| Product Number | 2223-1-71 |
| CAS | 39590-04-0 |
| MDL Number | MFCD00275730 |
| Molecular Formula | C9H14O4 |
| Molecular Weight | 186.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2223-1-71
CAS: 39590-04-0
Molecule Weight: 186.207
Formula: C9H14O4
PN: 2223-1-0H
CAS: 96382-85-3
Molecule Weight: 172.18
Formula: C8H12O4
![4-(Methoxycarbonyl)bicyclo[2.1.1]hexane-1-carboxylic acid](data:image/png;base64,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)
PN: 2223-1-76
CAS: 141046-52-8
Molecule Weight: 184.191
Formula: C9H12O4
![Dimethyl bicyclo[2.1.1]hexane-1,4-dicarboxylate](data:image/png;base64,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)
PN: 2223-1-84
CAS: 42145-38-0
Molecule Weight: 198.218
Formula: C10H14O4
![4-(Methoxycarbonyl)bicyclo[2.2.1]heptane-1-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACHAAAAhwAFgMsGhAAACE3pUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPi978loQ4pawMBi2BtYN9G4qtpAZbKrLz9u93stMmTjIH25x0d8+ddDpr9rCvSthqVxfWpERQTkCbzOaFWafk99uP0Zg8zGcZOqGjqVPy3jQfU8Z2ux3N3nWl9tbQzFaks0/3ddHz2QXUujWTnAv25+X5tWVGhakbZTKNVF1M61b5bDPVtKv4TwpWKbctDOvcWeW2XbS/kvuX032dk9NevqPtEVFYFaWGlXWVamArOcWXf4O1NtqpRuewPKA6oCHufT57ebLZptKmwaGPUGSqfG3cJkNFZUudbTAYDn4+paQSCKjGVo/OqQP4kVcrAUqCCkCFoCJQMagE1BjUBJTg+KFdoINADxFivUvtE74dPjSuGhbQff1nAQsslkxJQINICjgKSbkYh8BpPA6Ti1lfecmFPAgvbB1A4IBpIprECIdUShRYneg0E3QiWiFCFCNOg0kUwAjnsZfH+dGMs8R7SZpwb8VQyUliAdlXBeezpTX52RCKPCVLQdrS/tKrWh6rS8C6XDtsWB/Au54Dsg/4sxgGgj7gT+4LkLeA8AqIhjNEfcB3xTAQ9wHfQ8NA0gd8xw0D4z7g+3MYmPSBtpuHCW+/2PZdRFwty6sGEXmd5R4SXGe501Ti4sy7P/gOE91gbrYWO+t89nnP4PDqDmJnFxTDa3n+D7+Tr2p9KGbdAAA3/klEQVR4Xu3dC7hV0/7/cd3v93KL7jckhZATEikcclxScumX1LkIJw8HHSQpOehEqSNOJ5fc+vPLQUgXP3FIUuimVEqJSve7+v7Xd+2zd3uPuVZ777XmGmvOMd+v5/k+D3vPsdZuzbXGZ+855hjjMAEAIAWHmV8AAKAoCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQAEBKCBAAQEoIEABASggQIALWrFkjY8eOlSuvvFKOO+44qV27tpQuXVqqVasmjRo1kq5du8rQoUNlyZIlZtMCDjvssLwqrnTaIpg4k4DD1q9fL7fccouUK1euQAd+qGrfvr1Mnz7dfKi4dEIgnbYIJs4k4Kj58+dLvXr1PAFR1EqksO8fSjptEUycScBBX331lVSuXLlAp61/WYwaNSoeLPqXyb59+2TTpk3y3Xffyf/+7//K3XffLc2aNTtkJ59OCKTTFsHEmQQcs3Xr1gJBoOMd77zzjnlYUh999JGce+655pfj0gmBdNoimDiTgGMGDhyY11HXrFlTli5dah6SsnRCIJ22CCbOJOAQ/eujevXqeR31pEmTzEPSkk4IpNMWwcSZBBwyceLEvE66ZcuW5rfTlk4IpNMWwcSZBBzSr1+/vE764YcfNr+dtnRCIJ22CCbOJOCQNm3a5HXSOhjut3RCIJ22CCbOJOCQunXr5nXSa9euNb+dtvwhkE7BDZxJwCHly5fP66R37dplfjttZhCkWnADZxJwCAECmziTgENsXsIqrnTaIpg4k4BDGESHTZxJwCF9+/bN66TDdBvvokWLZNiwYdKhQ4f4ApBlypSRWrVqyQUXXCCvvPKKeTgCwnsmAYRWWCcS5v9eourRo4fs37/fbIYs855JAKEV1qVM2rZtG18peN68ebJt2zb54Ycf5KmnnpIqVarktRk5cqTZDFnmPZMAQu2ee+7J63TDvpjiuHHj8tq0atXK/DayrOhnEkAobNmyRZo2bZrX8epy7lOmTDEPS0oH3zt27Gh+OS6VEMiVStt169bltdFblBEsRT+TAEIj2YZSo0ePjm8otWHDhviGUps3b45vKDV58uT4Xy5B21BKf87cNscee6z5bWRZ0c8kgFDR8QTtdPN33MWpRAr7/qGk0jb/TQG6UCSCpehnEkDo/Pzzz9K/f38pV66cJyCS1dlnny3Tp083HyoulRDIVZy2P/30kzz33HPxW3n1+BNPPDH+1wiCpfAzCSD01qxZI2PGjJHLL79cmjdvHu+YS5cuLVWrVpVGjRpJ165d4/MwChtwL04ImIrSNv8xWk2aNJGhQ4fKzp07zUMRAMnPJABYZgaIDpx36dLF99uR4Q8CBEDg/PjjjzJt2jTp3LlzXph069ZN9u7dax6KLCJAAARanz598kLkvvvuM7+NLCJAAASa3macGyD169c3v40sIkAABNqePXvyAqRs2bLmt5FFBAiAQNOVenMDhMmEwUKAAAi0a6+9Ni9AevfubX4bWUSAAMgqnSQ4fPhwmT17dny+ii6xsmnTJvnggw/kt7/9bV546NIsy5cvN5sjiwgQAFmVGxCHKt2qd9asWWZTZBkBAkTML7/8Yn4pq5YsWSKPPvqodOrUKT7zvGLFivEJhBoaF154YXxfEN0jBMFDgAARopPx9Df60047TXbs2GF+GygWAgSIiPzzKbTeeust8xCgWAgQICJ0j5D8AfLqq6+ahwDFQoAAEUGAwG8ECBARBAj8RoAAEUGAwG8ECBARBAj8RoAAEUGAwG8ECBARBAj8RoAAEUGAwG8ECBARBAj8RoAAEUGAwG8ECBARBAj8RoAAEUGAwG8ECBARBAj8RoAAEUGAwG8ECBARBAj8RoAAEUGAwG8ECBARBAj8RoAAEUGAwG8ECBARBAj8RoAAEbE8FiAdY8GRWzMJEKSJAAEiYkssQCbHgiO31hAgSBMBAkRFLEAkFhx5RYAgTQQIEBUECHxGgABRQYDAZwQIEBUECHxGgABRQYDAZwQIEBUECHxGgABRQYDAZwQIEBUECHxGgABRQYDAZwQIEBUECHxGgABRQYDAZwQIEBUECHxGgABRQYDAZwQIEBUECHxGgABRQYDAZwQIEBUECHxGgABR8fXXBAh8RYAAUbF5s0iFCjnhUaKEyJdfmkcAxUKAAFEydapIr14iEyaY3wGKjQABAKSEAAEApIQAAQCkhAABAKSEAAEApIQAAQCkhAABAKSEAAEApIQACapFi0QeflikY0eRhg1FKlXKKf3vc88VGTZMZOFCsxXgxXsJGUKABM3q1SLXXZez1ET+dYsSlR7Ts6fIqlXmowC8l5Bxh5lfQBZ99pnI4Yd7P9yFVZ06OW2BXLyXYMFh5heQJXPmiFSsWPDDfP75IuPHiyxbJrJtm8iOHSLffZezjlHnzgWP1bb6GADvJVhCgATBli0ijRsf/ABXqyby9tvmUV5TpohUr36wnT6GPhaii/cSLCJAguCuuw5+cCtXFpk/3zwiOT1WB0Rz2999t3kEooT3EiwiQLJt69aCv/k984x5ROGefvpge30svUSB6OG9BMsIkGx78cWDH9hGjUT27zePKJy20Vsycx9HHxPRw3sJlhEg2da378EP6+DB5neL7oEHDj5Ov37mdxEFvJdgGQGSbW3aHPywzphhfrfopk07+Dj6mIge3kuwjADJtqOPPvhhXbvW/G7RrVlz8HHq1jW/iyjgvQTLCJBsK1/+4Id11y7zu0W3c+fBx6lQwfwuooD3EiwjQLLNrw+9tuVDH228l2AZAZJtXHaAX3gvwTICJNsY+IRfeC/BMgIk27J96+XixSL/8z8id94psn69+V2ESbbfS4gcAiTb8k/+0vWHUp38pRPHch+nOJO/2rY92E5nHo8YIbJ3r3kUwiDb7yVEDgGSbbr8hC54l/uBffZZ84jC6ZIV+UNAH7OoTjrpYNvcat48Z3E9hEu230uIHAIkCPTyUe6HtkoVka+/No9ITo/VRfNy2+tiesXx+eciTZt6Q0TrootEliwxWyDIsvleQuQQIEGweXPB9Ydq1BB5913zKK/33ss5NredXnrQxyquPXtEHnlEpGpVb4iUKSMyYEBqjwv7sv1eQqQQIEExe3bOPff5O+8LLsjZ8Ec3/tm+PWcToOXLRZ5/XqRLl4LH6hwAfYx0/PSTyI03ipQs6Q0S3alOV2pN5bo67ArCewmRcJj5BWTRJ5+I1K7t7bwLK22jbf3yxRci7dt7n0erdWuRmTPNFsi0efNEXnopp+MviqC8l+C0w8wvIMu+/17kmmtESpTwfrjN0mO6dxdZudJ8FH9oh1Wvnvd5ta66SmTFCrMF/LZ6tUjPngdfd92atqiC9F6Ckw4zv4CAWLhQZOhQkQ4dRBo0yNmnWqt+/ZyvPfSQyIIFZiv/6bpIgwZ599jW0ksd996bc0kE/tLlRHQ+Rv4dArXKljWPLFxQ3ktwDgGColm1SqRHD2+IaB1zTM61dPjj5ZdzOnfzddb661/No4GsIUBQPLNmiZxyirdj02rXjsHXdMydK3L22d7XVUvn66SzPAmQAQQIik/vxNJJakcc4e3o9Fp6r17pLeYXNT//LNKnj0ipUt7XUwe1x44V+fVXsxWQdQQIUrdlS87ENb0ub3Z8OolNr7vrHBMkpkvGPPpowdnjuaXzb267TWTTJrMVEBgESBS88orI8OE54xiZsHSpyKWXejtBLZ2Q9vrrZgu89ZZIs2be10tL52XoIpdAwBEgrvt//+9gx6R33ugdVXpnVSZMnSpy/PHeDlGrY8fiLavhqkWLRDp39r4+Whoob79ttgACiwBxnS5RYnZUOrdj4kTzSH/s2yfyxBMiNWt6nnd/6dKy7I9/lJ0bNpit3KeXom69NefSlHk+dNHCxx5jFWSEDgHiOt3jI/+S7flLZ5vPmWO28MfGjSKxsJBYaOQ+39JYTYjVbTVqyIuxkNmnYeM6HfweMybxrHAdNL/pppxBdCCECJAo0LumdB0rXc/K7MR03avevXPWwcoEvWx13nmyPfZc78fq/lidH6uKsTruuOPk/fffN1u4Y/p0kVatvK+5lt6u++WXZgsgVAiQKNHVVXVl3USXUXQlXr3claG7pra88YZMbNxYros9V+NYHZavLrnkEvn222/NJuGlixRecYX3NdbSmeB6UwPgAAIkinSPD93rw+zctHRvkDffNFv44tdYOD0/bJhUrVKlQIBolS1bVu644w7ZorcGh9W2bSIDB4qUK+d9XXVJEt1mVpcoARxBgESZ7jrYooW3s9Pq1ClnDaUM+PHHH6VXr15SsmRJT5AcccQR8uyzz8r+MC0bf+BAzlLpRx/tfR21rr02Z1FEwDEESNTpnT+6D7reCWR2fDoA3r+/yC+/mK18MXv2bDnzzDM9IaJ18skny0cffWQ2CZ7//Efk9NO9r52W3rzA0uhwGAGCHHq3Vr9+iZfTqFVLZPTojC2n8cILL8gxxxzjCRGt7t27y/e6LHnA7FqzRrZfd13ipdKPOkpk/Picv0wAhxEgKGj+/Jwlvs1OUatlS5Fp08wWvtixY4fce++9UqFCBU+IVKxYUe6///74Mdm2Z/dueX3IEBlTubLMMV8fHfu4+26RrVvNZoCTCBAk9tprBffWzl+/+13O1qgZsHLlSunWrZsnRLTq1asnEzM1AbIIJk2aFHtJGsppsZ/ltli9Fqs1ua/JZZdl7DUBgooAQXKx37Yl9tu2xH7b9oRIhn/b/vDDD6VNmzaeENFq3769zMnUBMgE5sf+KusQ+6ss9/nrxKprrIbH6ovYX2UHMvRXGRB0BAgKt2aNSBau9+udWOPGjZM6dep4QkTv4Ordu7esW7fObOab9evXS79+/aRUqVKe5z+rVi2ZOXq0HMjQuBAQBgQIii5Ldxxt3rxZbr/99vhcEbMjr1q1qgwfPlz2+DgBcu/evTJixAipXr265/lKly4t/fv3l00ZujMNCBMCBMVTyJyH9ddeKzsyNOdhyZIlcvHFF3s6da0mTZrI5MmTzSbFNmXKFGnRooXn8bU6deokCzM0NwYIIwIEqUkw63p3rKbH6uFKlWTi4MGyK0Ozrgvr5BcsWGA2KZSG00UXXeR5PK2mTZvKmxmanQ+EGQGC9ORb92lRrJ6J1f/EqnmsGjRoIK9kaN2n3MtMNWrU8HT4uZeZfinCZSa9PDZgwAApU6aM53H08tgjjzzi6+UxwCUECHyxb/p0+b9WreSeWMfbIVZl8nXE55xzjnyZoZVnDzXQXatWLRk9erT8mmCgWwfon3766awN0AMuIEDgG70jaeqYMdK6dm1Pp6wd/E033SQ/Z2jvC/NW2/zVsmVL+eCDD/KO1VuEW7du7TlOy/YtwkCYESDw3aZNm+TWW29NeFlI72x67LHH4pegMiF3sp/5vFoXXHBB0nGObE9SBMKIAEHGLFq0SDp37uzprLWaNWsmb2do/+/du3fLkCFDpHLlyp7nNUuXSRk0aJDszNQ+8YDDCBBk3FtvvRUPDLPz1urSpYssXrzYbOKLNWvWxC9Jmc+ZWz169JBVq1aZzQAUEQECK/SS1aOPPirVqlXzdOR6qeu2226LX/ryiy4V365dO89zadWtWzccS8UDAUeAwCodRO/Tp0/Cu6Zq164tY8eOTXjXVFGtXbs2vllViRIlPI+vt/xqUKXz+AAOIkCQFXPnzpWzzz7b08lrnXTSSTJjxgyzSaGuvvrq+BwQ8/Gc2C4XCCACBFn18ssvS/369T2dvtaVV14pK1asMJskNGHCBE97rUsuuUSWLl1qHg7ABwQIsk7vgHrggQekUqVKngAoX768DBw4ULZv3242K+DBBx8s0K5x48by/vvvm4cB8BEBgsBYvXq19OzZ0xMiWjrw/dxzz5lN8uiSKfmP14mFADKLAEHgfPzxx3Lqqad6QkTrjDPOkE8//dRs4gmQb775xjwEgM8IEATSgQMHZPz48XLkkUd6QkTvsLr++uvj8zxyESCAfQQIAm3r1q3yl7/8RcqVK+cJEp1p/tBDD8VnnhMggH0ECEJh2bJl0rVrV0+IaOnaV7pjIQEC2EWAIFR0Vd0TTjjBEyJmESBA5hEgCJ19+/bJqFGjpGbNmp7gIEAAewgQhNbGjRvl5ptvTjj7PJWZ7ACKhwBB6Oke6CeeeGKBAGFTKCDzCBA4gbuwAPsIEDiBAAHsI0DgBAIEsI8AgRMIEMA+AgROIEAA+wgQOIEAAewjQOAEAgSwjwCBEwgQwD4CBE4gQAD7CBA4gQAB7CNA4AQCBLCPAIETCBDAPgIETiBAAPsIEDiBAAHsI0DgBAIEsI8AgRMIEMA+AgROIEAA+wgQOIEAAewjQOAEAgSwjwCBEwgQwD4CBE4gQAD7CBA4gQAB7CNA4AQCBLCPAIETCBDAPgIETiBAAPsIEDiBAAHsI0DgBAIEsI8AgRMIEMA+AgROIEAA+wgQOIEAAewjQOAEAgSwjwCBEwgQwD4CBE4gQAD7CBA4gQAB7CNA4AQCBLCPAIETCBDAPgIETiBAAPsIEDiBAAHsI0DgBAIEsI8AgRMIEMA+AgROIEAA+wgQOIEAAewjQOAEAgSwjwCBEwgQwD4CBE4gQAD7CBA4gQAB7CNA4AQCBLCPAIETCBDAPgIETiBAAPsIEDiBAAHsI0DgBAIEsI8AgRMIEMA+AgROIEAA+wgQOIEAAewjQOAEAgSwjwCBEwgQwD4CBE4gQAD7CBA4gQAB7CNA4AQCBLCPAIETCBDAPgIETiBAAPsIEDiBAAHsI0DgBAIEsI8AgRMIEMA+AgROIEAA+wgQOIEAAewjQOAEAgSwjwCBEwgQwD4CBE4gQAD7CBA4gQAB7CNA4AQCBLCPAIETCBDAPgIETiBAAPsIEITer7/+Kt27dy8QICNHjjQPA+AzAgShNmPGDGnVqlWB8Mit888/XxYsWGA2AeATAgShtHz5crniiis8oWFW6dKl5eabb5aNGzeaDwEgTQQIQmXbtm0ycOBAKVeunCcsSpQo4flabtWsWVNGjRol+/btMx8SQIoIEITGc889J0cffbQnHLR69uwpl112Wd7/lypVynOM1gknnCAffPCB+dAAUkCAIPA+/fRTOeOMMzxhoNW2bVv5+OOP48c9/fTTBb43bNgwadiwoaeNVteuXWXZsmXGMwEoDgIEgbVmzRq5/vrrE16aOvLII2X8+PFy4MCBvOOXLFlS4JiHH35Ydu/eLUOGDJHKlSt7HkMvg911112ydevWfM8KoKgIEAROOp1+/ktcXbp0yft6ccMIQOEIEATKpEmTkl520jGOwi47XXPNNXnHV6lSxTNofqjLYaeeemre5TAAhSNAEAjz58+Xc88919OpaxVn4NscB/nPf/5jHhKnA/J169b1PJeWDsivXr3abALAQIAgqzZs2CC///3vE941VatWrWLfeptoHCSZ7du3x28JLl++vOe5K1WqJA888IDs2rXLbAbgvwgQZIWGwt///nepUaOGp/NOd/JfsnGQZFasWCFXXnml5+fQql+/vrz88stmEwBCgCAL3n33XWnRooWns9byY/mRwsZBktFlUU466STPz6R19tlny9y5c80mQKQRILBGLy9dfPHFns5Zq0mTJjJ58mSzSUqKOg6SiC7MOHbsWKldu7bnZ9TLbH369JGff/7ZbAZEEgGCjNu8ebPcfvvtUrZsWU+nXLVqVRk+fLjs2bPHbJay4oyDJLNp0ya57bbbpEyZMp6fuVq1avLoo4/K3r17zWZApBAgyJj9+/fLuHHjpE6dOp5OuGTJktK7d29Zt26d2cwXxR0HSWbx4sXx9ubPr9WsWTN56623zCZAZBAgyIgPP/xQ2rRp4+l0tX7zm9/InDlzzCa+SnUcJJm33347Hhjmv0Wrc+fOsmjRIrMJ4DwCBL5auXKldOvWzdPJah177LEyceJEs0lGpDMOkoxesnrsscekevXqnn+bXuq69dZb45e+gKggQOCLHTt2yH333ScVKlTwdK76tfvvvz9+jC1+jIMko4PoN910U8K5Kzr4PmbMmPhgPOA6AgRpe+GFF+SYY47xdKZautXs999/bzaxwq9xkGS+/PLL+O295r9ZS3dJnD59utkEcAoBgpTNnj1bzjzzTE/nqXXyySfLRx99ZDaxyu9xkGReeeUVadCggec10NJdE3X3RMBFBAiK7ccff5RevXrF76QyO8zDDz9cnnnmmfgdWNmWiXGQZHTJk8GDB8eXQDFfE11BWJdM0d0UAZcQICgynauhmzTpb/NmJ6lzPO644w7ZsmWL2SxrMjkOkowuwnjttdd6Xh8tvaQ2YcIElo2HMwgQFMkbb7whjRs39nSKWpdccol8++23ZpNAyPQ4SDKffPJJfLdE87XSOv300zP61xBgCwGCQ/rmm2/kvPPO83SCWscdd5y89957ZpNAsTUOkoj+paEbVR111FGe1043trruuuviG10BYUWAICFdCfdPf/pTfGVcs/PTFXRHjhxptTNOlc1xkGR098S77747PhZivpa666Luvqi7MAJhQ4CgAA2FJ598UmrWrOnp7DRM/vCHP8T38AiLbIyDJPPdd9/Fd1U0X1ct3YXxtddeM5sAgUaAIM/UqVPl+OOP93RuWh07dpSvv/7abBIK2RoHSWbatGnSsmVLz2us1aFDh/jujEAYECCQpUuXyqWXXurpzLQaNWokr7/+utkkVLI5DpKMzlQfPXp0fNdF8zXXGe79+vWT9evXm82AQCFAIkxvub3zzjsTLrOuHe3QoUN9XWY9W4IwDpLML7/8Iv3790841qRrbo0YMYJl4xFYBEgE6SS/Z599Vo444ghPp6V3B91www2ydu1as1loBWkcJJmFCxdKp06dPOdDS3dvnDJlitkEyDoCJGJmzZolp5xyiqeT0mrXrp189tlnZhMnBG0cJJk333xTmjZt6jk3WhdddFE8DIGgIEAiYtWqVdKjRw9Pp6RVt25def75580mTgniOEgyetnwkUceie/WaJ4rXTZ+wIAB8V0egWwjQBy3c+dOGTRokFSsWNHTGZUvX17uvfde2b59u9nMOUEeB0lGd2vUXRsTrTmmuzzqvykIa44huggQh7300ktSr149T+ejddVVV8mKFSvMJs4KwzhIMrp7Y/v27T3nUKt169bx3R+BbCBAHPTFF1/IWWed5elscjucmTNnmk0iISzjIMnobo7JfiHQXSB1N0jAJgLEIT/99JPceOONXPJIIkzjIMlwSRJBQoA4IHfQtVq1ap5OhUHXg8I4DpLMoW6K0N0hXb8pAsFAgIRcYbd9Ll682GwSWWEeB0lGd3081G3ZumskkCkESEjpxLMLLrjA02loNW/eXN555x2zCST84yCJFDYxVHePdGliKIKDAAkZXfrilltuiV+aMjsLXfri8ccfZ+mLQ3BhHCSZqCxNg+AgQEJCF9976qmnki6+17dvXxbfKwKXxkGS0cUxdZdI832ipbtK6u6SgB8IkBDQa/e68ZDZGWjp8t/z5s0zmyAJF8dBknn//feTLs+vl/J27dplNgGKhQAJgURLrTdo0IANiFLk4jhIMnqJ7oknnki4QZhe0gLSQYCEQP7r9lqDBw/mt8c0uDwOkozuInn11VcXeB/pzpNAOgiQELjvvvsKfPAPHDhgHoJiiMI4SCJfffVVgX/3q6++ah4CFAsBEgIEiL+iNA6SHwECvxEgIUCA+C9K4yC5CBD4jQAJAQLEf1EcByFA4DcCJAQIEP9FcRyEAIHfCJAQIED8F8VxEAIEfiNAQoAAyYyojYMQIPAbARICBEhmRG0chACB3wiQECBAMiNq4yAECPxGgIQAAZIZURsHIUDgNwIkBAiQzInSOAgBAr8RICFAgGROlMZBCBD4jQAJAQIkc6I0DkKAwG8ESAgQIJkTpXEQAgR+I0BCgADJrKiMgxAg8BsBEgIESGZFZRyEAIHfCJAQIEAyKyrjIAQI/EaAhAABkllRGQchQOA3AiQECJDMi8I4CAECvxEgIUCAZF4UxkEIEPiNAAkBAiTzojAOQoDAbwRICBAgmReFcRACBH4jQEKAALHD9XEQAgR+I0BCgACxw/VxEAIEfiNAQoAAscP1cRACBH4jQEKAALHD9XEQAgR+I0BCgACxx+VxEAIEfiNAQoAAscflcRACBH4jQEKAALHH5XEQAgR+I0BCgACxx+VxEAIEfiNAQoAAscvVcRACBH4jQEKAALHL1XEQAgR+I0BCgACxy9VxEAIEfiNAQoAAscvVcRACBH4jQEKAALHPxXEQAgR+I0BCgACxz8VxEAIEfiNAQoAAsc/FcRACBH4jQEKAALHPxXEQAgR+I0BCgADJDtfGQQgQ+I0ACQECJDvyj4OUL18+9OMgBAj8RoCEAAGSHcOGDXOqwyVA4DcCJAQIkOwgQIBDI0BCgADJDi5hAYdGgIQAAZIdDKIDh0aAhAABYh+38QKFI0BCgACxj4mEQOEIkBAgQOxjKROgcARICBAg9rk2/qEIEPiNAAkBAsQuF8c/FAECvxEgIUCA2OXi+IciQOA3AiQECBC7XBz/UAQI/EaAhAABYpeL4x+KAIHfCJAQIEDscXX8QxEg8BsBEgIEiD2ujn8oAgR+I0BCgACxx9XxD0WAwG8ESAgQIPa4Ov6hCBD4jQAJAQLEDpfHPxQBAr8RICFAgNjh8viHIkDgNwIkBAgQO1we/1AECPxGgIQAAWKHy+MfigCB3wiQECBAMs/18Q9FgMBvBEgIECCZ5/r4hyJA4DcCJAQIkMxzffxDESDwGwESAgRI5rk+/qEIEPiNAAkBAiSzojD+oQgQ+I0ACQECJLOiMP6hCBD4jQAJAQIks6Iw/qEIEPiNAAkBAiSzojD+oQgQ+I0ACQECJHOiMv6hCBD4jQAJAQIkc6Iy/qEIEPiNAAkBAiRzojL+oQgQ+I0ACQECJHOiMv6hCBD4jQAJAQIkM6I0/qEIEPiNAAkBAiQzojT+oQgQ+I0ACQECJDOiNP6hCBD4jQAJAQIkM6I0/qEIEPiNAAkBAsR/URv/UAQI/EaAhAAB4r+ojX8oAgR+I0BCgADxX9TGPxQBAr8RICFAgPgvauMfigCB3wiQECBA/BXF8Q9FgMBvBEgIECD+iuL4hyJA4DcCJATyX6/XevDBB2X37t3mYSiiKI5/bNy4Ua6++uoC76Mnn3zSPAwoFgIkBC699NICH3ythg0bymuvvWYeiiKI0viHhqMGRc2aNT3voaFDh5qHA8VCgISAXrOvXLmypwPQ6tChg8ybN89sgiSiNP4xdepUOf744z3vGS0N0V27dplNgGIhQELi119/ldGjR0utWrU8nUGpUqWkX79+sn79erMZDFEY/1i6dGnCv1q1GjVqJK+//rrZBEgJARIyv/zyi/Tv319Kly7t6RyqV68uI0aMkL1795rN8F8uj39s2bJF7rzzTilbtqznvaH/Vr1ktWfPHrMZkDICJKQWLlwonTp18nQUWi1atJApU6aYTSBujn/s379fnn32WTniiCM874USJUrIDTfcIGvXrjWbAWkjQELuzTfflKZNm3o6Dq2LLroofs0fOVwc/5g1a5accsopnnOv1a5dO/nss8/MJoBvCBAH6GWJRx55RKpWrerpRMqUKSMDBgyQzZs3m80ix6Xxj1WrVkmPHj0851vrmGOOkeeff95sAviOAHHITz/9JL1795aSJUt6OpU6derEO1C93BFVLox/7Ny5UwYNGiQVK1b0nOPy5cvLvffeK9u3bzebARlBgDjoiy++kPbt23s6GK3WrVvLhx9+aDaJhLCPf7z00ktSr149zznVuuqqq2TFihVmEyCjCBCHTZw48ZAdzsqVK80mzgrz+EdhvxDMnDnTbAJYQYA4jkseOcI4/qGXJG+88UYuSSKwCJCIiPqga5jGP7gpAmFBgETMRx99dMjbPmfPnm02cUJYxj+4LRthQoBEUGETz3r16uXUxLMwjH8camJo8+bNmRiKQCJAIiwqS18EefxDl6a55ZZb4pemzHOgS9M8/vjjLE2DwCJA4Pzie0Ec/9DFMZ966qmki2P27duXxTEReAQI8rz//vtJl//u2LGjfP3112aTUAja+Me0adOkZcuWntdYi+X5ESYECArQ386feOKJhBsQ6QrAf/zjH2XDhg1ms8AK0vjHd999J7/73e88r6tWgwYN2CAMoUOAICHdAlXDItGy8RouGjJBuBRUmCCMf2zdulXuvvtuKVeunOe11I3C2KIYYUWA4JD0stV5553n6fi0jjvuuPhlryDL5vjHgQMH5F//+pccddRRntdO73a77rrr5IcffjCbAaFBgKBI3njjDWncuLGnI9S65JJL4gPxQZSt8Y9PPvlETjvtNM9rpXX66adn5S8hwG8ECIpMb+kdNmxY/Dd5s1PUW4HvuOOO+K3BQZGN8Q/9i+Laa6+N/4VhvkYaZhMmTIj/ZQK4gABBsf3444/xyYaJ1mjSyYk6STEIazTZHP/YtWuXDB48WCpVquR5TXTs45577pFt27aZzYBQI0CQMl325Mwzz/R0mFq6XIoum5JNtsY/Xn311fhdVOZroHX55ZfL8uXLzSaAEwgQpO2FF16IL8hodp5auoDj999/bzaxItPjH19++aWcc845nn+z1oknnijTp083mwBOIUDgix07dsSXhq9QoYKnM9Wl5O+///740vK2ZHL8Q2eI33TTTfEZ4+a/tXbt2jJmzJj4THPAdQQIfKWbVHXr1s3TsWrp5la6yZUNmRj/0DWpHnvssfgaVea/TdeyuvXWW+NrWwFRQYAgI3TbXN0tz+xotXR3vTlz5phNfOX3+Mfbb78dXxXX/Ldode7cWRYtWmQ2AZxHgCBj9E6scePGxXfPMztdvYOrd+/esm7dOrOZL/wa/1i8eLFceOGFnp9fS/ft+Pe//202ASKDAEHG6e55t99+e8Jl43XXveHDh/u6bLwf4x+bNm2SP//5zwmXWa9WrZr87W9/Y5l1RB4BAmu0Y9dd9cwOWatJkyYyefJks0lK0hn/0MHvf/zjH/HBcPNn1L+a+vTpE9+rHAABgizQ3fVatGjh6aC1dFe+BQsWmE2KJdXxjxkzZshJJ53k+Zm0zjrrLJk7d67ZBIg0AgRZoZd/RowYkfCOJl0BuH///inf0VTc8Y8VK1bIlVde6fk5tOrXry8vv/yy2QSAECDIMp1T0a9fv4RzKnS3vtGjRxdrTkVxxj+2b98uf/3rX6V8+fKe59a5Kw888IDVuStA2BAgCIT58+fHd+MzO3It3b3vgw8+MJskVNTxj+eee07q1q3reS4tvQS2evVqswkAAwGCQJk0aZI0bNjQ06lrXXbZZbJs2TKzSQGFjX989tlncsYZZ3geW+vUU0+Vjz/+uMDxAJIjQBA4ujvfkCFD4rv1mZ28rmx71113xXf5SyTZ+MfatWvl+uuvT7jM+pFHHin//Oc/WWYdKCYCBIG1Zs2aQ3b648ePL9DpJxr/0DB66KGHEoaRzkv5y1/+kjSMABwaAYLA+/TTT+O7+JkBoNW2bdu8y07m+IduftWoUSNPG62uXbsWejkMwKERIAgF/UtDd/PLf4kqf/Xs2TM+RpL7/4nu6tI64YQTijwgD+DQCBCEiu7qN3DgwPhYiBkOiS515VbNmjVl1KhRnkF1AKkjQBBKusvfFVdc4QkKs3RS4s033ywbN240HwJAmggQhJouP9KqVStPcGidf/758s0335hNAPiEAEHo6Uz17t27FwiPkSNHmocB8BkBAie88sorBQKEvzyAzCNA4AQCBLCPAIETCBDAPgIETiBAAPsIEDiBAAHsI0DgBAIEsI8AgRMIEMA+AgROIEAA+wgQOIEAAewjQOAEAgSwjwCBEwgQwD4CBE4gQAD7CBA4gQAB7CNA4AQCBLCPAIETCBDAPgIETiBAAPsIEDiBAAHsI0DgBAIEsI8AgRMIEMA+AgROIEAA+wgQOIEAAewjQOAEAgSwjwCBEwgQwD4CBE4gQAD7CBA4gQAB7CNA4AQCBLCPAIETCBDAPgIETiBAAPsIEDiBAAHsI0DgBAIEsI8AgRMIEMA+AgROIEAA+wgQOIEAAewjQOAEAgSwjwCBEwgQwD4CBE4gQAD7CBA4gQAB7CNA4AQCBLCPAIETCBDAPgIETiBAAPsIEDiBAAHsI0DgBAIEsI8AgRMIEMA+AgROIEAA+wgQOIEAAewjQOAEAgSwjwCBEwgQwD4CBE4gQAD7CBA4gQAB7CNA4AQCBLCPAIETCBDAPgIETiBAAPsIEDiBAAHsI0DgBAIEsI8AgRMIEMA+AgROIEAA+wgQOIEAAewjQOAEAgSwjwCBEwgQwD4CBE4gQAD7CBA4gQAB7CNA4AQCBLCPAIETCBDAPgIETiBAAPsIEDiBAAHsI0DgBAIEsI8AgRMIEMA+AgROIEAA+wgQOIEAAewjQOAEAgSwjwCBEwgQwD4CBE4gQAD7CBA4gQAB7CNAEHoLFiyQVq1aFQiQOXPmmIcB8BkBgtDauHGj9O/fX0qXLl0gPLRmzJhhHg7AZwQIQufXX3+V0aNHS61atTzBwSUswB4CBKHywQcfSMuWLT2BYRYBAmQeAYJQWLZsmVx22WWeoNBq2LChDBgwgAABLCNAEGhbt26Vu+66S8qVK+cJjsqVK8uQIUNk9+7d3IUFZAEBgkA6cOCAjB8/Xo488khPcJQoUUKuv/56WbNmTd7xBAhgHwGCwPn444+lbdu2nuDQOv300+XTTz81mxAgQBYQIAiM1atXS8+ePT2hoXX00UfLhAkT4n+ZJGIGyPz5881DAPiMAEHW7dq1SwYPHiyVKlXyBIeOfQwcOFC2bdtmNivgwQcfLNCucePGMnXqVPMwAD4iQJBV+pdD/fr1PcGhdcUVV8jy5cvNJgn961//8rTXuvTSS2Xp0qXm4QB8QIAgK+bOnStnn322p8PX0mVJUplJ3q1bt4Sz0suWLSt33nmnbNmyxWwCIA0ECKz6+eefpU+fPlKqVClPR1+7dm0ZO3ZsfKZ5qtauXSs33HBD/E4t8/Fr1Kght912W1qPD+AgAgRW7N27Vx599FGpVq2ap2MvU6ZMvGPftGmT2Sxls2fPlnbt2nmeS6tu3boya9YsswmAYiJAkHFvvfWWNGvWzNORa3Xp0kUWLVpkNvGFzhNp37695zlzq0ePHrJq1SqzGYAiIkCQMRoMnTt39nTcWhooGiyZoDPTdYa6zlQ3n9esihUryqBBg2Tnzp3mwwAoBAEC3+mlKL0kpZemzA5bL2HppSy9pJUJkyZNiq+NZT6vVqdOneTCCy/0fF2rXr168tJLL5kPB+AQCBD4Zv+vv8prY8fGB8PNDloHzXXwXAfRM0EnDp577rme59U64YQT4qv45po5c6a0bt3ac5yWXvL64osv8j0ygGQIEPhiy4wZMqFVK7k81gkfYXTKervul19+aTbxxYYNG+T3v/99wru6dL+QUaNGyb59+8xmsn//fnn66aelTp06nnYlS5aUG2+8UX766SezGYB8CBCkRyf6XXGFrIt1vK/H6vZYtftvR6wTBHWiYCZoKPz973+P35prBoDOBbn55pvjOxYWZvPmzfGl4BNdbqtatao88sgjsmfPHrMZACFAkCpdWmTgQJFy5WLvosPiNS9Wo2PVu1IleWLw4PgSJZnw7rvvSosWLTwdvtb5558f3yO9uJYsWSIXXXSR5/G0mjZtKm+++abZBIg8AgTFo4sZTpggcvTRecGRW1tiNb9nT9myerXZyhfayV988cWeDl6rSZMmMnnyZLNJsU2ZMkWaN2/ueXwtHYRfuHCh2QSILAIERafLqJ9+uic44tW2ra7DbrbwhV5muv322+NLkpidul5mGj58uK+XmfQOsccff1yqV6/ueT691NW/f3/55ZdfzGZA5BAgKJxu3HT99SIlSniD48gjRcaPz/nLxGc60D1u3LikA929e/eWdevWmc18s379eunbt2/SAfqnnnqKZVEQaQQIktu9W2TIEJHKlb3BoWMfd92le86arXzx4YcfSps2bTwdt9ZvfvMbmTNnjtkkY+bNmycdOnTw/BxaLVu2lE+nTTObAJFAgCCxSZNEGjb0BofWZZeJLFtmtvDFypUr5eqrr/Z01FrHHnusvPjii2YTa1577TXPJMWasfptrCb97ney67vvzCaA0wgQFKQ7+cV+2/aEhlbst23JNyHPTzt27JD77rtPKlSo4AkO/dr9998fPybbdJkU3bwqd5mUU2LVP1YvxWqV/lV2990Z+6sMCBoCBDnWrxfp10+kVClvcNSqJTJ6tEiGrve/8MILcswxx3iCQ6t79+7y/fffm02y7ocffpBbrrtOupUoISNiP+dn+V+vo47SHa4yMi4EBAkBEnW6JtWIESI1aniDo3Rpkf79RTJ0x9Hnn38uZ555pic0tE4++WT5v//7P7NJ4Hz/n//Ih6efLj+br53WaaeJfPKJ2QRwBgESZVOmiLRo4e34tDp1EklhQl5R/Pjjj9KrV6/4nVRmcBx++OHyzDPPxO/ACo1DzI2J37l27bX6J4vZCgg9AiSKliwRufhib2en1aSJiA8T8hLZt2eP/H3YMKlSpYonOHSOxx133BHubWd1dv499xSYnZ9XlSqJDB4skqHZ+UA2ECBRsnmzyO23S6y39nZwVauKDB8u4uOEvPx+eOMNebBxY2lrBIfWb3/7W/n222/NJuGl64Ndfrn3NdZq0EDk1VfNFkAoESBRoJeDxo0TqVPH26GVLCnSu7dIpibkffONyHnnyeex5xoZq6tjdcx/g+O4446T9957z2zhjunTRU480fuaa51zjkiGVigGbCFAXKd3MJ18srcD02rfXiRTE/J0Jdw//SlnID72XBtj9e9Y3RWri2vUkCdHjky4zLpz9M61MWNEatf2vv56x9tNN+XcAQeEEAHiur59vR1XvXoiEyeaR/pDQ+HJJ0Vq1vQ874JYmMz6wx9k24YNZiv36Z1st94qUqaM53WR6tVFHnss5444IEQIENfpciO5HVXFiiL33y+Sqf2/p04VOf54bwep1bGj7P/qK7NF9CxaJNK5s/f10WreXOTtt80WQGARIK7TsLjvPpE778y5nJUJS5eKXHqpt0PUatRI5PXXzRb4979FmjXzvl5aXbqILF5stgAChwBB6vSWWw2mRHd1VakiMnRoxu7qcoJesvrb30SqVfO+fnqp689/Ftm0yWwFBAYBguLTu7r++U+RI47wdnw6ce6GG0TWrjVbIRnde71Pn5w74szXUwff//GPjC0jA6SDAEHxzJolcsop3o5Oq107kc8+M1ugqObOFTnrLO/rqnXSSSIzZpgtgKwiQIJKB1sffjg++BxfVl1nMmvpf597rsiwYSI2t1ddtUrkmmu8HZtW3boizz9vtkCqXn5ZpH597+us9cc/mkcfWibeR/l/nuJKpy0Ch7MYNLqf+HXXJd79zyw9pmfPnM49U3QQftCgnDu4zOcvX17kr38V2b7dbIV06ev+wAOJX/cVK8yjvTL5PsrftrjSaYvA4SwGiV7+Ofxw7we8sNIZ5pm4dPTSSzlzRszn07rqqqJ1ZEiPBoF27rmvu74/CrsNO9Pvo/xtiiudtggczmJQ6Ixw87fN88/P2W9cd//Thfp0QyXd9U5XfjXnEmhbv2aVf/FF8mvxrVuLzJxptkCmff55zqWownY9tPE+yn98caXTFoHDWQwCvR22ceODHyy9rbMoE8p0OXadxZzbTh8jndVs9W6gG29MfDeQ/nb69NM5d2AhmGy9j9IJgXTaInA4i0GQf7Z45co528oWlR6rg6K57XVL1eLSuRqHmo8wYADzEcLA1vsonRBIpy0Ch7OYbbp/dv7f/p55xjyicPqXQW57fSy9TFFUH30k0rRpwQ92bl14ITOiw8Lm+yidEEinLQKHs5htL7548AOly36kcolI2+htmbmPo49ZFDoTOsGih/E1md55xzwaQWbzfZROCKTTFoHDWcy2/Kvl6o51qdJbPnMfp18/87uJ7d5d8LKF/tb5+OOsChtGNt9H6YRAOm0ROJzFbGvT5uAHKp2ZxtOmHXwcfcyi0u1rzzsvZ6lx9qUIL5vvo3RCIJ22CBzOYrYdffTBD1Q660etWXPwcXRmOKLF5vsofwikUwg9zmK26Wzu3A/Url3md4tOJ5flPk6FCuZ34Tqb7yMzCFIthB5nMdv8+uBr29zHSfbBh7tsvo/MIEi1EHqcxWyzeekB7rL5PkonBNJpi8DhLGabzcFPuMvm+yidEEinLQKHs5htNm+/hLtsvo/SCYF02iJwOIvZln8CmK5BlOoEMJ08lvs4ySaAwV0230fphEA6bRE4nMVs0yUo8q9B9eyz5hGF02UrctvrZEB9TESLzfdROiGQTlsEDmcxCO688+CHqkoVka+/No9ITo/VhfNy2+uCeogmW++jdEIgnbYIHM5iEGzeXHANoho1RN591zzK6733co7NbaeXH/SxEE223kfphEA6bRE4nMWgmD075777/B+wCy7I2fRHN//RbWN1I6Dly3P2H+/SpeCxOg9AHwPRZuN9lE4IpNMWgcNZDJJPPhGpXbvgh6wopW20LaAy/T7K36a40mmLwOEsBs3334tcc41IiRLeD7hZekz37iIrV5qPgqjL5Psof9viSqctAoezGFQLF4oMHSrSoYNIgwY5e1Vr1a+f87WHHhJZsMBsBRSUifdROiGQTlsEDmcRAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkBICBACQEgIEAJASAgQAkJL/D+nGg0vwbXoXAAAAAElFTkSuQmCC)
PN: 2223-1-77
CAS: 15448-77-8
Molecule Weight: 198.218
Formula: C10H14O4
![Dimethyl bicyclo[2.2.1]heptane-1,4-dicarboxylate](data:image/png;base64,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)
PN: 2223-1-85
CAS: 15448-76-7
Molecule Weight: 212.245
Formula: C11H16O4
PN: 2223-1-15
CAS: 306935-16-0
Molecule Weight: 214.261
Formula: C11H18O4
PN: 2223-1-16
CAS: 306935-15-9
Molecule Weight: 214.261
Formula: C11H18O4
TSCA: Not listed on TSCA inventory