| Product Number | 4H15-1-K4 |
| Synonyms | 2-(3-Formylphenyl)pyridine |
| CAS | 85553-53-3 |
| MDL Number | MFCD02684103 |
| Molecular Formula | C12H9NO |
| Molecular Weight | 183.21 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
![1-[3-(Pyridin-2-yl)phenyl]ethanone](data:image/png;base64,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)
PN: 4H17-1-6W
CAS: 227178-09-8
Molecule Weight: 197.237
Formula: C13H11NO
![[3-(Pyridin-2-yl)phenyl]methanol](data:image/png;base64,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)
PN: 4H01-1-9E
CAS: 98061-41-7
Molecule Weight: 185.226
Formula: C12H11NO
PN: 4H15-1-M2
CAS: 127406-56-8
Molecule Weight: 183.21
Formula: C12H9NO
PN: 4H23-1-CL
CAS: 98061-20-2
Molecule Weight: 213.236
Formula: C13H11NO2
![1-[4-(Pyridin-2-yl)phenyl]ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACBCAAAgQgGdSu84AAACH3pUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfFxvbBJIopIpSTZrUbtLaSvs2OeCkSMGugObl3+8MTQKEkQR05nzPnX139vzhmO1gr/MitSYinHoEtIltkpptRN5ev48m5GExj9EIDU0Rkfey/JgxdjgcaPyuM3W0hsY2I/X87FikLZuDpDbfMuF5nP15fnqpmFFqilKZWCNVpLOiUj7ZWJXVKv4TgmUq36eG1eYsy/e1t7/Cc49Hj0VCrntZ4dwSUdikOw0bm2eqhL3wKD7eN9hqo3NV6gTWJ1RL6uPeF/PnRxt/ZtqUOHQe0ljtXsr8M0ZFZnc6/kRnOPjxGJGMI6BKmy3zXJ3AjZxacVAClATlgxqDCkCFoCagpqC4hy/OczTgaMHRhI8x5zvtgr6ePjSuHFbwC1a9/5+YMhER3AL+gFMpZQiCBkHod77ayi+glxuwJHC6Rht5NAyvTkaCSu6kpN7ESZ8GwskxldPm93k+oFPpZEjDip9S4TvJ0SFvKmoDTC67ZHcxX1uTNIaQJhFZc1Kl/bfeFOIr8wRsnugcm9k5cKZNQLQBV6cLIPoAeQP4wxH8NuB64AIs+4BxG3AdMwwEbcD11zAQtgHXjcPApA243h0GpjebvgNw72ZNTjWUWN4tdnWW7oTp1Ls+e3eYTsnrs3qH6VS9Ptt3mE7hz3fBIBP05KCXYY3zws43Fw5vbjXWuPIYXvSLf6sexE3p2YreAABO2UlEQVR4Xu3dC7zVU/7/8SG6IF2RktI0JaaELvxccmkqKSWFGSK3JtdEMbowZuTH5JdbLiW6ySREwx+FmJIklEsUJWG6KJIuSlj/3l+zd3uv7z6dffb3svf+fl/Px2M9HubstfbZ5+xmvc/+ftf6rN8YAABy8Bv7CwAAZIMAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAAQDkhAABAOSEAAEA5IQAKWC/+c1vkq2svIzN1rJly8w999xjunbtaho3bmxq1KhhdtttN1OlShXToEED06VLF3PrrbeaxYsX20MRN/PnG/O3vxlz/PHG1K9vzJ57GrPHHsbUq2fMcccZ89e/GvPuu/YoFLjgZhd45iUEvIwtzeeff27OO+88U65cubTvs7N27LHHmhkzZthPhaj76CNjTjtN/yCza506/ToGRcH/2QW+8RICXsbuzPTp00316tXTnr8sDTHyr38Zs9de7pAorWmMxqLg8f/oAuZl4vUytiQKD/tTR7t27czIkSPNBx98YNauXWu2bdtm1q1bZ5YuXWqeeeYZc8MNN5hGjRr5/lpQ4J57zphdd00Phi5djHn0UbP9H4cxGzcas2mTroMa89hjxpx+ujG77LKjr8bqOVDQ+H90AfMSAl7GZqLLVqmfPOrXr2/efPNNu1uJZs2aZU488UT7y4gihUK1ajvC4IADjJkzx+7lNnfur30T4/Qcei4ULH9mFwTCSwh4GZtJz549k8930EEHmTVr1thdgF+de+6OENh/f2O++sruUTL11ZjE+O3/7lC4/JldEAgvIeBlrE2rrVIvXc3VX4pAJvrEsNtuOwLg5ZftHqV76aUd4/VcfAopWN5nFwTGSwh4GWu76667ks/VoUMH+2Fgh+3/VpKTv5bn5urYY3c8z91324+iQHifXRAYLyHgZaxN+zkSz/XQQw/ZDwM7dO26Y+J/4AH70ezdd9+O59ENdhQk77MLApMaAl6aV6mrqBYuXGg/DOyw/d+K0b85tffftx/N3nvv7XgePScKkvfZBYGxgyDX5lXq6qtvvvnGfhjYYfu/FaN/c2pe/q2sXbvjeWrUsB9FgfA+uyAwdhDk2rxSeZLEc2mfB1Ci1BvoXv6t/PjjjufRc6IgeZ9dEBgvIeBlrI1PIMgan0BixfvsgsB4CQEvY23cA0HWfve7HRM/90Aiz/vsgsB4CQEvY22swoqhn382ZswYYy680JjZs+1HS6ZyJYmJn1VYked9dkFgvIRASWM//vhj87//+7/mhBNOMAceeKDZfffdnUtUxx133Pb/z95nftS1Zwv7QGLmtdeMad58xwSukiIZ/l1kxD6QWCn7zITQlBQC2ShpbOrXM7WWLVua7777Lm0MO9FjQju+e/TYMXEnWpUq2QfIZ5+Z7f9Ydox95RW7R+nYiV40yj4zITQlhUA2ShrbfPtflrfffruZM2eOWb16tdm8ebP59NNPzT/+8Q+z9957O/0vu+yytDFCLawIU2XcIUOMqVjRHR4NGhhT1nNc/vSnHeNr16YWVoSVfWZCaEoKgWzkMvbpp592+u+33372Q86nkGrVqiWfUyFS1mq8J510kv1l5NuECcbUqeMOjsqVjbn1VmO2brVHlE7l2vWpJfFcqrCbzb8VqvEWnexnF4QulxBIyGWsLl2p/546bjSDadOmZTwPZNSoUebDDz90lvhqn4ieR+eBTJ061QwcOLDU80Bef/118+9//9v+MoKkyfroo93BoTM5zj/fmBUr7BFl88wz6ed76L9V5kRnfygUdBbI9k+/5vPPjZk0yZhu3TgPpAhl/n80CkIuIZCQy9gXX3zR6X/UUUfZDyUpRFI/iZS12RQ+icd0Y3/BggV2F/hJwaCASJ2sE02B4uf9rSlTfj373P4+pTWdSLj9jw8Uvt/YX0Dh2NnEW5psx27dutU5LOr+++83NWrUcHadK0h2RpezdE/E/jSys3b88cdnPBO9V69eaf30nL179+Yei990KUqXpHRpSv8mUpsuYelSVhC2fzI1HTu6v2dJ7dRTORO9iOx8dkFeZRsCmZQ21p7g1Y7e/hfoK2VYNaMg0RJf7RPRZSotB1YA6GZ8gwYNnK9rybBu0pdk/vz5platWq7XUrVqVTN8+PCMy4pRRvokoJvh+reQ2nTTfPDgX2+iB+3dd435619/Xdp74IHGVKr0a9N/62s33fRrHxSVzLMLIs+esNVq1qxprrrqKvP999/b3QO1fv16079/f1O+fHnXa2rcuLF5/vnn7SHIhnaCa+GCHRxqWq7LDWp4RIDEnP7C//LLL83jjz9uWrdu7UzaTZo0ycslpE8++cR06tTJFSJqHTt2NIsXL7aHIBPVkbr00vTChommDYLaKAj4gABB0k8//WS6devmTNh9+vSxHw6NbtQrxOwQ0a75a665xrXREf+l6rfata3lr3Zw7LOPViz8WqIE8AkBgjSLFi1yJuv9tZkrj7Qc+O7tk2GmFV/7bJ8MtXrrZybDHbaH7vbUdQfH9tA1/foZs26dPcK7X36xv4KYIUCQRquyNEnrfkQhWLt2rbn00kvTziRJNO2qfy3ul2M++cSYzp3dwaF2yin6i8Ae4d3y5cacffavJUtatjRmwwa7B2KCAEGaDz74wJmc69ataz+UV++//76zk90OEbUePXo4K8LiZMv69WbpgAHmZwW9HRyNGxsTxMIDbf7Taimtnkr9fv/6l90TMUGAIEn3QE477TRnUr5QZbwL0JQpU5wlwnaIVKxY0QwZMsRsDGNJah7pst3jo0ebK/fd14ze/nMvTp3Iq1Y1Zvjw7AsflsXEicbojwo7rHRvxeuudRQtAiRGDj74YKe0iC77aG/Ghg0bkquwJk2alFyFtddee5nPVFW1QG3ZssXceuutpnLlyq4gqVOnjpkQ1Ka4PFM9sSOOOML5OY/d3m7Y3p7f3jboUlLv3sYEsXLu7beNOeYYd3BoJ7sKHZalUCIihwCJEXuyzdQ0Aas2VTFYsf0v3/PPP3/7XLaL6+fQpsiolJ1fvny5Ofvss9N+vv23tzO3tyknnGA2B1H+ZdWqXw+TUk2q31jh0aqVMXPm2CMQQwRIjGgfxR133GH+8Ic/mIYNG5o99tjDufSj0DjllFOccib6VFJsFBQKDDtEFCwKGAVNMdq0aZO56aabTKVKlVw/W/369c3LTzxhD/FOJU9uv92Yvfd2B4dKs48dy+orJBEgiAxdulIY2pOtLnXpkpdWmBWLiRMnOgsZ7J9FlZL//ve/mx9++MEe4p0KGG7/w8IVHBUqGDNwIKut4EKAIFJ0E33w4MHOJyt78tXNd92EL2Rvv/22OeaYY1yvXZ+mVMDyqyDuOSxcaEzbtu7gUFOZdZ3vAWRAgCCStKxXy3vtiVhNy4G1XLmQrFq1yln5tuuuu7peb6tWrZwTJH33zTfGXHFF5pInTZuW/SRCxA4BgkjTirPDDjvMNSlrY6I2KGqjYj7pspqOGE4cJ5zaateubcaOHWt+8fueg0qejBhhTI0a7uDQ1x54QGu67VGACwGCyNP+lpEjRzolUOxJWqVSVDJFpVPCphMbtZjBfk0VKlRwllsHsqDh5ZeNOfRQd3Co5EnfvsZ8+609AigRAYLYWLdunenXr59TlNGetFW8UUUcw7Bw4ULTtm1b12tQUzFLHQfsuyVLjOnSxR0cau3aGfPxx/YIoFQECGJHBSO1bNmevNU6d+7slJUPgs6Mv+KKKzLW9WratGnGExs909kuf/nLryup7OD43e+MefZZewSQNQIEsaWDqnRglT2Zq5DkgAEDnIOu/KDLYyNGjHCODLa/l76m/Te6zOYr3TcZM8aYWrXcwVGlijHDhgVT8gSxQoAg1lTKRUfn6ghde3LfV/WmRo/2VDb+5ZdfNoceeqjruXUZTac/fhvAPYcls2eb51q0MJ/ZwaFd5RddZMzq1fYQICcECGBURmqN6d27t3Omuz3Zq/6U6lCVxZIlS0zXrl1dz6XWrl0789FHH9lDPFNNs57nnGNO2P49hmxvL21vWxLhoXPHOXMcPiNAgBQLFiwwbdq0cU36aqpHpbpUO6Pz5P/yl784K6ns8b/73e/MswHcc9Cu9JtvvtnZpa7vU3d7+9P29sD2trhePWMmTbKHAL4gQIAMnnjiCafelB0Cqkul+lSqU5VKezXGjBljatWq5RpTpUoVM2zYMOdymd9URbne9pCwv2ebPfYw07eHyk+bN9tDAN8QIEAJ9Je96k4l/rJPbapT9dhjjzn9Zs+ebVq2bOnqo13lF110kVkdwD2Hd9991xx//PGu76n2pz/9yXz1xRf2EMB3BAhQCtWfUh2qTGXjM21OVDvuuOPMO++8Yz+VZ19//bW5+OKLM96radGiRdGU4kc0ECBAllSPSnWp7Ik7telyki4r+U2Xv1SKX5fD7O+py2aPPPKI/yVPgFIQIEAZaJJWfapM9zp04/yWW27xvWz8c889Zxo1auT6ftqvcv311zs37oF8IECAHKhOVYcOHTJe1lJ9K9W58urjjz827du3dz2/WpcuXZylwkA+ESCAB6pbpfpV9gSvplMSX331VXtIqVSzq2/fvhlrdmlT4ksvvWQPAfKCAAF8oDpWqmdlT/hqDz74oN09I5UzeeCBB0zNmjVdz1G9enWnHEo+qgYDJSFAAJ8oAFTXyq55pRMGS6MAatasmSs4VHjx8ssvdwoxAoWGAAF8pvpWqqOVCIFevXrZXZI+++wzc8YZZ7iCQ00l3z/88EN7CFAwCBAgAKqflQiCa665xn7YuQk/aNCgjCVPdBP+mWeesYcABYcAAQJQUoBoGfC4ceOc42rt4NCxtrfddpvvy4CBoBAgQAAyBYg2IrZu3doVHCp5csEFF5iVK1dazwIUNgIECEBqgKhMfEmlUHSDfd68efZwoCgQIEAAUgMk034OFWOcOHGiPQwoKgQIEICDDz7YFRpqKgd/4403usrBA8WIAAECoBvidnicddZZpR5IBRQTAgQIQOpucu0JmTlzpt0FKHoECBCA5s2bJwOkX79+9sNAJBAgQAAyLeMFooYAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAAQI4oAAAQJAgCAOCBAgAE2bNk0GSL9+/eyHgUggQAAf/fzzz2b06NFm1113TQbI3nvvbV577TW7K1D0CBDAJ7NmzUq7dGW3Hj16mGXLltnDgKJFgAAeLV++3Jx99tmuwMjUKlasaIYMGWI2btxoPw1QdAgQIEebNm0yN910k6lUqZIrKOrXr28mTpxohg4davbaay/X4wcccICZMGGC/ZRAUSFAgBw89thjpm7duq5g2HPPPc3f//5388MPPyT7rlixwpx//vlml112cfU/+uijzVtvvZXyzEDxIECAMnj77bfNscce6woChcO5555rvvrqK3tI0ty5c81RRx2VcWyvXr2coAGKCQECZGHVqlXmwgsvTFtdlWitWrUyc+bMsYeUaPz48aZOnTqu56lcubK59dZbzdatW+0hQEEiQICd0GR+++23O0tx7Ql///33N2PHjjW//PKLPaxUuok+ePBg56a6/bwNGjQwU6ZMsYcABYcAAUowdepU07BhQ9cEX6FCBTNw4ECzYcMGe0iZaVlv9+7dXd9D7aSTTjIffPCBPQQoGAQIYFm4cKH5wx/+4JrQ1U4//XSzdOlSe4hn2mh42GGHub7fbrvtZi677DKzdu1aewiQdwQI8F/ffPONufLKK51J257IVZpkxowZ9hBf/fTTT2bkyJGmZs2aru9fvXp1c88995ht27bZw4C8IUAQe5q477vvPlOjRg3XxK2v3X///U6fsKxbt86pn7X77ru7Xk+TJk3M9OnT7SFAXhAgiLWXX37Z/P73v3dN1Jq8r7rqKvPtt9/aQ0KzaNEic8opp7hem1rnzp3Np59+ag8BQkWAIJaWLFliunbt6pqY1dq1a2c++ugje0jePP/886Zx48au11m+fHkzYMAAs379ensIEAoCBLHy/fffm7/85S/OSip7Qv7d735nnn32WXtIQfjxxx/N8OHDTdWqVV2ve7/99jMPP/ywUwkYCBMBgljQXo0xY8aYWrVquSbgKlWqmGHDhjmTdKFbs2aN6d27tylXrpzr5zjyyCOdisBAWAgQRN7s2bNNy5YtXROudpVfdNFFZvXq1faQgrdgwQLTpk0b18+k9sc//tGpEAwEjQBBZH355ZfmnHPOcU2wascdd5x555137CFFZ/LkyU7lX/vn22OPPZxKwZs3b7aHAL4hQBA5qoT7t7/9zamMa0+sBx54oPnnP/9pDylq+nlVAbikn1eVg4EgECCIlMcff9zUq1fPNZHqL/K//vWvkf6LXJWAVRE4U9l4VRBWJWHATwQIIuHdd981xx9/vGviVPvTn/5kvvjiC3tIZL3xxhtOhWD796B7PqoorMrCgB8IEBS1r7/+2lx88cUZVyW1aNHCvP766/aQWNCqM1UKVsVg+/eiysKqMEzZeHhFgKAoacntHXfc4SzBtSdILdV95JFHciqzHjWqGHzDDTdk3PeiSsOqOAzkigBB0XnuuedMo0aNXBOidmZff/317MzOQBWEVUnY/p2pqfKwKhADZUWAoGh8/PHHpn379q4JUO20006jNlQWXnnlFaeysP37UwViVSLOZ+0vFB8CBAVP1WmvvvrqjNVpDznkEPPSSy/ZQ7ATqiysCsMlVR9WZeIwqw+jeBEgKFiaxB588MESz8e49957C/J8jP/85z/OSYOJpv9diPRpQxWHMwWzKhSrUjGwMwQICtKrr75qmjVr5prYdKnl8ssvdw5/ygedDKjSKA899JBTCVcVffUpaN9993W91kxN/dS/S5cupn///mbUqFHOSjHVuMoXVR5WBWL7tarp51PlYiATAgQF5bPPPjNnnHGGayJTO/nkk82HH35oDwmUgurJJ590QksTv/2a/Gwq2f7nP//ZTJo0KS97NVSJWBWJ7delFVyqYKxKxkAqAgQFQctNBw0alHG56W9/+1vzzDPP2EMC8/nnnzulQQ4//HDXawmzKbD0OwnzbBLtDVFl4pKWR6uiMcujkUCAIK80GY0bN87Url3bNWFVrlzZ3HbbbaFsePvuu++cy1Il7Wa3m3Z1H3zwwc7JgNdcc41zU1ob91R3Spff1FQ6JPHf+roeV79rr73WWTWm8Zk2QGZqRxxxhHMeyIoVK+yXHghVKFalYv2c9mtRZWNdxgMIEOTNm2++aVq3bu2aoDRpXXDBBWblypX2EN/pklmfPn1MxYoVXa8jtam+Vq9evZyw0ycCv1Yp6RAoHV376KOPOjvqtbnP/t6pTYHTvXv30CoJ6/uocrH9OtRU6VgVjxFfBAhCp1VJ5513Xsaif//zP/9j5s2bZw/xnUKgZ8+ezk15+zWo6esdOnQwo0ePdjbhhUl1u8aPH2+6deuW8ZJeounG94wZM+zhgVAFY1X2tV+DKgCr8rEqAiN+CBCEZsuWLeaWW24xe+21l2siqlu3rvNXeNC0rLZHjx4ZL82o6b6HLhWF8eknG9oDo0trJR0epaZPcWGcRKhKxqporMrG9mvQJzRVQka8ECAIhVYyHXTQQa6Jp1KlSubGG280mzZtsof4SvdRFF6ZJj992tDlmPfee88eVlB0c18bKjOd+6GmT1Rh3CPRJyRVOLa/v5ruIc2fP98egogiQBAoTconnHCCa6JRO+uss5xJMWjTp08vsXaWzhcvtn0O2oui0NVmSvtnUqVdFZkM43x37V/ROez2a9B9Gt3PUaVkRBsBgkBoY5z2NGRaZaTLRDNnzrSH+E6fanT+hf39de9FN+l1AFMx09LnoUOHZvxEcthhh4Wy/FeLAFT5eL/99nO9Bi0FDivMkB8ECHylyeLOO+801apVc00o2oWt6/madIKm6rKHHnqo6zVoYo3aElRdUtKnOftnVbDo9x0GVUC+7rrrnE919uvQpz9VUEb0ECDwzQsvvODsbbAnEE0q2vugvRZh0GY3+69yXdq56667fFt+W4i0IivTbvkzzzwztN+9KiJrj4v9GtS0qk0VlREdBAg8W7BggTnllFNcE4baqaeeaj755BN7SCAUDrpsZr8GnUyo/R5xoMUCffv2df0OGjRoEOrkrQrJmcJMhRsvvfRS5z4Oih8BAk8GDx7smiTU9EnkxRdftLsHRvsQVPjPfh2aTMPYyV5oVNfKrmKsUu1hHvGrSsmqmJzpZr/ujYVxHwzBIkDgiX3zVPc+dKkozDLrujxjlyCpWrVqqPWzCpEWCdgr4LRs+qmnnrK7BkoFKVWM0t60qUtdKG4ECDxJvUyhTx1hX5rQhj+77HudOnVCr9pbqBTkWnGW+vvRX/8jRoywuwZO74kCLPE6dAIiihsBAk9UYj0xIWiiCpN2advhoRBbvny53TX2hgwZkvZ7Uhs5cqTdLXCpm0lV8RjFjQCBJ/kKEN3zsC9bqaRHPg9mKnQ6vCr1MpI+iejskTARINFCgMCTfASIVlvZN8xbtWplNm7caHeFZfLkyWmbO7XE+vnnn7e7BYYAiRYCBJ7kI0Dspbr5uPdSzFRhOLUSsuqDvfHGG3a3QBAg0UKAwJOwA0SbBFPDQzfMuedRdjp1MPX3qAO9wjhGlwCJFgIEnoQZICpPkrrDXEuGWW2Vu4EDB6aFyIknnhj4Tn0CJFoIEHgSVoCoMGJqbStdgnn66aftbigDHSesI3lTQ+SGG26wu/mKAIkWAgSehBUgdlVd7TCHd1oKrTInid+rDtrSLvagECDRQoDAkzACROd5pIZHy5YtY1meJCg69zz1TPhatWo5wRIEAiRaCBB4EnSAKChSD4NSVd2wzyiPA20qTA3pPn362F18QYBECwECT4IOEB1Dmzqxqc4WgpH6XupSVhBLewmQaCFA4EmQAbJs2bK0M8x1GFTQq4TiTGd5pF7Katq0qe+nCRIg0UKAwJMgA6RHjx7J59aqq6idJFiINKknfudqOl3STwRItBAg8CSoANF53rqMEsRzo2S659SkSZPk71031Ddv3mx3yxkBEi0ECDwJKkB69uyZfN4KFSo4Z1sgHFOnTk3+7tX8/BRCgEQLAQJPgggQHT+bWjX2kksusbsgQNpgePjhhyd//ypzourHfiBAooUAgSdBBIiWkCaeU0GyZMkSuwsCpl3+ifdA7Z577rG75IQAiRYCBJ74HSDawJa6Euicc86xuyAE+hSiVW+J96F+/frO17wiQKKFAIEnfgeIDj1K/cv3vffes7sgJDpsKvW9mDFjht2lzAiQaCFA4InfAZJ6yqCuwyN/tCKrZs2ayffjvPPOs7uUGQESLQQIPPEzQLRxMPWgo+HDh9tdELIrr7wy+X6olP73339vdykTAiRaCBB44meApG5i083zlStX2l0QMhVaTLwnag8//LDdpUwIkGghQOCJnwHSvHnz5HN16NDBfhh50qxZs+T70q5dO/vhMiFAooUAgSd+BYjONE/dea5zu1EYhg4dmnxfVJtsy5YtdpesESDRQoDAE78C5Mknn0w+jxol2wvH3Llz094bL6uxCJBoIUDgiV8Bcvnllyefp169evbDyCNVQK5atWry/dFZ6rkiQKKFAIEnfgXIIYccknyeXr162Q8jz04//fTk+9O6dWv74awRINFCgMATPwJE9z9Sl++OGzfO7oI8GzFiRPL9KVeunNm4caPdJSsESLQQIPDEjwCZNWtW8jnUFi1aZHdBntnLefW/c0GARAsBAk/8CBDtLUg8h/Z/+H0KHrzTJ47UVXKPPvqo3SUrBEi0ECDwxI8Aue6665LP0ahRI/thFAgtbki8T4MHD7YfzgoBEi0ECDzxI0C6du2afI5OnTrZD6NAaBNh4n3q3r27/XBWCJBoIUDgiR8BknqE6rXXXms/jAJx1VVXJd+npk2b2g9nhQCJFgIEnvgRIDVq1Eg+h18HF8F/Oto28T7ts88+9sNZIUCihQCBJ34ESPny5ZPPMWbMGPthFIjUxQ469CsXBEi0ECDwxGuAqK5SYryaSpqgME2ePDntvcpltRwBEi0ECDzxGiBr1qxJm5RefPFFuwsKxAsvvJD2XmkDaFkRINFCgMATrwGiQ6RSJ6XZs2fbXVAg9N6kvld678qKAIkWAgSeeA2QhQsXpk1K8+fPt7ugQOi9SX2v9N6VFQESLQQIPPEaIHwCKR58AoGNAIEnXgPEvgcybdo0uwsKBPdAYCNA4InXAGEVVvGwV2Ft3brV7lIqAiRaCBB44jVAhH0gxYF9ILARIPDEjwCpXr168jnYiV642IkOGwECT/wIkNRaWP3797cfRoHo27dv8n36/e9/bz+cFQIkWggQeOJHgHTp0iX5HJ07d7YfRoFo37598n0644wz7IezQoBECwECT/wIkAEDBiSfo3HjxvbDKBD169dPvk+DBg2yH84KARItBAg88SNARo8enXyO3Xff3Wzbts3ugjzbtGlT2omEEyZMsLtkhQCJFgIEnvgRIDNnzkw+h9rixYvtLsgzexf6vHnz7C5ZIUCihQCBJ34EyNdff2122WWX5PNMnDjR7oI8e/DBB5PvT7ly5cz3339vd8kKARItBAg88SNARPc+Es9z8cUX2w8jz3r06JF8f1q0aGE/nDUCJFoIEHjiV4D06dMn+TwNGza0H0Ye/fzzz6ZmzZrJ9+f666+3u2SNAIkWAgSe+BUgkyZNSj6P2hdffGF3QZ68++67ae/N9OnT7S5ZI0CihQCBJ34FyKpVq9Lug4wfP97ugjwZNmxY8n2pUKGCsyIrVwRItBAg8MSvAJFDDjkk+VzdunWzH0aeHHXUUcn35YQTTrAfLhMCJFoIEHjiZ4AMHDgw7S/db7/91u6CkC1atCj5nqjde++9dpcyIUCihQCBJ34GyEcffZQ2WY0aNcrugpDdcMMNyfdDVZNzOQMkFQESLQQIPPEzQOSII45IPl+bNm3shxEirb6qW7du8v3w47IiARItBAg88TtAhg8fnnw+lc7I5dhU+EOnQybeC7WpU6faXcqMAIkWAgSe+B0gK1ascHY6J57z6quvtrsgJG3btk2+Dzr/48cff7S7lBkBEi0ECDzxO0Cke/fuyefcc889PV93R9nNmTMn+R6o3XjjjXaXnBAg0UKAwJMgAuTtt98OZPJC9jp27Jj8/VeuXNl88803dpecECDRQoDAkyACRNq1a5d8Xh15u2HDBrsLAvLOO++kber0UrrERoBECwECT4IKkBkzZiSfV23o0KF2FwSkQ4cOyd/7HnvsYVavXm13yRkBEi0ECDwJKkAkdQe07oV8+eWXdhf47Mknn0wL7n79+tldPCFAooUAgSdBBsisWbPSLqWceeaZdhf4SJcJDzjggOTvWyuv/Lr3kUCARAsBAk+CDBA599xz0/4i1qUtBOOaa65J+10/8sgjdhfPCJBoIUDgSdABon0he++9d/J7HHrooWbLli12N3ikku277bZb8vd83HHHmV9++cXu5hkBEi0ECDwJOkDkjjvuSPvLuG/fvnYXeKDjaRs1apT8/e6+++7mgw8+sLv5ggCJFgIEnoQRINoBfdhhhyW/j+6LPPvss3Y35Ojss89OC2hVRQ4KARItBAg8CSNARJV6taQ08b10xOpXX31ld0MZPfDAA2nhccwxx5ht27bZ3XxDgEQLAQJPwgoQeeihh9ImOx1uFORkF3Xa8V+xYsW0UA56qTQBEi0ECDwJM0DkrLPOSguRML5nFC1ZssTst99+yd+jKh8///zzdjffESDRQoDAk7AD5LvvvjMNGjRICxFqZZXNypUrXb9DHRwVBgIkWggQeBJ2gIiOWa1Ro0baBKjLWyidArh58+Zpv7s//vGPzuFRYSBAooUAgSf5CBB5/fXXTaVKlZLfW3sYnnjiCbsbUig8jj322LTwUNHKrVu32l0DQ4BECwECT/IVIPLUU0+lHT6l/x49erTdDebXy1b2J4+WLVuGXuWYAIkWAgSe5DNA5L777kubFLVHRBsPscOnn37quufRpEkTs2bNGrtr4OrXr0+ARAgBAk8aNmyYnBBq165tFi5caHcJ3MiRI9M+iajppnAQpTiKjZbqpq62UtMnj3yEhzZ/apd74nX07t3b7oIiQ4DAE4VG6uSkexFXXHGF71VcSzNp0qS0yUmtc+fOZt26dXbX2NAmwdR9Hmq65xH2ZauPP/447YCwROvWrZvdFUWGAIEnWv1k//WvplMER4wYEepGP+1jSN2trqZr7jphL05U28ouT6Km1VYqCxOWb7/91qlbZge7ms53Wbx4sT0ERYYAgWc7myhUPffll1+2hwRm9uzZrk9F+iv8wQcftLtGkqrqphZGVNMmQV3SC2up7k8//eR8+rGXWqvl4w8LBIcAgW90qaJ9+/auSUOtS5cuzu7nMKxatcqceOKJrtegG/66oRxFuiyl8zxSS7KrqTxJGDvME3ReS9OmTV2/+3xd2kSwCBD47rnnnnP9FaxWvnx5c/311zuXWIKmv4L1V3fqiYZq+jSi1T9h7n0Imo6hTT1JMNFUGDHo2lYJn332mXNPw34Nam3bts3L4goEjwBBIHStfdiwYaZKlSquCaVWrVrOaXdhrJLSyh99P/s1aBnr1KlT7e5FRfd2Mn3i06VElWQP4zKRPvnoe1WoUMH1OrRCr9h/x9g5AgSBWr16tbn44oud6/D2BNOiRQvnnkXQtBKrT58+GV+DNtc9/fTT9pCCNmfOHHPqqae6fhY1nSQY1GFQqRT+48aNc91vUtMJkrfffnukPuUhMwIEodDNXU1u9mSjds4554RyqeWNN97IeH1eTQdWPf744wU76WnCnjZtmnM5yH7tarrXMWbMGHtYIBRgrVq1cr0GBbQ2k+oeFOKBAEGotF+jXr16rslHy29vvvlms3nzZnuIr3RZ56677nJtrks0rRy68sorC2bprwpH6hJRpnscid9bv379Qrk5rQO8evbs6bqvpKb7Ldq0iHghQBA6hYTCwt6zoaZwUcgE7YcffjB33nmn2X///V2vIdGaNWtmhg4dat58883QlsCKPq3p/tFRRx3lek2JVrlyZWdBwtdff20P992WLVuchQd77bWX63XUrVvXTJw40R6CmCBAkDe6bKXLV/akpKbLXZpIg6bJ8Z577kmr0ZSpaTHA6aef7tTe0uvauHGj/VQ52bRpk5k/f76zT6VHjx4Z906ktn322cc5/ySMTxyiCseZfjeqhHzTTTc5rx/xRYAg73QjXTfU7UlK19R1A1434sPwyiuvOJdoMn0yytQOPPBA06FDB2cTpT7NjB071owfP968+uqrTps3b17yv/V1Pa7LZ+p/yimnZJyYMzUtf9YSWa1oCmsn+YIFC5wjg+3XoqZd7suXL7eHIIYIEBQE3STW0t5MS271178u6YQ1eWppqsrCq35TtmHid9OyWE3g9957r1m7dq39EgOjIosqcpipPM0RRxxhZs6caQ9BjBEgKCjaZKhr+/qr257AtDlR+zrCpEtc2l09aNAg07p164wTqx9NN6b1KUw/+/Tp0wNfTGBTOA8fPtxUrVrV9dr23XdfJ1DDvA+E4kCAoCCp7InKn9iTmZo2z6lsSj7o3odWaP3zn/90QqV79+7O0uCSVknZTf3U/4wzznB2yj/22GPO6qUwdueXRKVOGjdu7HqtCvH+/fub9evX20MABwGCgqZCjCrIaE9u2m2tewkq5FhotA9i2bJlyVao+yJUDbdjx46u361ap06dzCeffGIPAdIQICh42ruhCq6q5GpPdNpAp8qvqn2F7OhsdBVezFQ9WSVetGERyAYBgqKhpauq6GpXnFXTZSHdq0DJdA9j1KhRzlJg+/dXrVo1c/fdd4dSPwvRQYCg6Kiya0klPbTcVZVhke61115z6n7Zvy+F8aWXXhrqSi9EBwGCoqV9EalnsiealsCq/EfYR7cWIt2D0QZF+3ekdtJJJ5n333/fHgJkjQBBUVPxw9tuu82pAGtPkKoUq4qxYZSNLzRaLTZkyBDXmehqDRo0MFOmTLGHAGVGgCAStNJJlWAzlWzX/g1VkI2LCRMmmDp16rh+D6qfdeuttxZsxWEUHwIEkaLyIaoMa0+e2qinMiWqKBtVc+fONUcffXTGn/388883K1assIcAnhAgiCRViFWlWHsyVUVZVZbVDvOoUDAoIDKVWVegKFiAIBAgiCxVilXFWFWOtSfWgw46yKk0W8x0KUqXpHRpyv75dAlLl7KAIBEgiDxVjlUFWXuSVVPBQlWeLTa6Ca6b4fbPo5vmgwcP9q3cPLAzBAhiQ5VkVVHWnnRVIFEVaFWJttDpvHMtv7V/BjUt19WyXSAsBAhiRbuxVVlWFWbtCViVaHWuR1hl48tCG/204S/TLnxtENRGQSBsBAhiSRVmVWk2U9l4VaZ94YUX7CF5odIiKjGiUiP261RJEpUmoQ4Y8oUAQayp4qwqz9qTs5oq1apibb6oqKGKG9qvS0UQ+/XrZ9atW2cPAUJFgABm55O1Kteqgm1YFGqdO3d2vRY1HYW7aNEiewiQFwQI8F/ZXC4K8lQ+XVYbMGBAiZfVdPATUEgIEMAS9g3r0m7s66jZQryxDxAgQAlUqTboJbOzZs0q+qXFiC8CBCjFzjbtqeJtLpv2dra5sU2bNkW5uRHxQ4AAWVDtrKFDh2YsG3LAAQdkXTZkZ+VV6tevX/TlVRAvBAhQBqUVLnzrrbfsIUmPPfZYxgKPe+65p1Pg8YcffrCHAAWNAAFyUJbS6W+//XZsS8wj2ggQwIOdHd6kY3V79eqV8ZCrVq1axeqQK0QTAQJ4pJvoqoCb6fhYu+2///5m7NixsTxmF9FDgAA+0bJeLe+1Q0OtQoUKzieSDRs22MOAokWAAD7TRsPUTYi1a9c2S5cutbsBRY8AAQJw+OGHJwNEtbSAKCJAgACk7i4nQBBVBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAgQAAIEcUCAAAEgQBAHBAjgs8WLF5uKFSsmA6Rx48Zm3bp1djeg6BEggE++++4759PG7rvvngyPRKtZs6Z54IEHzE8//WQPA4oWAQJ49PPPP5tRo0aZffbZxxUcdmvWrJmZMWOG/RRAUSJAAA9ee+0107x5c1dQ7LbbbuaMM84wxx9/vOsxNT322Wef2U8HFBUCBMjBsmXLTI8ePVzBoHbiiSea999/P9n3mWeeMQ0bNnT1q1Chghk0aJDZsGFDyjMDxYMAAcpg48aNZsiQIWk3yROtQYMG5qmnnrKHOLZu3Wpuu+02s/fee7vG1a5d24wbN8788ssv9jCgoBEgQJYmTJhgDjjgAFcAVK5c2QwdOtRs2bLFHuKycuVKc8EFF5hdd93V9TytW7c2c+bMsYcABYsAAUrx1ltvmaOPPto14e+yyy7m/PPPNytWrLCHlGrevHnmmGOOyficPXv2NP/5z3/sIUDBIUCAEigYevXq5Uzq9kR/1FFHmblz59pDymzixImmbt26ruffa6+9zC233JLVpxogXwgQwKL7Fbfeeqtzacqe2OvUqeNcyvLTpk2bzI033mgqVark+n4HHXSQeeKJJ+whQEEgQIAUU6ZMcW6G2xO5bpoPHjzYuYkelOXLl5uzzjrL9b3VTjjhBPPee+/ZQ4C8IkCA7T744ANz0kknuSZute7duzvLdsMyc+bMtFpaiVauXDnz5z//2axZs8YeAuQFAYJYW7t2rbnsssucjX/2hH3YYYc5GwXzQbvbR48ebfbdd1/X66pataq58847zY8//mgPA0JFgCCWtm3bZu655x5TrVo11wStulUjR44siLpVqq/Vv39/U758edfrPPjgg80LL7xgDwFCQ4AgdqZPn26aNGnimpBVBLFfv34FWTn3k08+MZ06dXK9ZrWOHTs6FYCBsBEgiI2lS5eb007r6pqA1U455RSzaNEie0jBmTZtWonhp0rA+sQChIUAQeRt2LDF3HrrJFO79gmmYsX90yZendXx/PPP20MKmi6/3XXXXRkvv6kisCoD6x4KEDQCBJH188+/mKlTF5m2bceYRo2uNXXqdDVVqjQ15crt4dyIHj58eFHfiNYCgD59+jirs+wgUYXgf//73/YQwFcECCJp/vyV5pxznjJHHjnSaU2b3mYOOuhis//+J5srrvhLpJbCqvKvKgDbIaJ25plnms8//9weAviCAEGkrFy5wdxww8vJ4EhtPXuOMgsXRncyVSXgkjZBqoJwkJsgEU8ECCJhy5ZtZuTIt80xxzzsCo7OnR8zL7201B4SSaqdpcrAqqVlB4kqCftdhgXxRoCg6L344qfm1FMnuoLj2GMfNqNHv2O2bs3/fo6wqRCkKgVnKgSpysKqMAx4RYCgaH300Rpz0UVTXcHRosVIM2TIDLN6NZdsVDFYlYPtEFGwqNJwLqXogQQCBEXnm282m5tvfs20bDnKFR7nnfe0ee+9VfaQ2Bs/frxTSdgOElUcVuVhVSAGyooAQdH48cefzbhxC8zxx49xBUf79hPMs88uNpwKWzLdRFdF4UzH8f72t791KhEDZUGAoCj8+9+fm65d/+kKjqOPHm1GjJhrNm0q3v0cYVNlYVUYtkNETRWJVZkYyAYBgoK2dOm35rLL/p8rONT6959mvvpqvT0k71atWuVM0omm/12IVGlYFYftEFFlYlUo1kZFYGcIEBSk9eu3mH/8Y7Zp1eohV3CcddYT5q238nNmuC4DvfPOO+af//ynGTRokPOXfNOmTZ0lsvZEnKmpn/qfccYZ5oYbbjCPPfaYefvtt833339vf6tQqOKwKg+rArH9WqtXr+5ULFbpFCATAgQFReVHJk9eaE46aZwrOPS1J55Y6PQJi/ZVzJgxwwmL1q1bZywb4kfTqqgWLVqY66+/3qkWvHnzZvulBEoViFWJWEUZ7dem4o16TYCNAEHBmDv3K3PmmU+4gqN164fMsGGznU8lYdiwYYNzmFO7du3MHnvs4ZpQw2gVKlRwjrG99957Q72UpIrEqkxsvx61zp07m08//dQeghgjQFAqe0K///55dpcSpY4ryZdfrjfXXjvN9X3ULr/8/5nPPgvnfI5XXnnF9OzZM+vQOPDAA02HDh1M3759nRMCx44d6yyXffXVV502b9685H/r63pcVXTVX5N0/fr1Xc+ZqekwqW7dupmpU6eGVvxRFYpVqTjTaxkwYMD2MC+8e08IHwGCUtmT+v/8z8Nm1aoNdreMSguQRx6Z76yksr/H6adPMjNnLre7+06XqHSdv7TJvEqVKttf0+nmvvvuM++++65vdaU2bdpk5s+fbx588EHTo0cPU6NGDdf3Tm0q137jjTeab775xn4q3yms/u///s+pXGy/jv322888/PDDlI2POQIEpbInd7XBg1+xu2W0swDRCiv7edu0GbP9r/X3zLZtwU5MP/zwg/OpYf/9088HSW3NmjVz6kq9+eaboU6UCqhhw4Zl3EGeaNoAqPslX3/9tT3cd6pcfMkll2S8/3PkkUeaWbNm2UMQEwQISmVP8moqF/Lhh6vtri47CxCVGkl8+tCu8r/97d/OLvMgJQ5j0l/Q9mSopk8AV155pbPSqhDonsTAgQNLXOWly226+R3GJxJ9UmrTpo3rNaj98Y9/NMuXB/+JEYWFAEGpUkNgwIDpyf++8MKpdleXnQWILFiw0jz00Dtm8eLgbxS/8cYbzhJae/JT036Ixx9/vGBLevzyyy/OcbZt27Z1vXY1LcMdM2aMPSwQkydPznjJT2H217/+NfQVZMgfAgSlSg0B3fA+6qgdezOmT995mfTSAiQMWqKqk/t23XVX16Snk/uefvppe0hBmzNnjjn11FNdP4vacccdF8pOcl0C/Pvf/2723HNP12vQ4gLtb0H0ESAolR0Cd945J/m/ddbGzsql22PD9uyzz5patWq5JjntbdCqpmKmy2zt27d3/Wzay6HLXmFsAPzqq6/Mueeem7Fs/LHHHutskkR0ESAolR0CGzZsNSefvGOj39ix860RO9hjw6Id1trpbU9sKiSov5wL9VJVLp588smM90iOOeaY7Z8Yv7S7B0KXB1u1auV6DfrUd+GFFxZsORd4Q4CgVJlC4PHHP0x+TdVxS7r5nWls0DRZZToj/OSTT47sRjhtfrzmmmucOlapP7PujWhPRxh0n0Z7XTKtbNt7773NP/7xj0gFNwgQZCFTCPz008+me/fHk18fOnRmyogdMo0N0uzZs03t2rXTJi996tA+izjQEuBGjRql/fz6FKBPY2EtRVaY6ftpN70dJA0bNjT/+te/7CEoUgQISlVSCLz++vLk17UMd8kS91LSksYGQX9p27vIDzrooIJZkhsWFWY8++yzXZO3ltqGtZNdli5d6my+tF+HmkJ+9erSl4GjsBEgKNXOQkClRhKP6b9tOxvrp0mTJrkKAap2k1ZgxdUDDzzgOjxK9b30CSFMKhGTafm0Qg7FjQBBqXYWAvrUkXq07OzZX6Q9vrOxflE5cnuXtC6h6Jp83GkVlL1psmXLls7u8jBpUcP999+ftpT6/PPPt7uhyBAgKFVpIaD7H4nHe/SYnFZuvbSxXqk2VerkqFVXd9xxh90t1rRwoEGDBmm/Jy1jDjtEpF69esnXoNVwKG4ECEpVWghoBVbqOeU6zyOhtLFePPXUU2mfPPTfKsMOt5UrVzqbJu1PImFfztI9KQIkOggQlCqbEBgzZn6yj/aIaK+IZDM2F6+//rqpVKlScjLS8tUnnnjC7oYU3333nbO5LzVEdE8kzKW1BEi0ECAoVTYhoN3o2pWe6HfXXXOcr2cztqxUYNAue/7QQw/Z3ZCBQsT+JKLVWWEt8SVAooUAQamyDYFp05Yk+6le1ldfrc96bLY0AdrX83U+BrKny1n271CLDsJAgEQLAYJSlSUELrjgmWTf1Mq92YzNxllnnZU28V1wwQV2F2RhyZIlaauztDoqjB3rBEi0ECAoVVlCQGeE6KyQ1DHZji2NLlOlhofODA+jYGBUaYlv6j4RlT0JunYWARItBAhKVdYQGDToFVd4ZDu2JB999FHaLnNNdqoEC2+02TA1lFWAMchQJkCihQBBqcoaAjovXeem+xUgKr+hA58SE4/2eqhMO/xhlz1RKfigECDRQoCgVLmEwH33veVbgGhjYOoE17dvX7sLPFDtrNQCjCoJE9ShVARItBAgKGgrVqxwSoEnJp1DDz3UbNmyxe4Gj1TFN7UUvE42DKIUDAESLQQICppOu0v99DFjxgy7C3yi80RSf9ePPPKI3cUzAiRaCBAUrFmzZqWdKHjmmWfaXeAjlTVJPdlwn332Md984y7R7wUBEi0ECArWUUcdlZxs9txzz8CXmOLX43FTP4X069fP7uIJARItBAgKki5VpU5kQ4cOtbsgIB06dEj+3rV02s+DnwiQaCFAUJBU5C8x0VSvXj30qrFxphMcUy8dXn/99XaXnBEg0UKAoOBoh3Tqpw9qXYWvY8eOyd9/5cqVfbsXQoBECwGCgtO9e/fkJKN7H2vXrrW7IGBz5swJJMQJkGghQOCJzv0YMWKuefjhd52S7l5p30fqIVFXX3213QUhadu2bfJ90IosVQTwigCJFgIEnvzv/85K7jR/5JH59sNlNnz48OQEowqxy5Yts7sgJNOmTUv7FDJ16lS7S5kRINFCgMCTSy99LhkgN9/8mv1wmR1xxBHJCaZNmzb2wwiRDpmqW7du8v3o1q2b3aXMCJBoIUDgiZ8Booq7qX/xjho1yu6CkOmgqcT7Ub58ec/3owiQaCFA4ImfAaIqsInJpUKFCubbb7+1uyBkOj44NdTvvfdeu0uZECDRQoDAEz8D5JBDDklOLn5cLoE/UisC6BAvLwiQaCFA4IlfAbJq1aq0zWvjx4+3uyBPhg0blvbJcNOmTXaXrBEg0UKAwBO/AmTSpEnJiUXtiy++sLsgT1TqPfW9mT59ut0lawRItBAg8MSvAOnTp09yYmnYsKH9MPJIq7F0hHDi/fFS2oQAiRYCBJ74FSCNGzdOTiwXX3yx/TDyrEePHsn3p0WLFvbDWSNAooUAgSd+BMjXX3+ddv9j4sSJdhfk2YMPPph8f1QpQMfg5oIAiRYCBJ74ESAzZ85MTipqixcvtrsgz+bPn5/2Hs2bN8/ukhUCJFoIEHjiR4CMHj06OansvvvuZtu2bXYX5JlWXqm0TOJ9mjBhgt0lKwRItBAg8MSPABkwYEByUtG9EBSm+vXrJ9+nQYMG2Q9nhQCJFgIEnvgRIF26dElOKp07d7YfRoFo37598n0644wz7IezQoBECwECT/wIkCZNmiQnlf79+9sPo0D07ds3+T79/ve/tx/OCgESLQQIPPEjQHRkbWJSueeee+yHUSDuvPPO5Puk80FyQYBECwECT/wIEFV5TUwqY8aMsR9GgXj44YeT71PFihXth7NCgEQLAQJPvAbIli1bkhOK2pNPPml3QYGYPHly2nu1detWu0upCJBoIUDgidcAWbNmTdqkpFPwUJheeOGFtPcql7NBCJBoIUDgidcA0ZG1qZPS7Nmz7S4oEHpvUt+rXI4bJkCihQCBJ14DZOHChWmTknY8ozDZu9H13pUVARItBAg88RogfAIpHnwCgY0AgSdeA8S+B/Liiy/aXVAguAcCGwECT7wGCKuwioe9CuvHH3+0u5SKAIkWAgSeeA0QYR9IcWAfCGwECDzxI0Bq1KiRnFTYiV642IkOGwECT/wIkNRaWNdee639MArEVVddlXyfmjZtaj+cFQIkWggQeOJHgHTt2jU5qXTq1Ml+GAWiXbt2yfepe/fu9sNZIUCihQCBJ717TzHNm9/ttJtuesl+OCvXXXddclJp1KiR/TAKRL169ZLv0+DBg+2Hs0KARAsBAk/OPfdO06DBn5123XXj7IezknpzdrfddstpdQ+CtXHjxrQTCR999FG7S1YIkGghQOBJt25XmZo1j3HalVfeaj+clVmzZiUnFbVFixbZXZBn77zzTtp7pP+dCwIkWggQeNK+fVdTvnw1p11yyRX2w1nRhrRddtklObGMG5fbJxkEZ8SIEcn3p1y5cs4nklwQINFCgMCTk08+OTkhXHDBBfbDWTvkkEOSz9OrVy/7YeTZ6aefnnx/WrdubT+cNQIkWggQeOJXgFx++eXJ59HNWhSOn376yVStWjX5/gwcONDukjUCJFoIEHjiV4CohEniedSWLl1qd0GezJ07N+29mTFjht0lawRItBAg8MSvANF9kNRVPqNHj7a7IE+GDh2afF/22GMPp35ZrgiQaCFA4IlfASLNmzdPPleHDh3sh5EnzZo1S74v2kzoBQESLQQIPPEzQDShJJ5L+0FWrlxpd0HI7OW72rPjBQESLQQIPPEzQHRAUepy3uHDh9tdELIrr7wy+X7sueee5vvvv7e7lAkBEi0ECDzxM0Dk+OOPTz7f4Ycfbj+MEG3dutXUrFkz+X6cd955dpcyI0CihQCBJ34HyKhRo5LPp/bee+/ZXRCSSZMmpb0XXlZfJRAg0UKAwBO/A2TdunXOYUWJ5zznnHPsLgjBL7/8Yg477LDk+1C/fn3na14RINFCgMATvwNE+vTpk3xO3UxfsmSJ3QUBe/rpp5PvgZpfB30RINFCgMCTIALks88+c4Ij8byXXHKJ3QUB0icN3X9K/P5r165tfvjhB7tbTgiQaCFA4EkQASI9e/ZMPm+FChXMV199ZXdBQKZOnZr83avpKFu/ECDRQoDAk6AC5KOPPkrbme7nc6NkWnmVesRwrVq1zObNm+1uOSNAooUAgSdBBYj06NEj+dzaHzJ79my7C3yWuplTzc9PH0KARAsBAk+CDBBtLFTtpcTza1WQKsMiGJ9++mnaCrimTZv6fjokARItBAg8CTJA5JZbbkn7i/iuu+6yu8Anqe+lLh++8cYbdhfPCJBoIUDgSdABomvyjRo1Sn6Pvffem1LvARg5cmRaUGspdRAIkGghQOBJ0AEi06dPT5vcWrZs6QQL/KGCiamXrnTjXBs6g0CARAsBAk/CCBC58MIL00Kkb9++dhfkQEHRoEGD5O9Vl66effZZu5tvCJBoIUDgSVgBsmnTJnPooYcmv5dWZWm3NHKnDYOdO3dOC+YbbrjB7uYrAiRaCBB4ElaAyMKFC52S4onvV61aNfPhhx/a3ZAlnW2eGh4nnnhi4KvcCJBoIUDgSZgBImPGjEmb9OrUqWOWL19ud0Mphg0blvZ7VLmSVatW2d18R4BECwECT8IOEPnzn/+cNvkdfPDBzpnqyI7Om089uEt7bYJYspsJARItBAg8yUeA6DJL165d00KkVatWZuPGjXZXWCZPnmzKlSuX/L2VL1/ePP/883a3wBAg0UKAwJN8BIioOmzq6YVqrVu3NmvWrLG74r90WFdqlWMFiQ6NChMBEi0ECDzJV4CIlqA2a9YsLUR0OYt7Im5DhgxJ+z2pafNg2AiQaCFA4EnqqXVHHnmk2bJli90lUCtXrnSFiG6sszrrV9u2bXOCPfX3o08eI0aMsLsGTjfpK1eunHwd1157rd0FRYYAgSf77bdf2uSkTWlTpkyxuwXqu+++c13Oqlq1qnnmmWfsrrGiM1ROOOGEtN9LpUqVzFNPPWV3DZSqBtx2221OGZrU19KpUye7K4oMAQJPLrroorRJIdFOOukk8/7779vdA6N7IvaNdTXtWI9j2RPtJq9Zs2ba76JGjRrm9ddft7sGSiHesGFD1/vCRtBoIEDg2WOPPZa2SzzRdMP20ksvDW2JrVZn2Ut81Vq0aOEckxsHCkuFpv070CfDjz/+2O4eGG36bNu2ret1qOnrqr+F4keAwBc///yzs8pnn332cU0Y2jF+9913O9fjw6DNhqk71tV0+USl4IPeaZ1PM2bMMIcccojr93/mmWc6l/nC8M0335grrrgibbVXoulelV4jooMAga80UV1zzTVm9913d00gOip12rRp9pBA6C/gTJ+KdNM/aicbfvHFF+ass85y/awK0YceesjuHgj9caAb89WrV3e9Dl1Ke+CBById3nFFgCAQixcvNh07dnRNJmq6efrJJ5/YQ3ynAox2FV81XX/XyiTdZC5mGzZsMEOHDnV92lJTUOpc+TC8/PLLGcNaf0Toctq3335rD0FEECAI1AsvvGAaN27smly0A7p///5m/fr19hDf6TyR1EOpUl9D7969zZIlS+whBU33lG688caMf+3rUt0dd9zh+1G0mej31qVLF9drUGvfvn2o91yQHwQIAqfJbPjw4c7SWnui2XfffZ3aTLqHEiTdXNbxuKlnrCeartefc8455r333rOHFZTPP//cXH311Rk/caj17NnTrFixwh7mu++//95cf/31TgDbr0FB/dxzz9lDEFEECEKjMiP6iz+1FlOiHXHEEWbmzJn2EN8tW7bM9OjRwzk4yX4NaocffrgTdtqgWAi02173Mdq0aeN6rYmmEi6zZs2yh/pO54c88sgjzomF9muoUqVKaJ98UDgIEIRuwYIFrg1uiXb22WeHUopE9wf0F3um1UJq+nqHDh2cT0dhn8Gum+Ljx4833bp1MxUqVHC9tkRr165daKuatPBAy6Ht16A/Bi6++GLz9ddf20MQAwQI8uaJJ54w9evXd01K2i190003OTfBg6b9IX369Ek7EzxTq1evnunVq5cZN26cEz5+rSjSpbtFixaZRx991JmIM226S22asLt37x7aPoovv/zSubxnvw614447zrz77rv2EMQIAYK8Uu0sFdXba6+9XBNU3bp1zcSJE+0hgdDyY10qskuilNR0CUyFG3UkrJYt33///Wbs2LHOpspXX33VaW+//Xbyv/V1Pa5+qgF12mmnOeMzXc7L1HSJT5fWwrjHIZs3bzY333xzxntGCtOwq/iiMBEgKAhaUqtLSqkHHSXaMcccY+bNm2cPCYxuVivUdD/Efi1hNm0KHDRoUGjLcRMUDgoJ+/UoTBQqChdACBAUlDlz5jg3he3JS3/xa+9GGMeuptLO6ieffNJcfvnlGXd5+9m03FmlWDSBh/1zii5H6bKU/brUdBlLl7OAVAQICo5W++heg87pticy7XNQZdd8FUjUHgzdUNblrgEDBjgFHBUsWo5sv9ZMTf3UX/sntA9G5V9U4DCfB2GtXr3auf+SaWWabpxHbec+/EOAoGBpp/XAgQMzrkTSzeapU6faQwrCf/7zH2e5cKLpfxciLbkdNmyYswTX/v1qqa6W7CrMgZIQICh4WimlJa32JKemyq6qe4WyUbn3knbna5OgNgsCpSFAUDS056Fp06auSU97NlQBVvcrsHMqL6IyI/bvUE2X1YqtrAvyiwBBUdH+C1V2tQ9LUlNtKFWEDatsfDFRQUMVNsxUJVmFEFUQESgrAgRFiQkxOwQugkSAoKhxSaZkXPJD0AgQRAI3hXdg0QHCQoAgMuK+LLVYlz2jeBEgiJy4bYwr5I2XiDYCBJEVh9IchVb6BfFCgCDyolgcsJCKTyK+CBDEQlTKkxdK+XtACBDEys4OSNJZIIV8QJIO4DrooINcrzvMA7iAVAQIYqmYjmgthCOAgUwIEMSWVi9paa+W+NoTs5YC33HHHc7S4HxRiffevXtnPLVQJxTOnDnTHgKEigBB7GmToTYbatOhPVFrc+Jzzz1nDwmUQkvH11atWtX1enSeyOjRo52z1IF8I0CA/1LZE5U/sSdtNZVLUdmUoL3wwgvOyYT291e46QCq9evX20OAvCFAAIsKMaogoz2Jq3CjCjiqkKPfFi9ebDp27Oj6nmqdOnUyn3zyiT0EyDsCBMhAFWpVqVYVa+0JXZVtVeFWlW69+u6778w111yTsapwkyZNzLRp0+whQMEgQICdUMVaVa5VBVt7gm/WrJlT8TYXuoeh89D32Wcf1/NWq1bN3H333ZRZR8EjQIAsfPjhh04lW3uyV1PlW1XAzdZrr71mmjdv7noehdSll15q1q5daw8BChIBApTBM88841S2tSd/VcBVJVxVxC3JsmXLTI8ePVxj1U466STz/vvv20OAgkaAAGWkyraqcKtKt3YQqCKuKuOmlo3fuHGjGTJkiKlYsaKrf4MGDcyUKVNSnh0oHgQIkCNVulXF20xl41UhV5VyJ0yYYA444ADX45UrVzZDhw51alsBxYoAATxS5VtVwLVDIlNT9dzzzz/frFixwn4aoOgQIIBPVAlXFXHt0Ei0o48+2sydO9ceBhQtAgTwkSriqjJuav0qlSTRpSwgaggQIACqoKv7INpFrlpbQBQRIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICc/H8nsqexPLzRZgAAAABJRU5ErkJggg==)
PN: 4H17-1-6X
CAS: 173681-56-6
Molecule Weight: 197.237
Formula: C13H11NO
TSCA: Not listed on TSCA inventory
