| Product Number | 4H56-5-M1 |
| Synonyms | (4-Chlorophenyl)(piperidin-4-yl)methanone hydrochloride |
| CAS | 55695-51-7 |
| MDL Number | MFCD00053028 |
| Molecular Formula | C12H15Cl2NO |
| Molecular Weight | 260.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-M1
CAS: 55695-51-7
Molecule Weight: 260.16
Formula: C12H15Cl2NO
![1-[4-(4-Chlorobenzoyl)piperidin-1-yl]ethan-1-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB3ZAAAd2QGdWeg4AAACUHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF2MbAiEKqaJUkya1q7R20t5NDjgpEuAKaB6+/c4QUiAMEojt8//npztfVg/nNIGjyotYZwHhlBFQWaijODsE5Pfb99mCPKxXIYpQmBUBeS/Lj6VlnU4nGr6rVJ51RkOdkrp/eS7ijuZkU50fLMEYt/48P71WzCzOilJmoUKqiJdFZXzSoSyrVfxnCiuV+THOrFpupfmxHu2vYOZh9FxE5GsvW+zbIAr7OFGw13kqSzgKRvFh3+CgMpXLUkWwu6DZpg7ufb16ftThZ6qyEqtmhDiUyWuZf4ZoSHWiwk8cDCs/HgOScgRkqdNNnssLmJoxSw5SgLRBOiDnIF2QHsgFSB8kZ/hiP0cBRwVHCUcNRxFHFV/g+SfKLODt8qFwF7CFF/gJ29b35auemB88RREQQV3XcwC3wXCWObVtx+u1usYrMMh1+zgabQ9meHD4gdm1fW3WLQIXXESjYNTzsGyagtrclDZlC1M61BWmxNn8drvpd6lvm9KjHmuXPhVOtQAcmA8aGmU9AvrHujlovdrpLGpVIY4CsuOk8twvtS/E1XkEdB6pHO+DGcBI24DoAsbVN0AMAfYd4IzP4HQBE0bjwLwLmKAbB9wuYEJ0HPC6gAnocWDRBUz4jwP+3aYnAM7u1mRMo0jf2dV1HPceFwPMRIjwnsvr635jNoNMz+t1ephgeo6v08kE0/N9nX4m9uMNMN7EPL0IaNLbKOMPnNsgY7XustUkZqzeJW2rldEt/B9b/wO85f89RS3jKQAASedJREFUeF7t3Qm8TOUfx/Eo2ZK9jbTI0ob+9r0NpX9lKUoSaVUqWiQRRZJKkSLZUpGytSAliSSyRZZkyVLZiez6/e/v+M+Yec7cZc6d5Zm5n3ev83p173membkz1/nec87ze56TBAAAD04yvwEAQEYQIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBEhx0kkn+beM8tIHSCb85gPiLQy89AnH1q1bZcCAAdKoUSMpWbKk5M+fX3LkyCFFixaVypUry8MPPywzZsyQf//91+yKRLd5s8irr4o0aCBy/vkiefOK5Mlz/P/r1xd55RWRTZvMXjEXnd98IMF4CQMvfTLi4MGD0qlTp5RjRt6g50htu/jii2Xy5MnmwyARpXz28uSTIrly6S9Y2pu2eeKJ433iJLK/+UCC8hIGXvqkZ8uWLVK9evWgx87ohgS3bZtIjRruoEhv0z7aNw74rQPEWxh46ZOWw4cPS82aNYMet2zZsvL666/LokWLZMeOHXLkyBHZvn278/Xbb78t9erVk2zZskXsNSBOUj5XqV07OBguu0xk0CCRVatE9u0T+ecfkV9/FXnnHZFy5YLb1qlz/DFijN86QLyFgZc+aenatav/8bJnzy69evXK0P2NVSkHmIYNG5rfRiLp0SM4EJ57TuTYMbPVCbrP7PP882arqIvMbz6Q4LyEgZc+qdm9e7ecfvrp/sfT8EAWsWePSIECJ4Kgc2ezReqefvpEP32Mv/82W0RV5n/zgSTgJQy89EnN4MGD/Y+ll60ycuaBJKGXpHwhcMEF4V2K0rY6MsvXf8gQs0VUZf43H0gCXsLAS5/UNG/e3P9Yes8DWchtt50IgD59zL3pe+mlE/1btDD3RlXmf/OBJBAYBl62zCpdurT/sfQGObKQlM9e9HdIt/nzzb3pmzfvRP+Us9dYyvxvPpAEzEAId8usQoUK+R9r586d5m4ks5TPXvR3SLcdO8y96du+/UT/woXNvVGV+d98IAmYgRDullmnnHKK/7F0qC6ykJTPXvR3SDcvn/3hwyf662PFUOZ/84Ek4CUMvPRJDWcgWRhnIEBi8xIGXvqkhnsgWVgk74GUKWPujarM/+YDScBLGKTWZ+nSpdK5c2epVKmSc2aRK1cuZ76qp59+Wnbt2hXU1odRWEni6NHj1eNnny1SvLjIihVmCzdGYQGJLbUwSEtqfQK/b24XXnih/Pnnn0HtVWAdiIYNdSAJaMYM9xQjWi2eHupAgMSWWhikJbU+OtX6m2++KYsXL5a9e/c6EySOGTNGihUr5rRt3bp1UHulZyaBlegv6V+VSAxr14o0bRocHLrpvY2ffzZbu+3eLSkf/ol+malE16r2GMr4vxYgiaUWBmkJt8/XX3/ttNX1PEIx58Lq06dPhs5EdC6sG264wfw2oi3ljwPp0kUkZ87g4Dj5ZJF77w1vhtxu3YIfo3v3tOfC0t8LnfsqsE9GznYiLGO/+UCSCzcMVLh99GxE2+bRhYFC0Nl4a9SoEfS4l156qbzxxhvO2YyepegQX52VV78eNGiQ1K9fP83ZeENdLkMm6cF75EiRc84JPoDrVreuiJdBEDoUt2bN4Me6/HK9tnl8Bl6diXf/fpHVq49fpipfPrhtrVrhXfqKkNC/dUAWE24YqHD7zJo1y2lbpUoVc5dfJNcDady4sfN9nSJ+vpfRPXCbO1ekalV3cOh9iLFjzdbhSfnsQz52epv20b5xcJL5DSArSutAnJqM9tEzhk8//dS5ga6XpvT/0+JbkVDPVMyQCLXpWcqUKVOCHuPAgQP+MxPd9HnbtGnDGYlXusRsq1aS8qYGH7x1qdkXXtA33OzhjT5Ox44ZW5FQL5116BC55/Yg7d98AJ6ZB/pLLrlEJk2aZDZLla6J3r9/f7n55pudNdH1JrtWrBcpUsS5Ud++fXuZOXOm2c3viSeecL2GfPnyOTfoDx06ZDZHKLpcbM+eIqedFnzw1iBp2TJ665Lr4/btK1KvnkiJEsfXQ8+d+/j/X3utyMsvi2zcaPaKOQIEiBLz4K1nFM2aNZP169ebTaNGL5tVrFjR9Vo0kCZOnGg2R6BPPjk+rDYwOHTTS5Bz5pitsyQCBIgyPZOYk3LA0UtIelmpYMGCzsipWDl27JgMHTpUzjzzTFeQXHPNNbJs2TKzS9a2ZInIlVe6g0OLA0eMOH4THQ4CBIihvn37OgduvSwVa3v27JGnnnpKTj311KAQ0ctiDz30kHOvJkvTYbf33398GG5gcOi9Bq3N0GG7CEKAADGkS9fqQVvvY8TL6tWr5aabbnKdjei0KwMGDMh6swHrENp+/STl1NB91tG4sciaNWYP7/SG98cfa/GOuSchESBADG3fvt05WOvN7HibNm2ac2PfDBL93ldffWU2T0pHp049vgiTGRxagzF9utk8c0aPPn4TXB9fP/8kGBFHgAAx1KtXL+cgXbt2bXNXXOjZho70CpxO3rfpWYqerSSjTSlnAONvuEEWmsGh06G/9dbxSREjZcECEf28zefSey0JjgABIujylL9cdQqSefPmyebNm50DtN57+P777+Xee+/112aMHz/e7BpXev+jXbt2QQtb6ab3S/S+if4MyUAvIT7++ONSNuXnui/l5xuTsm3Vg3mOHCKPPCISybVYtLivbVuR7NmDg0NrPJJkrjMCBIgg8694czv55JOld+/eZjdr6FT0OjLLfN06gmvYsGHOiK5EpK97yJAhzjxkvp+pbsr2fMq2rH59keXLzS7e6T0VreHIn9991tGsmUgMh3FHGwECRNAvv/wiPXr0kFq1ajmz7+pf9FoAWL58eafwTw/QiWDChAlOrYgZJLrGyezZs83mVtNiyyuuuML1s9QoVUoWfvaZ2Txz9PFSHtcVHBUq6AsxWyc8AgRASFqtrmdLesPfPPi2aNFCNmzYYHaxihZsauGm+drzp5wZvPzyy5GtxtczGD2TMYNDZ17W9T4S9MwtPQQIgDTp/Fm6honOpxV4INbK+u7du8t+nSXWIv/8849069ZNcufOHfR69fW3bdvWmbAyYvSeid470XsogcGhX+ucVrrWRxIjQABkiA4MMKeb161EiRIyWoeoWuD999+X4sWLu16jjnpboKOhIkVHaeloLR21FRgcujVsmDR1HukhQACEJWYH6TDENNy++eZ4nYgZHFpPYsyKnOwIEABh27dvn7OCYkwuE6UhppfXtCK9SRN3cOhSslrJrqOvshgCBIBnad2o1nm/dJXFaIjpDX6dA+uZZ0IvXatzZ4WzdG2SIUAAZJoOla1QoYLrYF6qVCn5LMJDZVMbYqzT1kd0iLHOuquz7+osvIHBoZvO1psEleSZRYAAiIhQxXq+TdduX57JYr1YFjnu+uEHOazrfpjBoeuD6DohcBAgACLKN12IOW18jhw55JFHHpGdYU4XEstpVjZv2iT97rxT3siWTZYGBoeuSKgrE+oKhfAjQABEhS6a1bBhQ9cZQ+HCheWtt96So+lMWBjLiR51DfkXXnhB8ubNK2VTHr9dyjYuZdulS9emBIqzJjpcCBAAUTVlyhQpW7asKwR04snpqUyZrtPJx2qq+bFjx8r555/vf47sKdu1KduIqlVl79y5ZnMEIEAARJ2OxurXr58UKFDAFQqNGzeWNf9ftCmWi10tXrxY6tat63quc845Rz4ZOVL+ZenadBEgAGJm27Ztcv/99zuzEgcetHPmzCnVqlVz3TeJxnK7+hruu+++kK+hS5cuspelazOMAAEQc0uWLJErr7zS9dd/4KYjrpYtW2Z29UzPgl577bWQZ0FNmzaVtWvXml2QDgIEQNx88sknQfcffJvWj8yZM8ds7tnkyZOlTJkyrucpV66czJgxw2yODCJAAMTVwYMHpUmTJq5LSrp6Y8uWLWXTpk1mlwxbuXKlXH/99a7gKFKkiLz99tvpjgRD2ggQAFbQJYBbtWrlX/bXt+l8W82bN3emac+oXbt2SYcOHZzak8DH0q8fffRRZz8yjwABYJW5c+dK1apVXWcNuqpjevSMYvDgwSGr4Rs0aCArVqwwuyATCBAA1tEhtCNHjpSCBQsGXXZKy7fffuuEjBkcpUuXls8//9xsjgggQABYS0PEFwSVK1c2dzvWrVsnt956qys4dEbgV155JWozAoMAAWCxjz76yB8ItWrVCtqna5I8++yzkitXrqDg0Jvx99xzj2zdujWoPSKPAAFgrdQCZNSoUVKsWDHXWUedOnVk4cKFAY+AaCJAAFjLDJAff/xRqlev7gqO8847z2mL2CJAAFgrMEDOOOMM1xBfnT23R48ezmy6iD0CBIC1AgPE3O644w7ZuHGj2QUxRIAAsNbzzz/vCg4djfX999+bTREHBAgAa/Xt29cfHDpT7/Dhw5lm3SIECABrBV7C0pvnsAsBAsBa5igs2IUAAWAtAsRuBAgAaxEgdiNAAFiLALEbAQLAWgSI3QgQANYiQOxGgACwFgFiNwIEgLUIELsRIACsRYDYjQABYC0CxG4ECABrESB2I0AAWIsAsRsBAsBaBIjdCBAA1iJA7EaAALAWAWI3AgSAtQgQuxEgAKxFgNiNAAFgLQLEbgQIAGuNH/+l5M9fztkaNLjL3I04I0AAWOuzz+bKeee1dLZbbnne3I04I0AAWOvLL1dKuXJ9ne2uuz40dyPOCBAA1po2bY1UrDjY2dq2nWTuRpwRIACsRYDYjQABYC0CxG4ECABrESB2I0AAWIsAsRsBAsBaBIjdCBAA1iJA7EaAALAWAWI3AgSAtQgQuxEgAKxFgNiNAAFgLQLEbgQIAGsRIHYjQABYiwCxGwECwFoEiN0IEADWIkDsRoAAsBYBYjcCBIC1CBC7ESAArEWA2I0AAWAtAsRuBAgAaxEgdiNAAFiLALEbAQLAWgSI3QgQANYiQOxGgACwFgFiNwIEgLVWrNgmlSodD5AePb41dyPOCBAAVvvuu9/lvfeWyN69h8xdiDMCBADgCQECAPCEAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAiAuPNVm/u2mTPXm01cAtsjPggQAHFnBsitt46VY8f+NZsFIUDijwABEHdmgOg2fvwKs1kQAiT+CBAAcWeGh24NGoySAweOmE39CJD4I0AAxJ0ZHL7/HzJkgdnUjwCJPwIEQNwFhsG4ccv9/1+79jDZufOA2dxBgMQfAQIg7gLD4OjRY9KkyUf+r/v0mW02dxAg8UeAAIg7MwymT1/r/7pq1SHy+++7jR7uPog9AgRA3IUKg9atJ/i/9+ST0wJaHxeqD2KLAAEQd6HCYMGCP4K+//PPWwJ6hO6D2CJAAMRdamHw6KNT/N8310RPrQ9ihwABEHephcFvv+2QypXf8e/79tt1/n2p9UHsECAA4i6tMOjefYZ/X9OmH/mnOEmrD2KDAAEQd2mFwV9/7ZXq1d/179c6EZVWH8QGAQIg7tILg9df/8G/v379UbJ//5F0+yD6CBAAcZdeGOzZc1CuvHK4v83gwT+l2wfRR4AAiLuMhMHIkYv9bXSKk4z0QXQRIACiTqcn+e6732XDhj3mLkdGwuDQoaNy/fXvB7VNq4+2/+abdbJlyz5zFyKEAAEQVXPmbHRGT+mBvkaNobJpkztE0gsDn0mTVrrCI7U+Wr2u+/QG/Jtv/ij//HPYbIJMIkAARIXOXxVYCOjbfvpps9k03TDw0SG8ulqh+ZihNG/+cVAbnSb+s89Wyb9pL3SIMBAgACJq795D0q/fD1Kt2pCgA3iVKkPkjTfmhjyApxcGgXS99IwEyKJFf8qNN37oatuq1QRZsuQvszk8IEAARISeHUyYsELq1XvPddBu1+4LWbt2l9kl6vQ+yNChC1033StVGixdu37D/ZFMIkAAZNrChX9KixbjXMHRuPEY54wh3rZu/Ue6dZvhBEfg66tVa6i8++4CJ2gQPgIEgGd//LFXOnf+2hUcdeoMd4bdHj58zOwSV0uXbpG77joxTbxv00tdX321xmyOdBAgAMJ24MARGTRovjOqKvBArBMf9ujxrezYsd/sYg29B/P556vkuutOrL3u2+6991NZtWq72QWpIEAAhGXy5NXSsOEHroOvTre+fPk2s7m1dFjvwIHzgubZ8oVgr17fya5doddixwkECIAM+eWXrdKmzURXcNxwwwcydepqs3nC2Lz5b3/NSOCmU6d88MHPcuSIXZfhbEKAAEjT9u3/OJelAtfl0K1mzaHOnFQHDx4xuyQkrU+57bbg2hHdmjT5SL7/foPZHEKAAEiF3gAfMWKRawisbs88M92ZZj3Z6FBknS7+mmtGun7m9u0ny/r1sR+KbDMCBICLrvx3882jXQfRli3HOQV6ye7vvw/Jq6/OkapVg4sh9Wv9vu4HAQIgwJo1O+XBBz93BYcWB+o8VL7VALOKdet2ycMPf+F6P/QMRc9Ustr7YSJAADjrbfTpM9uZbiTwQKnTkej0I/v2Ze2/uGfN+t0pijSD5PbbP5EFC/4wm2cZBAiQhR05clRGjpwhdeoMdB0cO3SYmur061mRjsYaNWqJ1K17YmEr3/bUU1/Jpk07zS5JjwABsqivv/465YzjJilWrLGULdvJfzDU2W7nzt1oNsf/7dx5QF54YWbQqLTLL+8tZcrcJy+++E7K2do/ZpekRYAAWczq1avlpptukpNOOkly5iwqRYrUlPPPbyO1avWTMWOWOos/IX0rV25zKtf/85+3pXTpDnL22TfIaaeVSgnkYvLee++ZzZMSAQJkEXv27JFOnTrJqaee6oSHbytQoKx07vyW7NrFzLReTJ36i1Sv/qgUKlRZcuTI739fq1WrJj/++KPZPKkQIECS+/fff2XYsGFy1llnBQWHbtdcc40sW7bc7IIwHTx4SHr3fkPy5s0b9P5my5ZN7rrrLvnjj+S80U6AAEls9uzZUqlSJVdwlCxZUiZMmGA2RyZt3LhR7rjjDtf7nS9fPunVq1dK0Bw0uyQ0AgRIQhs2bJAWLVqEPJD17t1bDh3K2sNyo+3777+XypUru97/Cy+8UMaNG2c2T1gECJBE9u/fL927d5c8efIEHbiyZ88urVu3lj//TP4qclvopcPhw4eHvHR41VVXyc8//2x2STgECJAkRo8eLSVKlHAdrGrUqCHz5s0zmyNG/v77b3n66aclZ86cQZ/LKaecIg8++KBs3564648QIECCW7BggdSuXdsVHMWLF5f333/fbI44+e2336RRo0auz6lgwYLyxhtvyJEjiTerMQECJKgtW7ZI27ZtnctTgQekXLlySdeuXWXfPobl2kgLOC+77DJXkFx88cXy5Zdfms2tRoAACebw4cPSt29fyZ//RM2Bb2vWrJmsX7/e7ALLHD16VAYOHCiFCxd2fYb//e9/5ddffzW7WIkAARLIZ599JqVKlXIddCpUqCAzZ840m8NyO3bskPbt2zv3QwI/Ty32fOKJJ5ziT5sRIEACWL58udSvX98VHEWLFpUhQ4bIsWNMP5LIfvnlF7n22mtdn+8ZZ5wh7777rrWfLwECWEzrOfTGa44cOVx/oXbs2FF2795tdkECmzRpklx00UWuIClTpoyMGjXKbB53BAhgsdy5c7sOJg0bNpRVq1aZTZEktMizT58+cvrpp7s++/79+5vN44oAASyl178DDx6lS5eWKVOmmM2QpP766y+5++67nfm0fL8DjRs3NpvFFQECWEoL0AIDJJELzuCdjsry/Q706NHD3B1XBAhgKTNAbB+Rg+jQ2Xx9vwMvvviiuTuuCBDAUgQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECBQBAiBsBAgUAQIgbAQIFAECIGwECFTz5s39vwO9evUyd8cVAQJYavfu3UEBcv3118vq1avNZkhShw8flldeeUVOPfVU/+9As2bNzGZxRYAAFjv55JODQkQPJk8++SRnI0nu888/l9KlSwd99rp16tTJbBpXBAhgsa+++kpKlSrlOpCceeaZMnToUDl27JjZBQlsxYoV0qBBA9fnnS9fPmnXrp3ZPO4IECABTJw4UUqWLOk6sFSsWFFmzZplNkeC2bVrlzz66KOSI0eOoM9Xv+7QoYOz30YECJAgDh06JC+99JKcfvrpriC5/fbb5ffffze7wHJHjx6Vt99+W4oUKeL6TPWe18qVK80uViFAgATz559/Sps2bSR79uxBB5w8efJI9+7dZf/+/WYXWGjGjBlSrlw5V3CUKVNGJk+ebDa3EgECJKj58+dLzZo1XQegEiVKyIcffmg2hyXWrl0rTZs2dX1uBQoUkNdee80ZfZUoCBAgwX3wwQdy7rnnug5ItWrVkp9++slsjjjZu3evdOnSRXLmzBn0OelIu/vuu0+2bdtmdrEeAQIkgX/++Ue6desmuXPnDjo46WWuu+++W/766y+zC2Lk33//lZEjR8o555zjCvm6devK4sWLzS4JgwABksj69euDKpd9m954f/nll50b8YiduXPnStWqVV2fx/nnny9jx441myccAgRIQt99951cccUVrgPXRRddJJ9++qnZHBG2efNmufPOOyVbtmxB73/evHnlhRdekAMHDphdEhIBAiQpLTIcMmSInHHGGa4gqVevnixfvtzsgkw6ePCg9OzZU0477bSg91uDpGXLlrJp0yazS0IjQIAkp3NqPfHEE0FzKul2yimnSPv27WXnzp1mF3jwySefyAUXXOAK6ypVqsgPP/xgNk8KBAiQRfz666/y3//+13WAK1y4sAwcONApakP4lixZIldeeaXrfT377LNlxIgRzk30ZEWAAFnM1KlTpWzZsq4D3mWXXSbTp083myMVOuz2/vvvd014qcN0n3nmGWfYbrIjQIAs6MiRI/L6669LwYIFXUHSqFEj+e2338wu+D8t9OvXr59T+Ge+d02aNJE1a9aYXZIWAQJkYdu3b5cHHngg5F/RTz/9tLOoFU6YMmVKyLO3yy+/XL755huzedIjQADIzz//LFdddZXrwKjX8YcPH57U1/EzYtWqVdKwYUPX+6P3j956660se/+IAAHgN27cOLnwwgtdB8rKlSvLnDlzzOZJT0ewdezY0TWCTadZf+SRR7L8CDYCBEAQrWXQtbfNWgbdtJZh48aNZpek46uhKVq0qOs9qF+/PjU0/0eAAAjpjz/+kFatWoWspn7++eeTppraNHPmTKlQoYIrOHRlyM8++8xsnqURIADSpPM5VatWzXVA1fmcPvroI7N5wtJ5xJo1a+b6OfPnzy99+/ZNqGnWY4UAAZAh7733nhQrVsx1gK1Tp44sWrTIbJ4w9u3bJ127dpVcuXIF/Vw6k3Hbtm1ly5YtZhf8HwECIMP0YPvss8+6DrY6DPjee++VrVu3ml2s9v7770vx4sVdoVi7dm1ZsGCB2RwGAgRA2NatWye33HKL68Crl3teffVV6y/3zJs3T2rUqOF6/bqa4+jRo83mSAUBAsAzXde7fPnyrgNx6dKl5YsvvjCbx52uJ9+6dWvWk48QAgRApmgR3eDBg6VIkSKuILnuuutkxYoVZpeY04W0evfuLfny5XO9xhYtWsiGDRvMLsgAAgRAROzatUs6dOjgFNkFHqD168cee8zZHw8TJkyQkiVLuoKjUqVKMnv2bLM5wkCAAIiolStXOmce5gFbz1AGDRoUs2k/li5dKtdcc43rdZx11lkybNiwLD89SyQQIACiQu+BlClTxnUAL1eunHPvJFp0gsh27do5C2YFPq9OR9KpUyfZs2eP2QUeESAAokZHY+morFBTnzdt2lTWrl1rdvFMp6jv37+/FCpUyPVcN910k6xevdrsgkwiQABEnS6+pHUi5rTxWk/SpUuXTC++NG3aNLnkkktcwaHf++qrr8zmiBACBEDMaMV63bp1XQd6rXDXSvdw6VnFjTfe6Ho8PQsZMGCAc1aC6CFAAMTc2LFjnbm0zAO/zrmlc2+lR+9jPPXUU65p1vW+x0MPPSQ7duwwuyAKCBAAcaGz+eqsvjq7b2AI6Oy/Ogvw5s2bzS7ONOtDhw6VM8880xU+OuJq2bJlZhdEEQECIK42bdrkrDNiThuv65H07NnTWZ9EzZo1SypWrOgKDq3xmDhxovGoiAUCBIAVdMXDKlWquAJC749cccUVru9rVflLL73kVJkjPggQANbQ4r4RI0Y4a7GbgeHbdB6rNm3aOPNaIb4IEADW+fvvv6Vz586uYb86g+78+fPN5ogTAgSAtV5//XV/eOhU67ALAQLAWrpkri9AatWqZe5GnBEgAKxFgNiNAAFgLQLEbgQIAGsRIHYjQABYiwCxGwECwFoEiN0IEADWIkDsRoAAsBYBYjcCBIC1CBC7ESAArEWA2I0AAWAtAsRuBAgAaxEgdiNAAFiLALEbAQLAWgSI3QgQANYiQOxGgACwFgFiNwIEgLUIELsRIACsRYDYjQABYC0CxG4ECABrESB2I0AAWIsAsRsBAsBaBIjdCBAA1iJA7EaAALAWAWI3AgSAtQgQuxEgAKxFgNiNAAFgLQLEbgQIAGsRIHYjQABYiwCxGwECwFoEiN0IEADWIkDsRoAAsBYBYjcCBIC1CBC7ESAArEWA2I0AAWAtAsRuBAgAaxEgdiNAAFiLALEbAQLAWgSI3QgQANYiQOxGgACwFgFiNwIEgLUIELsRIACsRYDYjQABYC0CxG4ECABrESB2I0AAWIsAsRsBAsBaBIjdCBAA1iJA7EaAALAWAWI3AgSAtQgQuxEgAKxFgNiNAAFgLQLEbgQIAGsRIHYjQABYiwCxGwECwFoEiN0IEADWIkDsRoAAsBYBYjcCBIC1CBC7ESAArEWA2I0AAWAtAsRuBAgAaxEgdiNAAFiLALEbAQLAWgSI3QgQANYiQOxGgACwFgFiNwIEgLXefPNNf4Dky5dPfvjhB7MJ4ogAAWCtLl26+ANEt2zZssmdd94pmzdvNpsiDggQANYaPXp0UID4ttNOO0169uwpBw8eNLsghggQANYKvAeil7DMILngggvk448/NrshRggQANYyb6KPGDFCzj77bFeQXHnllbJkyRKzO6KMAAFgLTNA1N69e+WZZ56RnDlzBoXIySefLPfff79s27bNeBRECwECwFqhAsRnzZo10qRJE9fZSIECBaRfv35y+PDhoPaIPAIE1lq7dq3897//laefftrchSwiMECqV69u7nZ88803cvnll7uCpGzZsjJlyhSzOSKIAIF19C/H1157TU499VT/wUAPED/++KPZFEls3rx5Urp0af/vwJlnnmk28Tt69Ki89dZbUrhwYVeQNGzYUFatWmV2QQQQILDK5MmTpUyZMq6DgG5aA3DXXXfJH3/8YXZDEvnzzz+ldevWkj179qDP/8ILLzSbuuzcuVMeeeQRyZEjR1Bf/bpjx46ye/duswsygQCBFVauXCnXX3+9KzTMG6W66XDOF198kRqAJHPo0CHp3bt3yOG6ega6evVqs0uqli9fLvXr13c9TtGiReWdd96RY8eOmV3gAQGCuNq1a5d06NAh5F+Mjz32mLP/+++/l8qVK7sOBvoX6fjx482HRALSosDTTz/d9RlXqlRJZs+ebTbPsM8++0xKlSrletwKFSrIzJkzzeYIEwGCuNBr1oMHD5YiRYq4/nE3aNBAVqxYEdT+33//leHDh8tZZ53lan/11VfLzz//HNQeiWHp0qVy1VVXuT5T/b0YNmyY87lnlt5T69u3r+TPn9/1PM2aNZP169ebXZBBBAhi7ttvv5Xy5cu7/jHrDdPPP//cbB7k77//dkZlmZe2TjnlFHnwwQdl+/btZhdYSD+ndu3aOZ+b+Xugm56B6r0MvacRKVu2bJG2bdu67q3kypVLunbtKvv27TO7IB0ECGJm3bp1csstt7gOFvqX4SuvvBLWuP3ffvtNGjVq5HqsggULyhtvvCFHjhwxu8AC+rn0799fChUq5PrsdJSV+T0dVaWjq/SMNVIWLFggtWvXdj1X8eLFZdSoUWZzpIEAQdTpX3bPPvus85de4D9YrRy+5557ZOvWrWaXDPv666/l0ksvdR0MLr74Yvnyyy/N5oijadOmySWXXOL6rPTz++qrr5w2U6dOdeo3zDZ6E3369OnGI2bOmDFj5LzzznM9l9ab6BBipI8AQVS99957UqxYMdc/0jp16sjChQvN5p7oX7W6bkSoGgAtRPz111/NLoghHT114403uj4bPQsZMGCA62xRv3799deds0mzT+PGjZ0K9EjZv3+/9OjRQ/LkyRP0PIWzZZM3W7eWfxgyniYCBFGhRX/VqlVzHQD0Lz6tLo6GHTt2yMMPP+y6rq4FiU888YTs2bPH7IIo0vf7ySefDCoI1U0/n4ceesj5vNKic1rp3FZ6phrYX+9/de7c2ZkTK1I2bNggLVq08D9HtZTtmZRtRr58Ii++qGOMzS4QAgQRpkV+WuynRX+B/+jz5s0rzz//vBw4cMDsEnG//PKLXHvttUHPr9sZZ5wh7777LjUAUabv79ChQ0Pe07jmmmtk2bJlZpc06Sy7Otuu+Vg6K6/OzhuJkVo+OmS4YaVK0irl8UekbBtSNtGtZEmRCRPM5lkeAYKI0KK+Xr16hSwCu+OOO2Tjxo1ml6ibNGmSXHTRRa7X85///Ee+++47szkiYNasWVKxYkXXe14y5QA8ceJEs3lYPvnkE2f9D/Oxq1SpInPmzDGbe6aBtHjYMJl/1lnHwyNwu/pqHXtsdsmyCBBk2rhx45yiPvMfthb/aRFgPGl1c58+fUIWqd12223y+++/m13ggV4Cuv32213vsb7vL730kvM5RIL+oaJFh7oiYeDz6Blvy5YtZdOmTWYXz/79+2+RTp1ETj01OEROOUWkXTsdi2x2yXIIEHimxXuhisC02E+L/iJ5aSGz/vrrL7n77rtdNQC5c+eW5557Tv755x+zCzJAb0J3797ddRNa3+c2bdo481pFg66J3qpVq9hcKv3tN5Gbb3afjRQqJNK/v971N3tkGQQIwqZFYFq0Z96s1pubWuSnxX62+umnn6RmzZpBr1u3c889Vz744AOzOdLw4YcfSokSJVzvZY0aNWT+/Plm86iYO3duyMEa559/vowdO9Zsnjk61PjSS91BcvHFOkbZbJ0lECDIMB1eqUV6oYZXalGfFvclCg0LDQ3z59Bw0ZBB6vT90cWdzPcuXiGsZ7o6XPycc85xvaa6devKokWLzC7e6dnGgAHHzz5OMoLkxht1zLLZI6kRIMgQLcrT4jzzH+hll13mFPMlIr1spZev9DJW4M/ku/yil71wQlqXAbt16xb3y4A6rLdLly6uaW50GPC9994b2aVudQjyQw8dvx8SGCJ6v+TJJ3UMs9kjKREgSJMW4WkxnhkcWrQ3cODAiE4xES96I11vqJs/o94A1hvwkboBnKj053/55ZdDDkRo3ry5dZMR6kqWTZs2db1WXer21VdfDWvKnHTpkORrr3WfjejiV0OH6phms0dSIUAQkhaBafFdqCKw9u3bp1sEloh0CKoO8TUPPDoUWIcEZ0WffvppyOnQr7jiCuuHQs+YMUPKlSvneu26YNkXX3xhNs8cHaKstSIaHoFbxYr6i2W2ThoECIJoEZgW22nRnfkPT4vztEgvmWX1n99HF2SqV6+e6z3Q92XIkCEJU4ypZ8iDBg0KuWyALmC2duVKs4t3eqb60kuScqrmDpLbb9dTXbNHwiNA4Kd/UfIX+HFpTcOh06Uk4xmY0unT9QzTHGHnmw4mUZeE1YXJdIGywIXL8qVsTVK+/q5DBzmasj9idOhymzYi2bMHh0iePCLdu+vYZ7NHwiJAwD2ANOg9oNQmAtQJHM2JABOV/qWu97RCTUh5ww03JM2ElLpQ2XXXXef8XBVTtidTtikp26GUMxQZPFjfCLOLdzqUuWZN99lIiRJaVm+2TkgESBaW1igkHW3DKKQTUhuFplORJ+ooNB+dJl1H05k/m06rrtOrJ6Ovv/hCOpYuLUNSfs41gQf38uX15onZPHN0aPO557qDxPJ7SBlBgGRRqdVB6Ph+6iBCS6sO5uabb06oOhil06KntiiXTqeeLGdXqTl6+LBsfOUVkfz53Qf3W27RFdDMLt7pEOdu3STlr7UTz5HO6puJgADJYrRCOLVKbK0sRvpSq8TX+wSdOnWyuhJf6evT6dBD1Us88MADWW9ZYF3Q7N57JeUNCA6RXLlEnn1WV0Qze3inQ56feEJSEtrck5AIkCxCL0dpcVyoIrB4zAWlN2t1zRCtINaDmY7b11lVdQoK3cyb1/q1b5+20/Y6bYpO563TWcTjprbOBXb11VcHvU7dbJwLTOnr0del06Cbr1nnNNOfJ0vTivU6ddxnI8WK6cpoZmsIAZL09Aa4zoYaqggslrPR6l+1H3/8sbRr1y7kvYRIbKVLl3YWIBo9enTUJvELZfz48SFnI65UqVLcZyP20enOdXZk8zXq69bZlBFAFzw77zx3kFSrpiulma2zNAIkien6C6mth6FFc9Gma4BoeGnRmfkaYrFpUOnZlS6pGm0a1C+++KJV66EofV6d5tx8TToduq7fotOjIwSdzff550Xy5g0OkWzZRO66S1dOM3tE1ubNIq++KtKggaScdh9/HToMWP+/fn0RvXcTwanrvSJAklBqK/LpCnHRXpFv3759zmUSvbRjXi4zt6JFizozt95zzz3OVBkTJkxwqof1r+V169Y5m565+P5fv6/7NRj79u3rzG+k93NCFf2ZW9WqVaV///6yVa93R1FqKzLqdOe69rZOfx4LOp25Tmuu05sHvg59XToNuk6HjgzQ4E/5AyDlzQveUgI4JYF1gRKzR+bo4+lcWnr/xXxOc9M2ej8l0q8hDARIEklrTXAtiovmmuB6oNcJ9bQ+wjx4+zZdTU6HB48aNSqiC/8ovWSll67uu+8+51KW+dy+LVfKPzq9jKbzJUWT3t+pXr266/l1TfgxY8aYzSNK15zXe0Xmc+u053q/CB7opcjKld0H8Qsv1BXVzNbe6GSPKX9QuZ4jvU37RHKiyDCcZH4DiUeHW2pRW6iDtxbBRbMITA/cjz/+uGuFON92ySWXSO/evaN+wDZpQOmQW73hbr4m3TRkW7RoEfUbxxqWxYoVcz1/nTp1ZOHChWbzTNFpy/VxzefS59fBCsgkHRSRcnYtZ5/tPohfdZWOqjB7ZJwOma5dO/gxL7tMZNAgkVWrjo8E04Eu+m/5nXdEypULbqs3/+Mw7JoASXBaxKbFbOZBQ6//T4viIjd6zf+FF15wFSHqptXMHTp0kAULFpjd4kIDVO+FhKp78V3SieZNd72s17VrV+fsJ/C5ddisXr7L7GU17a+X8/TxAh9fn+/ZZ591nh8RpMO0n35aJGfO4IO4DgN+4AFvS9326BH8WCm/r2nO5Kv7zD56zybGCJAEpUVrWrxmHhC1CEz/8o5mEZhWZYeaoVWHr77yyivOugw20vdE/xIPFbg6Sk2n+o7m+6b3cW699VbXc+fPn99538KdZlzb62vWacrNx7zllluc50MUaeFoo0bBB3HdUv4NOnUeGf1d0kvLKZ+hv3/nzmaL1GmQ+frpY8S4BokASTBaBKbFamadhF6S0eK2aBaB6YI8oQ6A+pf9W2+9lVAjevRGfKhhrXrJTW/WR9O3334rFSpUcD233rv5PIPVyTodeah7PeXLl3cGGiCGpk8/frnpJCNIdKlbvfyUHr0k5etzwQUZDx6lbXVklq//kCFmi6giQBKEFoENGzbM+SvfPGjoiKelS5eaXSJKZ+otXrx40PP6Kq8T9RKJr7DOHMWlYayX56I5Wk0f+52UA4eORDM/zwYNGjiT/oWycuVK/2SAgZtOVz548OCkWOArIen7PnCgSOHCwSGis/Km57bbTrTv08fcmz6dQt7Xv0ULc29UESAJQIvRtCjNPGhoEZgWsUWTHui0XsAc2aWVy6kd5BKNTlH+6KOPhvwZIz1azKTP3bFjx6BpxnXTr/U1acW+CjUdua+dfl/3wwL6ebVvf2KpW70Jnp6UM0mnrW46g2+45s070b9sWXNvVBEgFtMDtF7LNoNDi9W0aC3a06zrsN/69esHPbfeNH/77bfNpklBR0XpanWBP6/+Za+z1UabnlnoAkfmZ63Pr/e6Qi2IpGci2g8W0hkeliwxvxtaoUInAsDLlDx62drXX8+AYogAsZReozeL0fRrLVLTYrVo07mzzApyPbguyeg/igSll+N0zrDAn1sv1b3//vtm06iYPHmyK8TMLSpLsiJ+fGcruoVz/8NHB1/4+utjxRABYqkmTZoEHTS0KE2L02JBR3iVLFky6Pl1Og5bR1dFg85MHDgtiYa31rPEgo6ueu2115zRWYGfgX6to67CHa0Fy3EGgkjTugHfgUOn64iVxYsXO1OeBB649LVkRXq2dc455wS9F1rFHqtZdnUYbuBz6/odSEKRvAeScnYaSwSIpXQSQt+B48477zR3R4WeeQSGhxam6TKnWZnOVmzWjTzyyCNms6jQIduBzxvNqWgQR4zCQqTFOkD0nkfgZStdbGjs2LFmsyxJRziZU4RoZXu0ESBZBHUgiLRYBogemAJvmOssuoRHMF1wy1zJsV+/fmaziCJAsojdu0VOP/1ECGSmEj3GvyMEiKViFSBa56GFa4EHqqx+2So1WrMRWEGuN9ajGbQESBai66X7gkC37t3TngtL78Pp3FeBfXRurBgjQCwVqwDp2bNn0EEqq94wz6gtW7YETSGiI7WiVYtBgGQhOrJOB8sEBsLll4sMHnx8Bl6diVfXktHF0fQyVfnywW1r1Qrv0leEECCWikWA6PQkgTO46vTmSN/69eudGYd975veZI/GdC4ESBaT8seJVK0aHAwZ2bSP9o0DAsRS0Q4QnRgxcJ0KLU7LSnUemTV16tSgFRe1TibSCJAsSJfS7dgxYysS6nTyHToc7xMnBIiloh0ggVOk6LoRyV5hHg06EivwAK+LR0USAZKF6RxsffuK1KsnUqLE8fXQc+c+/v/XXivy8svHl9uNMwLEUtEMEF3PI/DANCgjE77BRQcgBM4VprP66rLCkUKAwHYEiKWiFSC6ZkfgYlA6FTy827x5s7MYle/9bNu2rdnEMwIEtiNALBWtANF1LnyPq5MELl++3GyCMOl69L73VIf2zpw502ziCQEC2xEglopGgOgsvnny5PE/ri4GhczTS1lVqlTxv6+XXXZZRBajIkBgOwLEUtEIkMcff9z/mLoMbTSGnmZVixYtClqQ6qOPPjKbhI0Age0IEEtFOkB0rfTTTjvN/5i6hjkiq1WrVv73V89CMjtrLwEC2xEglop0gHTr1s3/eGeffbYciOPY8WS1atWqoMLMjz/+2GwSFgIEtiNALBXJANECwYIFC/ofr6+OL0dUtGzZ0v8+lytXztwdFgIEtiNALBXJABk+fLj/sXQKDirOo0fnxQo8C5k9e7bZJMMIENiOALFUJANEaz18j/XYY4+ZuxFhDRs29L/f99xzj7k7wwgQ2I4AsVSkAmTjxo1BczYtWLDAbIII03sfvvdbiwx1LREvCBDYjgCxVKQCJPBxdNZYRJ9W+wfO1ut1jiwCBLYjQCwVqQAJXGmwd+/e5m5EycMPP+x/33XBLi8IENiOALFUJAJEp2zXqTV8j7N27VqzCaJkzpw5/vc9d+7czllJuAgQ2I4AsVQkAiTwWvwFF1xg7kYUHT16VAoUKOB//6dPn242SRcBAtsRIJaKRIC0a9fO/xh33323uRtR1qhRI//7/8wzz5i700WAwHYEiKUiESAXX3yx/zG83siFd4Gz9Opki+EiQGA7AsRSmQ2QnTt3Bt3/2KQrnCGmVqxY4X//tbhw//79ZpM0ESCwHQFiqcwGyA8//ODvX7RoUXM3YkAnU8yXL5//c1i8eLHZJE0ECGxHgFgqswEycuRIf/9atWqZuxEjlSpV8n8OY8aMMXeniQCB7QgQS2U2QPSmra8/N9Dj54477vB/Dt27dzd3p4kAge0IEEtlNkBuueUWf/8+ffqYuxEjPXv29H8Ot912m7k7TQQIbEeAWCqzARJ46WTcuHHmbsTI2LFj/Z9DuCOxCBDYjgCxVGYDpHTp0v7+M2bMMHcjRrSA0Pc5lC1b1tydJgIEtiNALJXZANFVB339f/rpJ3M3YmTevHn+z6FYsWLm7jQRILAdAWKpzAZI4PrnusgR4iOwFkSH9IaDAIHtCBBLZSZAjh07FlREuHnzZrMJYkQLOH2fg67LorUhGUWAwHYEiKUyEyC6gFHggWfXrl1mE8SIvveBn0U4i0sRILAdAWKpzAQIZyD24AwEyYwAsVRmAkQF3gNZtWqVuRsxwj0QJDMCxFKZDRBGYdmBUVhIZgSIpTIbIKVKlfL3pw4kfqgDQTIjQCyV2QCpWLGiv//48ePN3YiRwFUhqURHsiFALJXZAGnatKm//8svv2zuRoz06tXL/zk0b97c3J0mAgS2I0AsldkACZyNt23btuZuxEjLli39n8Nzzz1n7k4TAQLbESCWymyAjBgxwt+/du3a5m7ESOXKlf2fw+jRo83daSJAYDsCxFKZDZA5c+b4+5955pnmbsRI4IqEixYtMneniQCB7QgQS2U2QHbs2BF08Pnzzz/NJoiyX3/91f/+axFhOFXoigCB7QgQS2U2QFTglO7hXj5B5g0aNMj//uuouHARILAdAWKpSATI/fff738M/X/E1q233up//5966ilzd7oIENiOALFUJAJEzzp8j6FnI4gdnY+sSJEi/vf/yy+/NJukiwCB7QgQS0UiQPS+R+CkijqxH2JjwYIF/vc9Z86cYd//UAQIbEeAWCoSAaIuueQS/+O88cYb5m5ESadOnfzv+1VXXWXuzhACBLYjQCwVqQDR4jXf44Q7lQa8OXr0qDNxou99Hzx4sNkkQwgQ2I4AsVSkAkSHkgZexmJq9+ibOnWq//3OlSuX7N6922ySIQQIbEeAWCpSAaKqVq3qf6xu3bqZuxFht99+u//9vu2228zdGUaAwHYEiKUiGSD9+/f3P9Z5550nR44cMZsgQnTggp51+N7vKVOmmE0yjACB7QgQS0UyQLZu3Sq5c+f2P957771nNkGEPP7440FhrfdDvCJAYDsCxFKRDBD14IMP+h/v0ksvDWttbmTMtm3bJG/evP73eeDAgWaTsBAgsB0BYqlIB8iaNWvklFNO8T/mpEmTzCbIpMAp9M855xw5ePCg2SQsBAhsR4BYKtIBolq0aOF/TJ1mnLOQyNmyZYucfvrp/ve3X79+ZpOwESCwHQFiqWgEyJIlS4KG9A4fPtxsAo/0M/K9rzp9vpfKcxMBAtsRIJaKRoCoVq1aBR3ovNYo4IQZM2YEBfO7775rNvGEAIHtCBBLRStAdJhp4KWWRx991GyCMBw6dEguvvhi//tZs2bNiF0aJEBgOwLEUtEKEPXqq6/6H1tvrC9cuNBsggzq3r170HuplwkjhQCB7QgQS0UzQA4fPhw0yWKZMmVk3759ZjOk49tvv5WTTz7Z/z5qDUgkESCwHQFiqWgGiPr++++DhvW2bt3abII06KgrHarre//Kli0b8RAmQGA7AsRS0Q4Q1bNnz6AD1Icffmg2QQi6WNS1117rf9+0yv/nn382m2UaAQLbESCWikWA6IFQ16rwPY/eXF+8eLHZDIbA6Up0Gzp0qNkkIggQ2I4AsVQsAkTpKoWBS6/qOha///672Qz/17dv36CDejQ/GwIEtiNALBWrAFHTp0+XU0891f98OlfWzp07zWZZ3ogRI4LqPXSa/EgUDKaGAIHtCBBLxTJA1KhRo4IOjnXr1o3qwTHRTJw4MWjQgdZ+bN++3WwWUQQIbEeAWCrWAaJ69+4ddMCqVasWleopRo4cGRQe5557rmzYsMFsFnEECGxHgFgqMEB0EsRYadeuXdBBq0KFCs6Q1axK73kEnpkVLlxYfvnlF7NZVBAgsB0BYqH58+fLGWec4T9w6Ap3X3zxhdksKnQajkceeSTowFW6dGlZv3692TSp6Qg1c7RV8eLFYxoeHTt2DHp+zgZhGwLEIn/99Ze0adNGsmfPHnTg8G3XXXedrFy50uwWFc8991zQc+tIralTp5rNkpKecdWrVy/o59d7HrG4bKUBrrMkn3322UHPr2dBOoMAYBMCxAI6IZ9esgqc5DDwwBH4dY4cOeSxxx6TXbt2mQ8TcbqmReDza7BpsOhf58lKZ9YNrDDXrVq1alG/Ya7mzJnjrNNi/g7ky5fPmb8MsA0BEmc6uueiiy5yHTT+85//yKxZs5wzDj3zMPfrGcGgQYMyteZ2RowdO9Y5gAU+d/369WXz5s1m04Smf93rxIiBc1vppgMYIj1FiWnjxo3SsmVL12d82mmnSa9evTK9siEQLQRInCxbtixoOgzfpmt0aGWz+Ve+3gPRexFm+/Llyzt/NUeThpjWhgQ+b/78+WXAgAGu15mIdFLEwCnZdcuTJ0/E1vVIzYEDB+T5558PWkddNz3r03Vbki2kkXwIkBjbsWOHPPzww0HDQnXTQr4nn3wyzZE2+leyXsooUKCAK0huueUWWbdundklYvSv8DvuuMP1vFWqVEnY6U/0XkfgAlu+TSdGjMbcVoE++ugjOf/8813PrZfL5s6dazYHrESAxMiRI0fkzTfflEKFCrkOGjfeeKP8+uuvZpdUbd26Ve69917X5RYdrfXss89G9ZLL+++/L0WLFg16Xg1DPRCvWrXKbG6lbdu2SefOnV33nPTn0JFX0Xz/Fi1aJHXq1HH9DugUMu+9957ZHLAaARIDX3/9tesSkG562WTatGlm8wzTg5FWjJuPG+2DkZ5FtW3b1nWDXwNNr+XHaqRYuHSUmwaEeclItxo1akR0MShTPEMfiBYCJIp+++03ufnmm10Hq4IFC0r//v2ds5JI0Bvd8bgcMnPmTLnssstcz6sHyYYNG8rHH38c9xvAeo9Ghx/ffvvtzsHafK1ab6P3OiK1DK3Jd9lR7xmZzx3ty45AtBEgUaBFYJ06dQqaoFA3vUTy4IMPRmVIaLxuyOqBV6/nhwoS3bRyW+/56AJWsbzh/tNPPzmfgTkk17fp93WY8v79+82uERPPgQ9ALBAgEaQH02HDhslZZ53lOmhcffXVsnTpUrNLxMVrSKj+7HrGcfnll7ue27fpPYdGjRo594IifZlr9erVzrDmW2+91Qkt87l9W4kSJWTgwIFRex/UihUrUh16PXjw4KgPvQZihQCJEP0Lu1KlSq6DxoUXXijjx483m0ddakVpF1xwgYwbN85sHlGzZ8+We+65x1U/Ym4aahUrVnQuL7344ovO69K/zL/77jvn0o5uesPb9//6fd2v7XTiRx0Vpu+5eTPc3PTS1W233SZTpkyJ6sFbizu1yFOLPQOfX7/u0KFDTIo/gVgiQDJJ/+LXyQ7Ng5YePPWgqFXm8aJnBbqGhTkthm66EmE0bxorvTykN/O18FCXfTVfQzS3nDlzypVXXun8xR/tOaQ0lPTsJ3BhLt8Wy+lngFgjQDzaf2i/9BjaQ/KcnSfogKH3HO666y75448/zC5xo/dkdNiqHlQDX6ve7H7ggQeick/GpJeMdOGqZ555xlmIKbX5vrxu+r7r2chTTz0lX375ZczWMtEzonLlyrleT5kyZWI2ASYQLwSIB2N+GyPn9TlPTmqUcrAoc+KgUb16dZk3b57Z3Bpr1qyRxo0buw52Oirs9ddfj9iosIzQsxMtQNQRZDqFSLNmzZz1R3Q0mW7mGYt+7dun7bS9zsulN/B1OHOsAsNn7dq10rRpU9d7qUWeOuqKiQ+RFRAgYVi4baHUnlRbThqccrB4I2V7IGWre5IUr1DcWdEvUeiZQKhRU1qBnVVm3PVq79690qVLF9eQYD2b0zoPvWcDZBUESAZs2b9F7pl5j2R/J/vx8Pj/luuFXNL1o66yb3/iFYHpdXsdjRRqxNINN9yQMFXlsaT3c7RI03y/tJhTz4KArIYAScPhY4el75K+kn94/qDg0O3Wr26VdX+vM7sknJ07d0r79u1Dzs2lVdvRvgGdCLQYU4syzeDQy2l6CQ7IqgiQVHz2+2dSakwpV3BU+KSCfPvHt2bzhLd8+XLXIkq6aaX2kCFDYloEaAstvtQiTHPKFi3W1KJNLd4EsjICxLBi1wpp8EUDV3AUHVlU3lnxjhz7N7kPpJ9++qmUKlXKFSRXXHGFU4eRFeiIsZ49ezp1KoHvgQaJFmlu2rTJ7AJkSQTI/+08uFMe/f5RyTEkR1Bw6Ncdf+gouw9lnUs5Wrvy8ssvhyzQa968eVKvj/7JJ584xZbmz63T1mtxJoATsnyAHP33qLz9y9tSZGQR11lHwykNZdXurHszWdfLuPvuu101Gzqktlu3bjEfOhtNWlSpxZVmcGgRphZjRmuyRSCRZekA+WbzN3L5x5e7gqPMR2VkyoYpZvMsa8GCBU7thXlwLV68uLM+SCLTIkotpjSnWdeiSy2+1CJMAKFlyQBZ+/daaTKtiSs4CgwvIP1+7ueMvoLbhx9+6ExGaAaJrqUxf/58s7nVtGhSiye1iNL8ebTYUosuAaQtSwXI3sN75Zl5z0jOd3MGBcfJ75ws9313n2w7QBFYerSCXCvHdc3wwIOuXuZq06aN/Pnnn2YX62ixpBZNmsGhxZVaZAkgY7JEgPyb8t/IVSPlnFHnuM46rvzsSlm8PTHX9I6nDRs2OLPomgdhnUTypZdeiuskkqnR4kgtkjRfsxZTvvXWW1GdqRdIRgkfIIFhEMr8rfOl6oSqruC44MML5OM1H5vNEaZZs2Y5U7KbB+WSJUvKxIkTzeZxocWQWhRpLvCl06xrEaUWUwIIX+ijbgxtPbBVBiwbII2+bCQlR5d0qr516KzWXVQeX1kenv2wzNg8wzmLCCWtAPnjnz8k17u5gtqcNuw0eWHBC3LwaPQWFMpqtMhw6NChcuaZZ7qC5JprrpFly5aZXWJCX5cWQRYtWtT1urRoUosnAXjnPurGiB7AO/3YSfIOzes6Owi1XfzRxTJ5w2TzYdIMkJW7Vvr3ZRucTe785k7ZtI8isGjZs2ePM526+Ze+TpPy0EMPyY4dO8wuUaPrtWvxoxkcWiSpxZIAMs991I0BnZyw+sTqrpDIyGZKa58avmq43P/d/fLDlh/MXYgSXV72pptuch28CxUqJAMGDIjqtPFa5KhTvZvPrUWRWhxp470ZIFGFPupGkQ6RrTmpZtCBv+xHZeX1pa/Lou2LZMfBHXLk2BHZfmC787UW+dX7op5zBhEqJNILEMTPtGnT5JJLLnEdzPV7X331ldk8U7SoUYsbzXVEdHRY27ZtnaJIAJEV86Nu1/ld/Qd8nR6918Jeqd7fCKQV4VoZbiJA7KZnG/3793fOPswg0bMUPVvJLC1m1KJG8/G1+FGLIAFER0yPujqf1OnDT/cf8DU8MosASQx6/6Ndu3Yhp43X+yZ6/yRcWryoRYxmcGix4+jRo83mACIspkfdwcsHB122ysiZR3oIkMSydOlSZ2SWedDXEVzDhg3L0LTxWqzYunVr1xxdWtyoRY5a7Agg+mJ61G3+dXP/wV7veUQCAZKYJkyY4NSKmEFSqVIlmT17ttncoTfAe/fu7RQrmv20qFGLGwHETkyPuqXHlPYf7PUGeSQQIIkrrUBo0aJFUCCkFjhaxJha4ACIrpgedQuNKOQ/2Ov6G5FAgCS+tC5J6X2TUNOs6yUvLV7MyCUvANER06PuKUNO8R/sdahuJBAgyWPevHkhb4oHbpm56Q4gsmJ61OUMBBmR2rDcSA37BRAZMT3qcg8EGbVv3z6nolzXIddLWZMmTTKbAIizmB51GYUFAMkjpkfdwDoQnRyROhAASFwxPeruOrQrqBL9pUUvmU3CRoAAQHzE/KhrzoXVZ3GfDJ2J6FxYN0y5wfw2AQIAcRLzo67OxltjYo2gA/+lYy+VN5a+4Swtq2cpOsRXZ+XVrwctHyT1v6jPbLwAYJm4HHVjuR4IACA64nbU9a1ImGdoHldIhNr0LGXKhinmwxAgABAncT/q6pro/Zf2l5u/vNlZE11vsmvFepGRRZw10dt/315m/jHT7OZHgABAfHDUBQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8OR/X0Y1uDIe3jcAAAAASUVORK5CYII=)
PN: 4H17-5-2L
CAS: 59084-15-0
Molecule Weight: 265.74
Formula: C14H16ClNO2
PN: 4H17-5-X7
CAS: 25519-80-6
Molecule Weight: 225.72
Formula: C12H16ClNO
PN: 3H31-5-67
CAS: 36968-94-2
Molecule Weight: 246.18
Formula: C12H17Cl2N
PN: 2617-5-1A
CAS: 6640-25-1
Molecule Weight: 180.63
Formula: C10H9ClO
PN: 4H17-7-X1
CAS: 25519-78-2
Molecule Weight: 243.71
Formula: C12H15ClFNO
PN: 3H17-3-01
CAS: 56346-57-7
Molecule Weight: 207.248
Formula: C12H14FNO
PN: 3H31-5-68
CAS: 1171138-69-4
Molecule Weight: 280.62
Formula: C12H16Cl3N
Melting Point: 238-239 ℃
TSCA: Not listed on TSCA inventory