| Product Number | 2717-5-10 |
| CAS | 80336-66-9 |
| MDL Number | MFCD00100436 |
| Molecular Formula | C13H17ClO |
| Molecular Weight | 224.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2717-5-10
CAS: 80336-66-9
Molecule Weight: 224.73
Formula: C13H17ClO
PN: 2717-1-46
CAS: 59771-24-3
Molecule Weight: 190.286
Formula: C13H18O
![1-[4-(2-Chlorocyclopropyl)phenyl]ethan-1-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACJpAAAiaQESSiLjAAACE3pUWHRtb2xTb3VyY2UAAHichZRZi9swEID/yqDnRqePJMRZQpZCYZdCdwt9K4qtZA22tdjO9e87co6N7dTxwUgz842kGUmzp0Oewc6UVWqLiAjKCZgitklabCLy+/37aEye5rMYndCxqCLyUdefU8b2+z2NP0yuD7agsc3JyT49VGnLZ6+oLTdMci7Yn9eXt4YZpUVV6yI2SFXptGqULzbWdTOL/wzBcl3u0oKd3Fle7k7R/kruPk4PVUK+1rJE2wJRWKeZgbUtc13DTnKKH/8GG1OYUtcmgdUR1Yp6uPb57PXZxtvcFDU2XYQ01tlbXW5jVOQ2M/EWg2Hjx3NEcoGArm2+KEt9BNdyai1AS9AKtAfaBx2ADkGPQU9AC44/2gU6CIW5zowb7P34aXDGsISfsOy/GeZJRmSEE8cHBFVKhSBpEIRep9dWnoEuJ3hj8wMUGDQMOZb9iCMISX1/LEEIGo6dvPQxax7KCfVCFCGdqEaI4Kt3tvk0kCg8KidecBGK+tILMFvsmq75bGWL5KYJaRKRlSBNHn+ZdSXPqSRgy8SUODsXwLneArINuMRfAXkPUD3AGx7BawOuqFdgcQ/w24DbAsNA0AbchhkGwjbgttcwMG4DbjMOA5Peoh8Agvfm5FRDiRXdYjeH4wHTqffpMD1g1J1xHjGdql8ObJ9hN/uYXa4IbPauD3ZztzC8Uef/AE6KnVfvAeUEAABEHklEQVR4Xu3dB5gURcLGcRUEBERAJQgCKogIBkAJnphQOcWcxYThFOMZDjGhGNEz4ClGRAERReWMp4IRUFARFDEhCIKgIBjIYKC+eZtvx+nqWXZ3pqemp+f/u6ee59yp6pmdWeqd7uqq2sAAAJCBDewfAABQHgQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMECAAgIwQIACAjBAgAICMESIRtsMEGyZKJbNuXxx9//GHGjBljLr/8ctO5c2fTrFkzU7NmTVOlShWz5ZZbmjZt2pgePXqYe+65x3z33Xd2c8BvyRJjnnzSmFNPNYk/HmPq1TNm441N4o9p3X+fdJIxTzxhzK+/2i2RB7nrWZC1bAMg2/brs3btWjN8+HCz/fbb+55nfWXDDTc0BxxwgBk7dqx9OBS7NWuMGTDAmM031x9u2aVuXWPuuGNdO+RN+D0LQpNtAGTbvjTLly83Rx55pO/4FS1A0s8/G7PXXsGQKE/529+M+ekn+4hwhH/JEZZth5tt+3QUHu3atfMdu169et4lrFdffdXMmTPHq7Ny5Uoze/Zs8/rrr5vevXub7bbbLievBwVOl6J23NEfCltvbUy/fsZMnGjMggXG/PabMQsXGvPBB8bccIMxzZr567dsacwvv9hHhgP8S46wbDvcbNunc+KJJyaPqUtSffv2NStWrLCrBfz5559mxIgRySABPEcf7Q+Dq64yZtUqu5bf6tXGXHutv13ijBju8S85wrINgGzb25599llfeDypwc4KWrZsmTn55JPtH6MYPfWUPwQefNCusX6PPOJvn/iCArfC6VmQE9kGQLbtbamXrv71r3/ZDwMVs+uuf3X+Z5xhP1o+Z5751zF22cV+FDkWTs+CnMg2ALJtn2rChAnJY9WqVcss0e2WQKbee++vjr9aNWMWLbJrlI/aqX3Jsd59166BHMq+Z0HOZBsA2bZPdcMNNySPde6559oPAxWjwfCSTr9nT/vRilH7kmPpuHAm+54FOZNtAGTbPtX++++fPNbIkSPth4GKOeCAvzr94cPtRytG7UuOpePCmex7FuRMagBkW7LVvHnz5LFmzJhhPwxUTOLvyejvUmX6dPvRivnqq7+O1aKF/ShyKPueBTljh0A2JVt169ZNHusX7rlHturU+avTz/bvSRMJS46lGepwJvueBTljh0A2JVuVK1dOHuv333+3HwYqJvH3ZPR3qZLt35PalxxLx4Uz2fcsyJlsAyDb9qnqJL4xlhyLMxBkjTOQWMi+Z0HOZBsA2bZPlToGMnPmTPthoGK22+6vTj/MMRCNrcCZ7HsW5Ey2AZCuvQbAtbT6IYccYlq2bOktvV6tWjVviZFTTz3VTNT6Q2l07do1eaynn37afhjF7O23jTn7bGP+8x/7kdLtv/9fnX6Yd2HpuHAms54JTqQLgIpI1z71Z+mKlii58sorU46yzvXXX5+sc95559kPoxjNmhVcy+qZZ+xa6WmxxJI22c4DOf30v46V+DuFO5n1THAiXQBURLr2u+66q7ntttu8M42FCxd6K+dOmzbNXHLJJb6B8iFDhqQcSROH30s+ttlmm5mlS5f6HkcRWbbMmKuvNqZqVX94qDz0kF07vfHj/2qzySaZz0RfvHhd+5Jj6bhwJrOeCU6kC4CKqGj7W2+9NVm/ffv29sOmbdu2yce1fDuKzNq1xgwdasxWWwWDQ+WQQ4wpx8rMSTvv/Ffbs86yHy2ff/zjr2PoeHCqfD0L8qKiAWCraPt58+Yl62+ib3UWjX2UPK5LXc+U93JFCq3Gq7EWFBiNjXXsGAwNFU3ee+klu0XZtHpu6nEGDbJrrN9jj/nba6tbOFW+ngV5UdEAsFW0vS5pldTfXFuLpnHccccl62y00UamX79+3uZRZdF+IFoCpeRuLhSI+fONOeUUk/jGEAyOzTYz5vbb1234lKnDD/cfs2/fdft9rI+2sdVYR+prOuwwuxYc4F9yhFU0AGwVbX/fffcl65+pZbLT0BnELrvs4jt2gwYNTJ8+fczo0aPN3LlzvQ2mFCrffvuteeONN7xBed3xVdbrUbtu3bqZqlWrmtNOOy3Rd823q8AVdeI33WRMzZrB4Eh8cfCWUdcugdnSdrbaUTD1+E2arAsI7UD444/rAkpjJJMmrXtN22zjr68zILa1zYv0/5IRCWV1uGUpT/tVq1aZ6dOne2cSup1XdTt06JD491j6P0gNoB+W+MaXevyKlnS0QVVqHd1ifFOiw1hd1jdShOvZZ4OddEnp0sWYyZPtFtnRQLj2NrefqzylU6fMB+CRtQ3sHyA6yupwy7K+9naHrqINo/7zn/8kvvCVfUlCl6SGDh3qm2BYVtG4ic4wxo0bZx/O8/7773t17HbbJDqzTMZbUEFTpxqzzz7BTlpFZwUZ7EBZbrospcthmkluP3e6Uru2MbfdVvblLuRUsGdBZKR2oplYX3u7k1apnfhH2aNHD/OBLh2Uk9bF0qUr7VDYKfFtsGnTpqZGjRpm4403NltssYVp06aNd8yBAweW65LUc889l+irmgRem8o+ic7tk08+sZsgW/oGf845xlSqFOyoq1dfN2ejHONcodBGZRoM17bHrVsbs+WWJvHHZBJ/TMbsuKNJ/DEZ8/jj2S9/glAEexYUlTWJb36zZ882gwYNMttuu63XUWs+yM0332xXdUbjJ7qkVj3RedkhUinRyZ2T6OwWcdkiezrTHDBg3bd5OzhU1FnPnWu3ApIIECRpm1pNNCzprDUmkU8akNfZix0iKjpbGpDo/MpzuQ1pvPqqMTvsEAwNld12Y2tYlAsBAp/XX3892Unvvvvu9sN58W6iM9st0anZIaKyQ6ITfFWdIcpHCxcefHAwNFTq1zfm0Uc1wGW3AtIiQOCjW2lLOmfdlRUVa9euTfRtj3q3DNshonJwolPU3WQoxa+/GnPppevGE+zgqFLFGK0soPGHXFi1at1ERM4WY4cAgY9u0S3plLXmVdToMpvmnFRJdHp2iGjg/tJEJ/mrOkuso7OJhx9eNxhtB4eKJuDlaotiPfcjjxhTr96652rbdt3dVogNAgQ+r7zySrJD7qilKyJKy9KXNhdly0Rn+XCi09StxsXsh7FjzTe77hoMDRXd0fT663aT8OhW7Xbtgs/70Ud2TRQwAgRJ+na/8847Jzviu+++264SORqz2THRGdohoqIbAsYmOtFiM+fbb831xx1nrk68By8nyk+pHbjmWdx7b/bbyJZmzhxjTjghGBwq2kTK1e3AcIIAKSIacL7qqqvMO++8432D17Ikuo131qxZvtt4VTRoXSh3OGkuyr2JTrFuonO0Q0RF63dpWZW409L8ffv29caumiV+7x6Jcm+ifKTOW3uFn39+7pb80Cq8113nX1q9pOi5zz03d8+NvCFAiojdsZZWDj30UPOz1igqMFp+5fxEJ5m6r0lJUaeqzlWdbBwNHz7cNG7c2Pc7d06USxNlbNeu5rfPPrObhEcT/7beOhgcKvvtZ8ynn9otEBMESBHRXuZaMPGII44wrVu39r6xq7PVnApd7unVq1epy4wUks8SnWXqFrypRZ3s45rJHBMffvih6dy5c+D3VOm03Xbmg+eft5uER4sblraGVeJs1vz3v3YLxAwBgth6PtF5aq93u2P1vp0nOl11voXq+++/Nz179ky7dtimm25q+vfv712ezIkFC9ZtI6tVee3gSDy3ueUW7rYqEgQIYk2dqHZaVKdqd7TqfNUJqzMuFPp9bkl00Ol+H+3PcnqiY//hhx/sZuFQKCTeS1OrVjA4tDfHaacp2exWiDECBEVBnao6V3Wydserzlidcs6+sYdEC02Wdka1xx57mEm6pJQruhTWvHkwOFQSZ3Pe3h0oOgQIioo6WXW2dgesos75vxG8bj9t2jSz3377BV6visZ0NICeM59/bsz++wdDQ6VRo3Ur46JoESAoSup0t95660CHrKLOWp12vi1evNicd955ae8q05711157rbf0TE7oltsLLlh3C64dHFri5pprdN+w3QpFhgBB0VLnq05YnbHdQavTVuetTtw1zWu55557Sp3Xcvzxx+duXosmGA4cWPrGTscea8zs2XYrFCkCBEVPnbE6ZbujVlEnrs5cnboLY8aMKXVmfdu2bXM7s/6NN9Zt4mSHhoqWRHnnHbsFihwBAvw/zYFRJ2133CqtWrXyOvdc0coAmsBpP69KvXr1vJUCcra218yZxhx+eDA0VLQIoxZjzNVzo6ARIEAKddLqrNVp2x25ijp5dfZh0fpjvXv3Tru6sH522WWX5Wx14d+XLjWr+/RZt5y7HRxa9v2SS9g6FutFgABpqNNW511ax65OX51/phRUgwcPNvXr1w8cX6V79+45299Ee6uMe/RRM7RBA/OJHRwqBx1kzFdf2c2AAAIEWI+vv/7a68ztDl5Fnb9CoKKXlsaPH2/at28fOJ6KFrx87bXX7Cahee+990yH3XYzXRLPdXmiPJcoC0qCo2VLredvNwFKRYAA5aBOXZ273eGrKAwUCmWZM2eOOfHEEwPtVerUqeMtn5+rwfrvvvvOnHTSScnna5woxybKXYkyqXZtY+66ix0DUWEECFBO6tzVyauztwNAReGgkLCtXLnS9OvXz1SvXj3QplKlSt4ilrm6XVjPff3116d97g6J537y7LPN6kWL7GZAuRAgQAWps1enr87f7pTVUV933XVexy0jRowwTZo0CdRT2Xfffc3UqVOto4fnqaeeMk2bNg08r8o+++xjPvvkE7sJUCEECJChTz/91AsBu3NWadCggWnZsmXg5yrbbLONGTVqlH240EyZMsV06dIl8LwqzZo1M88884zdBMgIAQJkSWGQuptjaaVmzZrm5ptvNqtXr7YPEYqFCxeas846K+2CkTVq1DA33nijWbVqld0MyBgBAoRAoaBwUEjYnbdK8+bNzSc5umSkrYdvv/12s9lmmwWeV0vWn3LKKWbevHl2MyBrBAgQovnz55e6cm6tWrXMbbfdFuqy8S+99JLZfvvtA8+l0qFDBzNx4kS7CRAaAgTIAV3W2mmnnQKduorORl588UW7SYV8+eWXplu3boFjq2y11VZmyJAh3oRBIJcIECCHhg0bZho1ahTo5Es6+orONv/555/NP//5T7PxxhsHjle1alVz1VVXmWXLltnNgJwgQIAcW758ubnmmmtMtWrVAp1+u3bt7Opp/fHHH+aBBx4wW2yxReAYKkcddZT55ptv7GZAThEggCOzZ882xxxzjK/jb9GihV0t4K233ir1cph+rseBfCBAAMc233zzZAAcdthh9sNJs2bN8s4s7NBQ0THuv/9+78wEyBcCBHCsYcOGySA4+uij7Ye9MQyNZWhMww4OjX1cdNFF3lgIkG8ECOBYaQGiu6aGDh3qDa7bwaFy4IEHmi+++CLlSEB+ESCAY+kCRPM1OnbsGAgNFY2TaL4HEDUECOBYaoAcfPDB3kxxzRi3g0MzyzXDXDPNgSgiQADHUgOkcuXKgeDQWlZnnnmmt7YVEGUECOBYaXM5VLSK7uTJk+0mQCQRIIBj6WaRa98O7d8BFBICBHCsSpUqyeDQplTaMbBkAyqgkBAggGP16tVLBogG0YFCRYAAjqW7jRcoRAQI4BgBgrggQADHCBDEBQECOEaAIC4IEMAxAgRxQYAAjhEgiAsCBHCMAEFcECCAYwQI4oIAARwjQBAXBAjgGAGCuCBAAMcIEMQFAQI4RoAgLggQwDECBHFBgACOESCICwIEcIwAQVwQIIBjBAjiggABHCNAEBcECOAYAYK4IEAAxwgQxAUBAjhGgCAuCBDAMQIEcUGAAI4RIIgLAgRwjABBXBAggGMECOKCAAEcI0AQFwQI4BgBgrggQADHCBDEBQECOEaAIC4IEMAxAgRxQYAAjhEgiAsCBHCMAEFcECCAYwQI4oIAARwjQBAXBAjgGAGCuCBAAMcIEMQFAQI4RoAgLggQwDECBHFBgACOESCICwIEcIwAQVwQIIBjBAjiggABHCNAEBcECOAYAYK4IEAAxwgQxAUBAjhGgCAuCBDAMQIEcUGAAI4RIIgLAgRwjABBXBAggGMECOKCAAEcI0AQFwQI4BgBgrggQADHCBDEBQECOEaAIC4IEMAxAgRxQYAAjhEgiAsCBHCMAEFcECCAYwQI4oIAARwjQBAXBAjgGAGCuCBAAMcIEMQFAQI4RoAgLggQwDECBHFBgACOESCICwIEcIwAQVwQIIBjBAjiggABHCNAEBcECOAYAYK4IEAAxwgQxAUBAjhGgCAuCBDAMQIEcUGAAI4RIIgLAgRwjABBXBAggGMECOKCAAEcI0AQFwQI4Njmm2+eDJDu3bvbDwMFgwABHPnll1/MxRdfnAwPlUqVKpl77rnH/P7773Z1IPIIECDH/vjjD/PQQw+ZLbbYwhceqaVVq1ZmzJgxdlMg0ggQIIfefvtts8suuwQCo7Ry6KGHmhkzZtiHASKJAAFyYPbs2eaYY44JBISKxkDuuOMOc9lll5kqVaoEHtfPevfubZYsWWIfFogUAgQI0fLly80111xjqlWrFgiGypUrmwsvvND8/PPPyfpff/21N5Bu11WpX7++GTx4sPnzzz9TngGIDgIECMmwYcNMo0aNAkGgcsABB5jPP//cbpL02muvmR122CHQTqVdu3Zm/PjxdhMg7wgQIEvvv/++6dSpU6DjV2nevLl58cUX7SZp6U6su+++29SpUydwHJUTTjjBzJkzx24G5A0BAmRo/vz55tRTTzUbbrhhoLOvVauWue2228yaNWvsZmVavHix6dWrl3eLr33c6tWrm+uuu86sXLnSbgY4R4AAFbR69Wpz8803m5o1awY6+I022sicccYZZsGCBXazCvv000/NvvvuG3gOlSZNmpgRI0bYTQCnCBCgAkaNGmW23XbbQIeusueee5qPPvrIbpK1fDwnUB4ECFAO+T4bcHXWA1QEAQKsR9TGI3I17gJkggAB0ijrjqgTTzwxr3dElXXn1wsvvGA3AUJHgACW9c3JaN++faTmZGQz9wTIFgEC/L9CnRVe0dnvQFgIEBS9X3/9NRbrUpW1/tZ9993nrQwMhIUAQdHS2cSgQYNMvXr1Ah2uSqGujLu+FYDbtGlj3njjDbsJkBECBEVp3Lhxpm3btoEOViUOe3OUtQfJEUccYWbOnGk3AyqEAEFR+fbbb83xxx8f6FBV6tatG7vdAbUL4iWXXGI23njjwO9btWpVc8UVV5ilS5fazYByIUBQFFasWGGuvfZas8kmmwQ6Ug00n3feed6cj7j66quvzN///vfA767SoEED89hjj5m1a9fazYD1IkAQe8OHDzdbb711oONU2W+//cy0adPsJrH1v//9z7Rs2TLwPqjsvvvu5r333rObAKUiQBBbkyZNMnvssUego1TR2lL//e9/7SZF4bfffjN33nmnqV27duB9UTnppJPMd999ZzcDAggQxM4PP/xgTj/9dG+NKLtz3HTTTc0tt9zCch8JP/74o/nHP/6RdpmWGjVqmBtuuMGsWrXKbgYkESCIDYXCrbfe6oWE3SFq7aiePXua77//3m5W9D7++GOz9957B94zlaZNm5qRI0faTQAPAYJYeP755812220X6ABVOnfubD788EO7CSxPP/20adasWeD9U9lrr728oAFSESAoaJ999pnp2rVroMNTady4sXn88cftJlgPXbLSpStdwrLfT13qOuuss7xLX4AQIChIP/30kzn//PO9W3Dtjk5rQvXt29dbIwqZmTdvnjn55JPTLhu/2WabmTvuuMMbjEdxI0BQUDTJ79577/Um/dkdm8qxxx7rTRZEOCZMmGA6dOgQeJ9Vtt9+e/Pyyy/bTVBECBAUjNdff93suOOOgY5MZddddzVjx461m0SGQk2LHWocQWtVlRT9t34e5dDTBMMhQ4aYhg0bBt53FU1Q/PLLL+1mKAIECCJPCxoedthhgY5LZcsttzQPP/xw3pdZ13IgGqjXmIuWBznqqKO8hQu1XIj9mtdXtPqv2qm9jjN06FDzwQcfRGI1YP2OV155ZdrfSUulXHzxxd7SKSgeBAgiSx1Wnz590i6zrg7r0ksv9ZZizwftUf7WW295+3BosmK6sZgwiwawdSlJoaKFHrU0S75888035sgjjwy8RhUt3vjggw+ybHyRIEAQObpk8uijj3prNNkdlMrBBx9spk+fbjfLOX27Vue4//77p11Ty2XRWYBurR0wYIBZuHCh/VKdePPNN72zJfu1qey8887eJTrEGwGCSHn33XfNbrvtFuiQVLTN7Kuvvmo3ySl9k37llVe8FXzT7fhXWtGdSlpbSsuCXH311aZfv37e8iEaS1DRnhwl/18/1+M6m1F9nWmUtsxIuqKzH+2kqAl/rmeO6/25//77vQ2r7NelcvTRR5tZs2bZzRATBAgiYe7cuaZHjx6BDkhFnam+abu8bVS3CWv13tIGjlOLxmEUMAMHDvS+dS9YsMA+XEZ0ZqEbA9RBK1jK81r0Xl1wwQXOB+W1Za62zk13KU9nSwrRZcuW2c1Q4AgQ5NXKlSu9b9/Vq1cPdDy67n/OOeeYRYsW2c1yRpPkNM6QbjmU1A5Rl9Huuusu8+mnn9qHyKkvvvjCCyoNsqd7z0qKxoi0HpjrS316fQcccEDg9ahstdVW3k0BLBsfHwQI8ubJJ580TZo0CXQ0Kvvss4/55JNP7CY5o2/72hc93QzsktKxY0fvbEDftqNAEyV1CUwz8dMtHKmiED7hhBO8Gfsuvfjii6ZFixaB11PyPr7//vt2ExQgAgTOTZ482XTp0iXQsahss8025plnnrGb5Ixu/33ggQdKHXPQhEXdCRb1eQ5afr1///6lBrIuLek2W5e3A2txy3//+9+mVq1agdejGe6nnnqqmT9/vt0MBYQAgTP6ln/mmWem/bZcs2ZNc9NNN3m3x7qiM5xOnToFXouKbkfVsu8uO9wwaJxo8ODBpX7712Uknfm5FLXPHeEhQJBz6tRuv/12784kuwPRN9FTTjnF6TdRzaHQ5ap0A77169f3Xmuhr6Olu6NGjBhR6m22uuylCZou6cxzzz33DLwWFZ15Pvvss3YTRBwBgpx66aWXSv02rGvhEydOtJvklAaVd9ppp8BrKbnEo8mLcaJLdJq7UqdOncDvrBsFtN2va2WNfU2dOtVugogiQJATuhvnwAMPDHQQKvm6G0f7XaS7u0rzLqZMmWJXjxXdXaYNtdKtrqsl2nU3nEtRu/sOmSFAECrdoXTRRRd5t5HaHUO+5gPoEppek/16dP1dt8Tmex0tl8aPH592QUqdleXjRgHN/znxxBMDr0dFZ02u5/+gYggQhEb7a5e2xIfmLeRjRrLWykp3x1fr1q29s6RipG//GtS23xMF6muvvWZXd0IrELRv3z7wmlQ0y11L+CN6CBCEQmcW9j98Fa2JpEUH80F3/7Rt2zbwmrRRUqEPkodBKwcrNFLfG505PvHEE3ZVJ3QmqDvIdCOD/ZmpfPTRR3YT5BkBglAcdNBBvn/s+tao+RX5WpV1zpw53oZHqa9Jl9A0oIy/6LKVfVOBbrfVpaN80a3Tl19+eeAuOc5CoocAQSg02S71H/vMmTPtKs6oU9x66619r0eD56wOm57GpLTCcOr7paLPNJ+0z0vq63G9kCbKRoAgFNddd53vH/vixYvtKk5oEUHd5ZX6WjQpcNKkSXZVpNCscS15EqUQ0S3gqa8lX+MzKB0BglBEIUB0B5h9h1Hjxo2LdrC8ojQGoRV17RDJ1+UsAiT6CBCEIt8Bon0w7LutmjZt6nxZ8zjQMvap76PGRPIx4ZAAiT4CBKHIZ4Dom/Mxxxzje37NIfj888/tqign+0xEd2e57sAJkOgjQBCKfAaI/Y1ZOweOGzfOroYKUCjbYyK6EcHlZEMCJPoIEIQiXwHyzjvveEtflDyvLrdoyRJkTwPr9uZQuuXX1bInBEj0ESAIRT4CRM+hQfLU57311lvtasiCbvG154lo7SwXCJDoI0AQinwEyOGHH+57zm7dujlfoLEY6LKVPWPdxWx1AiT6CBCEwnWA3Hfffb7na9CggVmwYIFdDSHRsiep77fGQ77++mu7WqgIkOgjQBAKlwGioEjdJlXjHqNHj7arIWT2AoyavZ5LBEj0ESAIhcsAOe2003zPpd0FkXsaPLcnauZye1wCJPoIEITCVYBMmDDBtymS1rxiZV13tJ9I6vuvZWNytYsjARJ9BAhC4SJANDfB3jPiqaeesqshx7SzYepnoK2Ac4EAiT4CBKFwESDaKyL1ObR/NtzT9rh169ZNfg5adv2zzz6zq2WNAIk+AgShyHWAaF+R5s2b+zqtadOm2dXgiPZ6Sf28NWs9bARI9BEgCEWuA2TkyJG+47uazIb0dDmxTZs2yc9DqwFMnz7drpYVAiT6CBCEItcB0q5dO19nles5CCjbiBEjfJ/56aefblfJCgESfQQIQpHLANEcj9Rja+Vd5J8uK7Zo0SL5uWjF3jCXzydAoo8AQShyGSBdu3b1HZvdBaPDvrHhggsusKtkjACJPgIEochVgOgbbeq8A4UJouO3337zNu4q+Xxq167tbe4VBgIk+ggQhCJXAdK/f3/fcUeNGmVXQZ7Zn5FueAgDARJ9BAhCkasASV1KXN9uV69ebVdBns2dO9dbj6zkc+revbtdJSMESPQRIAhFLgJk6tSpvmNqMT9EU+o4leboLFy40K5SYQRI9BEgCEUuAqRPnz6+Y7711lt2FUTE0KFDfZ/VgAED7CoVRoBEHwGCUOQiQHbYYYfk8Ro1auRNXkM0aefCGjVqJD+vvfbay65SYQRI9BEgCEXYAfLDDz/47r4699xz7SqImKOOOir5eVWtWtWsWLHCrlIhBEj0ESAIRdgBolV2U48X1p09yJ2BAwf6PrMxY8bYVSqEAIk+AgShCDtAevXqlTyWzkR0RoJo++KLL3x/A1dccYVdpUIIkOgjQBCKsAOkVatWyWNpLASFoWHDhsnPrUOHDvbDFUKARB8BglCEGSC6BTR1/ENnIygMPXr0SH5uWvRyyZIldpVyI0CijwBBKMIMEN2um3qsYcOG2VUQUfY+IRMnTrSrlBsBEn0ECEIRZoA8+OCDvmN9+OGHdhVE1NixY32f3ZAhQ+wq5UaARB8BglCEGSCXXnqp71i//PKLXQURtWDBAt9nd+WVV9pVyo0AiT4CBKEIM0AOPfTQ5HHq1atnP4yI05plJZ+f5oZkigCJPgIEoQgzQFq2bJk8zp577mk/jIjr2LFj8vNr3bq1/XC5ESDRR4AgFGEFyNq1a72d7UqOE/Y2qci9U089Nfn5aUZ6pgiQ6CNAEIqwAmT58uW+42hBRRSW3r17+z7DlStX2lXKhQCJPgIEoQgrQDTjPPU4N954o10FEXf99df7PsNMl3YnQKKPAEEowgqQGTNm+I5z991321UQcXfddZfvM5w5c6ZdpVwIkOgjQBCKsAJkypQpvuM88sgjdhVE3KBBg3yf4ccff2xXKRcCJPoIEIQirAAZN26c7ziswlt47JWU9ZlmggCJPgIEoQgrQEaPHu07zosvvmhXQcTpM0v9DPWZZoIAiT4CBKEIK0A4Ayl8nIEUDwIEoQgrQBgDKXyMgRQPAgShCCtAuAur8HEXVvEgQBCKsAKEeSCFj3kgxYMAQSjCChBmohc+ZqIXDwIEoQgrQFgLq/CxFlbxIEAQirACRFiNt7CxGm/xIEAQijADhP1AChv7gRQPAgShCDNA2JGwcLEjYXEhQBCKMAOEPdELF3uiFxcCBKEIM0Deeust37GGDRtmV0FEPfDAA77PbuLEiXaVciNAoo8AQSjCDBDNG9hwww2Tx+rVq5ddBRHVo0eP5OdWqVIls2TJErtKuREg0UeAIBRhBoi0atUqeawddtjBfhgR1bBhw+Tn1qFDB/vhCiFAoo8AQSjCDhCddZQcS2cjmqGOaPviiy98fwNXXHGFXaVCCJDoI0AQirADxF7RlVV5o2/gwIG+z2zMmDF2lQohQKKPAEEowg4QnXGkjoOce+65dhVEjOZ8lHxemoG+YsUKu0qFECDRR4AgFGEHiGjso+R4jRo1Mn/++addBRGxbNkyU6NGjeTntddee9lVKowAiT4CBKHIRYBoIcXUY+r2XkTT0KFDfZ/VgAED7CoVRoBEHwGCUOQiQKZOneo75plnnmlXQUR07do1+TlVrlw54yXcUxEg0UeAIBS5CBDZaaedksfUGkurV6+2qyDP5s6dazbaaKPk59S9e3e7SkYIkOgjQBCKXAVI//79fccdNWqUXQV5Zn9GYd0xR4BEHwGCUOQqQL799lvf3Vi6VILo+O2330zTpk2Tn4/OEletWmVXywgBEn0ECEKRqwCR1OvrKpMmTbKrIE8GDx7s+2wuuOACu0rGCJDoI0AQilwGyOjRo33HPuaYY+wqyIM//vjDtGjRIvm5aCdJnTGGhQCJPgIEochlgEi7du2Sx9YifV9//bVdBY6NGDHC95mHvf0wARJ9BAhCkesA0cBs6vHPOussuwoc0qTONm3a+EJ9+vTpdrWsECDRR4AgFLkOEF0uad68efL4mmswbdo0uxocsff9OOGEE+wqWSNAoo8AQShyHSBiD9jus88+dhU48OOPP5q6dev6wvyzzz6zq2WNAIk+AgShcBEgumzSvn173/No1V641bNnT99ncPHFF9tVQkGARB8BglC4CBCZMGGCb17I1ltvbZYvX25XQ46MHz/e9/5vtdVWZunSpXa1UBAg0UeAIBSuAkROO+0033NddtlldhXkwMqVK82OO+7oe++ffPJJu1poCJDoI0AQCpcBsmDBAlOrVq3kc2kdJs0VQW5pMcvUz3j//fe3q4SKAIk+AgShcBkgct999/mer0GDBl6wIDcef/xx3/u96aab5nwuDgESfQQIQuE6QOTwww/3PWe3bt3M2rVr7WrI0pdffmlq1qzpe6+feOIJu1roCJDoI0AQinwEiJ6jcePGvue99dZb7WrIgnYaTF1SX8XVJE4CJPoIEIQiHwEi77zzjjcLuuR5NR7y9NNP29WQgTVr1pgDDjjA97kqTDSY7gIBEn0ECEKRrwCRa6+91vfc1apVM+PGjbOroQI050azy1PfV4176HKWKwRI9BEgCEU+A0SdnVboTX3+OnXqmM8//9yuinK68MILfe+nVtp13YETINFHgCAU+QwQ0SZGXbp08b0GbXQU5vLixcI+o9NlweHDh9vVco4AiT4CBKHId4DIzz//HJjopkH2L774wq6KNHQmZ595qAwYMMCu6gQBEn0ECEIRhQARnXFoeY3U17LFFluwi2EZNGBuj3mo9OnTx67qDAESfQQIQqHNhFL/sd9www3eftn5oIFerZGV+no0APz222/bVWHW3aqrWeVRCo+ffvrJHHLIIb7Xw9110UOAIBTdu3cPdEAtW7Y0r7zyil3ViTlz5pjtt9/e93qqVq1qHnzwQbtqUVPY2vM8NOaRr8tWv//+uxk4cKDZfPPNA39P2oME0UKAIBQffPCBty+E/Y9e5aCDDjJfffWV3STnFi5caNq2bRt4PSeffDIr+Jp1y5PYM8x1t5WLWebpvPHGG6Z169aBz0uldu3azuafoPwIEITm119/Nf/85z+9b/p2B6CO6ZJLLjG//PKL3Syn9Jrsu7NU1FEV6+C6OmJ7YUQVhUk+xhlmzpxpjjjiiMDrUdH41R133OHtSInoIUAQurI6hIceeshph6CxmIsuuijwWtRh6nKJ7j4qFtrPw75TTUWXsVxOEhTtI3LFFVdE6gsHKoYAQc6s75LELrvs4i1D4pIGYTWYbr+WDh06mClTptjVY0Xb0GonwdTNoEqK1rZyeXlIC14+9thj3grK9mtRydclT1QcAYKcWt+gqIpmkM+ePdtuljPTp08PDBqraPxGW7Pmane9fNHZlW4c0Mx8+3dWmLqeIPjee++Z3XffPfBaVPJ50wUyQ4DACd2WecEFF6QdaNfaVddcc42zge0VK1Z4uximey3169c3t99+u7PXkiu6RDhixAjTpk2bwO+o0rVrVzNjxgy7Wc5899135qSTTgq8DhUNkN911115u+0bmSNA4JTWp0o350ClUaNGZtiwYXaTnPnkk09Mp06dAq9DRWM1t9xyi1myZIndLNLUCQ8ePNi0aNEi8DupaJJlLrehtWmJmeuvv97UqFEj8Fq0ivLZZ59tFi1aZDdDgSBAkBcvvPCCad68eaBTUVGnrtuCXdAlHs0v0Ldg+3Wo1K1b15tQ53qAuaL0Db9///6mSZMmgd9BpeQSnctAHDlypLcemf1aVPbee28vwFHYCBDkjZbPuO2223z7m5cUDfaedtpp5vvvv7eb5YTmjOiyVrpvyiWlY8eO5v777/fW3IoCXWYbMmSIdzlKk//s16uib/laouSzzz6zm+eMbkjYa6+9Aq9FpVmzZswojxECBHmnvczPOOOMtJ2gbrW9+eabzerVq+1mOaG7lXRrabq7tUqKbjs9+OCDvev2n376qX2InNLcFd2UcNRRR5nq1asHXltJ0W2wWl5GNw24ovdOd3SlbvBVUhTMN954o3dJC/FBgCAyPvroI/O3v/0t0PmobLvttmbUqFF2k5zRoL+WNW/YsGHgtdhlyy23NMcff7zXsWu9LQViGHRWNHbsWO+sRwPQ5XktuhSnmxVcLmOvcRdN9ttss80Cr0dnkpr5P2/ePLsZYoAAQeTo7iF7McSSsu+++zr91q+7mXRrqQJCd4vZr6e0os5Ut6uq47/66qtNv379zJ133uldclLRHJmS/6+f63Hdiab6mpdS2phMuqLxDa1FpjEH19/wX3755cCaYyVFv8eECRPsJogRAgSRpFtttUT8JptsEuiY1GH26tXL+ZLxmhWtORW6iyzd63JZdBlN4wxa9FBnKq7ppoJu3boFXpeKzpQUjJowiHgjQBBpWlU33T4VKpoc95///MebrOiaxmTeeust76xhjz32SDunJMyicQV9o9f4zJgxY7yAzQeFqNY70xiL/RoValdeeaW3PDyKAwGCgqA1nNq1axfotFRatWplRo8ebTdxSjPYP/zwQ2+FW3XyGuTWJL506zytr1SpUsVrp/Y6ztChQ71bml3efpuOLuXpdmfNj7Ffs8qRRx5pvvnmG7sZYo4AQcHQnI1HHnnE1KtXL9CBqWgDoq+//tpuFgka1NaSLR9//LE30F5S9N/6uctB74rSmdbOO+8ceL9VtCzMm2++aTdBkSBAUHD0bbx3797et3W7Q9PP/vWvf3nLuCM7s2bNMkcffXTgPVbR2ma6O8zlqsqIHgIEBUtnG4ceemigc1PRWYrOVoppqfawaAxDd46lu/ymsQ8tjR+VyZTILwIEBU/jHxoHsTs7FY2bjBs3zm6CNHTXlMZctF6W/T6qHHjggUW7CRfSI0AQC7oTS3dkpVu2XEXzOHRHF9KbOHGit1SL/b6paGHGl156yW4CECCIF80NOffcc9PeVqu5G5pdnq9bYKNo/vz55pRTTkm70ZQmQ2ppe61ZBqRDgCCWpk2bZvbbb79Ap6iiWe5PPPGE3aSoaB7LTTfd5K01Zr8/WpNMe6bnY4IiCgsBglj773//662jZXeSKlp3a9KkSXaT2Hv22WfNNttsE3g/VLp06WImT55sNwHSIkAQe7oEo82h0q2wq2/bWrX2hx9+sJvFztSpU80+++wTeA9UtI+Iy42mEA8ECIqG9hbRHiPprvdrT5Jbb701ltf7tePfOeeck3aZdS0Jr4UcV65caTcDykSAoOhoaZDOnTsHOlMV7ZL4/PPP200KkpZZ12KLpa3s26NHDzN37ly7GVBuBAiKltat0j7sdseqohV3Xe7iF7ZXX33V7LDDDoHfS6V9+/bm3XfftZsAFUaAoKhpW9i+ffum3etDtwJrcyZtLlUotAOhdku0fxeV+vXrm0cffZTZ+QgNAQIkaEHDY489NtDpqtStW9fbbTAfy8aXl9b+uvTSS9Mus671wS6//PK8r+iL+CFAgBTvvPOO2XXXXQOdsErr1q3N66+/bjfJK51NPPzww962uvbrVTnssMPMjBkz7GZAKAgQwFJWp3z44YebmTNn2s2c037ppYXdjjvuGLmwQ/wQIEApyros1KdPH28jKde0d8hxxx0XeE0qutx27733RvpyG+KDAAHKsL6B6QYNGngD0y72/y5rwP/8888vqAF/FD4CBCinV155xbRs2TLQeavstttuOb01dvjw4aZx48aB51Xp2rVrQd9yjMJFgAAVoMl5d911l7PJedpnvbRJj9ttt11sJj2iMBEgQAa0PMjZZ59d6vIg119/fVbLg2htrp49e6ZddkVrevXv3z+Wy66gsBAgQBY++eSTUhcobNq0qXnqqafsJuulUFA4FPvCjygMBAgQgmeeecY0a9Ys0OmraIn0KVOm2E0CnnvuOe+ylN1eZY899ijKpecRbQQIEBJt0nTjjTeWuknTWWedlXaTpvVtfqWBcw2gA1FEgAAhmzdvXpnbxGowXtvvnnfeeWy/i4JFgAA5MnHiRNOhQ4dAOJQEiQbb7Z+rHH/88d5kQSDqCBAghzTBcOjQoWarrbYKBIVd2rZt6y1PAhQKAgRwYNmyZeaqq64yVatWDQRHvXr1zKBBg1hmHQWHAAEcmjVrlm/MQ4PkWnMLKEQECOBYw4YNkwFy9NFH2w8DBYMAARwjQBAXBAjgGAGCuCBAAMcIEMQFAQI4RoAgLggQwDECBHFBgACOESCICwIEcIwAQVwQIIBjBAjiggABHCNAEBcECOAYAYK4IEAAxwgQxAUBAjhGgCAuCBDAMQIEcUGAAI4RIIgLAgRwjABBXBAggGMECOKCAAEcI0AQFwQI4BgBgrggQADHCBDEBQECOEaAIC4IEMAxAgRxQYAAjhEgiAsCBHCMAEFcECCAYwQI4oIAARwjQBAXBAjgGAGCuCBAAMcIEMQFAQI4RoAgLggQwDECBHFBgACOESCICwIEcIwAQVwQIIBjBAjiggABHCNAEBcECOAYAYK4IEAAxwgQxAUBAjhGgCAuCBDAMQIEcUGAAI4RIIgLAgRwjABBXBAggGMECOKCAAEcI0AQFwQI4BgBgrggQADHCBDEBQECOEaAIC4IEMAxAgRxQYAAjhEgiAsCBHCMAEFcECCAYwQI4oIAARwjQBAXBAjgGAGCuCBAAMcIEMQFAQI4RoAgLggQwDECBHFBgACOESCICwIEcIwAQVwQIIBjBAjiggABHCNAEBcECOAYAYK4IEAAxwgQxAUBAjhGgCAuCBDAMQIEcUGAAI4RIIgLAgRwjABBXBAggGMECOKCAAEcI0AQFwQI4BgBgrggQADHCBDEBQECOEaAIC4IEMAxAgRxQYAAjhEgiAsCBHCMAEFcECCAYwQI4oIAARwjQBAXBAjgGAGCuCBAAMcIEMQFAQI4RoAgLggQwDECBHFBgACOESCICwIEcIwAQVwQIIBjBAjiggABHCNAEBcECOAYAYK4IEAAx6pWrZoMkNatW9sPAwWDAAEc+vzzz5PhoVK5cmWzcuVKuxpQEAgQwKFu3br5AkSlX79+djWgIBAggCMvvfRSIDxUqlevbubOnWtXByKPAAEcWLNmjWnRokUgPErKiSeeaDcBIo8AARy4/fbbfYFx+OGHm2222Sb53xtuuKF599137WZApBEgQI4tXLjQ1KpVKxkW1apVM7NmzTLPPvusL1Tat29v/vzzT7s5EFkECJBjZ555pi8orrrqquRj++yzj++xwYMHp7QEoo0AAXJo8uTJZqONNkoGxFZbbWWWLVuWfHzq1KmmUqVKycfr169vli5dmnIEILoIECCHunTp4jvDGDp0qF3F9OrVy1fn8ssvt6sAkUSAADny1FNP+YKhY8eOZu3atXY1s2jRIlO7du1kPc1UnzFjhl0NiBwCBMgBzS5v0qRJMhR0l9X7779vV0saMGCAL2wOO+wwuwoQOQQIkAOaXZ4aCKeccopdxee3334zrVq18rUZM2aMXQ2IFAIECJlmlWt2eUkQ1KxZ08yfP9+uFvDqq6/6AkQLLf7+++92NSAyCBAgZJpVnhoEN910k12lVN27d/e1veeee+wqQGQQIECINJtc4x0lAaDZ5qtWrbKrlWr69OmmSpUqyfZ169Y1ixcvtqsBkUCAACHRLHLNJk89g9Bs84q69NJLfcc4//zz7SpAJBAgQEg0izy149cs80z8+uuvpl69esnjaM+QadOm2dWAvCNAgBBo9niDBg2Snb5ml2uWeaYefvhhXxh17drVrgLkHQEChECzx1M7/HPOOceuUiG6HLbrrrv6jvncc8/Z1YC8IkCALGnWeOo+55pVrtnl2Ro7dqwvQLbbbjuzevVquxqQNwQIkCXNGk/t6DWrPCzHHnus79i33nqrXQXIGwIEyIJmi6d28DvssIM3qzws3377rdlkk02Sx990003NDz/8YFcD8oIAATKkWeKaLZ4aIJpNHra+ffv6nqNnz552FSAvCBAgQ/fee6+vYz/44IPtKqFYvny5ady4cfJ5tL/IpEmT7GqAcwQIkIGffvrJmyVe0qlr9vhXX31lVwvN8OHDfWG1xx57pF0aHnCJAAEyoNnhqR26Zo/nksJCoZH6nE888YRdDXCKAAEqSLPCNTu8pCPXrHHNHs+1Dz/80Lc9ri5rrVixwq4GOEOAABW0//77+84ENGvcFQ2gpz63BtiBfCFAgAp4/vnnfR24Zotr1rgr33//vXcrb8nz6xZf3eoL5AMBApTTmjVrvNngqQGi2eKuaTJh6ms47rjj7CqAEwQIUE52x61Z4vmg5UxSg0z7j+QjyAACBCgHzf6O0qUjLayYGmZt27Z1eikNEAIEKIfTTz/d12FHYfBaS7ynviaXg/mAECBAGTTr2759VrPD8y1ftxMDJQgQYD3STeDTrPCosCc0XnbZZXYVIGcIEGA9NNs7tYPu3LlzpJYQWbx4cWBJlenTp9vVgJwgQIBSaJa3vYihZoNHzT333OMLue7du9tVgJwgQIBSXHvttb6OOarLqLtaVh6wESBAGuk2ctIs8KiyN7Zq1apVqBtbAekQIEAamt2d2iH379/frhI59ta6d999t10FCBUBAljGjRvnze4u6Yg161uzv6NuxowZ3iB6yeuuU6eOWbRokV0NCA0BAqTQbG7N6k79Jq9Z34Wid+/evtfeq1cvuwoQGgIESDFo0CBfB6zZ3oVk6dKlpn79+snXX6lSJTN16lS7GhAKAgT4f5rFrdncJZ2vZnlrtnehGTx4sC8E9913X7sKEAoCBPh/msWd2vGed955dpWCoMtw7du39/0uo0aNsqsBWSNAgATN3k4dgNbsbs3yLlTjx4/33QiwzTbbmFWrVtnVgKwQIECCZm+nfmPX7O5Cd8IJJ/h+p5tvvtmuAmSFAEHR06zt1I52xx139GZ3F7q5c+ea6tWrJ3+vmjVrmvnz59vVgIwRIChqmq2tWdupATJ69Gi7WsHq16+f73c79dRT7SpAxggQFDXN1k7tYA899FC7SkHTgpBNmjRJ/n5aEPL999+3qwEZIUBQtDRLW7O1SzpXDaJrNnfcPPnkk76Q7NixY6SWpEfhIkBQtDRLO7Vj1SzuuNpzzz19v+uwYcPsKkCFESAoSpqdrVnaJR2qZm8vWbLErhYbkydP9m3L26hRI7Ns2TK7GlAhBAiKkmZnp34jf+SRR+wqsXPmmWf6fuerrrrKrgJUCAGCoqNZ2akdqWZta/Z23C1YsMDUqlUr+XtXq1bNzJo1y64GlBsBgqKiZdk1K7ukE9Vsbc3aLhb//ve/feF59NFH21WAciNAUFQ0Gzu1A9Vs7WKyZs0a06JFC9978Pbbb9vVgHIhQFA0NAtbs7FLOk7N0p4zZ45dLfZefPFFX4Dssssu5o8//rCrAWUiQFA0NAs7tePULO1ideCBB/reiwceeMCuApSJAEFR0Ozr1NtYNTtbs7SL1eeff2423njj5Pux5ZZbml9++cWuBqwXAYLY06zrTp06+b5xa3Z2sbvwwgt978nFF19sVwHWiwBB7GnWdWpHqVnZMObnn382m2++efJ90RnJl19+aVcDSkWAINaWL1/uzbou6SR1Geujjz6yqxWt++67zxeuf//73+0qQKkIEMTa1Vdf7esgNRsbf9HdVzvttJPvPXr55ZftakBaBAhia/bs2d5s65KOUbOwNRsbfm+++aYvQFq2bOntkwKUhQBBbGmWdWrHqFnYSO+II47wvVd33nmnXQUIIEAQS5pdndohNm/e3JuFjfS++eYbU7Vq1eT7tdlmm5kff/zRrgb4ECCIHV3X1+zq1ADR7Gus3xVXXOF7z/7xj3/YVQAfAgSx8+CDD/o6Qs26RtmWLl1qGjZsmHzfdMfaxx9/bFcDkggQxIpmU2tWdUknWLlyZW/WNcpnyJAhvvDda6+97CpAEgGCWNFs6tQOULOtUX6atb/77rv73sOnn37argZ4CBDEhmZRp67vpFnWP/30k10NZZgwYYK3T0rJ+9i0aVOzcuVKuxpAgCA+DjroIN83Z82yRmZOOukk33t5ww032FUAAgTxcMstt/g6vDp16pjTTjvN9OzZk5JBOfbYY73xo5L3s0qVKmb69On2244iR4CgoGlBwIsuusgXHpTcFN0aDaQiQFCQNNfj/vvv960mS8ltady4sf0xoMgRICg4WrupTZs2gQ6OkruyySabmOeee87+KFDkCBAUDC23ceSRRwY6N5UtttjCm0DI3t6AOwQIIm/ZsmXmyiuv9K3VVFJ0267mfrAdK+AeAYLI0qQ2zYxOXV4jtXTr1o0d9IA8IkAQSZrM1qFDh0BoqGy//fZsegREAAGCSJk3b545+eSTfTOhS4qWGL/jjjvY7AiICAIEkbBq1SpvtnONGjUCwVGpUiVz1llnsT8FEDEECPJOi/U1a9YsEBwqWg12ypQpdhMAEUCAIG+018Tee+8dCA0VLeA3cuRIuwmACCFA4NyiRYu83e50acoODl3C0qUsXdICEG0ECJzR4Pedd95pateuHQgOFa0A+91339nNAEQUAQIn/ve//5mWLVsGQkNFGxi99957dhMAEUeAIKe++uqrwD4dJaVBgwbmscce8yYMAig8BAhy4pflv5hL7rrEbLzlXzsElhQtSXLFFVeYpUuX2s0AFBACBKH6Y+0f5qFPHzJb9NnCbPD3RGC0SJQN/wqPI444wsycOdNuBqAAESAIzdvz3za7PLuL2eChRFj0S5STE6VzotTbwFt+/Y033rCbAChgBAiyNnvpbHPM68esC46SMjBRLtnAbN5jc3PfiPtYZh2IIQIEGVv++3JzzaRrTLVHqvnDI1EqD6psLhx9oflp+U92MwAxQYAgI8O+HmYaDW8UCA6VA/53gPn858/tJgBihgBBhXyw8APT6blOgdBQaf5kc/PCty/YTQDEFAGCcvl+xffmtLdPMxs+tGEgOGo9Vsvc9sltZs2fa+xmAGKMAMF6rf5jtbl5ys2m5qM1A8Gx0cMbmTPeOcMsWLnAbgagCBAgKNWoWaPMtk9uGwgOlT1f2NN8tOgjuwmAIkKAIODTnz41+760byA0VLZ+YmszYsYIuwmAIkSAIGnxqsWm1/heptLDlQLBscngTcx1H11nVvy+wm4GoEgRIDC///m7uXva3abOkDqB4FA54Y0TzJxlc+xmAIocAVLkXvvuNdNqZKtAaKi0G9XOjP9hvN0EADwESJH6+tevzSGvHhIIDZX6w+qbR758xPy59k+7GQAkESAxkxoE6Sz9ban518R/mSqDqgSCQz/r/X5vs2TNErsZAASk72XglJZAH/PdGHP5+5ebzs93Ns1GNPPmXahD33LolqbNM21Mjzd7mHum3WO+W77+LV/LCpAuL3QJBIfKoa8d6p2VAEB5pe9l4MTaxP+Gzxhutn9q+0CHXlrRTHCtNTX2+7H24TypdW2//flb4A4rjX8ovACgooK9DJzQSrZHjj4yEBAVKemU9fi548/1HtMdVzqj0R1YAJCJ9L0MckrhoTucUjv7esPqeZewXp37qnfLrOqs/H2lt9fG6/Ne98YmtntyuzIDoqzHZd7yeWbVH6vsHwNAhZTeyyBnTnzzxGQnr0tSfSf1LdcEPd0VpVngJUGSTnkCBADCQC/j2LOznvWFx5Mzn7SrlGnZb8vMyW+dbP/YQ4AAcIVexrHUS1e6nTZsBAgAV+hlHJqwYEKyc9ceGrmYb0GAAHCFXsahGybfkOzcdTdULhAgAFyhl3Fo/5f3T3buI78ZaT8cCgIEgCv0Mg5pz/CSzn3Gkhn2w6EgQAC4Qi/jUN0hdZOd+y9rfrEfDgUBAsAVehmHKg+qnOzcczUDnAAB4Aq9jEOpGzZxBgKg0NHLOJQ6BjJzyUz74VAQIABcoZdxqOvLXZOd+9PfPG0/HAoCBIAr9DIOXT/5+mTnft748+yHQ0GAAHCFXsah9xa8l+zcN3tsM293wLARIABcoZdxrO2otskOXsu3h40AAeAKvYxjGvso6eC1Gu8z3zxjVymTVuM99e1T7R97CBAArtDL5MFxrx+X7OQ3engj0++jft7mUWXRfiBaAqXkbq50CBAArtDL5IHOIHZ5dhdfZ9/g8Qamzwd9zOjvRpu5y+Z6G0wpVL5d9q15Y94b5soPrjQtR7YsMyDKehwAwkIvkycaQD/stcN8HX5FSzplPQ4AYaGXySNdkho6fahvgmFZReMm3f7XzYz7YZx9OA8BAsAVepkI0LpYunSlHQo7PdfJNH2iqakxuIbZeNDGZouhW5g2z7QxPd7sYQZ+NtDMXzHfbu5DgABwhV4GAJARAgQAkBECBACQEQIEAJARAgQAkBECBACQEQIEAJARAgQAkBECBACQEQIEAJARAgQAkBECBACQEQIEAJARAgQAkBECBACQEQIEAJARAgQAkBECBACQEQIEAJARAgQAkBECBACQEQIEAJARAgQAkBECBACQEQIEAJARAgQAkBECBACQEQIEAJARAgQAkBECBACQEQIEAJARAgQAkBECBACQEQIEAJARAgQAkBECBACQkf8D2kMOoeffsbcAAAAASUVORK5CYII=)
PN: 2717-5-20
CAS: 309253-60-9
Molecule Weight: 194.66
Formula: C11H11ClO
PN: 2717-5-0B
CAS: 50690-09-0
Molecule Weight: 182.65
Formula: C10H11ClO
PN: 2717-5-02
CAS: 69614-95-5
Molecule Weight: 182.65
Formula: C10H11ClO
PN: 2717-5-X3
CAS: 21886-62-4
Molecule Weight: 210.7
Formula: C12H15ClO
TSCA: Not listed on TSCA inventory
