![(S)-N-[1-(3-fluorophenyl)ethyl]methylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACf5AAAn+QEqnlP2AAAB+HpUWHRtb2xTb3VyY2UAAHichZRtb9owEMe/ysmvhx3nkSKSClFVmtTuxWi1vZtMYmikxK6c8PTtd06g4KbLIBF39v93Z5/PzO+PdQV7aZpSq5Rw6hGQKtdFqbYpeX15nEzJfTbPUYRC1aTkrW3fZ4wdDgeav8laHLWiua5JPz87NqWjOQRUmy3zPY+z389Pq46ZlKpphcolUk05a7rBJ52LtlvFP1KwWph9qVgvZ7XZ99H++J59PHpsCnLdyxLnFojCpqwkbLSpRQt736P4eN9gK5U0opUFrE84HNAQ957Nnx90vqulatG0EcpcVKvW7HIcqHUl8x0GQ+P7Q0pqTkCsm1UrjdQpQZXECKLV9cIYcQJrWZ3gIHwQAYgQRAQiBpGAmIK4A8E9fDGOrKTN+nJ6l7h0+AFL5/sIS6yVnxJcO37g/MNpEAQJ+DSOk/CT5w6egYnjEjhhyJjyGKdCGuMpQUCn0dXzacC7PFFo6UsUjybJdRUXt1dhCdhHDbL5WqvixoSySMnaFg4lP+Wm8c/1IaBNIQ32oA1gpbeA7wLBf4FgAIQOYJX9wWW/evrsDUOFg1DReO7IBeyJfwCLr4DYBWx/jAOJC9huGgemLmB7bxy4c4GuU8d3bec/I3w8CeeDSn2NsJsuYpdriObgirKb+8vwXyv7Cx5HddOvbPVQAABD90lEQVR4Xu3dCbxV8/7/8ZJShjSoEA0UZUim6qIk6leuLgqha4pSN0LpGjJVuprQIBdJhjRQbglpkAwJSZxSCqV5VtE8ff4+697Vf+/vOmefs9dZa+/vXuf1fDy+jwed7/rutdd37+/7nLXW97sKCQAAPhQy/wEAgLwgQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgBdTOnTvlo48+koceekgaNmwoNWvWlHLlyknRokWlTJkyUq1aNWnSpIl0795dZsyYIQcOHDCbAFDAESAFzNatW6VHjx5SqlQpKVSoUJ6LBkq/fv1k+/btZpNxzO38CqodAOHhm1mAjBs3zvnrwhyckylVqlSRCRMmmE0fZNb3K6h2AISHb2YB0bNnTylcuHDcoHzYYYfJddddJ0OHDpWsrCxZs2aN7N69W9avXy/ff/+9jBo1Slq1aiUlS5bM84Ce13q5CaodAOHhm1kAaHiYA/Itt9wiy5cvN6tma8eOHfLss89K6dKlcx3QzdfxK6h2AISHb2bETZkyRQ455JCDA7H+95AhQ8xqeaJ/mTRr1izhgB7UwB9UOwDCwzczwvQvh2OPPTZuIO7fv79ZLSl6N1bnzp3Nfz4oqIE/qHYAhIdvZoQNGjQobhDW23XDvh03qIE/qHYAhIdvZkTt27dPKlWqFDcI63yOsAU18AfVDoDw8M2MqK+++ipuAD7ttNPMKqEIauAPqh0A4eGbGVF9+/aNG4Dvv/9+s0ooghr4g2oHQHj4ZkZU8+bN4wbgt99+26wSiqAG/qDaARAevpkRVatWrbgBeOHChWaVUAQ18AfVDoDw8M2MqIoVK8YNwGvXrjWrhMIc+IMqAOzDNzOiSpQoETcA79q1y6wSCnPgD6oAsA/fzIgqXrx43ABMgAAIGt/MiLLlFJZfQbUDIDx8MyOKi+gAwsY3M6KuuOKKuAF47NixZpVQBDXwB9UOgPDwzYyoPn36xA3AXbt2NauEIqiBP7d2fv31V3n99dfljjvukDp16kjlypWd6z6HH364VK1aVVq2bOk8z2Tv3r3mpgAC4v1mIhLMpUxOP/10s0oochv48yq3dsyf51T0VN6iRYvMzQEEwPvNRCRkt5jiJ598YlYLnDmA+5VbO+bPExVd0l6fZQIgWN5vJiLDXM69UaNGkVnOvVq1anLXXXfJyJEjZc6cObJ69WrncbwrV66UadOmybXXXhu3fadOncwmAOST95uJyNAHSlWoUCFuINVH0+aHBlCXLl3Mfz4ot4E/r4Jop3v37ge3r1KlivljAPnk75uJjDF58uS4R9oWKVJEXnzxRbNanuhpoMsvvzzhgB7EwK+CaGfjxo0Hty9WrJj5YwD55O+biYzSs2dPz4Dcpk0bWbFihVk1Wzt37pTBgwdLmTJlch3QzdfxK4h2tmzZcnB7/UsMQLD8fTORcfR0TuHCheMGZb3ttVWrVjJs2DCZN2+eM1t9z549smHDBsnKypIxY8ZI69atpXTp0nke0PNaLzdBtKOn69ztb775ZvPHAPLJ3zcTGUknE2YXBskUnWPx7rvvmk0fZNb3y087en1m3bp1MnPmTGd+iHvqrnz58s68EQDByts3E5GxdetW56+RUqVKeQbpROXUU0+VZ555xrkwn4i5nV/JtGPWjS0NGjSQZcuWmZsACEDibyYiS69rTJ06VR544AFnkNWAKFu2rBx66KHOXyl6m2zTpk2d6yeff/65uXmOzAHcr2TaMeu65YYbbpAff/zRrA4gIIm/mUAGMIMjtuh1H73+sW3bNnMzAPlEgCAy9u/f79x5pcu4dOvWTUqWLHkwSOrXr8+6WEDACBBEll4414v+bogMGDDArAIgHwgQRJreMeYGyLnnnmv+GEA+ECCINL324QaILvUOIDgECCJt8+bNBwPkyCOPNH8MIB8IEETa6NGjDwZIzZo1zR8DyAcCBJGlD5KqWLHiwQC59957zSoA8oEAQcY56aSTpF27dvLWW285zwLRmebbt2931vHSpUymT58u99xzj3PNww2PEiVKyNKlS82mAOQDAYKM44ZCXosuYT9ixAizGQD5RIAg45gBkajoXytTpkwxmwAQAAIEzgzuN998U/r37y9r1qwxf2wdnSD4xhtvOKex6tWr50wW1DusihYt6qznVbt2bed5J+PHj2f2ORAiAgTOI2rd39grV67sXE8AgNwQIJCTTz457rTPZ599ZlYBAA8CBHG3umqZNm2aWQUAPAgQECAAfCFAQIAA8IUAAQECwBcCBAQIAF8IEBAgAHwhQECAAPCFAAEBAsAXAgQECABfCBAQIAB8IUBAgADwhQABAQLAFwIEBAgAXwgQECAAfCFAQIAA8IUAAQECwBcCBAQIAF8IEBAgAHwhQECAAPCFAAEBAsAXAgQECABfCBAQIAB8IUBAgADwhQCB1Kz5f1Kq1NkHy4wZX5lVAMCDAIFccMGDcvLJ7Q+WmTMXmlUAwIMAgTRrNkLOPffFg+Wrr1aaVQDAgwABAQLAFwIEBAgAXwgQECAAfCFAQIAA8IUAAQECwBcCBAQIAF8IEBAgAHwhQECAAPCFAAEBAsAXAgQECABfCBAQIAB8IUBAgADwhQABAQLAFwIEBAgAXwgQECAAfCFAQIAA8IUAAQECwBcCBAQIAF8IEBAgAHwhQCDNm4+MC5A5c1abVQDAgwCBdO8+42B4NGr0mvzxx26zCgB4ECCQHTv2yrBh30qfPp/LTz9tMn8MANkiQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQABkjJ07d8pHH30kDz30kDRs2FBq1qwp5cqVk6JFi0qZMmWkWrVq0qRJE+nevbvMmDFDDhw4YDaBABEglohdi0qLX8m2Y9bX0qnTJLNarsw2gCBt3bpVevToIaVKlZJChQrluWig9OvXT7Zv3242Gcfczq+g2skU0X+HGSKoATjZdsz6bvnmm1Vm1YTM7YGgjBs3zvnrwhyckylVqlSRCRMmmE0fZNb3K6h2MkX032GGCGoATrYds75bbrrpHUnmr39zeyAIPXv2lMKFC8cNyocddphcd911MnToUMnKypI1a9bI7t27Zf369fL999/LqFGjpFWrVlKyZMk8D+h5rZeboNrJFNF/hxkiqAE42XbM+rFl8uSfzeo5MrcF8kvDwxyQb7nlFlm+fLlZNVs7duyQZ599VkqXLp3rgG6+jl9BtZMpov8OM0RQA3Cy7Zj1Y8uVV46SvXv3m5tky9wWyI8pU6bIIYcccnAg1v8eMmSIWS1P9C+TZs2aJRzQgxr4g2onU0T/HWaIoAbgZNsx69etOzTu/0eNmmduki2zHcAv/cvh2GOPjRuI+/fvb1ZLit6N1blzZ/OfDwpq4A+qnUwR/XeYIYIagJNtx6zfu/dncf9/6aWvybZtu83NPMx2AL8GDRoUNwjr7bph344b1MAfVDuZIvrvMEMENQAn245Zf9OmHVK//itx/zZkyNfmZh5mO4Af+/btk0qVKsUNwjqfI2xBDfxBtZMpov8OM0RQA3Cy7WRX/8UXv4n7twsvHCbr1ye+jz67doBkffXVV3ED8GmnnWZWCUVQA39Q7WSK6L/DDBHUAJxsO9nV3759jzRu/Hrcv/fs+YmxZbzs2gGS1bdv37gB+P777zerhCKogT+odjJF9N9hhghqAE62nZzqjxkzP+7fzz//Jfnll99itoyXUztAMpo3bx43AL/99ttmlVAENfAH1U6miP47zBBBDcDJtpNTfb19V2/jjf3Zffd9GLNlvJzaAZJRq1atuAF44cKFZpVQBDXwB9VOpoj+O8wQ5gAcVMlNovo6kdD8+bffromr4zLrAX5UrFgxbgBeu3atWSUU5sAfVIm66L/DDGEOwEGV3CSqr3dO/v3v4+J+fsst/4mr40rUDpBXJUqUiBuAd+3aZVYJhTnwB1WiLvrvMEOYA3BQJTe51f/qq5WeOtOm/WJW89QB/ChevHjcAEyA2C367zBDBDUAJ9tOXup37Ph+XJ2rrx4t+/bFL3GSl3YQfTpn45dfvL9g5JUtp7D8CqqdTBH9d5ghghqAk20nL/UXLdoo550XX++tt36Iq5OXdhBtAwcOlEMPPfTPXzCuNn+UZ1xEzyzRf4cZIqgBONl28lq/W7eP4urpPBGdL+LKazuIHl276qabboobOPWpgX5cccUVce2MHTvWrBKKoAb+oNrJFNF/hxkiqAE42XbyWn/Vqt+lXr34hRZfeGH2wZ/ntR1Ey7Jly+Scc87xDJxnnnmmsyxJsvr06RPXTteuXc0qoTD3369E7fz666/y+uuvyx133CF16tSRypUrO9d8Dj/8cKlataq0bNnSeZbJ3r1747azmf8jhUAFNQAn204y9fv1mxlX96KLhsnGjf9d4iSZdhAN+lfGMccc4xk03eJn+XVzKZPTTz/drBIKc9/9StSO+bOcip7GW7RoUdy2tvJ/pBCooAbgZNtJpv7mzTulQYPhcfV79frU+Vky7SDzPf300871DnPwiy0aLr/9lvPqBdnJbjHFTz5JvIxOEMx99ytRO+bPEhVdzl6fY2I7/0cKgQpqAE62nWTrv/zynLj6deoM/fNP881Jt4PMtH37drnxxhs9A15OpVOnTmYTuTKXc2/UqFEklnOvVq2a3HXXXTJy5EiZM2eOrF692nkU78qVK2XatGly7bXX5vvYpZr/I4VABTUAJ9tOsvV37twrTZq8EbdNly6Tk24HmWfJkiVy1llneQbJRKVo0aLyww/xd+zlRi/KV6hQIa4dfTRtfmgAdenSxfzng8z99iu/7XTv3v3gtlWqVDF/bJ3k3yFCEdQAnGw7ydZXY8f+4NnOLIgWfcRs2bJlPQNkXkqTJk3M5nI1efLkuEfaFilSRF580d/nSk8FXX755U47OTH32a/8trNx48aD2xYrVsz8sXWSf4cIRVADcLLtJFtf6SRCnUxobptsO8gMemeUDuDm4JhMeffdd81mc9WzZ09PO23atJEVK1aYVbO1c+dOGTx4sJQpU+bg9jkxX8ev/LazZcuWg9vqX2G2S/4dIhRBDcDJtpNsfZcuZ2Ju66cd2Gvbtm1y3XXXeQZFP6V69erO+f5k6SmdwoULx7Wlt762atVKhg0bJvPmzXNmq+/Zs0c2bNggWVlZMmbMGGndurWULl3asx85yWu93OS3HT1V52578803mz+2TvLvEKEIagBOtp1k68fShRXN7f20A/v8/PPPzlwOc0DMT+nXr5/5MnmikwmzC4Nkis6zSPRXkFnfr2Tb0Wsz69atk5kzZzrzQ9zTduXLl3fmjdgu93eIlAhqAE62nWTrx5ozZ7Vn+9za0Weu64V42GvSpEn5HrCzKyVLlnQGSz+2bt3q/DVSqlQpT7uJyqmnnirPPPOMc2E+EXM7v/LajlkvtjRo0MCZoJkJcn6HSKm8DsC5SbadZOubOnWa5Gkjp3b695/prKmlExD//e/Zf36pCRLb9OrVK9/XOxKV22+/3XzJpOh1jalTp8oDDzzgDLQaEHpxX+ekaOjprbJNmzZ1rp98/vnn5uY5MvfTr7y2Y9Zzyw033CA//vijWd1aOb9DIEArVmz1hEyzZiPk/fcXm1WRBn/88YezlIY5oAVd9BSNzoEo6MzjElv0mo9e/9BrULYjQJAS69Ztc56rboaIlttuGy/z5/s7tYH8W7x4sbNkiDmQhVXq169v7kKBtX//fufOK13CpVu3bs5pvtjjZPu6WAQIUmbEiO+lbt34BRndoqe2Hn/8Y9mw4b9rayE13nvvPTn66KM9g3zYZfTo0eauQP674KJe8HeP04ABA8wqViFAkFLLlm3J8bqJlvr1X5FXXpkre/bEP7AKwdK7f3r06BE3WS+VRde7yu3CdkGld4u5x+ncc881f2wVAgRpMXPmcmnRYownQNzyt7+NkunTl5qbIQC///67XHnllZ5BPdXliSeeMHcN8t/5N+4x0qXebUaAIG327t0vb76ZJQ0bDvcEiFvat58oP/+8ydwUPukT/mrUqOEZzNNRdHBcvny5uYsF3ubNmw8eoyOPPNL8sVUIEKSdLhOvy8LndJFdV/x96qnPZMuWneamSMKECRPiLtLaUPS2VcTT60Pu8alZs6b5Y6sQILCGPnu9XbuJngBxyyWXvCqjRs1z1uJC3umdPo899phnSRAbiu5TMvM1ok4fJFWxYsWDx+fee+81q1iFAIF1dJ2t5s1HegLELddcM0ZmzcrbgnoFnd4iaj5n3LaiF4o15KLspJNO+vOXo3by1ltvOfNgdKa5PltF1/DS2fnTp0+Xe+65xzmt5x6XEiVKyNKlS82mrEKAwEq7d+9zHl6ld2WZAeKW++770LmrC9nT53CccsopngHbxqLrXUWZ+X5zK7oawIgRI8xmrEOAwGo6AfHRR6c780TMANFSr95QGTjwS9m2LfmVXqNs3LhxctRRR3kGJpvKEUcc4Swg+OWXX5q7Hznme09U9K8Vff5KJiBAkBGystYlXP23cePXZfz4hbJ/f7iPPrWdngrSGc02Xu9wS506deSll15ylk8pKHSC4BtvvOGcxqpXr54zWVDvsNInNupaXrVr13aedTJ+/HjrZ5/HIkCQMfSx2O+9t0iaNo1/pG5sad16nMydu8bctEDQ2z+bNWvmGbBtKLrQ4d133y3ff/+9udvIYAQIMs727XtkyJCv5S9/edkTIG556KFpsmZNwfkNVx+spCvRmgN3ukvDhg2dc/m6ii6ihwBBxlq16nfp2nWKJzzccsEFw+TFF7+J/PNH9M4ePR1iDt7pKvoo1n/+85/OIo2INgIEGW/27FXSqtXbngBxy+WXvynvvz/f3Czj7du3z3kuhjmAp6Pomlp6+kwv3uutqSgYCBBEgl48Hzv2B7n00tc8AVK79kA55ZT75KqrHpa5cxeYm2akTZs2SZMmTTwDearLiSeeKI8//jhLkhRQBAgiZevWXc6TD2OXjT/ttMelSpVbpFy5hnLUUSdJmza3y9q1a81NM8Z3330Xt+R3qoveOdSiRQv54IMPIj8BEIkRIIikpUs3S8eO78tZZ/WXatXuluOPby5HH13rz8Hvv2tB6ZpQffr0kd27M2v+yMiRI+NmK6eyVK9e3TlmmRy+CBYBgkj7+OOFcvHFXeSYYy6UEiVO8AyKeueSLjJoO73e0aVLF8/+h12KFy8urVu3/vM4fmzuEkCAIPr27NkrAwe+ImXKHOsZIN1y2WWXOUt/2GjDhg1y6aWXevY5zFKrVi0ZNGiQ/Pbbb+buAAcRICgwdNE6XTojp6fwHXrooXLXXXc5F6ht8e2330rlypU9+xpG0VuB27Zt6zyfG8gLAgQFjg7K9evX9wygbtGlJYYMGZL2JSV06QtdkdXcv6BL3bp1ZejQoc6T8IBkECAosPTBPYl+uz/jjDNk2rRp5mah0+DSpb3N/QmylClTRjp16iRZWVnmywN5RoCgQNuxY4d079494Z1NV111lfz888/mpqHQ02y6/Ie5D0EVbfvNN99kaREEggAB/qQT4W688UbPgOuWww47TB588EH5/fffzU0DM3v2bGdinvna+S3HHnusM2P9p59+Ml8SyBcCBIihj1c977zzPINw7GA8fPhwOaBLAwdI29RbZs3X81v0RoHLL79c3nnnHZYWQWgIEMCg4fDKK684YWEOzG45//zzZebMmeamSdPrHR07dvS077dUqlRJnnjiCZYWQUoQIEAO9HSVnvopVqyYZ6B2i06yW7HC3/PZdUZ3orvB8lp0aZGWLVvKpEmTWFoEKUWAALnQC+hXXnmlZ+B2iz6aVS/EJ3NhWh/jWrFiRU9byRR93nnfvn1ZWgRpQ4AAeTR16lQ5/fTTPQO5W/SW4DFjxpibebz88svORXlz+7wUd2mRGTNmmM0CKUeAAEnQaxbPPfecM4/CHNzd0qBBA2eyokkvZt95552e+nkpZ511lgwePJilRWAVAgTwQZc70WVPdPkTc7DXUqRIEWfZlPXr1zv1V69eLRdccIGnXqKiS4u0a9dOvv76a+PVATsQIEA+zJ8/31mI0Rz83XL00Uc7QXPcccd5fpZTYWkRZAoCBAjA+PHjnaXhzTDIa9FTYrp8ybx588ymAWsRIEBA9OFUvXv3dh5WZQZETuWSSy5xHhK1a9cusznAegQIEDC9rfa2227Lcdl4lhZBVBAgQEj0OkZscOgFd11aJN3LxANBIUCAkHz22WdxAaLPGQGihAABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkBAiijgABQkKAIOoIECAkn3zySVyAHHXUUWYVIKMRIEAIPv74Y6latWpcgGi58cYbZfny5WZ1ICMRIECAli5dKtdcc40nOGLL4YcfLt27d5cdO3aYmwMZhQABArBt2zZ55JFHpHjx4p7AyKlUqlRJRo8ebTYFZAwCBMin119/XSpWrOgJCLeUL19ejjzySM+/u6V+/foyZ84cs1nAegQI4NOXX34p9erV8wSCW8qVKydDhw6V/fv3y2+//SZ33323HHrooZ56Wg455BC5/fbbZd26debLANYiQIAkrVq1Sm6++WYpXLiwJwi0FCtWTLp06SJbtmwxN5UffvhBGjdu7NnGLUcffbT069dP9uzZY24KWIcAAfJo165d0qtXr4Sno/7617/KokWLzE09JkyYINWqVfNs75bq1avLxIkTzc0AqxAgQB6MGzdOTjrpJM9A75YaNWrIhx9+aG6W0O7du6VPnz5SsmRJT3tuadKkiSxYsMDcFLACAQIkkJWVJZdccolnYHdL6dKlZcCAAbJ3715z0zxbu3attGnTxrkOYravpWjRotKpUyfnOgpgEwIEyMbGjRulffv2UqRIEc+ArkX/XX++YcMGc1PfvvnmG7nooos8r+UWXQrl+eefl3379pmbAmlBgAAx9C8J/YtC/7IwB3C36F8k33//vblpYEaOHOnMETFf1y1nnnmmTJ8+3dwMSDkCBPgfvYah1zLMAdstujTJ2LFjzc1CsX37dnn88cedWevmfrilRYsW8ssvv5ibAilDgKDAW7x4sXP3lDlAu0XvunryySedu7BSbdmyZXL99dd79skthx12mDz88MPyxx9/mJsCoSNAUGDpPA2dr6HzNsyBWYvO89D5HjrvI910afhzzjnHs49uOe644+TVV1+VAwcOmJsCoSFAUODozHCdIa5LjJgDsVt0hrnONLeJ7vewYcOkQoUKnv11S506dWTWrFnmpkAoCBAUKJ9++qmcffbZnoHXLccff7yztpXNv8lv3bpVunbtmvAvp5tuuklWrlxpbgoEigBBgfDrr79Kq1atPIOtW/RaQrdu3TLqWsJPP/0kzZs397wXtxxxxBHSs2dP2blzp7kpEAgCBJGmdzM99thjUqJECc8A65aWLVvKkiVLzE0zxpQpU6RmzZqe9+WWKlWqyNtvv21uBuQbAYLIGjFihJx44omeAdUttWrVcp4cGAU6f2XQoEEJ569cfPHF8t1335mbAr4RIIic2bNnywUXXOAZQN1yzDHHyAsvvBDJGd06g/4f//hHjsvG6wz6du3aBTqDHgUXAYLIWLNmjdx2220J15S69957ZfPmzeamkTNv3jxp1KiR5xi4pVSpUvLMM8+wbDzyhQBBxtNVbXv37i1HHXWUZ6B0S9OmTWXhwoXmppH3zjvvJFxF+NRTT5UPPvjA3AzIEwIEGW38+PFy8sknewZGt5xyyiny/vvvm5sVKBqw//rXvxIGbLNmzeTHH380NwUSIkCQkebPny+XXnqpZyB0iz7Z7+mnn+YUTYzVq1fLrbfemuOTFPUU33333VcgTvEhGAQIMsqmTZukY8eOCS8St23bVtavX29uiv/5+uuv5S9/+Yvn2LlFn+X+0ksvRfImAwSLAEFG0NtUBw8eLGXKlPEMeG5p0KCBzJ0719wUOXjjjTfkhBNO8BxHt9SuXVtmzJhhbgYcRIDAelOnTpXTTjvNM8C5pXLlyjJmzBhzM+TBtm3b5NFHH5XixYt7jqtbrr32Wlm6dKm5KUCAwF66VMff/vY3z4DmFl2qo0ePHizVEQANCA0K8xi7RQPmkUcecQIHcBEgsM7vv/8uDzzwQI6LBWpp3bq1rFixwtwU+aSnrPTUlXm83VKxYkXn1BegCBBYQ1fAfeWVV+TYY4/1DFxuOf/88+WLL74wN0WAdNl4vYiuF9PN4+8WvQj/1VdfmZuigCFAYIXPP/9czjvvPM9A5RZ9YNLw4cOtXmY9avSBW507d3Zu7zX7Q4veDnzLLbc4twejYCJAkFbLly+XG2+80TM4uUWXWX/wwQed01pIj0WLFsnll1/u6Ru36ARFnaioExZRsBAgSIsdO3bIE088IYcffrhnQHLLVVddJT///LO5KdJk0qRJUqNGDU8/uUWXTNGlU1BwECBIuVGjRkmlSpU8A5BbzjjjDPnoo4/Mzaz122+/OY+/1aXhR44c6Tyb/Pnnn3cCUotOfHT/W/9df671tL5up9tnCp3Z/+yzzzqLMZr95hZdxDErK8vcFBFEgCBl5syZI/Xr1/cMOG4pW7asDBkyxNoZ0Hqrq6691a9fP2e2uy4Zr0vDm+/DT9F2tD1tV9vX17F57oUuB3/nnXc6M//N96JFVwro0KGDs7w8oosAQejWrVsnt99+e47LrOtgc/fdd1v3m7heHNaHUum+V61a1bPfqSj6uvr6uh82XqzWB1Q1bNjQs99u0QdcDRw40FlJANFDgCA0erpDf5vWhQ3NgcUtjRs3lh9++MHcNG10HoQ+kCnRuf50Ft0v3T/blhjRR+YmCll95O7kyZPNzZDhCBCEYuLEiVK9enXPQOKWatWqybvvvmtulhZ6l5HOstYlUcz9zGvRu8X02eP6vvQ3ci06s1tXv3WL/r/7M62n9XU7s628Ft1f3W/dfxvs2rVLevbsKUceeaRnX91yxRVXyOLFi81NkaEIEARqwYIF0qRJE8/A4ZaSJUtKnz590n7Lp85xeO6556Ru3bqefUxU9FqFLiOvfwUMGDDAeRjTL7/8YjafFN1e29H2tF1tP9lrK/o+9P3o+0q3lStXyk033ZTjsvG6wsD9998vW7duNTdFhiFAEAi9ftGpU6ccJ53p9Y82bdrI2rVrzU1TSi/+6m/tie4iii26+m/Lli2di/sajqmkr6evq6+faBXi2KLvS9+fDc88nzVrVsKALl++vLz88svOzHdkJgIE+aJ3TOmtqXoHlTlAuOWiiy6Sb775xtw0pfQCtM6q1gUYzf0zy9lnn+38lWTb0vC6P7pfun/mPptF36e+33RfeNeVA1577TU5/vjjPfvolnPOOUc+/fRTc1NkAAIEvk2fPl3OPPNMz4DgFp3rofMd0mnNmjXO7aS5XWvQRQK7du0q8+bNM5uwku6n7q/ut/leYou+b33/ehzS6Y8//pCHH344YT9cf/31smzZMnNTWIwAQdL0nH2LFi08A4BbdHb5448/7sw2Txf9y0hvH010B5jOYbjuuutkypQpGXsaRfdb91/fR05zMrTocdDjke45NkuWLEn42SlRooTz2dm+fbu5KSxEgCDP8vJb5A033JD23yJ1td5ES5LrRVydWxG1u4H0/ej7SrQMvh4XG1Yz1r9ea9Wq5dk/t5x44ony5ptvmpvBMgQIcqXnsXX5DV0R1/yiu+Xcc8+Vzz77zNw0pXTWsw6gOd39ow9F0gmLuoBjlOn70/eZ01MG9fjocUr3LHH9a+jf//53wjvOLrzwwrRfP0POCBAkpHfS1KlTx/PFdkuFChVk2LBhaT8FpJPU9K4ec/+06B1gukRIuu8ASzV9v/q+c1oBQI+XDZP79A6+e+65J+EdfLfddluB679MQIAgW3m5l18v4qb7Xn79LbZbt245DpJ6x5KGYEGm7z+nO7f0uOnxS/e1EbVw4UL5v//7P88+usWWOUT4/wgQxNHni+ts4kS3uzZv3tx5Xnm6acg1aNDAs39a9KLxoEGDrBgYbaDHQY9HTjcV6HHU42mD9957T0455RTPPrpFZ/FPmDDB3AxpQIDgoLfeestZXsP8wrpF1zPSO35soM+myOmRq3qXD6c7sqfHJae7oPR46nG1QV7WUbvsssusWketICJAIN9++22O1w+06Cxo/e3VlhVVdcmO7E5Z6d1hgwcPNqsjG3qcsrubTo+rHl9b6ErOd9xxR7b9rUVPsdarV88JHKQeAQLnQrj5xdSiy6zr2kzpvlsn1qOPPurZTy0nn3yy87wR5J0eLz1u5rHUosfZJvpLTqJnyeiz2ZF6BAiyvftFnypn06xsPYffrl07z35q0VVu030xP1PpcdPjZx5TLXq8bbuGNHr06GxXTdbbyJF6BAg8Cwvqo1dtohf2sztvr6cvnnrqKbM6fNDjmN0dd3rc9fjbRFc40NNWsfupE1iRegQIPOspTZs2zaySNjp46V9D5sCmp9eGDx9uVkc+6PHU42oeaz3+toWIrvwcu496qhWpR4DA2gDR0ydXX321Z0DTtbZseRhV1Ohx1eNrHnPtB5tOZxEgdiBAYG2AZHfNQ5+x/fnnn5tVESA9vnqczWOv/WELAsQOBAisDJDs7rbSQS0rK8usihDocc4uRGy5O4sAsQMBAusCROchmAOXnlaZOXOmWRUh0uOd3eksG+aJECB2IEBgVYDoTGhz0phe2J04caJZFSmgx928sK79k+4Z6wSIHQgQWBMguhaTuTyJ3lrK3VbppcffvMVX+ymda2cRIHYgQGBFgOgdPtktjNi7d2+zKtJA+8HsG+2vdN2ZRYDYgQCBFQGiS4qbA5TOkIY9spuxrv2WDgSIHQgQpD1A9KFG5nUPXaOJ5Unsov1hrp2l/ZaOh1IRIHYgQJDWANmwYYNnJWBdJZbHmNpJ+8VcxVf7T/sxlQgQOxAgSGuA6LO5Y19bC0uy2037x+wz7cdUIkDsQIAgbQHyxRdfeE5d6eJ9sJ+5uKX2o/ZnqhAgdiBAkJYA0bt3ateuHfe6+vS5NWvWmFVhIe0n82mB2p+puiuLALEDAYK0BMjAgQPjXlOLPvUQmUP7y+xD7ddUIEDsQIAg5QGS3W+vZ599dsp+e0UwtL+032L7MVV/RRIgdiBAkPIA6dChQ9zr6fnzWbNmmdWQAbTfzOtY2r9hI0DsQIAgpQGyatUqKV68eNzrtW3b1qyGDKL9F9uf2r/az2EiQOxAgCClAdK5c+e41ypRooSsXbvWrIYMov2n/Rjbr9rPYSJA7ECAIGUBopPNjjjiiLjXuuuuu8xqyEDaj7H9qv0c5uRCAsQOBAhSFiCPPPJI3OsUK1ZMli1bZlZDBtJ+1P6M7V/t77AQIHYgQJCSANmyZYuUKlUq7nVSPXsZ4TJXFdD+1n4PAwFiBwIEKQkQ8ymDRYoUkcWLF5vVkMG0P7VfY/s5rKcXEiB2IECQkgCpW7du3Gu0atXKrIII0H6N7Wft9zAQIHYgQBB6gCxatCiufS1TpkwxqyECtF/Nvtb+DxoBYgcCBKEHiHnxXF+PWefRpP1qfp7CuJhOgNiBAIHnCx9kgBw4cECqVKkS137Xrl3NaogQ7d/Y/tb+189BkAgQOxAgCDVAZsyYEde2lqysLLMaIkT71+xz/RwEiQCxAwGCUAOkY8eOcW3r4nuIPnORRf0cBIkAsQMBglADpEaNGnFt9+3b16yCCNJ+ju13/RwEiQCxAwGC0AJEF9QrXLhwXNtz5841qyGCtJ9j+10/B0EusEiA2IEAQWgBMmLEiLh2y5YtK/v37zerIYK0n7W/Y/tfPw9BIUDsQIAgtAAxl7Zo2bKlWQURpv0d2/9BLl1DgNiBAEFoAVK1atW4dsNa1gJ2Mpev0c9DUAgQOxAgCCVAli5dGtemlgULFpjVEGHa3+ZnQD8XQSBA7ECAIJQAmTBhQlybFSpUMKugANB+j/0c6OciCASIHQgQhBIg5m2cjRo1MqugANB+j/0cBHUbNwFiBwIEoQSIeQG9Q4cOZhUUANrvsZ+DoC6kEyB2IEAQSoBcdNFFcW0OGDDArIICQPs99nOgn4sgECB2IEAQSoCUK1curs1JkyaZVVAAaL/Hfg70cxEEAsQOBAgCD5BNmzbFtadlyZIlZjUUANrv5mdBPx/5RYDYgQBB4AHy1VdfxbVXvHhxZqAXUNrv2v+xnwf9fOQXAWIHAgSBB8jkyZPj2qtUqZJZBQWI9n/s50E/H/lFgNiBAEHgATJ27Ni49k4//XSzCgoQ7f/Yz4N+PvKLALEDAYLAA2T48OFx7dWrV8+sggJE+z/286Cfj/wiQOxAgCDwABk0aFBce40bNzaroADR/o/9POjnI78IEDsQIAg8QHr16hXXXosWLcwqKEC0/2M/D/r5yC8CxA4ECAIPkAcffDCuvVtuucWsggJE+z/286Cfj/wiQOxAgCDwALnnnnvi2mvfvr1ZBQWI9n/s50E/H/lFgNiBAEHgAcJfIIjFXyDRRYAg8ADhGghicQ0kuggQBB4g3IWFWNyFFV0ECAIPEOaBIBbzQKKLAEHgAcJMdMRiJnp0ESAIPEBYCwuxWAsruggQBB4grMYLF6vxRhsBgsADhOeBwMXzQKKNAEHgAaJ4IiEUTySMNgIEoQQIz0SH4pno0UaAIJQAuf322+Pa7NChg1kFBYD2e+znQD8XQSBA7ECAIJQA6du3b1ybjRo1MqugANB+j/0c6OciCASIHQgQhBIgEyZMiGuzQoUKZhUUANrvsZ8D/VwEgQCxAwGCUAJk6dKlcW1qWbBggVkNEab9bX4G9HMRBALEDgQIQgkQVbVq1bh2n3vuObMKIkz7O7b/9fMQFALEDgQIQgsQ80J6y5YtzSqIMO3v2P4P6gK6IkDsQIAgtAAZMWJEXLtly5ZlRnoBof2s/R3b//p5CAoBYgcCBKEFyKpVq6Rw4cJxbc+dO9eshgjSfo7td/0c6OchKASIHQgQhBYgqkaNGnFtB3UbJ+xm3satn4MgESB2IEAQaoB07Ngxru2zzz7brIII0n6O7Xf9HASJALEDAYJQA2TGjBlxbWvJysoyqyFCtH/NPtfPQZAIEDsQIAg1QA4cOCBVqlSJa79r165mNUSI9m9sf2v/6+cgSASIHQgQhBog6pFHHolrX19v3759ZjVEgPar+XnS/g8aAWIHAgSeL3zQAbJo0aK49rVMmTLFrIYI0H41+1r7P2gEiB0IEIQeIKpu3bpxr9GqVSuzCiJA+zW2n7Xfw0CA2IEAQUoCxFzWokiRIrJ48WKzGjKY9qf2a2w/h7V8DQFiBwIEKQmQLVu2SKlSpeJeJ8ilLZB+5tI12t/a72EgQOxAgCAlAaLMi+nFihWTZcuWmdWQgbQftT9j+zeMi+cuAsQOBAhSFiAbNmyQI444Iu617rrrLrMaMpD2Y2y/aj9rf4eFALEDAYKUBYjq3Llz3GuVKFFC1q5da1ZDBtH+036M7Vft5zARIHYgQJDSANEF9YoXLx73em3btjWrIYNo/8X2p/ZvkAsnZocAsQMBgpQGiOrQoUPc6x1yyCEya9YssxoygPab9l9sf2r/ho0AsQMBgpQHyJo1a+Too4+Oe01dfI/Z6ZlF+8tcNFH7Vfs3bASIHQgQpDxA1MCBA+NeU8ugQYPMarCY9pfZh9qvqUCA2IEAQVoCRH97rV27dtzrpuq3V+Rfdn9Fan+m6q9IAsQOBAjSEiDqiy++8Jw/b9GihVkNFtJ+iu037Uftz1QhQOxAgCBtAaLM2ctaBg8ebFaDRbR/zD5L9aoCBIgdCBCkNUB0sln58uXjXv+www6Tb775xqwKC2i/aP/E9pf2X5iTBrNDgNiBAEFaA0RNnjzZcyrr5JNPlq1bt5pVkUbaH9ovsf2k/ab9l2oEiB0IEKQ9QFS3bt3i9kHLtddea1ZDGml/mH2k/ZYOBIgdCBBYESB6906DBg08A1Tv3r3NqkgD7Qezb7S/UnXXlYkAsQMBAisCRK1cuVLKlSsXty+FCxeW4cOHm1WRQnr8tR9i+0X7SfsrXQgQOxAgsCZA1KRJkzzXQw499FCZOHGiWRUpoMddj39sf2j/aD+lEwFiBwIEVgWIMp9eqOXwww+XmTNnmlURIj3eetzNvgjrKYPJIEDsQIDAugBRjz76qGfgKl26tGRlZZlVEQI9znq8zT7QfrEBAWIHAgRWBohq166dZwDTQe3zzz83qyJAenyzCw/tD1sQIHYgQGBtgOgdPldffbVnINPTKu+++65ZHQHQ45rdaSvth3TdcZUdAsQOBAg8M8FtCRC1c+dOadSokWdA0wu73J0VLD2e5gVzLXr8tR9sooFBgKQfAVKA/f777/LQQw95BowzzjjDqmsNOniZi/dp0VtLn3rqKbM6fNDjaN6qq0WPu23hMWrUKDnqqKPi9vOyyy4zqyEFCJAC6MCBA85vm8cdd5xnwHBLkSJFpH379rJx40Zz87TQ0yfZXRPRojOkWfbEHz1u2c0w16LH26bTVnPmzJGLLrrIs59a6tata1ZHChAgBYwuuX3++ed7voA5Fb2YOmDAANm7d6/ZVFpkd3eWFl2jSQcY5J0eL3NtK7fYcreVWrdunbParzk/KLaMHj3a3AwpQIAUECtWrJC///3vni+eW/QvjuwunrqlRo0a8uGHH5rNpoXOQ8huMNFVYlkKPm/0OJmr6mrR42rDPA+1e/du6du3r5QsWdKzn27R063Tp083N0WKECARp+eve/ToIUcccYTny+eWv/3tb/LTTz/Jrl275Mknn5QjjzzSU8ctV1xxhSxevNh8mZTTmdDmsidu0fP2a9euNTfBn/S4ZHc9SYsez3TPMHfp3WDVq1f37KNb9GfciZd+BEiEjRkzRqpUqeL58rnltNNOk6lTp5qbyapVq+Tmm2/O9qKqlmLFisn9998vW7ZsMTdNKV2LKbsFGLXo41b1md02ncNPJz0OejzMx9C6RY9jOte2ci1YsEAaN27s2b/YftW/SvSvE6QfARJBc+fOzXFg1VKmTBnnFEZu1zW+/PJL5+Kkub1b9Pbfl19+Wfbv329umjI6MOqS4tmd0tJy9tlny6xZs8zNChR9/3oczGOjRY+bHr90B+1vv/0md999d7a3Ebv7qddB9HoI7EGARMj69eulbdu2zvUM8wuoRb+cHTt2lE2bNpmb5kjv2Hrttdfk+OOP97TnFh2cPv30U3PTlNKHGpnzWWIHHz0uBe20lr5ffd85haser3Q8DCqWBteQIUOkbNmynv1zi955xQ0SdiJAImDPnj3y9NNPS6lSpTxfPrdceumlMn/+fHPTPPvjjz+c31Szu/DqllatWsmvv/5qbpoyesux/paa06m34sWLO7/lLl++3Nw0UvT96fvU92seAy16fPQ4pfsW7Y8++si5CG7un1sqVarkzPmAvQiQDPf+++/LKaec4vnyuUVv0xw/fry5mW9LliyRli1bel7HLSVKlJDHHntMtm/fbm6aMnqrcu3atT375ha9hqMDqA03AwRJ34++L31/5nt2ix4XPT7p9Msvv2S7RI1b9G7AJ554Qnbs2GFuCssQIBnqxx9/lKZNm3q+fG7Rmbo6uzisi40ff/yx1KpVy/O6bjnxxBPlzTffNDdLGT01MnDgwBwvGmvRU33XXXedTJkyJa3XcfJD91v3X99HTqcutehx0OORzmsd7soHif6KveGGGyL/F2KUECAZZvPmzXLvvfdK0aJFPV8+LXq++7bbbpM1a9aYmwZOB6MXXnhBjjnmGM9+uOXCCy+U2bNnm5umjB6HDh06JBy0tOiCkl27dpV58+aZTVhJ91P311wI0yz6vvX9p+LzkBO9jvbqq68mXPng3HPPZZXlDESAZIi8DNYXXHBBWgZrm0ItJ6tXr5bOnTsnnA/jFr0poE+fPs7dbDbR/dH9yumOqtii71Pfr77vdNLTZXXq1PHsn1sqVKggw4YNy9i/AAs6AiQD6Omis846y/Plc8sJJ5wgI0aMMDdLuYULFyY8raYzinv37h3aabW82LBhgzzyyCMJbziILXrLs17z0TuFdI5CKunr6evq6+t+mPuWXdH3pe9P32c66ZwSXfkgpxsa9DrNP//5T9Ywy3AEiMX0gvU111zj+fK5xYYL1tl57733Unph3w+dBKlLdiSa55Jd0b8A9Y42XT5c1wj74IMPnIvC+aHbazvanrar7Sf6SzO7ou9D30+6J3cms/IBMh8BYqFt27Y5t8zmdBumlnTfMpsbvbW4f//+CS9i6xLc+bm1OCiLFi1yfmuvXLmyZx/zWvRag876r1atmjRs2NApusrtrbfeerDo/7s/03paP7drM4mK7q/ut+6/Dd566y1fKx8gcxEglnn99dcTXhjV89+ffPKJuZm1dHLjHXfckeMdQn4mN4ZpxowZzl8Bunikua82FN0v3T/dT1votZmLL77Ys69uyevKB8g8BIgldNmQevXqeb58btFZw0OHDs3Yi41BLa+SSnoBWq8t6dyKqlWrevY5FUVfV19f9yPdF8RNYax8gMxCgKRZXhYu7NKlS9rPbQdFF3hMdKro9NNPt/Y0x9KlS51rN/369XMGTr3rLdlrFTkVbUfb03a1fX0dfT0bpWLlA2QGAiRNdu/eJf37JF46/a9//as157eDlJcLrVdeeaX8/PPP5qZW0oUA9S9IvVtu5MiRzpyH559/3plNrUV/C3f/W/9df671tL5up9tnCl354NRTT/X0l1v0Bon//Oc/5maIKAIkDb76eKxce1lVqVq+kBQ91PsltOnhTWHSh1y1bt3a8/7don99PfDAA84MZqRXulc+gJ0IkBTatOJ7eb3HJXJn40JyxTmF5OwqhaRcyf//JbTt8bGpMnPmzISP2T322GPllVdecWY0I7XyMklU7zBL5yRRpA8BkgI7t22Uz0a0l5faF5FBbQrJA1cWkr/XLyQNTy8k1Y/787e3EkWkffv2aV8dNZ00HIYPH+6EhTlIueW8885juYsU0ZUPXnzxxYTXePSazddff21uigKEAAnR/v17Zd60AfLqvaXlxXaFDpanbiwkHZsWkqvqFJL2rS+RBfO/NzctsPR01YMPPphwfsSNN97IgnshypSVD5B+BEhIVsz/UMY8ViMuONzy7zsKSf/2VeWbT8eZm+F/9AL6VVdd5Rm83KJLfnfv3p0lvwOkd31l4soHSB8CJGBb1i6SSYP/6gkNt7xy95Hy7Qe9ZN/eXeamyMa0adMSPnRIbwkePXq0uRmSoCsf6Iz2RCsf6HLxNq98gPQgQAKye8cWmfV2Fxn6j2Ke0HDKnYXl41dulu2bV5mbIhd5eexp/fr1eeypD1Fb+QCpRYDk04ED+2XhZ0PltS7lvKHxv/Kf3vVk3ZIvzU2RJJ0voY9q1RnO5kCnRe8I0lnb69atMzeFIbeVD8qVK5fRKx8gNQiQfFi9+BMZ1/NsT2C4ZcQ/K8riWa+bmyGffvjhB2ncuLFn0HOLLuCos7l1xjTiFbSVDxAuAsSHPzb+KtNeauUJDLe83LG4fD2+m+zdtc3cFAGaMGGCs6qtOQi6pXr16jJx4kRzswJp165d0qtXrwK58gHCQ4AkYe/u7TL73cdkWMcSntBwy9QXrpHfNy41N0VIdOazPqVPH1ZlDohuadKkScofBmWTcePGyUknneQ5Lm4pKCsfIHgESB799OUIGfHACZ7AcMvYHmfJqkUfm5shRdauXStt2rRxroOYA6QWnUndqVOnjFp3Kr+ysrLkkksu8RwLtxTUlQ8QHAIkF+t/nS3j+1zgCQy3vNb5GFnwyQtyYP8+c1OkwTfffCMXXXSRZ7B0i97JpQsa6p1dUaUrGujKBjkts67/fuedd6b9sbfIfARIDrZvXSMfv3qrvHTnIZ7Q0DK0Q1H5Ysy9snv7ZnNTWEBXu61UqZJn8HTLmWeeKdOnTzc3y2j6l4T+RaF/WZjv1y36NMTvv2flAwSDADHs37tb5k56Sl7pdJQnNNzywcCmsnntj+amsIzOmH788cedWevmQOqWFi1a5PuZ5jbQaxiJnqKoD6YaO3asuRmQLwRIjKXfjZdR3U72BIZbRj96iiyb9765GSy3bNkyuf766z2Dqlt03a2HH35Y/vjjD3NT6y1evNi5e8p8T27Ru66efPJJ5y4sIGhWBog5cPspyfht1Xx575lLPW24Zfi9peT7qU/L/n3MK8hkn332mZxzzjmeQdYtxx9/vPOwp0xYNl7nadx///3OvA3zfWjReR4630PnfQBhSW6kTRFzAPdT8mLXtk3y+ciOMrT9oZ7ttejy65+80VZ2/r7e3BQZSmdWDxs2TCpUqOAZdN1Sp04dmTVrlrmpFXT/dYZ4+fLlPfvtFp1hrjPNgbDlbaRNMXMg91MS0WXW508fLK/eV8aznVve7ddANi6fa26KiNi6dat07do14W/wN910k6xcudLcNG0+/fRTZ20qc1/don9B6dpWmfAXFKIh8UibJuZgHqSVC6bKW4+f5nkNt4x8qIr8MnuMuRkiSq8hNG/e3DMYu0Wf296zZ0/nOe7poqvgtmrVyrNvbtFrON26dcvIazjIbMGOzgExB/WgzJs+yNO2W4bdfYTMea+H7NuTvoEC6TNlyhSpWbOmZ3B2S5UqVeTtt982NwuV3kWmz9/Q53CY++OWli1bypIlS8xNgZQIbnQOkDm4B2Xkw1U9bWuZPuzvsu23FWZ1FDA6j2LQoEEJ51FcfPHF8t1335mbBk6f+HfiiSd6Xt8ttWrVcp4cCKRTcKNzgMwBPigTn2kU1+47/zpf1v7yhVkNBZzO5P7HP/6R47LxOpO7Xbt2oczknj17tvOscfM13aLPKH/hhRciPZMemSO40TlAYQWIrqI79cVrnVt2F33xqj7Mw6wCHDRv3jxp1KiRZxB3S6lSpeSZZ54JZNn4NWvWyG233ZZwLa97771XNm9m5QPYI7jROUBhBQjgxzvvvJNwNdtTTz1VPvjgA3OzPNHVhHv37p1wNeGmTZvKwoULzU2BtLNydCZAYBsd6P/1r3/JUUcd5Rng3dKsWTP58ce8L3Ezfvx4Ofnkkz3tuOWUU06R999n5QPYy8rRmQCBrVavXi233nprjk/001NN9913X8JTTfPnz5dLL73Us61b9ImK/fv3D+TUGBAmK0dnAgS2+/rrr+Uvf/mLZ/B3iz5T/KWXXoq72L1p0ybp2LFjwovzbdu2lfXrWfkAmcHK0dkMkGQLkCpvvPGGnHDCCZ4wcEvt2rXlo48+ksGDB0uZMmU8P3dLgwYNZO5cVj5AZrFytDUDIdkCpNK2bdvk0UcfleLFi3uCIbdSuXJlGTOGlQ+Qmawcbc1ASLYA6bB06VK59tprPSGRXdElUnr06JHWJVKA/LJytCUQkMlmzJjhnLoyQ8MtrVu3lhUrWPkAmc/K0ZkAQabTZdd1xnjsBXNdLXfmzJlmVSBjWTk6EyCICp1hfvfdd0uvXr1YZh2RY+XoTIAAgP2sHJ0JEACwn5WjMwECAPazcnQmQADAflaOzgQIANjPytGZAAEA+1k5OhMgAGA/K0dnAgQA7Gfl6EyAAID9rBydCRAAsJ+VozMBAgD2Y3QGAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACAL/8P0vNZd0nkT80AAAAASUVORK5CYII=)
| Product Number | 3631-3-S3 |
| Purity | 98 % |
| CAS | 1212261-04-5 |
| MDL Number | MFCD07779098 |
| Molecular Formula | C9H12FN |
| Molecular Weight | 153.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2921.49.4500