| Product Number | 2223-1-60 |
| Purity | 97 % |
| CAS | 60433-00-3 |
| MDL Number | MFCD12025291 |
| Molecular Formula | C9H16O2 |
| Molecular Weight | 156.225 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2223-1-60
CAS: 60433-00-3
Molecule Weight: 156.225
Formula: C9H16O2
PN: 2223-1-56
CAS: 4630-82-4
Molecule Weight: 142.198
Formula: C8H14O2
PN: 2223-1-0S
CAS: 825-04-7
Molecule Weight: 156.225
Formula: C9H16O2
PN: 2223-1-59
CAS: 32777-26-7
Molecule Weight: 170.252
Formula: C10H18O2
![5-(Methoxycarbonyl)bicyclo[3.2.2]nonane-1-carboxylic acid](data:image/png;base64,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)
PN: 2223-1-80
CAS: 942999-81-7
Molecule Weight: 226.272
Formula: C12H18O4
![Dimethyl bicyclo[3.2.2]nonane-1,5-dicarboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABybAAAcmwG6Mw9bAAACaXpUWHRtb2xTb3VyY2UAAHichZVta+MwDID/isjnq2PZjh2XtmPcODjYGNx2cN8OL/W2QJOMJOvLvz+5Wbum2aU0wbakR7Ii2Z1dbYsVrH3d5FU5j5DxCHyZVcu8fJlHvx9/TNLoajHLyIgMy2Yevbbt2zSON5sNy1594bZVybKqiDr9dNvkPZuNZFX9EgvOMf5zd/uwZyZ52bSuzDxRTT5t9sLbKnPtfhf/CREXrl7nZdyZx0W97rz9FTw8nG2bZfSZy3fSXRMKz/nKw3NVF66FteCMHv4NXnzpa9f6JTztSCyZotwXs7ubKnsvfNnSNHjIM7d6aOv3jARFtfLZOzmjyc+beVQgAa6tiuu6djsIsyB2CE6Ak+AUuAScBmfApeAsOOT0kh7JAMkCyQTJBskIDX37lQ/BH3dvnjKAe+je4e8+yOnziXk04UynVgKNUmkNyFAoC4KJRKa0UtpooLS1PA4fQmQm0fwwCGa15SCZlkYcVh/ODr6PTi2iiGAXwkuWapvARDCpU4RJUCoR1lajCahCkVLoRBlFHnhKg2Rc7XeQWoWkM4ob0hlOwZBJJBMCueEIisDUQsI4F2FIrFZgGLcmpe8fHwuwmD1V5fJkCvlyHj1htK/ML//ciI/iRFDVS19TvwcHwfQUEH0glHIckH0gFP4IiK8ANQCS8QhJHwhNNQ7oPhBacBwwfSA07DiQ9oHQ3uOA7QP7wzBOBP1Z2hcRHGwriEaRs3p3x/MCc1by7jhfYNQwm0tIMsxGXUDOKt9dMOPtiOYL5kKD4Vn9DxfYkIlPTmV8uEJpOrhe45O7N6Z/nMU/6pLp8Eb4puwAAEPhSURBVHhe7d0J3FXT/sdx6nmaZ2medDWIlJLhatJgSPLHjSgq8zVUiCh1k+JGCJkvkihJyaVIqZSuUqI0IM1R0qA0D7//89vH2eec9Zznec7Z55znnLP35/16rZd7rbV3rLK/z9prr7WOEwAAHDjO/BsAAESCAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIAAARwgQAIAjBAgAwBECBADgCAECAHCEAAEAOEKAAAAcIUAAAI4QIEAejjvuOLtEysk1kZg3b57ce++90rRpU6lUqZJkZmZK6dKlpX79+tKjRw+ZPHmyHDlyxLwMSIj4/ukGXMhJGDi5JjerV6+Wtm3bhtw3p1KrVi2ZMmWKeQsg7uLzpxtwMSdh4OSanOioo1y5cvb9mjdvLmPGjJG1a9fKvn37ZMeOHbJo0SLp37+/VKhQIW6/LpAX/pQBeXASBk6uCWf9+vVSvnx56z4FChSQ559/3mwSQsPk+uuvj/nXBSLBnzIgD07CwMk14XTo0MG+z9ChQ83qHD344IPm3wLiLrY/3YAHOAkDJ9eYvv32W/seOq/B5DhSjfM/3YBHOAkDJ9eYBgwYYN9jyJAhZjWQdM7/dAMe4SQMnFxjatGihX2P2bNnm9VA0jn/0w14RHAYOClOVa1a1b7Hli1bzGog6Zz/6QY8wgyEaItTRYoUse9x4MABsxpIOud/ugGPcBIGTq4xESBIdc7/dAMe4SQMnFxj4hUWUp3zP92ARzgJAyfXmJhER6pz/qcb8AgnYRB8zcqVK+Wxxx6T1q1bS40aNawNEHVrEg0IXVl+6NAh83ILn/Ei1UX+XwTgUbEGSF6lWbNmsmvXLvMWsmTJErtN7dq1WUiIlBP5fxGAR8UaIKeccoq10eG0adPkxx9/tDZA3Lp1q4wfP96e57j99tvNW1guvvhi+z46iomU/npAokX+XwTgUbEGSG5mzJhhtalYsaJZZVm3bp29E2/BggXlpZdeMpuE2Llzp3Tv3j3PXxeIB/6UAXmINAyCRXrNnj17rDbFihUzq2xz5syRsmXL2vdr2bKljB071gqX/fv3W6GxePFiGThwoHXIVCS/LhAP/CkD8hBpGASL9Jq5c+dabc466yyzKoS++tJJ+OD75lR0vuTDDz80bwHEXe5/ugFEHAbB8rpm+/bt1kNeH/Z6zkekD3wNnLvvvluaNGliHR6lX3SVKlXKmmfRI231Pky2I7+E/9MNICHM0UKDBg04fhZpiwAB8pEZILpdiR4apZ/sAumGAAGSQI+e1dDQz22LFy9uvYqaNWuW2QxIaQQIkGRTp061RiO6oBBIJwQIkGT6Ka4GSG6f8gKpiAABkmzy5MlWgOgXWUA6IUCABGvYsKEMHz5cFi5cKJs3b5bDhw9bCwh1DmTQoEFStGhRK0CGDh1qXgqkNAIESDDzy6twpVu3blawAOmEAAESbPny5fLwww9L8+bNrc0TMzIypESJEtbiv549e8b89dXRo0elb9++0qlTJ1m9erVZDSQMAQKkOf92KFquvfZasxpIGAIESHMrVqywA6RatWpmNZAwBAiQ5o4dO2Zv+a5l/fr1ZhMgIQgQwAU6duxoB8i4cePMaiAhCBDABR599FE7QO68806zGkgIAgRwgdmzZ9sBolu9A/mBAAFcYO/evdaGjBog+pmwLlQEEo0AAVxCN2P0j0JmzpxpVgNxR4AALtG7d287QIYMGWJWA3FHgAAuMWHCBDtALrroIrMaiDsCBHCJTZs22QFSpkwZa4sTIJEIEMBFatasaYfIsmXLzGogrggQwEWuueYaO0BefvllsxqIKwIEcJFRo0bZAdK9e3ezGogrAgRwkW+++cYOkJNPPtmsBuKKAAFc5MiRI9ZZIxWyAqTZ8cfLrq1bzSZA3BAggMu81ratvJQVIB9nlT8mTzargbghQACXOTpwYNZ/2cf5yn33mdVA3BAggNt88kkgQM47z6wF4oYAAdxm1y6RAgV8AVKkiMiBA2YLIC4IEMCNGjYMjEK+/NKsBeKCAAHc6NZbAwHyxBNmLRAXBAjgRm++GQiQyy83a4G4IEAAN1q9OhAgFSuatUBcECCAW2lw+EPkp5/MWiBmBAjgVvrqyh8g+koLiDMCBHArnTz3B4hOqgNxRoAAbqWf7/oDRD/rBeKMAAHcShcQ6kJCDRBdWKgLDIE4IkAAN9OtTPyjkGnTzFogJgQI4Ga6maI/QHSTRSCOCBDAzXQ7d3+AXHSRWQvEhAAB3GznTpEyZXwBcsstZi0QEwIEcLs1a0QmTBA5eNCsAWJCgAAAHCFAAACOECAAAEcIEACAIwQIAMARAgQA4AgBAgBwhAABvOKLL0T69BFp3FikQgWRzEyRE08UadRIpHdvkTlzzCuAXBEggNvpQsJ27QJbmuRW2rb1tQciQIAAbvbVV75RRnBATJwo8ssvvpXpv/4q8v77oQGj7RcsMO8EZEOAAG6lIeE/F/3440VGjjRbhHrmGV87bV+pki9cgFwQIIBbBZ+J/sADZm142s5/zRVXmLVACAIEcKPlywOjiSpVfKcTRkLbaXv/qEXvA+SAAAHcaNCgwEiif3+zNnfa3n/tv/5l1gI2AgRwo5YtAyHw2Wdmbe6mTw9c27q1WQvYCBDAjapWDYRAtJPhOvnuv7Z6dbMWsBEggBsVKRIIgUjnP/z27w9cW7SoWQvYCBDAjWIJEG3vv7ZYMbMWsBEggBvxCgv5gAAB3Ch4En3GDLM2dzrp7r+WSXTkggAB3GjgwEAIDBhg1uaOz3gRIQIEcKNlywILCfV1lu57FQltx0JCRIgAAdyqU6foRyHBow+2MkEeCBDArTZtCuzEq6OJUaPMFqG03j9q0U0YdTIdyAUBArjZ/PkiJ5wQGFXotu2TJvm+zDp0SGTLFpHJk0Xatw+0KV/etw08kAcCBHC71atFzj8/EBC5lTZtRH7+2bwDEBYBAniFHlnbq5fvCFsdZWRk+P56+ukid90lMnu2eQWQKwIEAOAIAQKkK53DePddkZUrzRogXxAgQDravVukVSvfvIXuV6WT4UA+I0CAdPPbbyJNmwYmvgsUEFmzxmwFJBwBAqSTDRtE6tULDY/nnzdbAfmCAAHSxapVIjVqBMIjM1Pk7bfNVkC+IUCAdLBoUWBVuX/e46OPzFZAviJA4PPFFyJ9+og0bixSoYLvp1t9YOmagd69fWsIkBy6PqNUqUB4lC7t+/0CkowA8TqdfNXtLcwVyeFK27ZM1ua3KVN8x8r6fw90j6olS8xWQFIQIF6m+x0FvxbRgJg40beJnm7rrfslvf9+aMBo+wULzDshEcaM8a0W9/d9zZoiP/5otgKShgDxKg0J/WlWH0y6A+vIkWaLUM88E9iptVKl6I9JRXS0v/ULK394nHKKb3ddIIUQIF51+eWBh9MDD5i14Wk7/zWcFZE4gwYF+llLs2Yiv/9utgKSjgDxIj1lzj+a0NPnDhwwW4Sn7TitLnGOHRO5887Q8NDdcffsMVsCKYEA8aLgn3D1BLpocF52Yhw+LNK1a2h46Cgx0nAHkoAA8aKWLQMPqc8+M2tzN3164NrWrc1aOLFvn0jHjqHh0aOHyJEjZksgpRAgXlS1auBBFe1kuE6++6+tXt2sDTh61HfGxIUXijz6qG8VNbL744/QQNdyzz2+11lAiiNAvKhIkcDDKtpXJPv3B67V9Qk50YWHwQ9FLXXqiNx/v8jcub6A8bqtW0XOOCO0j4YNM1sBKYsA8aJYAkTb+6/V7TRyojvGVq6cPUT8RdeT9Owp8sEHvlc4XrNunUjduoH+0E92X3jBbAWkNALEi/LjFZbau1dk/HiRbt1EypTJHiL+okHUqZPI66/7gsfldq9YITurVQv8++u2MePGmc2AlEeAeFHwO/cZM8za3Omku//aaCbR9SujmTN98yK6otoMEX/Rn8RbtBAZPtyVq65XLlwoQ8uXl6lZ/65/+MNz6lSzGZAWCBAvGjgw8MAeMMCszV28PuPV/ZwGDxZp0iR7iAQXPfviwQdFvvwy7SeWP//8czmxZElpm/Xv9a+s8nnWqOzovHlmMyBtECBetGxZYCGhvs7Sfa8ioe0SsZBQD0nSQ5F0z61ChbKHiL/oFio33ujbxlwn89PI5MmTpUiRIln/GsdJyaxyTda/y5ZvvzWbAWmFAPEqnXPwP5gjHYUEjz4StZWJftaqhyRde23oFuZmKV7ct9Bu9Gg5lOLbfIzO+mfMyMiwwkPLSSedJD//9JPZDEg7BIhX6cZ8/p14dTQxapTZIpTW+0ctugmjTqYn2qFDvjmX22/3TdibIXKcbx5hXMGCMrRVKxk1YoSsXr3avEtSPfXUU1nddrwdHqeeeqps3rzZbAakJQLEy+bPFznhhMADWV8hTZrk+zJLH95btui7F5H27QNtypf3bQOfDHoqn8676CFXf/3z/JhVns4q7f56QGtp0KBB1qBqgPzvf/8z75Cv9J/B/8+k5eyzz5bfU3y0BESDAPE6/Yn9/POz/WQftujGfj//bN4hOXQdxTPPyLKsf6YBmZnSMOhBHVyqVKkiN998s0ybNk0ORLvmxaGjR49mDZpuD/nnaJcVznvYFBEuQ4DAR1eO9+rl++leRxl6kJH+9fTTfZ/e6rGqKWrvzp3y3ltvydVXXy0lSpTIFiL+onX/+Mc/ZMyYMbJjxw7zNnFxKGvkds0114T8uldeeWW+hReQnwgQxM/SpSJPPpm8V1yiC+UPyKeffiq33nqrVK1aNVuI+ItOardu3VqefvppWROnY3r37t0rHTp0CPl1brzxRjnCpohwKQIE8aE/YZctG3jdpZ/73nKLyLRp0W+XEkcLFiyQhx56SE477bRsIRJcGjZsKAMHDpSFCxeat4jIzqxRUPPmzUPu2bdvX7MZ4CoECOLDDJDgUqKESOfOvjO+E/TqKBI60tCvonTkEfxZrVmqVasmt912mzWSORjBGpktW7ZIo0aNQu7x2GOPmc0A1yFAED+6QFFHHcF7bZlF51Z00l7PYF+71rxDvtm+fbu8+eab1pxI8eLFs4WIv5QsWVK6dOkiY8eOlV27dpm3yfpXWCt16tSx2xcsWFBefvllsxngSgQIEkPnQR56SOS007KHSHDRSXrdWuXrr8075Jv9+/fL1KlTra+1KleunC1E/CUzM1Patm0rzz77rKxbt06WL18eMs9SqFAheffdd83bA65FgCDx9NPfp57ybb6Y9RN6thDxF92h9p//9J16GMGro0SZP3++9O/fX0455ZRsIRJcgl+D6Sjmk08+MW8FuBoBgvy1fbvIm2+KXHmlbzsSM0T8pWRJkS5dRMaOFQnz6ii/6Mr2J554Qlq2bGm9njJDREuZMmWs0AG8hgBB8uiGiB9/LHLTTbkfPqXnZbRtK/LccyLr15t3yTfbtm2TO++8UwoUKGCHh4bK4sWLzaaAJxAgSB36U7xu2Fi/fvYQCSoLzzhDPh08WJZ/8415h4R67bXXQkYhusr9m3z+ZwBSCQGC1KS71T7xhO/wKz1k6q/w2JVV3s4qXbNKmaxSo0YNa1QwY8YMaxV4oowYMSJkU0RdV/JLfmwoCaQwAgSpb9s2kTfeEPm//5MfixWTp44L3TzRX0qXLi1du3aVd955R3bv3m3exbFLLrkk5Nc599xzE7YVCpBOCBCklaP79smKDz+UQTfcIBUqVMgWIv6in9S2b99eXnjhBdm4caN5m4i9/fbbIfe94IIL5M8//zSbAZ5EgCBtHTt2TObNmyf9+vWTunXrZguR4HLmmWfKww8/LN999515m1xNnz7dvod+qhvJynTAKwgQuMYPP/xgbSFy3nnnhcxXmKVWrVrSu3dv64zyw4cPm7cJoVuz62p0/7UcBgUEECBwpa1bt1pfTV166aVStGjRbCHiL2XLlpXrrrvOWkGe03kdF154od3+vffeM6sBzyJA4Hq6zfrkyZOlR48eUr58+Wwh4i+FCxe2wkL3sgoeaeirL3+bu+++O+jOgLcRIPAUfSU1Z84ca6v1k08+OVuIBBc9gnbo0KHy6quvhvw9AD4ECDxtxYoVMmzYMOvTXDNAwhXdUHHfvn3mbQBPIkCAv+jCQB1t6KmCRYoUyRYe/jJ69GjzUsCTCBAgDF3rMXHiRLn++uulXLlyIQGix+UCIECAPOmZ5nosrj9A9MsuAAQIEBE9edAfIPolly5iBLyOAAEiFHz64KpVq8xqwHMIECBCnTt3tgNEFykCXkeAABF6+umn7QC58cYbzWrAcwgQIEILFiywA0TPSwe8jgABIqQHVhUrVswKEN2scbue7w54GAECRKFVq1b2KOSjjz4yqwFPIUCAKDz44IN2gOj/BryMAAGi8N///tcOEB2NAF5GgABR+P333+3DqnQ+ROdFAK8iQIAo1a9f3x6FLFy40KwGPIMAAaJ0ww032AEycuRIsxrwDAIEiJKuQvcHiK5OB7yKAAGitHLlSjtAdH8swKsIECBKuhPvCSecYIfIunXrzCaAJxAggAMdO3a0A+Sdd94xqwFPIEAABx599FE7QO644w6zGvAEAgRwYM6cOXaAnHHGGWY14AkECODAvn37JDMz0wqQjIwM2bNnj9kEcD0CBHDorLPOskchM2bMMKsB1yNAAIf69OljB8iQIUPMasD1CBDAoffee88OkIsuusisBlyPAAEc2rx5sx0gpUuXlqNHj5pNAFcjQIAY1KpVyw6RpUuXmtWAqxEgQAyuvfZaO0BeeuklsxpwNQIEiMGoUaPsALn++uvNasDVCBAgBkuWLLED5G9/+5tZDbgaAQLE4MiRI1KyZEkrQPSkwi1btphNANciQIAYtWvXzh6FTJo0yawGXIsAAWI0aNAgO0D69u1rVgOuRYAAMfrkk0/sAPn73/9uVgOuRYAAMdq1a5cUKFDACpDChQvLgQMHzCaAKxEgQBycfvrp9ihk3rx5ZjXgSgQIEAe33XabHSCPP/64WQ24EgECxMGYMWPsAPm///s/sxpwJQIEiIPVq1fbAVKhQgWzGnAlAgSIk0qVKtkh8tNPP5nVgOsQIECcXHHFFXaAjB492qwGXIcAAeJkxIgRdoDccsstZjXgOgQIECfz58+3A+S0004zqwHXIUCAODl48KAUKVLEChBdWLhz506zCeAqBAgQR82bN7dHIdOmTTOrAVchQIA4uv/+++0Aeeihh8xqwFUIECCOPvjgAztA2rRpY1YDrkKAAHH022+/WQdLaYCUKFFCDh8+bDYBXIMAAeKsTp069ihk8eLFZjXgGgQIEGc9evSwA+TZZ581qwHXIECAOHvllVfsAOnSpYtZDbgGAQLE2ffff28HSI0aNcxqwDUIECDOjh07JmXLlrVDZOPGjWYTwBUIECABLr74YjtA3n33XbMacAUCBEiARx55xA6QXr16mdWAKxAgQAJ8/vnndoCceeaZZjXgCgQIkAB//vmnZGRkWAGSmZkpe/fuNZsAaY8AARKkadOm9ihk1qxZZjWQ9ggQIEHuuusuO0CGDRtmVgNpjwABEmT8+PF2gHTo0MGsBtIeAQIkyIYNG+wAKVeunLU+BHATAgRIoOrVq9shsnz5crMaSGsECJBAnTp1sgOkWbNmMnnyZNm2bZvZDEhLBAiQIMuWLZNixYrZARJcdMv37t27y8svvyxLly41LwXSAgECJMCECROsA6XM4MiplC5d2ppo1xXsM2fOtNaRAKmOAAHi6MiRI/LAAw+EhIP/hEIt5513XkTBUrBgQTnjjDOsbVD0a67169ebvxSQdAQIECfbt2+XCy64ICQITj31VGnXrp39/0ePHi1Hjx6Vb775xjpsSs8L0S3fzQAJV6pVqyZXXXWVjBw5UhYtWsRxuUg6AgSIg++++05q164d8sC/8sorZc+ePfL000/bf09PKwxn06ZN1muv3r17W3tn+bdBya0UL15cWrduLf3795ePPvpIdu7cad4WSCgCBIjRuHHjrIe5/8Gur58effRRu15HG/66WrVqBV2ZM907S7c/0ft07Ngx5HyR3IqOeG6++WZ54403ZNWqVeZtgbgiQACHdL6jb9++IQ9wfdBPmzYtpJ2+sgoOgLVr14bUR0rXkbz66qvSs2dPqV+/frbwCFdOOOEEueyyy2T48OEyd+5c2b9/v3lbwDECBHDg999/D5nb0NKwYUNZvXq12dSiD3F/O50HiQedc5kyZYr069dPWrRoIUWLFs0WIGYpVKiQnH322XL33XfLpEmT5NdffzVvC0SMAAGitGTJEutVVPCDWSe3c/v0NpJ5kFgdOnRIFixYYP1aV1xxhVSuXDlbgIQrOnfTrVs3ef755+Xbb79lyxVEjAABojB27NiQxYE636Gvh/LiZB4kHtasWWP9M99xxx3SuHHjkE+KcyqlSpWyviYbPHiwTJ8+XXbv3m3eFrAQIEAE9JNZfe0T/KDV+QV9wEYiXvMgsdIw0H9mDQcNCQ0LM0DMUqBAASt8NITefvttK5QARYAAefjtt9/k/PPPD3moNmrUKOoHaSLmQWKlr6v0tZW+vuratWu2T5FzKvp6TD9T1tdl+tpMX5/BewgQIBeLFy/OttDvmmuucXREbX7Mg8SDTqy///771ohLJ9x14t0MELPoBL5O5OuEvk7s6wQ/3I8AAXLw5ptvhnzZpIv7RowYYTaLWLLmQWKln/7qJ8A616OjKH11ZwZIuKKfGt9www3Wp8dsZe9OBAhg0PmO4ONotZQvX97a5DAWqTIPEg+6SPH111+3Fi3q4kUzPMIV/XfXRZG6OHL27NmORnFILQQIEGTr1q3SqlWrkAefbmq4bt06s6kjqTgPEg+6jYpup6Lbquj2KsEr83Mq+kWYjmZ+/vln83ZIEwQI8JeFCxdaGxYGP+R0fcS+ffvMpo6lyzxIrHQUpxs+6saPnTt3ztavwUW/BkN6IkCALPo6pkiRIvZDTec79OEXb+k6DxIPuiW97humW9SffPLJdj/oPBOnNKYnAgSepp+f3n777SE/EVeoUMHayDAR3DQPEivdddjfDw899JBZjTRAgMCz9HPV5s2bh4RH06ZNZcOGDWbTuHLrPEi09HNffz+UKVNGdu3aZTZBiiNA4ElfffWVVK1aNSQ89Izy/Nit1ivzIHnRRYynn3663RfDhg0zmyDFESDwHF2XULhwYfvBlZmZKc8995zZLGG8PA9i0uN6/X1x4okn8mlvmiFA4Bk633HrrbeGjDoqVqwoX3zxhdk0oZgHCdC+qFu3rt0XOjpD+iBA4Am//PKL/P3vfw8Jj7POOss6SjYZmAcJ0NMT/X2hrxUPHDhgNkGKIkDgel9++WW2szF0i41kPqiYBwnQkWHNmjXt/njppZfMJkhRBAhcTR9GwZsB6nzHiy++aDbLd8yDhNLdgP39cdJJJ1kLEZH6CBC40sGDB+Wmm24KGXXoKGTevHlm06RgHiSUfv0WPErUjSyR+ggQuI7Oa+g25MHhcc4558jmzZvNpknFPEgo3enY3x+6k6+GLFIbAQJX0W3HK1WqFBIeumOsjkhSDfMgofRM+eCt4t977z2zCVIMAQLX0PfoOsfhfwDp3Mcrr7xiNksZzINkN2TIELtPdBdkpDYCBGlP35/37NkzZNRRpUoV+d///mc2TSnMg2Sn28KXLl3a7hPdIh6piwBBWtu4caM0a9YsJDzOO+88a5+rdMA8SHYPPvig3SfnnnuuWY0UQoAgbempdrpzbnB43Hbbbda6gnTBPEh2v/32mxQrVszul88//9xsghRBgCAtPfPMM9aZHf6HjO5t9dprr5nNUh7zIOH16dPH7pe2bdua1UgRBAjSip4OeP3114eMOvS0uwULFphN0wLzIOHpp9jBG16m+nyWVxEgSBt6ol2TJk1CwqNFixayZcsWs2laYR4kvFtuucXul44dO5rVSAEECNKCvgfX7b6Dw+POO+90xZYXzIOE9/PPP9uvKY8//nhZsmSJ2QRJRoAg5T311FMh8x16drmbflJnHiRn1113nd03V111lVmNJCNAkLL0cKGuXbuGjDqqV68uixYtMpumNeZBcrZixQopUKCA1S/611WrVplNkEQECFKSPkQbN24cEh6tW7e2PvF0I+ZBcnbllVfafaPHDiN1ECBIOZ999lnInkhaevfu7Yr5jpwwD5IzfcWncyDaN7pVDSO01EGAIKU8/vjjUrBgQfthWrRoUXnrrbfMZq7DPEjuOnToYPePLhZFaiBAkBJ0J9YuXbqEjDr0lDp9sHoB8yC501Ml/X2jH1Gk2tb8XkWAIOmWLVsmDRo0CAmPNm3ayLZt28ymrsY8SO50DszfP/fcc49ZjSQgQJBUOsLwf2XjL/fee68cOXLEbOp6zIPkTufG/P1TvHhxz/2AkYoIECRV8M6rutbjnXfeMZt4BvMgeQs+aXLAgAFmNfIZAYKkevvtt+0HwqWXXmpWewrzIHn78MMP7f4pU6aM7Nq1y2yCfESAIKnGjx9vPxB0k0SvYx4kd8eOHZNGjRrZfTR06FCzCfIRAYKkIkBCMQ+St+A/M7o/mn7Bh+QgQJBUBEgo5kHypq/66tWrZ/eT7pWG5CBAkFQESCjmQSLzxhtv2H1UpUoVOXDggNkE+YAAQVIRINkxD5I3PbZYR2j+fnrxxRfNJsgHBAiSigDJLngehM0Dc/bCCy/Y/XTSSSe5eq+0VEWAIKkIkOyC50F0LzCEt3//fqlcubLdV2+++abZBAlGgCCpCJDsdB7Ev/usloMHD5pN8JcRI0bY/VS/fn2r75B/CBAkFQESXrFixex+0Z+0EZ5+wlu+fHm7ryZMmGA2QQIRIEgqAiS80qVLEyAReuSRR+y+0kPIdLEh8gcBgqQiQMIjQCK3c+fOkP7673//azZBghAgSCoCJDwCJDr9+/e3++vcc881q5EgBAiSigAJjwCJzm+//WZt8e7vs5kzZ5pNkAAECJKKAAmPAIlenz597D7TA8mQeAQIkooACY8Aid6mTZukcOHCdr/Nnz/fbII4I0CQVARIeASIM7feeqvdb5dccolZjTgjQJBUBEh4BIgzP//8s3WypfabLsZcsmSJ2QRxRIAgqQiQ8AgQ56677jq77zp37mxWI44IECQVARIeAeLcihUrpECBAlbf6V9XrlxpNkGcECBIKgIkPAIkNv/4xz/4c5UPCBAkFQESHgESG93R2L8hZWZmpqxZs8ZsgjggQJBUBEh4BEjsOnToYPfhbbfdZlYjDggQJBUBEh4BErsvv/zS7kNdH7J582azCWJEgCCpCJDwCJD4OP/88+1+vPvuu81qxIgAQVIRIOERIPExY8YMux91r6xt27aZTRADAgRJRYCER4DEzznnnGP35YABA8xqxIAAQVIRIOERIPHz4Ycf2n2p/bpr1y6zCRwiQJBUBEh4BEj86AmFjRo1svtz6NChZhM4RIAgqQiQ8AiQ+Hr33Xft/tQz1PUsdcSOAEFSESDhESDxdfToUalXr57dp08++aTZBA4QIEgqAiQ8AiT+Ro8ebfdplSpV5MCBA2YTRIkAQVIRIOERIPF3+PBhqVWrlt2vL774otkEUSJAkFQESHgESGK88MILdr9WrlzZChU4R4AgqQiQ8AiQxNDXVuXKlbP79t577zWbIAoECJKKAAmPAEmc6tWr23171VVXmdWIAgGCpCJAwiNAEmPatGl2v+oGi7/++qvZBFEgQJBUBEh4BEhiNG/e3O7Xfv36mdWIEgGCpCJAwiNA4m/27Nl2nxYtWlS2bNliNkGUCBAkFQESHgESf+3bt7f79K677jKr4QABgqQiQMIjQOJrwYIFdn8WKlRINmzYYDaBAwQIkooACY8Aia/LLrvM7s+bbrrJrIZDBAiSigAJjwCJn6VLl8rxxx9v9WVGRob89NNPZhM4RIAgqQiQ8AiQ+OnSpYvdl9dee61ZjRgQIEgqAiQ8AiQ+fvjhBylYsKDVjwUKFJDvv//ebIIYECBIKgIkPAIkPnr27Gn34+WXX25WI0YECJKKAAmPAIndunXrJDMz0+7Hr7/+2myCGBEgSCoCJDwCJHZ33HGH3YcXXnihWY04IECQVARIeARIbHSPK11t7u/DL774wmyCOCBAkFQESHgESGz69u1r91/Lli3NasQJAYKkIkDCI0Cc+/3336VEiRJ2/3366admE8QJAYKkIkDCI0CcGzRokN13zZo1M6sRRwQIkooACY8AceaPP/6QsmXL2n03efJkswniiABBUhEg4REgzjz22GN2vzVs2FCOHTtmNkEcESBIKgIkPAIkenv37pUKFSrY/fbOO++YTRBnBAiSigAJjwCJ3siRI+0+q1Onjhw5csRsgjgjQJBUBEh4BEh0Dh48KNWqVbP77LXXXjObIAEIECQVARIeARKdV155xe6vGjVqyKFDh8wmSAACBElFgIRHgETu8OHD8re//c3ur+eee85sggQhQJBUBEh4BEjk3nrrLbuvKlWqJPv27TObIEEIECQVARJeyZIlCZAI6Ge6DRo0sPvq8ccfN5sggQgQJBUBEp4efkSA5G3ixIl2P5UrV0727NljNkECESBIKgIku7Vr19p9okGCnDVp0sTuq8GDB5vVSDACBElFgGQ3evRou0/at29vVuMvU6dOtfupVKlSsmPHDrMJEowAQVIRINn16NHD7pOnn37arMZfzjvvPLuf+vXrZ1YjHxAgSCoCJLtatWrZffLNN9+Y1cgya9Ysu4+KFSsmW7ZsMZsgHxAgSCoCJFTw/IfuKnv06FGzCbK0a9fO7qdevXqZ1cgnBAiSigAJFTz/cdlll5nVyLJgwQK7jwoVKiQbN240myCfECBIKgIkFPMfeevUqZPdRzfddJNZjXxEgCCpggPk2muvNas9h/mP3H333Xdy/PHHW/2TkZEhq1evNpsgHxEgSKohQ4bYD8wyZcrIDz/8YDbxDOY/8nb11VfbfdS1a1ezGvmMAEFSTZgwwX4gaNE9oD766COzmScw/5E7/eGiYMGCVv/oAsvvv//ebIJ8RoAg6YYNGyZFihSxH576cHj44Yc9dxwp8x+569mzp90/V1xxhVmNJCBAkBL0p0k9RS54NKI/he/evdts6lrMf+Rs3bp1kpmZafWNzoEsWrTIbIIkIECQMnbu3CkdOnQICZH69evLypUrzaauw/xH7m6//Xa7fy666CKzGklCgCCl6IPzoYcesr+00aL7HE2ZMsVs6irMf+Tsl19+CXnFOXfuXLMJkoQAQUqaNGlSyJkYOi/yr3/9y7XzIsx/5Kxv375237Rq1cqsRhIRIEhZK1askHr16tkPDy0dO3aUP/74w2ya9pj/CO/333+XEiVK2H0zffp0swmSiABBStOw0NAIDpG6devK8uXLzaZpi/mPnA0cONDum2bNmpnVSDICBClPX1vp66vgU/r09Za+5nID5j/C0x8eNFD9ffPBBx+YTZBkBAjShk6k64S6/4GiE+0DBgxI+5/Ymf8I79FHH7X7pWHDhq6d/0pnBAjSyqpVq+SUU06xHyxaLr74YusT4HTF/Ed2e/fulQoVKtj9Mm7cOLMJUgABgrSjiwv1VU9wiJx88smybNkys2nKY/4jvJEjR9r9ogtMjxw5YjZBCiBAkJb0dYZuxBg8L6Jf67z33ntm05TG/Ed2Bw8elGrVqtn98tprr5lNkCIIEKQ13XhRN2D0P2x0XuSBBx5Im5/kmf/I7uWXX7b7pEaNGnLo0CGzCVIEAYK09+OPP8qpp55qP3S0XHjhhbJjxw6zacph/iPU4cOHpXbt2nafjBo1ymyCFEKAwBX27Nlj7dAaHCL6INIDiFIV8x/ZjRkzxu6TSpUqyf79+80mSCEECFxFt4b3nxmhpXjx4taph6mI+Y9QOq8V/IXdE088YTZBiiFA4DrTpk0LWYCm5b777ku5L3mY/wg1ceJEuz9OOOEEa1SJ1EaAwJX0rGxdfBYcIu3atbP2VkoVzH+EatKkid0feqAYUh8BAtf6888/pXPnziEhog/tJUuWmE3zHfMfoT7++GO7P3S3gXT4AAIECDzg3//+d8i8SLFixeTtt982m+Ur5j9C/f3vf7f7Qz/DRnogQOAJn376qZQrVy5kNHLPPfckbV6E+Y+AWbNmhYT71q1bzSZIUQQIPGPNmjXSqFGjkBBp06aNbNu2zWyacMx/BOjclL8vevXqZVYjhREg8BTdpK9Lly4hIaKrnRcvXmw2TRjmPwK++uoruy8KFSokGzduNJsghREg8CRdY5CRkWE/vIoWLWotYssPzH8EXHrppXZf3HzzzWY1UhwBAs+aMWOGlC9fPmQ0oq9QdDuNRGL+w+fbb7+19i7TftAw10+vkV4IEHjaunXr5IwzzggJkVatWiV0Ipf5D5+rr77a7odu3bqZ1UgDBAg8b9++fdK1a9eQEKlevbp8/fXXZtOYeX3+Qz9YmDx5stxwww326EO35HfTGfdeQoAAf9HXScHzIkWKFJE33njDbBYTr81/LF261NqevXv37tbBUMEh7S+6Ah3piQABguiahBNPPDHkAXfHHXfEbV7EzfMfuvJ/5syZ8sgjj0iHDh1CzmnJqegoRM90QXoiQADDhg0bpGnTpiEPuhYtWsiWLVvMplFz0/zH+vXrrZ2O9cMDnUcKXu2fU9FTI9u2bSsDBw6U999/X3799VfztkgjBAgQhp5Dcf3114c8/KpWrWqtW3Aqnec/dAS2aNEi66zyq666KuTI2dxKzZo1rXU3zz77rBWY6fTvjLwRIEAu9MGXmZlpPxALFy4s//nPf8xmEUmn+Y+dO3dar5b69+8vrVu3ts5VMcPBLDp/dOaZZ0rv3r1lwoQJsmnTJvO2cBkCBMjDnDlzpGLFiiEPy1tvvTXqs7pTef5j1apV1gcDupjPPB44p6KjqI4dO8qjjz5qzR3pKn94CwECREC32GjWrFnIA1R3kP3ll1/MpjlKlfkPfT03d+5cGT58uDUS0sObzHAIV+rXry89e/aUV199lc9uYSFAgAgdOHDAeoAGP1SrVKki8+fPN5tmk8z5D52onjRpktx9991y9tlnW3tOmeFgFt3aRT8c6Nevn0yZMkW2b99u3hYgQIBovfDCCyHzIvpA1rUOucmv+Q89V1y3CHn++eet1d21a9fOFg7hSuXKleWKK66wXq0tWLAg6tdz8CYCBHBAXwFVqlQp5CF80003ycGDB82mlkTNf+zevVumT58ugwcPlgsuuMA6zc8MB7Po2ovGjRtb61vGjh1rbXMPOEGAAA5t3rxZzjnnnJCHs/5//fumeM1/6MNeH/r68NcQ8G8HklvRUNFw0ZDRsNHQAeKBAAFioCMOHXkEP7B1ZKIjFD+n8x/6GklfJ+mIRV8v6WsmMxzCFX1tpXt76WssfZ2lr7WARCBAgDjQOZDgyWmdI9G5EhXp/IdOVOuEtU5c6wS2TmSb4WAW/TV1YlwnyFnZjfxGgABxol9j6VdZwQ94/Wrruuuus/9/8PyHfgqrn8TqzrT6iawZDuGKfnKrIaSf4OooRz/JBZKFAAHiSNeF6PqQ4Ie+rl73/+8777zTWnynr7LMcAhXdFGfLu57/fXXrcV+QCohQIA407kLXaluhkFeRbcL0W1DdPsQ3UZEtxMBUhkBAiSI7pmlhyWZQeEvuiFh586drQ0KdaPCeG0ZD+QXAgRIIN263B8Yej6Gbn0+btw4ayt0IN0RIEACnXbaaXaARLLlCZBOCBAgQXQOw/8KS4/H1b20ADchQIAEmTZtmj36OO+888xqIO0RIECC6LGt/gC57777zGog7REgQIK0adPGDpAPPvjArAbSHgECJIB+kluiRAkrPHTDw61bt5pNgLRHgAAJsHjxYnv0UadOHbMacAUCBEiA5557zg6Q7t27m9WAKxAgQAJcc801doDkdVohkK4IECABatasaQfI999/b1YDrkCAAHG2ceNGOzyiOUAKSDcECBBn7777rh0gF198sVkNuAYBAsRZ79697QB55JFHzGrANQgQIM6aNWtmB8jMmTPNasA1CBAgjvbu3Wudh67hkZGRIX/++afZBHANAgSIo1mzZtmjj6ZNm5rVgKsQIEAcDRs2zA6Qu+66y6wGXIUAAeLokksusQNETx4E3IwAAeLk2LFjUq5cOTtAOLYWbkeAAHGyfPlyOzyqV69uVgOuQ4AAcfLqq6/aAXL11Veb1YDrECBAnPTs2dMOkGeeecasBlyHAAHipF69enaAfP3112Y14DoECBAH27Zts04e1PAoXry4dSIh4HYECBAHU6ZMsUcf559/vlkNuBIBAsRBv3797AAZMGCAWQ24EgECxEGLFi3sAPn444/NasCVCBAgRgcPHpSiRYta4VGgQAHZsWOH2QRwJQIEiNFXX31ljz4aNGhgVgOuRYAAMXryySftALn55pvNasC1CBAgRldeeaUdIG+88YZZDbgWAQLEqHLlynaA/PDDD2Y14FoECBCDNWvW2OFx4oknmtWAqxEgQAzGjh1rB0inTp3MasDVCBAgBv/85z/tABk+fLhZDbgaAQLEoFGjRnaAzJ0716wGXI0AARz6448/pGDBglZ4FCpUSPbv3282AVyNAAEcmj59uj36OOecc8xqwPUIEMChwYMH2wFyzz33mNWA6xEggEPt27e3A+T99983qwHXI0AAB44ePSqlSpWyA+TXX381mwCuR4AADnz77bd2eNSuXdusBjyBAAEceOGFF+wA6datm1kNeAIBAjigoeEPEA0TwIsIEMCBk046yQ6Q7777zqwGPIEAAaL0yy+/2OGhE+k6oQ54EQECRGnixIl2gFxwwQVmNeAZBAgQJV006A8QXUwIeBUBAkRJty3xB8hnn31mVgOeQYAAUdANE3XjRA0P3Uhx9+7dZhPAMwgQIApffPGFPfpo3LixWQ14CgECROHf//63HSC33367WQ14CgECREGPrfUHiB5nC3gZAQJEoXz58naArF271qwGPIUAASK0atUqOzyqVKliVgOeQ4AAEXr99dftAPnHP/5hVgOeQ4AAEbrpppvsAHnqqafMasBzCBAgQg0aNLAD5KuvvjKrAc8hQIAIbN++XY4//ngrPIoWLSqHDh0ymwCeQ4AAEfjoo4/s0UfLli3NasCTCBAgAhdeeKEdIJdeeqlZDXgSAQJEoHr16naA6Kus5557zmwCeA4BAuTh8OHD1ryHP0D8ha3c4XUECJCHr7/+2g6NYsWKhYRIr1695NixY+YlgCcQIEAeRo4caQdG9+7d5bLLLgsJkeuuu84apQBeQ4AAebjqqqvssPjPf/4jR44csYIkOER0k0U9KwTwEgIEyEO1atXsoFixYoX19/S1VZ8+fUJCpFWrVvLHH38YVwPuRYAAYezdu1cmTZoknTt3tgOiZMmS2eY7hgwZEhIiTZs2ld9++y2kDeBWBAjwly1btlivqDp27Bj2qysdiYQzatQoKVCggN2uXr16smHDBrMZ4DoECDxNt2jXz3HLli2bLTCCS+HCheWNN94wL7e98847kpmZabfXdSN6b8DNCBB4ir6Cmjt3rtx///1Sp06dbEERXJo1a2a9olq6dKl5m7A+/vjjkM98TzzxRFm0aJHZDHANAgSut2/fPpkyZYrccMMNUqFChWxBYZZChQrJW2+9Zd4mIhpOpUuXtu9VqlQpmT17ttkMcAUCBK6kE9l6AJSu2TAX/wUXfdh37dpVRowYIVWrVrX/vr6OGj9+vHnbiCxZskQqVqxo36tIkSJWgAFuQ4DANX766Sd5/PHHpUWLFiGT2mapWbOm3HXXXTJz5syQbdnXrVsndevWtdvpPV588cWgXyFyP/74o9SqVcu+V0ZGhowZM8ZsBqQ1AgRpbcuXX8qYBx+UBvXqZQuK4NKkSRNrslxHB7nZunWrnHHGGSHXDhs2zGwWkU2bNoUcQqWBpKvaAbcgQJBedLX3Rx/p+bJysFIlmZT1YL4pq1Q1AkNfQbVr1876xHb9+vXmXXK1a9cuaxQTfL977rkn2xqQSPz+++9y1llnhdxr0KBBZjMgLREgSH1ZD2EZPVrkiitEihfP+lN7nF2+zCoDssoZx/kW+l1zzTXy9ttvx7wiXCfeL7nkkpAHf8+ePa1tTKK1Z88eadOmTci97rzzTjl69KjZFEgrBAhS088/izz5pEirViIFC4aERnBZV726zPrnP2Xx9Oly8OBB8y4x0Q0Sr7322pAH/+WXXy4HDhwwm+ZJr9Frg++l92YTRqQzAgSp46uvRAYMEDn11GxBEVIaNRLR10D5sMZCRwk6Wgh+8OtoQkcV0dLRi45igu+lq951tAOkIwIEPl98IdKnj0jjxiIVKohkZoqceKLvYd27t8icOeYVsdOf5KdNE7nlFpEqVbIHhb9kZEjWU1vkmWdE1q4175IvdN4i+MGv8xo6vxEtnUfR+ZTge+l8i867AOmGAPG6NWtE2rXL/tAOV9q29bWPxY4dIvo5a+fOIiVKZP81/EXrrrpKRBf07dxp3iUp9AsqPc7W/+DXL6z0Sysn9Muu4BDRL79+27rVbAakNALEy/SVkY4yggNi4kSRX34R0fmEX38Vef/90IDR9gsWmHfKnY4a9PPV88/3jSbMsPCXqlV9o5FPPvGNTlLQm2++aa3p8D/4da2HrvlwQteY+NerZGSVbnXrys5168xmQMoiQLxKQ6JiRd+DO+unausBnxt9faTttH2lSr5wyc3XX4sMHChy+unZgyK4nHaayEMP+cIsTeiqcl1d7g8RXXWe1/qSnIwbN8765Pi8rPvcl1U+rVZNjvx15giQ6ggQr7r88sBD/IEHzNrwtJ3/Gv2kNhwdPVSvnj0o/EW/qGrdWuSpp3xfWqUp3d9K97nyh4huiaL7YDnx5dSp0q9YMZmYdZ9ftY/KlxdZuNBsBqQcAsSLli8PjCZ08jrS10Xazj/ZrdfrfUwaDmZo6NqNK6/U9z8i27ebV6Qt3WlXd9z1h4juuaU78jqxbd482VymTKDPSpYU+fxzsxmQUggQL9JPYP0Pqv79zdrcaXv/tf/6l1kr8uyzvnCpXNlaLS76QHXxWeErV660zv7wh4i+jtKzQRz57jvf60F//xYpIjJ5stkKSBkEiBe1bBl4SH32mVmbu+nTA9fqaCOcvXvNv+NqulWKnkLoDxGdGNctVBz56SeRk04K9LF+dJDLQVZAMhEgXqRfO/kfUHlNhpt08t1/rc51wKLbx+t56MGf5j7yyCNms8hs3hy6mFJHdDpnBKQYAsSL9NWI/+EU6fyHn76O8l9btKhZ62m6/1arVq1CQqRPnz6ONmG05orOPjvQ11p0lT6QQggQL4olQLS9/9pixcxaz9ufFbCdOnUKCZHu3bs72oRR/vwz+yLPf/5T91cxWwJJQYB4Ea+wEko3SOzWrVtIiPS47DI55ORjAl3QqV+wBYdIly4iQQdhAclCgHhR8CT6jBlmbe500t1/bU6T6LBeW/Xq1csKj/JZ5bKsMi6rv47s3m02zZuOXm68MTRELr7Ycx8rIPUQIF6kK8T9D6Jo36vn9RkvQvx78GC5JKuvHs0qc7LKkTPPFNm2zWwWmb59Q0OkefOU2ScM3kSAeNGyZYGFhPo6K9JzNLRdXgsJkc3C556TmQUKyH7/g79+fZGNG81mkfn3v0NDRHdL3rLFbAXkCwLEqzp1in4UEjz6yGkrE4R1eOzY0I0ka9QQ+eEHs1lkXn459JCtOnWSts09vI0A8Srdhty/E6+OJvJa+Kb1/lGLbsKok+mIzn//6/v02f/g13NXFi82W0VmwgSRQoUC99KRJCNC5DMCxMvmzxc54YTAQ0g/GZ00yfdlln7lo69GdCuN9u0DbXSjvzTaOTfl6MFcpUsH+rNUKeeHdX36aegZ8fp7Ge1W+0AMCBCvW73ad06H/yGUW9FTAdN4B92U8c03vtGHv191VKKjEyf0h4CyZQP30oO4ov2yDnCIAIGP/hTcq5dvUlZHGfq+Xv+q53ncdZfuX25egVjo/EfNmoEHv/a3nr7oxNKlvs0r/fcqXFjko4/MVkDcESBAsuiXWKecEnjwFyjg283YCR0Z1q4duJfeF0gwAgRIJl0TomtDgl8VDh5stoqMftigI0i9hx4NDCQYAQIkm65ONw/i0teGTjZh1I8fdF7LybVAlAgQIBXoPlmXXRYaIt266cZaZksgZRAgQKrQPa+6dw8NkUsvdfWJjkhvBAiQSvTVU58+oSHSqpUeNmK2BJKOAAFSkZ5mGBwiTZrosYdmKyCpCBAgVT3/vO/TXn+I1KunB7CbrYCkIUC8Ttci6CpoDihKTe+8I5KZGQgRPcRr5UqzVWS++ML3eqxxY99KeL2v7oemn/727u18SxV4FgHiZXqWhH8bDF2FjtT08ce+44P9IVKtWuRb8Ks1a7IfjZtTadvW1x6IAAHiZbpxov/B0aGDWYtUMneuSJkyvt8rHTlEepCUbnzp33XZHxATJ/oWHWoI6caZ778fGjDank0ZEQECxMvuvTfw0OB0wdSn27XffLPIBx+YNeFpSOjW+/r7q1vxjxxptgj1zDOBLfsrVfKFC5ALAsTLzj03ECC6NTjc5fLLA7+/Dzxg1oan7fzXcGgY8kCAeJUuTtNdW/VBoafbsc7AXXS04h9N6DHEBw6YLcLTdhxbjAgRIF41b17gJ03dsh3uMmhQ4PdXjyKORvDRxbzaRC4IEK8aPjzwkLjtNrMW6a5ly8Dv72efmbW5mz49cK1u8gjkgADxquCN+5weZITUpWek+39/o50M18l3/7W67gTIAQHiVcFHqnJMrfsUKRL4/Y10/sNP58f81+pxu0AOCBAv+vHHwANCP9eE+8QSINref60uYARyQIB40ejRgQcEn2q6E6+wkA8IEC/SxWj+B8SIEWYt3CB4En3GDLM2dzrp7r+WSXTkggDxolNPDTwg/vc/sxZuMHBg4Pd4wACzNnd8xosIESBes2NHYItwfU8ezaZ8SB/LlgUWEurrrEh/n7UdCwkRIQLEa6ZODfx02by5WQs36dQp+lFI8OiD+THkgQDxmG0PPST7/Q+I++83q+EmmzYFduLV0cSoUWaLUFrvH7XoJow6mQ7kggDxmEfOP1/uy3pAPJdVfp0yxayG28yfL3LCCYFRhW7brtv465dZeojYli0ikyeLtG8faFO+vG8beCAPBIiHHD58WIoXL571jDhOymX9pLmDM7a9YfVqkawfHOyAyK20acPCUkSMAPGQRYsWWeGhpW7dumY13E6PrNWTJ/UIWx1lZGT4/qqbad51l8js2eYVQK4IEA959tln7QDp0aOHWQ0AUSFAPKRLly52gLzyyitmNQBEhQDxkBo1atgBspzv+wHEiADxiA0bNtjhUbZsWTl27JjZBACiQoB4xPjx4+0A6dChg1kNAFEjQDyiV69edoAMHTrUrAaAqBEgHnHmmWfaAfL555+b1QAQNQLEA/7880/JyMiwwiMzM9P6/wAQKwLEA3TE4R996EgEAOKBAPEAnfPwB4jOhQBAPBAgHqBfXfkDRL/GAoB4IEBcTtd76LoPf4DoehAAiAcCxOV0xbk/PHQlOgDECwHicp999pkdIF27djWrAcAxAsTlDh48KDfeeKO0bNlSVq5caVYDgGMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCJAY+RfpaYmUk2siMW/ePLn33nuladOmUqlSJWvr9tKlS0v9+vWlR48eMnnyZDly5Ih5GQA4Et8nmAc5CQMn1+Rm9erV0rZt25D75lRq1aolU6ZMMW8BAFGLzxPMw5yEgZNrcqKjjnLlytn3a968uYwZM0bWrl0r+/btkx07dsiiRYukf//+UqFChbj9ugDAkyRGTsLAyTXhrF+/XsqXL2/dp0CBAvL888+bTUJomFx//fUx/7oAoHiSxMhJGDi5Jpzgcz700KhIPfjgg+bfAoCoxfYEg6MwcHKN6dtvv7XvofMaTI4DyG/On2CwOAkDJ9eYBgwYYN9jyJAhZjUAJJzzJxgsTsLAyTWmFi1a2PeYPXu2WQ0ACef8CQZLcBg4KU5VrVrVvseWLVvMagBIOOdPMFjMQIi2OFWkSBH7HgcOHDCrASDhnD/BYHESBk6uMREgAJLN+RMMFidh4OQaE6+wACSb8ycYLE7CwMk1JibRASSb8ycYLE7CIPialStXymOPPSatW7eWGjVqWBsg6tYkGhC6svzQoUPm5RY+4wWQbJE/9RBWrAGSV2nWrJns2rXLvIUsWbLEblO7dm0WEgLId5E/9RBWrAFyyimnWBsdTps2TX788UdrA8StW7fK+PHj7XmO22+/3byF5eKLL7bvo6OYSOmvBwCxivyph7BiDZDczJgxw2pTsWJFs8qybt06eyfeggULyksvvWQ2CbFz507p3r17nr8uAESCJ0mMIg2DYJFes2fPHqtNsWLFzCrbnDlzpGzZsvb9WrZsKWPHjrXCZf/+/VZoLF68WAYOHGgdMhXJrwsAkeBJEqNIwyBYpNfMnTvXanPWWWeZVSH01ZdOwgffN6ei8yUffviheQsAiFruTzDkKdIwCJbXNdu3b7ce8vqw13M+In3ga+Dcfffd0qRJE+vwKP2iq1SpUtY8ix5pq/dhsh1AvIR/giEpzNFCgwYNOH4WQMoiQFKIGSC6XYkeGqWf7AJAqiFAUpAePauhoZ/bFi9e3HoVNWvWLLMZACQVAZLipk6dao1GdEEhAKQSAiTF6ae4GiC5fcoLAMlAgKS4yZMnWwGiX2QBQCohQJKsYcOGMnz4cFm4cKFs3rxZDh8+bC0g1DmQQYMGSdGiRa0AGTp0qHkpACQVAZJk5pdX4Uq3bt2sYAGAVEKAJNny5cvl4YcflubNm1ubJ2ZkZEiJEiWsxX89e/bk6ysAKYsAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcIQAAQA4QoAAABwhQAAAjhAgAABHCBAAgCMECADAEQIEAOAIAQIAcOT/AVFEDm25/kqnAAAAAElFTkSuQmCC)
PN: 2223-1-86
CAS: 942999-92-0
Molecule Weight: 240.299
Formula: C13H20O4
![6-(Methoxycarbonyl)spiro[3.3]heptane-2-carboxylic acid](data:image/png;base64,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)
PN: 2223-1-42
CAS: 10481-25-1
Molecule Weight: 198.218
Formula: C10H14O4
![Methyl 4-(hydroxymethyl)bicyclo[2.2.2]octane-1-carboxylate](data:image/png;base64,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)
PN: 2229-1-65
CAS: 94994-15-7
Molecule Weight: 198.262
Formula: C11H18O3
TSCA: Not listed on TSCA inventory