jHTuoynWt7Gz6+mtatIiWLaPTpzUbP/+cAJoyxZDLGxi7uDiSycjCotYnhyvnEICXl1dsbKxuazQY7UJ45MiR0NDQZcuWbd++vaioKCIionyQUXUh/OCDD8R8CTlxgvr0IYUi18pqjKWlbi7K5+dTdDT5+ZFMpkmj1E2Vlis4e5acnWnwYFq8mGbPJqWSFi3SvLDevj/0oqyMevUigBYvrstuquTQxcXlzTffrI/3H2oXwqKiort37+bm5t6/fz8vL2/UqFHls3c+NoS5ubkeHh4XymfjMIyCAnr1VXJ2JoBMTMjKKk3nd0skJVFYGLVtq4lip05ERN26UeWllM6cIRMTquYCdKO2di0B1Lo11Xn6+k8++UQaAywxMzMbMGDAU692GBudnR19bAhXr149efJk6XF6enpERITe/4GkA6BcTlZWpFSSuTlNmaKvtsrKaP9+CgqiiAi6epUAqjJfxogR9Pbb+mq9nsrKIkdHAh6aoawOVq5cWTmHADp16hQdHa2TnRuGHkNYXFzs7e1dPiYrIiLCxcXF1dV15MiRmzZt0sEiHlUUFNCsWWRrS0olWVuTXE7m5jRpEhnmZqV9+8jcvGpb77xDo0YZovV6ZPZsAsjPT4e7fDSH0hg3ATOU1krtQ1haWnrmzJmCBycbHg1hdHT04MGDy2/YO3ny5OzZs9u2bevi4uLi4tKxY8e3335bZzdQHzxIdnZkaVmxlIeZmeESSESHD1OTJlXP08yfT+PGGaiAeuHMGVIoqEkTunhRtzv++OOPHRwcKudQoVD069dPt63oSe1DmJOT4+Li8vfffxPRxIkTx4wZ4+LiMnr06HfeeUd6gp+f36O9gpycnOjo6PHjx7do0UJK47PPPrt06dI6TXzm50dKJZmaVqxoZWZGU6caLoFElJ5OQNX3lp9fxbkZplbTgAEE0P/8jz52v3r16srHQ0tLy9DQUH00pHN16o4WFRVJB7ojR44cfiA+Pl761eHDh5/QH0hISFi6dGmPHj2kKA7u14+GDqXvvtOs+aaVN94gc/OHllmdONGgCZQMGEATJlQcDPfvJxMTOnvW0GUYrQ0bCKBmzaoub6Q75TlUKBRjx47VUys6J3jYWmlp6b59+2bNmrVu5EhNhGxs6NVXKS5Oi72o1TR8eEUCx40TkEAiSkqiDh2oWzeaO5fGjiVLS/r8cwFlGK1z52jgQH0P2Vu1apWjo+OAAQPqyxdCIpIRUXU3vBhUTg5+/hmbNmHfPkgldeyISZMQHIy2bSueduoU/vtfpKTAygovvoiZM9GkCQAUFOD553HuHEaNQlQU5IKWAS8qwu7dSEiArS38/PDIHQwNzeHDaNkS7dtrfiwuxi+/YNgwmJtrtpw+jXPnIJejTx94egIAER4MJdeTrVu3Dh061NbWVq+t6JLoT4FHXLhAoaHUooXmyKZQ0Asv0ObNREQ//UTm5rRoEf36K337LXXsSC++WDG0OjmZZs8WcwxstPr1e+hon5FBAElTUeTn08iR1KwZTZxIY8dS06YUEmKYG0fqHeMLoaSsjGJjKTBQM+ry+eepuJhcXKjyGNTbt8namqKixFXZ6D0hhAsXkqcnPRhQRYmJ5OCgWV+aPUxQt+2p5HL4+WHjRqSlYc0ahIYiKQk3byI4uOI5Tk7w98eRI8KKZE+weTNCQ+HoqPnRzQ2zZ2PzZqE1GSkT0QU8jZ0d5swBgN27YWWFKrOntG6Nv/4SUhfTiI7GxYuaxwUFmgdFRUhNRZcuDz3zmWewfr0hS6svjD6E5WxtUVCA4mI8mBgGAHJy8PAlWmZoLVpUhO3+fc0DtRpEVU+PmZigtNSgtdUT9SeEHTtCJkN8PPr1q9h44gTGjxdXEwP698drr2ke376N0FAAsLCAiwsSE+HtXfHMhARUmkCElTPW74SPsrPDpEl4+21kZmq2fPopkpMRFCS0LFYNf3989hlKSjQ//vMPIiMxcqTQmoxU/TkSAli7FjNmoH17eHnh5k3I5fj5Z7i6ii6LPc6yZfD1xXPP4eWXUVSE779H+/Z4803RZRkjo7lYX3M3byIxEXZ28PISdlGeSb77Dl5e6NlT82N+Pj77DHPnQpopq7AQW7bgjz+gUMDHBwEB/P/1WPUwhIw1LPzJxJhgHELGBOMQMiYYh5AxwTiEjAnGIWRMMA4hY4JxCBkTjEPImGAcQsYE4xAyJhiHkDHBOISMCcYhZEwwDiFjgnEIGROMQ8iYYBxCxgTjEDImGIeQMcE4hIwJxiFkTDAOIWOCcQgZE4xDyJhgHELGBOMQMiYYh5AxwTiEjAnGIWRMMA4hY4JxCBkTjEPImGAcQsYE4xAyJhiHkDHBOISMCcYhZEwwDiFjgnEIGROMQ8iYYBxCxgTjEDImGIeQMcE4hIwJxiFkTDAOIWOCcQgZE4xDyJhgHELGBOMQMiYYh5AxwTiEjAnGIWRMMA4hY4JxCBkTjEPImGAcQsYE4xAyJhiHkDHBOISMCcYhZEwwDiFjgnEIGROMQ8iYYBxCxgTjEDImGIeQMcE4hIwJxiFkTDAOIWOCcQgZE4xDyJhgHELGBOMQMiYYh5AxwTiEjAnGIWRMMA4hY4JxCBkTjEPImGAcQsYE4xAyJhiHkDHBOISMCcYhZEyw/wcZWR0VEyRCUQAAAABJRU5ErkJggg==",
|
||
"text/plain": [
|
||
"<PIL.PngImagePlugin.PngImageFile image mode=RGB size=300x300>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"from rdkit import Chem\n",
|
||
"from rdkit.Chem import Draw\n",
|
||
"from IPython.display import display\n",
|
||
"\n",
|
||
"####################################\n",
|
||
"# Step 1: 加载分子并获取目标环\n",
|
||
"# 此处加载泰乐菌素分子（保持原始编号不变，不调用 AddHs）\n",
|
||
"smiles = \"O[C@H]1[C@H]([C@H]([C@H](OC[C@@H]2[C@@H](CC)OC(C[C@H]([C@H](C)[C@H]([C@@H](CC=O)C[C@@H](C)C(/C=C/C(/C)=C/2)=O)O[C@H]2[C@@H]([C@H]([C@@H]([C@@H](C)O2)O[C@H]2C[C@](C)([C@@H]([C@@H](C)O2)O)O)[N@](C)C)O)O)=O)O[C@@H]1C)OC)OC\"\n",
|
||
"mol = Chem.MolFromSmiles(smiles)\n",
|
||
"\n",
|
||
"# 利用 SMARTS 匹配环内酯特征，获取目标环（母核）原子编号\n",
|
||
"smarts = '[r12,r13,r14,r15,r16,r17,r18,r19,r20]([#8][#6](=[#8]))'\n",
|
||
"query = Chem.MolFromSmarts(smarts)\n",
|
||
"matches = mol.GetSubstructMatches(query)\n",
|
||
"print(\"SMARTS 匹配结果：\", matches)\n",
|
||
"\n",
|
||
"if matches:\n",
|
||
" matched_atoms = list(matches[0])\n",
|
||
" print(\"匹配到的部分原子编号：\", matched_atoms)\n",
|
||
"else:\n",
|
||
" print(\"未匹配到 SMARTS 子结构。\")\n",
|
||
"\n",
|
||
"# 利用分子环信息获取所有环\n",
|
||
"ring_info = mol.GetRingInfo()\n",
|
||
"all_rings = ring_info.AtomRings() # 每个环是一个原子编号的元组\n",
|
||
"print(\"分子中所有环（原子编号）：\", all_rings)\n",
|
||
"\n",
|
||
"# 选择包含匹配原子且最长的那个环作为目标环\n",
|
||
"candidate_rings = [ring for ring in all_rings if set(ring) & set(matched_atoms)]\n",
|
||
"if candidate_rings:\n",
|
||
" target_ring = list(max(candidate_rings, key=len))\n",
|
||
" print(f\"目标环上原子数目：{len(target_ring)}，该结构为 {len(target_ring)} 环大环内酯药物\")\n",
|
||
" print(\"目标环原子编号：\", target_ring)\n",
|
||
"else:\n",
|
||
" print(\"未找到包含匹配原子的环。\")\n",
|
||
"\n",
|
||
"####################################\n",
|
||
"# Step 2: 对目标原子断裂外侧键并插入 dummy 对\n",
|
||
"# 定义需要断裂的目标原子及占位类型（自定义）\n",
|
||
"target_atoms = [7, 17, 18]\n",
|
||
"placeholder_types = {7: \"sugar\", 17: \"branch\", 18: \"sugar\"}\n",
|
||
"\n",
|
||
"rwMol = Chem.RWMol(mol)\n",
|
||
"\n",
|
||
"# 对每个目标原子处理：对于每个邻居，如果邻居不在 target_ring，则认为是外部支链，进行断裂并插入 dummy 对。\n",
|
||
"for a_idx in target_atoms:\n",
|
||
" atom = rwMol.GetAtomWithIdx(a_idx)\n",
|
||
" # 对于每个邻居，检查其是否属于母核\n",
|
||
" for neighbor in list(atom.GetNeighbors()):\n",
|
||
" n_idx = neighbor.GetIdx()\n",
|
||
" if n_idx not in target_ring:\n",
|
||
" # 获取原有键类型\n",
|
||
" bond = rwMol.GetBondBetweenAtoms(a_idx, n_idx)\n",
|
||
" btype = bond.GetBondType()\n",
|
||
" print(f\"\\n处理目标原子 {a_idx} 与外部原子 {n_idx}，原键类型：{btype}\")\n",
|
||
" # 删除该键\n",
|
||
" try:\n",
|
||
" rwMol.RemoveBond(a_idx, n_idx)\n",
|
||
" print(f\"删除键：原子 {a_idx} 与原子 {n_idx}\")\n",
|
||
" except Exception as e:\n",
|
||
" print(f\"删除键 {a_idx}-{n_idx} 时出错：{e}\")\n",
|
||
" \n",
|
||
" # 在目标原子侧插入 dummy：d_target\n",
|
||
" d_target = Chem.Atom(0) # dummy 原子\n",
|
||
" d_target.SetAtomMapNum(a_idx) # 显示为 [*:a_idx]\n",
|
||
" d_target.SetProp(\"placeholder_type\", placeholder_types.get(a_idx, \"branch\"))\n",
|
||
" idx_d_target = rwMol.AddAtom(d_target)\n",
|
||
" # 连接目标原子与 d_target，用原键类型\n",
|
||
" rwMol.AddBond(a_idx, idx_d_target, btype)\n",
|
||
" \n",
|
||
" # 在外部原子侧插入 dummy：d_external\n",
|
||
" d_external = Chem.Atom(0)\n",
|
||
" d_external.SetAtomMapNum(a_idx) # 同样设置映射编号\n",
|
||
" d_external.SetProp(\"placeholder_type\", placeholder_types.get(a_idx, \"branch\"))\n",
|
||
" idx_d_external = rwMol.AddAtom(d_external)\n",
|
||
" rwMol.AddBond(n_idx, idx_d_external, btype)\n",
|
||
" \n",
|
||
" # 断裂后不将 d_target 与 d_external 直接连接（这样断裂会在母核碎片和支链碎片上各保留一个 dummy）\n",
|
||
" print(f\"插入 dummy 对：目标侧 dummy 索引 {idx_d_target}，外侧 dummy 索引 {idx_d_external}\")\n",
|
||
"\n",
|
||
"####################################\n",
|
||
"# Step 3: 得到修改后的分子并输出 SMILES\n",
|
||
"new_mol = rwMol.GetMol()\n",
|
||
"new_smiles = Chem.MolToSmiles(new_mol, isomericSmiles=True)\n",
|
||
"print(\"\\n修改后分子的 SMILES：\", new_smiles)\n",
|
||
"\n",
|
||
"####################################\n",
|
||
"# Step 4: 分解连通碎片，并根据 target_ring 判断哪块是母核\n",
|
||
"frags = Chem.GetMolFrags(new_mol, asMols=True, sanitizeFrags=True)\n",
|
||
"print(\"\\n分裂得到的碎片数：\", len(frags))\n",
|
||
"\n",
|
||
"# 对每个碎片，统计其中 dummy 的映射编号列表\n",
|
||
"frag_info = []\n",
|
||
"for frag in frags:\n",
|
||
" dummy_info = []\n",
|
||
" for atom in frag.GetAtoms():\n",
|
||
" if atom.GetAtomicNum() == 0:\n",
|
||
" dummy_info.append((atom.GetAtomMapNum(), atom.GetProp(\"placeholder_type\")))\n",
|
||
" frag_info.append((frag, dummy_info, frag.GetNumAtoms()))\n",
|
||
"\n",
|
||
"# 母核碎片通常包含 target_ring 中大部分原子。\n",
|
||
"nucleus_frag = None\n",
|
||
"max_overlap = -1\n",
|
||
"for frag, dummy_info, n_atoms in frag_info:\n",
|
||
" # 统计该碎片中包含多少原子，其原始编号属于 target_ring\n",
|
||
" overlap = 0\n",
|
||
" for atom in frag.GetAtoms():\n",
|
||
" # 如果 atom 的索引（在原始mol中）在 target_ring 中，则计数\n",
|
||
" # 注意：原子编号可能已变化，但通常母核碎片原子数较大\n",
|
||
" overlap += 1\n",
|
||
" if overlap > max_overlap:\n",
|
||
" nucleus_frag = frag\n",
|
||
" max_overlap = overlap\n",
|
||
"\n",
|
||
"# 其余含有 dummy 的碎片视为支链碎片\n",
|
||
"branch_frags = [frag for frag, dummy_info, n_atoms in frag_info if frag != nucleus_frag and any(did in target_atoms for did, _ in dummy_info)]\n",
|
||
"\n",
|
||
"####################################\n",
|
||
"# Step 5: 输出分类结果\n",
|
||
"print(\"\\n【母核碎片】\")\n",
|
||
"if nucleus_frag is not None:\n",
|
||
" nucleus_smiles = Chem.MolToSmiles(nucleus_frag, isomericSmiles=True)\n",
|
||
" print(\"母核 SMILES：\", nucleus_smiles)\n",
|
||
" nucleus_dummy_info = []\n",
|
||
" for atom in nucleus_frag.GetAtoms():\n",
|
||
" if atom.GetAtomicNum() == 0:\n",
|
||
" nucleus_dummy_info.append((atom.GetAtomMapNum(), atom.GetProp(\"placeholder_type\")))\n",
|
||
" print(\"母核中 dummy 占位符信息 (映射编号, 类型)：\", nucleus_dummy_info)\n",
|
||
" display(Draw.MolToImage(nucleus_frag, size=(400,400)))\n",
|
||
"else:\n",
|
||
" print(\"未能自动判断出母核碎片，请检查 target_ring 设置。\")\n",
|
||
"\n",
|
||
"print(\"\\n【支链碎片】\")\n",
|
||
"if branch_frags:\n",
|
||
" for i, frag in enumerate(branch_frags):\n",
|
||
" frag_smiles = Chem.MolToSmiles(frag, isomericSmiles=True)\n",
|
||
" dummy_info_frag = []\n",
|
||
" for atom in frag.GetAtoms():\n",
|
||
" if atom.GetAtomicNum() == 0:\n",
|
||
" dummy_info_frag.append((atom.GetAtomMapNum(), atom.GetProp(\"placeholder_type\")))\n",
|
||
" print(f\"支链碎片 {i+1} SMILES：\", frag_smiles)\n",
|
||
" print(f\"支链碎片 {i+1} dummy 占位符信息：\", dummy_info_frag)\n",
|
||
" display(Draw.MolToImage(frag, size=(300,300)))\n",
|
||
"else:\n",
|
||
" print(\"没有独立的支链碎片。\")\n"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": null,
|
||
"metadata": {},
|
||
"outputs": [],
|
||
"source": [
|
||
"from rdkit import Chem\n",
|
||
"from rdkit.Chem import AllChem\n",
|
||
"\n",
|
||
"def reassemble_molecule(nucleus_mol, branch_mols):\n",
|
||
" \"\"\"\n",
|
||
" 利用母核和支链上的 dummy 占位符（map number）还原完整分子：\n",
|
||
" 1. 对于每个支链，查找其 dummy 原子对应的 map number；\n",
|
||
" 2. 在母核中查找具有相同 map number 的 dummy；\n",
|
||
" 3. 分别找到母核 dummy 的非 dummy 邻接原子和支链 dummy 的非 dummy 邻接原子；\n",
|
||
" 4. 合并母核和支链分子，用 EditableMol 添加连接键，\n",
|
||
" 然后删除 dummy 原子；\n",
|
||
" \"\"\"\n",
|
||
" # 将母核转换为可编辑分子\n",
|
||
" new_mol = Chem.RWMol(nucleus_mol)\n",
|
||
" for branch in branch_mols:\n",
|
||
" branch = Chem.RWMol(branch)\n",
|
||
" # 假设每个支链只有一个 dummy，我们取第一个 dummy 的 map number\n",
|
||
" branch_dummy_info = [(atom.GetIdx(), int(atom.GetAtomMapNum()))\n",
|
||
" for atom in branch.GetAtoms() if atom.GetAtomicNum() == 0]\n",
|
||
" if not branch_dummy_info:\n",
|
||
" continue\n",
|
||
" branch_dummy_idx, mapnum = branch_dummy_info[0]\n",
|
||
"\n",
|
||
" # 在母核中查找相同 map number 的 dummy\n",
|
||
" nucleus_dummy_idx = None\n",
|
||
" for atom in new_mol.GetAtoms():\n",
|
||
" if atom.GetAtomicNum() == 0 and int(atom.GetAtomMapNum()) == mapnum:\n",
|
||
" nucleus_dummy_idx = atom.GetIdx()\n",
|
||
" break\n",
|
||
" if nucleus_dummy_idx is None:\n",
|
||
" continue\n",
|
||
"\n",
|
||
" # 找到母核 dummy 的非 dummy 邻居（作为连接点）\n",
|
||
" nucleus_conn_idx = None\n",
|
||
" nucleus_dummy_atom = new_mol.GetAtomWithIdx(nucleus_dummy_idx)\n",
|
||
" for neighbor in nucleus_dummy_atom.GetNeighbors():\n",
|
||
" if neighbor.GetAtomicNum() != 0:\n",
|
||
" nucleus_conn_idx = neighbor.GetIdx()\n",
|
||
" break\n",
|
||
" # 同理，获取支链 dummy 的非 dummy 邻居\n",
|
||
" branch_conn_idx = None\n",
|
||
" branch_dummy_atom = branch.GetAtomWithIdx(branch_dummy_idx)\n",
|
||
" for neighbor in branch_dummy_atom.GetNeighbors():\n",
|
||
" if neighbor.GetAtomicNum() != 0:\n",
|
||
" branch_conn_idx = neighbor.GetIdx()\n",
|
||
" break\n",
|
||
" if nucleus_conn_idx is None or branch_conn_idx is None:\n",
|
||
" continue\n",
|
||
"\n",
|
||
" # 合并母核和支链分子\n",
|
||
" combined = Chem.CombineMols(new_mol, branch)\n",
|
||
" emol = Chem.EditableMol(combined)\n",
|
||
" offset = new_mol.GetNumAtoms() # 支链原子索引偏移\n",
|
||
" branch_conn_idx_combined = branch_conn_idx + offset\n",
|
||
"\n",
|
||
" # 添加连接键（例如单键）\n",
|
||
" emol.AddBond(nucleus_conn_idx, branch_conn_idx_combined, order=Chem.rdchem.BondType.SINGLE)\n",
|
||
"\n",
|
||
" # 删除 dummy 原子（注意：先删除索引大的，再删除小的）\n",
|
||
" dummy_idxs = sorted([nucleus_dummy_idx, branch_dummy_idx + offset], reverse=True)\n",
|
||
" for idx in dummy_idxs:\n",
|
||
" emol.RemoveAtom(idx)\n",
|
||
" \n",
|
||
" # 更新 new_mol 为当前合并结果\n",
|
||
" new_mol = Chem.RWMol(emol.GetMol())\n",
|
||
" return new_mol.GetMol()\n",
|
||
"\n",
|
||
"# 示例使用：\n",
|
||
"# 假设 nucleus_frag 为母核分子，branch_frags 为支链分子列表（Mol 对象）\n",
|
||
"# reassembled = reassemble_molecule(nucleus_frag, branch_frags)\n",
|
||
"# print(\"还原后分子的 SMILES：\", Chem.MolToSmiles(reassembled, isomericSmiles=True))\n"
|
||
]
|
||
}
|
||
],
|
||
"metadata": {
|
||
"kernelspec": {
|
||
"display_name": "frage",
|
||
"language": "python",
|
||
"name": "python3"
|
||
},
|
||
"language_info": {
|
||
"codemirror_mode": {
|
||
"name": "ipython",
|
||
"version": 3
|
||
},
|
||
"file_extension": ".py",
|
||
"mimetype": "text/x-python",
|
||
"name": "python",
|
||
"nbconvert_exporter": "python",
|
||
"pygments_lexer": "ipython3",
|
||
"version": "3.10.16"
|
||
}
|
||
},
|
||
"nbformat": 4,
|
||
"nbformat_minor": 2
|
||
}
|