| Product Number | 4H58-5-42 |
| CAS | 19407-42-2 |
| MDL Number | MFCD00051939 |
| Molecular Formula | C9H8ClNO3 |
| Molecular Weight | 213.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-5-42
CAS: 19407-42-2
Molecule Weight: 213.62
Formula: C9H8ClNO3
![2-Chloro-6-[(cyclopropylcarbonyl)amino]benzoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABzQAAAc0AHMIWM6AAACPnpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvFxsb85AopIpaTZrUbtLaSns3OeCkSIAroHn49jsDeYBkRIDOPv9/PvCdzfxhn2ew1WWVmiIinDoEdBGbJC02EXl/+z4JycNiHqMIhUUVkY+6/pwxttvtaPyhc7U3BY1NTtrx2b5Ke5qdS025YcJxOPvz8vzaMJO0qGpVxBqpKp1VjfPZxKpu3uI/IViuym1asFbO8nLbzvZXOPZ26L5KyPlbHnFsiSis00zD2pS5qmErHIq38w02utClqnUCqwO6XSrx2xfzlycTf+W6qLFpZ0hjlb3W5VeMjtxkOv7CybDx4ykiOUdA1SZflqU6gG1Zt+KgBCgXlATlgfJBBaBCUFNQ3MEHxzkKOCo4SjhquI/rnmkb+O3wqSPyCx7BPnhlrcHr59mJKyciIih33ADw5d1AHo2kQYBxOtM5fVTKAALshfJoOmd/LERO8HNPOI3S90NJ4IBBJRVT6ePEnkDD6TRE0zk9GrpoUO6cTee8yXEq+Lk3cagrPAkTTn1vyo8Wl5md1nkxX5kiuWhCmkRkxUmTgN96XYkuBwRMmegSy9pOYKWXgOgDNmMnQNwC3CtAjkeQfcBWwwlY3gK8PmBrZzyCfwUE4xGCPmDrchwI+4Ct4nFg2geamh8n7Phgne4iw2w322p8rfgg4e02vMMMct5u2/Ey4fIGc6dS+CDz7bFwhxkk/3iMjDLBjTg3GXaxydjx4MPm1aHILk5Mhv+JxT9UPtcfmoDQZAAAPuFJREFUeF7t3QmczdX/x3FlzZqyUyGUFtpJUUhatWlRqaS0Ufq1JyVFC0n/tEhKSaUIlVYRUknIljVLhRCKLCHnP58v9zv3nnvn3plz7/fOOXNfz9/j+/Brvud7Z+Y7M+d9v2ctpAAAMFBI/wAAALlBgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBAgAwQoAAAIwQIAAAIwQIAMAIAQIAMEKAAACMECAAACMECADACAECADBCgAAAjBAgAAAjBAgAwAgBkmEKDSzkHwCQDGoRx3yz+ht113d3qeNHHq+qDK2iig4qqsq9Xk4dPvxwdd2E69SoZaPUrt279Mt8BAiAVKEWccSSv5eolh+3jAiAnI6ab9dUY5aP0V/CQ4AASBVqEQfIU8cBQw7wK/5Tx5yq3lz0plq2aZnaunOr2rB9g/px3Y/qwR8eVJXerBQ3IAgQAKlCLWK5FZtXqApvVPAq/H1f2Ve9MO8FvUgECZNrJlyTY0AQIABShVrEcud8eo5f4T8+43H9dI4emPqA/iEPAQIgVahFLPbTnz/5lb30a8TrHM8tAgRAqlCLWKzbD938yr7n9J76aSMECIBUoRaxWNMxTf3K/utVX+unjRAgAFKFWsRi1d+q7lf2f2z9Qz9thAABkCrUIhYr8WoJv7Lfvmu7ftoIAeK+2bNnq6pVq6oiRYqoK6+8Um3btk0vAqQFtYjFCBCEW79+vbr11ltV4cKFVaFChfyjZs2aavjw4XpxIHDUIhajCQti586d6vnnn1cHHHBARHDoR7NmzdTMmTP1y4HAUItYjE50fPnll+qII46ICotWrVqpnj17qkqVKkV8XJ5ObrzxRrV27Vr9pYCUoxaxGMN4M9fixYtVmzZtooKjbt266qOPPvLL/fXXX+ruu+9WxYoViyi3//77q2eeeUbt2LEj7FWB1KIWsdjMP2f6lX3td2ozkTAD/P333+ree++NCoRy5cqpp59+Wv3777/6JZ5Fixapc889Nypw6tWrp8aOHasXB1KCWsRyZ39ytl/hPzHzCf10jmRhxVgIEDv9999/avDgwapy5coRAbDvvvuqjh07qjVr1uiXxPTZZ5+pww8/PCpIzjrrLLVgwQK9OJAUahHLLd+83F+Jt/ArhdXLP7+sF4mw8d+N6toJ1+YYEASIfb755ht1/PHHR1X6TZs2VdOnT9eLJySd7v3791fly5ePeL2iRYuqrl27qo0bN+qXAEaoRRwwcdVEVX5Ieb/ib/ZhM/XW4re8cNm2a5sXGtPXTVfdp3X3NpmKFxAEiD1+/fVX1a5du6jgOPjgg9U777yjF8+zP//8U918881Rw34rVKigXn75ZbVrV/JNoshs1CKOWPTXInX6R6dHBEBOh/SXfLj8Q/0lPARI/tu6davq0aOHKlmyZETFLv8tH5fzqSQTD5s3bx4VVA0bNlQTJkzQiwO5Ri3imMmrJ6s7v71THTfyOG/zKNnStuzrZVX94fW9LW0lOOJ1tucUIKOXjVZ1362r2nzWRs3fOD/iHFJHnizkCUOvzGVGuTyRBGnkyJGqdu3aUZ+7bdu2atmyZXpxICECBJ7mHzX3g0VCqeu3Xb2mMaSG9GWceuqpUZW39H1IH0i6bN++XfXq1UuVLl064usoUaKE6tatm/rnn3/0S4AcESDwvLbgNVVkUJGIJxTZCVE67eM90SA+GT0lo6hkNFV4hS2jrWTUlYy+yg8rV65U11xzjdpnn30ivq7q1aurN998Uy8OxESAwDd7/eyIJ5HQ0eD9BmrCygl6ccQh8zVk3kbZsmUjKmiZ3yHzPGS+hw2+//571bhx46gnI/mYnAPiIUAQZeTSkV5HvB4kl3xxiVq6aaleHJoPP/zQmzGuV8oys1xmmNtInjrk6SP865WnE3lKkacVIBYCBDHJ6r+9ZvRSpV8rHREixV8t7i2xsnnHZv2SjPfzzz97a1TpwSFrWcmaVraT/o+HHnrI6w8J//qlv+Txxx/3+k+AcAQI4lq1ZZU3MXGfgftEBEm1odXUGwvfULuz/pfpNmzYoG6//XZvol54xSur58oqujKxzyUyIktGZulBWKtWLW8kFxBCgCBXpq6ZqhqPahzVrNVoVCP1/ZrMbCuXiXgvvviiOvDAAyMqWtno6bbbbvP273CZzBGRuSJ6kMicklmzZunFkYEIEOTJm4vejNinRA55OrlmwjVq5ZbMaSv/6quv1FFHHRVVubZs2VLNnTtXL+4sCcmBAwd6s9fDv0+Z3S6z3GW2OzIXAYI8+2fnP+qhaQ9F7Jgoh/SXPD7j8ZTtnmijX375RV100UVRwXHooYeqUaNG6cULDFk/S9bR0pvpZL0tWXfLtWY6pAYBAmPLNi1Tbb9sG9WsVevtWmrE0hF6cadt2rRJPfDAA6p48eIRFWiZMmXUE088keMy6wWNrOgrK/vqASorAMtKwMgsBAiSJrslNhzRMCpIZO2uWevdbivfvXu3GjJkiKpatWpEhSkTA6+77jq1evVq/ZKMIHuMHHbYYVFBInuSLFy4UC+OAooAQUrIbPWBPw/0Zq+Hh4gsQX/TuJvUus3r9Eus9+2336qTTjopqpJs0qSJmjZtml4848huh7Lroex+GH5/ZLLkXXfd5e2WiIKNAEFKyfpZstijrKflB8m9hVT5y8urZwc/68QWq7///ru6+uqro5b5qFGjhnrrrbf04hlP9l+Xfdj1ZeNlv/ZBgwbl23ItCB4BgkAs2Lhgz26KT2ZVJu2zjuOyjhJ2t5Vv27ZN9ezZU5UqVSqiItxvv/3Uww8/rLZs2aJfgjAzZ85Up512WtQT27HHHqsmTpyoF0cBQIAgUJ/8/Ik6rMNhqlC1yErFtrby9957T9WsWTOq8rvsssvU8uXL9eKBkqe0efPmqdGjR6s+ffqoTp06eXMvGjVq5H2NcoRmi8u/oY/J+RYtWqibbrpJ9e3bV40ZM8abHZ/uEVI53cvLL7887fcSwSJAELgdO3eofs/2s7Kt3IZ3zfLkM378ePXII494X4u+lEiyhzxBSbDI09XkyZPTMmKMp7nMQIAgbdatWxezrbxixYppbyvP769F1p2SBQxlSKw+NDjoQ3Y+lLkssixJ0Otb0Z9UsBEgSLuffvop39715+fIIRkSLMNfZfdBfTtb/ZCJieecc46644471IABA7x+Ixn5JetUyRF6ipB/Qx/74YcfvHKy/paszXX22WfHbEoKP2QioASpjDgLEiPaCiYCBPkmp7byoPod8mvugoTW66+/rurXrx/1uUOHLIsi62e9//773tNRKslcFdlKV/pS6tWrF/W5Q4fsmCj3KCjx5tR06NAhY+fUuIwAQb6StvLHHnss0LZymT0t78b1CjPoEWFbt25V/fr185pr9M8txzHHHONtOvXbb7/plwZqyZIlqkePHt5Tjv41hb4uCfegMKu/4CBAYIUg2spl/aY777wzX9Zvkv6FWE9X8rllR0JbFlyUpiVpwtIrcznkiSTIVXfjrSsmI9BgPwIEVonXVi5t/LmRnyvIyrBZWZFX//qrVavmDa2Vd982WrVqlfrf//7nbR4V/nXL0vTSDxPkFryZsrJxQUSAwDrx2soTrT+VX3tYSGg9+uijUU87lStX9sLMlWYZ2cNEmpdkUEH49yEBOG7cOL14ysj9e+GFFwrs3ioFFQECa23evDnXbeXxdtEbMSLYlYF//fVX1axZs4jPK0EizWdBjuoK0qJFi9SZZ54Z8T3JE1z37t29yj4osrtjly5dvOAI/9yu7u5Y0BEgsF68tnIZXZSf+3h/8MEHXr9G+OeWIcoyk7wgkFFh+pOgfH8rVwa7eZjr+8tnCgIEzpC28qOPPjqqUgk/pBP+mmuuCbyCE9JkFf655amjd+/egU9CTLc1a9ZEPY1Ik9acOXP0oin34Ycfqrp160b9nOXJkqeR/EeAwCk57UMuR+PGjdX33we/P7tUXB07doyq0NLxufOLhGKvXr0impZkMuakSZP0oiknTZUy3Lls2bIR91xm8iN/ESBwkrSVhzetyAKC6SD9MvqcEvnvIEcp2UQGKYTP4pf5OukacitPQuE/888//1wvgjQjQOCsSy65xK9MpC8iaDKp8ZRTTokID3kSybSmlNmzZ3tNWKF7IJ3r6QqR008/3f+8X3/9tX4aaUaAwFnpDBBpRmndunVEeEgfSKaSUW/hy8LIk0g6mrMIELsQIHBWugJE+l0uvfTSiPCQIaWZTnYiDA8RGY0mTydBIkDsQoDAWekKEOlfCQ8PGR6MPWTRy/DmLPn/QY6AI0DsQoDAWekIkMGDB0eEhyz5jkjy1BHesS7zRIKabEiA2IUAgbOCDhDZt0Ta9kOfo3379noR7CWjs8KH+MqM9SAQIHYhQOCsIANEliAJX+68QYMG3vLsyJlMogzdL1m3LIi1swgQuxAgcFaQASK7BoZeu1y5ct7aUIhPJhuGz1iXORupnh9DgNiFAIGzggoQmaAWel1ZGkX29kDu6JP9ZCn4VCJA7EKAwFlBBIg0U4U3Xcm6WsgbWYAxdP+kXySVy+gTIHYhQOCsIALkwQcf9F9T1tuSuQ7Iu/CmLNnZUPZ4SQUCxC4ECJyV6gBZunRpxEZKMoQXZhYuXBixj0uq9lgnQOxCgMBZqQ4Q2Rs89HpNmzZN2bvmTHX//ff79/OYY47RTxshQOxCgMBZqQwQmVEd/vQxceJEvQjySLahDd9jfezYsXqRPCNA7EKAwFmpDJDw5UqkkkJqyMz90H2VvpBkESB2IUDgrFQFyKpVqyKePsaPH68XgSFZFyu8L2TKlCl6kTwhQOxCgMBZqQoQ2e0ule+SESm8b6lTp0766TwhQOxCgMBZqQqQI444wn+doUOH6qeRpO+++86/v7Lk+/bt2/UiuUaA2IUAgbNSESBTp071X0P23JZdB5F6derU8e9zMjP7CRC7ECBwVioC5NZbb/VfQ7anRTB69Ojh3+eLLrpIP51rBIhdCBA4KxUBUr16df810rEla6ZavHixf59LlizpbRFsggCxCwECZyUbID///LN/vSxbIqvJIjj16tXz7/fkyZP107lCgNiFAIGzkg0Q2dc8dH3btm3100ix8Lk2jz32mH46VwgQuxAgcFayAXLhhRf617/00kv6aaTYO++849/vFi1a6KdzhQCxCwECZyUTILLOVfg+3mwYFbzVq1d7+6vI/Zatgnfs2KEXSYgAsQsBAmclEyArVqzwr61UqZJ+GgGpVauWf9/nz5+vn06IALELAQJnJRMg4bsOnnbaafppBKR169b+fR8zZox+OiECxC4ECJyVTIA899xz/rXJLq+B3OvSpYt/3/v06aOfTogAsQsBAmclEyC33HKLf22/fv300whI+Mg3WSMrrwgQuxAgcFYyAdKqVSv/2k8++UQ/jYCENx2ajMQiQOxCgMBZyQTIiSee6F87bdo0/TQCMmPGDP++H3/88frphAgQuxAgcFYyAXL44Yf71y5YsEA/jYDIcOnQfZeZ6XlFgNiFAIGzkgmQ8DWwZNMjpIfMBQnd92rVqumnEyJA7EKAwFnJBIgs3R66dtOmTfppBGTz5s3+fS9Tpox+OiECxC4ECJyVTIAUKVLEv5ZFFNNH7nXovsvPIK8IELsQIHBWMgHCE0j+4AmkYCFA4KxkAoQ+kPxBH0jBQoDAWckECKOw8gejsAoWAgTOSiZAmAeSP5gHUrAQIHBWMgHCTPT8wUz0goUAgbOSCZDwtbCeffZZ/TQCMmDAAP++33DDDfrphAgQuxAgcFYyAdK/f3//WtlqFelxxx13+Pf96aef1k8nRIDYhQCBs5IJkM8++8y/ViolpMfZZ5/t3/fRo0frpxMiQOxCgMBZyQTIsmXL/GurVKmin0ZADj30UP++//zzz/rphAgQuxAgcFYyASIzosMnEy5dulQvghRbs2aNvyd6iRIl1L///qsXSYgAsQsBAmclEyDivPPO868fNGiQfhop9v777/v323QbYQLELgQInJVsgMjoq9D17dq1008jxTp37uzf70ceeUQ/nSsEiF0IEDgr2QCZNWuWf33lypXV7t279SJIoaOOOsq/3xMmTNBP5woBYhcCBM5KNkAkMCpVquS/BjPSg/Pbb79F9H9s27ZNL5IrBIhdCBA4K9kAER06dPBfo0uXLvpppIjM+QjdZxnKa4oAsQsBAmelIkCkKSX0GhUrVlQ7duzQiyAFjjnmGP8+Dx06VD+dawSIXQgQOCsVASLNWDVr1vRfx2RyG+KbO3euf39LlSrl7QliigCxCwECZ6UiQET37t3912nTpo1+Gkm69957/fub7Gg3AsQuBAiclaoAWbx4sdp3332915F/58yZoxeBIdntcf/99/d/TmPHjtWL5AkBYhcCBM5KVYCIiy++OGXvkpGtT58+/n2tX79+0kOlCRC7ECBwVioDRDY6Cg0zLVy4sLdzHpIjS5XItrWhn9Hrr7+uF8kzAsQuBAiclcoAEeeee67/etdcc41+Gnk0cOBA/37WqFEjJSPcCBC7ECBwVqoD5LvvvvNfT/pCpkyZohdBLv3111/e7P7Q/ezXr59exAgBYhcCBM5KdYCItm3b+q/ZoEEDtXPnTr0IcuHOO+/076MMk966datexAgBYhcCBM4KIkBkyY3SpUv7r/vMM8/oRZDAvHnzVNGiRf17OHLkSL2IMQLELukNkKwfun/kVl6vmTRJqa5dZeqrUpUqqazfZKUqVlSqYUPZT1OpiRP1K+CoIAJE9O3b13/dMmXKsFdIHsg+K7JUe+j+nXHGGXqRpBAgdsllrZwieQ0Dkdtr5I9cflnDy+d0tGy5pzycFlSASLPV0Ucf7b/2iSeeaLT5USbq3bu3f9/kKUSeRlKJALFLglo5xcIr8dzKzTXff7/nKSM8IEaMUGrVKhlLqNTq1UrJY3R4wEj5qVP1V4JDggoQMX36dFW8eHH/9W+//Xa9CDQyCCG86erRRx/ViySNALFLnFo5ALkJA12iayQkKlfec36ffZTq318vEem55/aUk/KyF7aEC5wUZICIAQMG+K8vRyrb8gsaGXVVq1Yt/141a9bMa85KNQLELjnUygFJFAaxJLrmoouyz99/v342NikXuubii/WzcETQASLCR2VJf8iPP/6oF8l40uQnS7SH7tMBBxygfv31V71YShAgdsmhVg5IojCIJd410r4aepqoVk2p7dv1ErFJOSkv18n1KW6nRXqkI0DknfWhhx7qfx5Z8p1Z6pE6duzo358gfxaCALFLjFo5QPHCICfxrnn44exzDz6on41PyoeuNdyfGfkrHQEiFixYoCpUqOB/LmmqWSVNp1A9evTw74scQfR7hCNA7BKjVg5QvDDISbxrmjXLPvfll/rZ+L74IvvarF9KuCddASJ++OGHiPkhsr93pofI888/798POeRJJGgEiF1i1MoBCg8Dk0NXvXr2ubx2hssff+jagw7Sz8IB6QwQ8fnnn6tixYr5n1OeRDK1Oevxxx/374Mc0geSjln7BIhdYtTKAQoPA5NDV6JE9rnc9n+EbNuWfe1+++ln4YBGjRqpUGXy2muv6acD8d5770WESKVKldS0adP0YgXaXXfd5X//cpxyyilJ7TKYF7K8DAFijxi1coDihUFO4l2TTIBI+dC1JUvqZ2GxFStWqMsvvzyiEiuR9bvw9NNPp2XCnzyJhDdnyeisTBjiK+tZtW/fPuK+t27dWm3ZskUvmnLypBe+WrIcqVgeHsmJUSsHKFRhy5Fb8a6hCSujSEX1yCOPZD0w7hdRkYQfdevWVR999JF+acpJn4iMyAr/3DLZMB0Blh+kAg9/9y/HpZdeGvj3K6Pg7r777oinPjlkz5bly5frxZFmMWrlAEllHTpyK9414Z3o48bpZ+OTTvfQtXSiW2/YsGFZOX9QRCUiR+PGjSOG2YaOM888U/3888/6y6SUjM7SP/cJJ5xQ4NbOkv6lsmXLRnyfN910k9q1a5deNGVkEuKgQYO8JsLwzyvBIcFV0O6xq2LUygEqFCcMchLvmu7ds89166afjY9hvE6Q/gVpY9cDQtanCu3XIZ23MiJIJrCFl5FlNeSpYMOGDdqrps7ff/8dMdlQDmnSklV809GpHKR169Z5G2uFf2/y9Dd48GC9aEpNmjRJHXvssVE/c5ndPnPmTL048lGMWjlAheKEQU7iXTNnTvZEQmnOyu3jtJRjIqHV/vjjD9WhQwdvY6fwSqRKlSpe23esvbXXr1+vbr31VlWkSJGIaw488ED14osvBvqOWZY9CV87Sw5p8nF1UyoJCblv4d+PPG0FWYFLk5TetyWH7CcyfPhwvTgsEKNWDlChOGGQk0TXtGmTfT63TyHhTx8sZWIVaVN/8skno5pMpHK+//771aZNm/RLoszJemPRsmXLiOvlkBV2v/rqK714ysgCjOGr+Moh+6zLu3hXhvtOnDhRNW3aNOreXXnllV5/RBCkb+vhhx+O6tsqVaqU6tmzp9omIyZhpRxq5YAUShAGsSS65vffs1filaeJrHeCccn50FOLLMKY4ZPBbDJ69GhVp06dqMrrwgsvVEuWLNGLJzRq1KioPgo5LrroIvXLL7/oxVNCmq1kPxFpxgr/nNJ2365dOzV37lz9EiuMHz8+Yo5F6JD7J6POgpJT39bVV1/tbe4Fu+VQKwekUIIwiCU313z7rcp63s4uJ8u2y8QyGZm1Y4e0h0htolSrVtllKlTYsww88p1UqrLxkF6JyGzvcXkdHKGRJ5onnngiqkKXJ5oHHnggsPkLUvnpfSNyyBPJBRdc4IXlDvndzEfyzv/NN9+M2cck/UcPZj2pp2orWp30bTVp0iTq80rf1rfy9wwnxKmVA1AoF2Ggy+018g61efPI8jkdLVooFdA7UOSe9Fl07tw5Zp/FCy+8kNI+i9VZbyauu+66qD6VqlWrqiFDhsTsU0kF2SNDn78QOmQYcJcuXbwhwekkzVTXX399VKjKIcNlb7zxxsBGOcnPIVbflvwccurbgr0S1MopViiXYRAur9fIlrWy+Y9sYStPGVmVk/dvgwYq669VKWav5jtp5pFOZ33UlASJVKhBjpqSyjrWO9+TTjop0He+0vl88cUXe08g+ueWo3Llyl4TlwxdTXXlLf0vL730kvdEVL58+ajPLYcEhwzNDWpuRby+LXkSzE3fFuyTy1o5A33yiSz4w5NKikmT1JFHHhlVgbVq1Srl25/G89Zbb6kaNWpEfA1SuUvb++/SrxaQxYsXq+7du6tDDjkk6h6EHxIo0idxyy23qGeffVaNHTvWG9G1bNky7wh1LMu/oY/JeSnXr18/dfPNN3vDXvV5FPpxxBFHeDP4g1wYUprrYvVFSd9WUH1RSA8CJBapQAoX3vPUk/UOKestklK8Q0qKdIJL279eiUin+ZgxY/TiaRFv9M9jjz0W+OifCRMmeM05+oz2oI9q1ap5w52nBryls/RtxRoNJ31bQY6GQ/oQILGsW6eyapHI5rOqVZUaMkQp2mjzRJom7rvvvqilKKQp46mnngp8KYzckGabyy67LKqik/kHsnhiOsyePdt70jjvvPNi9k0kc5QrV857ty/NhkHPzhfSt3XbbbelpW8L+YsAycmMGUo1aRIZInKceOKeUV+ISzpDZYVcmfgXXolI56l04MpEQdtI53KsGdCnnXZaoBPoYpEmqU8++UT179/fe1qQUWqnnnqqF2pylCxZ0vva5N/Qx+S8lJPK+7nnnlOffvqpt/BkuuS0IkA6+raQPwiQRN56S6kaNaKD5OqrZaymXhpZpC1e1oTSK2Kp4GzfUzy0BpPerCTzOGR0kizvgWhffvlljn1b6XjqQf4gQHJDlquW7XNl35DwEJFmrp499+wtAm/uw1VXXRVViRx88MHq7bff1otbTWZdy74XetPb/vvv73VS5/ccDlvk1LclqyJ/+OGHenEUMARIXsgQx8svj34aqVlTdhrSS2cMmWwme2GHmlVCh3ROy/Lr6dgvIigLFy6MOY/jsMMO85qYMlW8vq107cuC/EeAmJC5JsceGx0kp50mA/710gXau+++G3NI6hVXXJHW9vegffbZZ+rwww+P+j5lK1dZ1j1TuNi3heAQIKb++0+pQYOUqlQpMkRk+O+NNyq1dq1+RYEyY8aMmIvuHXfccWry5Ml68QJBmq1kpJQ+GU+W/bjzzjvVxo0b9UsKlG+++cbZvi0EgwBJlqxQetddKutZPjJI9t9fqWee2bMWVwGyZs0adcMNN0QtRSET32QJcOmELuikI11mbUvHevg9qFChgho4cGCBG6b666+/eqvx6sHhYt8WUosASZWFC5U699zoZq3DDlNq7Fi9tHPk3XefPn28OQXhlYi0gd9zzz3exkqZZtasWTFXsG3YsKH6ugAsmSN9Wz169Ijq25L/lo8HtdAi3EGApNpnnyl1+OHRQXLWWbIHql7aCbLHuIyq0SvK888/35l9LoI0YsQIVatWraj7I2tPyXwOF0nfljxh6N+TrNclTySAIECCIFuZ9u+vVPnykSFStKhSXbsq5Uhb+fz581Xr1q2jKpH69eurL774Qi+e0bZv364ef/xxVbp06Yh7VaJECfXQQw+pf/75R7/ESrIpVqy+reOPP77A9m3BHAESpD//VOrmm7PX1QodFSqo3wYOVP9Z2lYuM4bvuOMOr3M4vBKRzuP/+7//c36v7yCtXLnS24FQX3W3evXq3t4btpK+rY4dO2Z03xbyjgBJh1mzIvYqmZ91PJN1dGrY0FtQzxbS+SvLfktncHglIktRyKqwf0ogIle+//571ahRo4j7KEfjxo0DX8QwL+jbQjIIkHQaOVJtr1VLjcz6A+2YdVTd+8dqQ1u5bGmq7+ctR4sWLbw9xpF3MmfijTfe8Fa/Db+n8nRy7bXXBrqEem7E69uSZeeBRAiQNNu9fbua3KuXam5JW7lsXiQbHemVSO3atdUHsi0wkibb5nbr1s3bPCn8Hkt/Sa+s3wXpP0knWZvqzDPPjPqZy94g9G0hLwiQfLIqn9vKpVKTPa/1Sk2WEu/duzdLUQRAwvqSSy6JqrglrEdmPZ0GTfq2br/99qi+LVk9l74tmCBA8pm0lUu7uF6pyMfkXKrFa1aRPcPzu1klE0i/V4MGDaJ+5s2bN/f2BUk16dt68cUXvf04wj+f9G3JUvH0bcEUAWIJeeqQpw+9UpenFBnZkwrfffddzI7dk08+2dsrHOkjlfrLL78cc8CCbEebqkqdvi0EiQCxiPR/SFu59IeE/7En21Yue3y3b98+qrlM9gQfOnSoXhxpJOtnde3aNapZSYZMy6ZQps1Kstd4rL4t2Zt81KhRenHACAFiIRmRJSOz9D/+SpUqqZ6y/0guSSDJ6+h7fktAde/ePe0d9siZTNo866yzon7mMmnz888/14vnKF7f1hNPPEHfFlKKALGYtJXLukp6pSKzghO1lb///vve5kf6tZdeemm+DxlGzj7++GNVr169qJ+b7JUeb9kY6dsaMmSIqlq1asR1MjFQ+rZWr16tXwIkjQCxXKitXH9HKSvBxmor/+mnn2Iu8Cd7dhSEBf4ygUzu69u3b8zJfXfffbe3W2I46ds66aSTon7mTZo0oW8LgSJAHCGL2OkVhBzSVt6/f3/vHWanTp2ilhgPHcOGDdNfEpZbu3att3S+/jOVpsxXX33VW9Qwp76tt956S385IOUIEEfIzOVQBRFrCKheyUinbPgOeuzb4K6ZM2eqZs2aRf3M9eCgbwvpRoA4IjxAZMjv2LFjY7aVy3HOOed4e3mHbwJEgLhv+PDhMbcPluOyyy5Ty5cv1y8BAkWAOEIPECFt5U8//bS/gqq0mX/66af+NQRIwbNt2zbVoUMH/+cqT5oTJ07UiwFpQYA4IlaAhMioKllFVyqXcARIwSSr+YZ+rtJ5DuQXAsQR8QIkJwRIwRQeILKyAJBfCBBHECAIIUBgCwLEEQQIQggQ2IIAcQQBghACBLYgQBxBgCCEAIEtCBBHECAIIUBgCwLEEQQIQggQ2IIAcQQBghACBLYgQBxBgCCEAIEtCBBHECAIIUBgCwLEEQQIQggQ2IIAcQQBghACBLYgQBxBgCCEAIEtCBBHECAIIUBgCwLEEQQIQggQ2IIAcQQBghACBLYgQBxBgCCEAIEtCBBHECAIIUBgCwLEEQQIQggQ2IIAcQQBghACBLYgQBxBgCCEAIEtCBBHECAIIUBgCwLEEQQIQggQ2IIAcQQBghACBLYgQBxxd1aA1M6qMOT4IJcB0jUrQELXfEiAFBg//PCjKlKkjHc0adJcPw2kDQHiiHeyAuR/WUEgx4+5DJC3sgIkdM0MAqTAmD79Z1WhQlPvaN36Jv00kDYEiCMWZgXI5KwgkGNNLgNkQVaAhK5ZS4AUGLNmLVd16nTxjksu6aufBtKGAHFFVoCorCDwjlwGiMoKEP8aAqTAmDt3jTr++IHece21o/TTQNoQIK4gQLAXAQJbECCuIECwFwECWxAgriBAsBcBAlsQIK4gQLAXAQJbECCuIECwFwECWxAgriBAsBcBAlsQIK4gQLAXAQJbECCuIECwFwECWxAgriBAsBcBAlsQIK4gQLAXAQJbECCuIECwFwECWxAgriBAsBcBAlsQIK4gQLAXAQJbECCuIECwFwECWxAgriBAsBcBAlsQIK4gQLAXAQJbECCuIECwFwECWxAgriBAsBcBAlsQIK4gQLAXAQJbECCuIECwFwECWxAgriBAsBcBAlsQIK4gQLAXAQJbECCuuPnm7DB47z39bGwdO2Zf88EH+lk4at68tX6AdOgwWj8NpA0B4orZs5U65hilzj5bqX/+0c/GNnOmUg0bKnXuuUpt2aKfhaO2bt2pzj//bS9AXn11un4aSBsCBHCQhMhvv/2tfxhIKwIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQFw2aZJSXbvumR9SqZJSRYsqVbHinrkfd9yh1MSJ+hVIs9CEPzlyK9E14edPOGGgWrBgnV4kQqLXg8Us/xsnQFy0dKlSZ5yRPcs83tGy5Z7yyBcmlXeia8LPy3HrrWP1IhESvR4s5MjfeCH9A7Dc99/veQcS/sszYoRSq1Yp9e+/Sq1erdTIkZG/fFJ+6lT9lZAGJpV3omv0AJFj6tTf9WK+RK8Hyzj0N06AuER+gSpX3vMLs88+SvXvr5eI9Nxze8pJ+SpV9vziIa1MKu9E1+jhIcfVV49Uu3frJfdI9HqwiGN/4wSISy66KPsdx/3362djk3Khay6+WD+LgJlU3omuCT/fpMlg//9//vkSvagn0evBIo79jRMgrpg3L/udRrVqSm3frpeITcpJ+dA7GnkdpI1J5Z3omvDz/ft/5///Cy98R+3c+Z9ePOHrwRIO/o0TIK54+OHsdxkPPqifjU/Kh6595BH9LAJkUnknuib8/F9/bVPNmr3u//fw4XP14glfD5Zw8G+cAHFFs2bZvyBffqmfje+LL7KvPf10/SwCZFJ5J7pGP//KK9P9/27V6k1vpd545WEpB//GCRBXVK+e/QuS144y6ZgLXXvQQfpZBCi88jY5YtHPb9myQ51xxhv+xyRQ4pWHpRz8GydAXFGiRPYvSG7bRkO2bcu+dr/99LMIkB4IeT1iiXV+2LDZ/seaNn1NbdiwLW55WMjBv3ECxBXJ/HJJ+dC1JUvqZxEgk8o70TWxzv/77y51zjnD/I/36TMlbnlYyMG/cQLEFQ4+3sKs8k50TU7nR42a73+8ceNBauXKTXHLwzIO/o0TIK4I72AbN04/G590yIWuTWMHG8wq70TX5HT+v/92q4suetc/163bV3HLwzIO/o0TIK7o3j37F6RbN/1sfPk0xA9mlXeia+Kdl8mEoXOy0OLChX/GLY8ADRum1FFHKXXyyUr98Yd+NpqDf+MEiCvmzMmeZCSPurImTm5IuXyaZIT4lX1OEl0T77wsZ3LllSP98507j41bHgGYNk2pU07JrtDleOUVvVQ0B//GCRCXtGmT93co4e9M0rzMAeJX9jlJdE2i8998syKiTKLySBF5yujQQal9940Mjxo1lFq+XC8dm2N/4wSIS37/PXuVTnmnMWCAXiKSnA+9o5EF2qSjDWllUnknuibRedGx45io8IhXHkmQJ4Ann1SqbNnI4ChefM86VZv2DGbIFcf+xgkQ13z7rVIHHpj9SypLOn/wwZ5RGzt27HkXNGqUUq1aZZepUGHPEtFIO5PKO9E1ic6LmTNXR4VHvPIwNHq0UnXqRAaHHBdeqNSS2ItbJuTQ3zgB4iL5xWzePPqXNtbRooVSv/yivwLSxKTyTnRNovMhXbp8QoAEZe7c2Bs+Sad5XkdQxeLI33gh/QNwiGxnefvte7a3lHcgRYrs+bdBA6k9lPr6a/0KpJlJ5Z3omkTnQ2QElozEym155ML69Up17rznby28EpcnhhdeUGrXLv2K5Fj+N06AABlMZrA/+eRk1b37eLVs2Ub9NEJ27tzT33DAAZHBIRW6VOQbNuhXZAQCBMhgn3yy2H86adRokOrbd4r6++88LqNR0EmT1JFHRjcdSR9EGofM2ogAATLY/Pnr1MknvxrRzNWy5RtqxIh53sz2jCb9EBdcEB0c0mk+ZoxeOiMRIECGW7Jkvbr55o8iQkSOK654X02btlIvXvDJsNv77lOqWLHI4JBhuk89lfsJfhmAAAHgGT9+mWrT5p2oILnnni/8hRkLNJnG/9prSlWpEhkcMjHw+utztxxJbvz3n1KvvqpUu3ZKTZqkn3UKAQLAt2PHf1l16ExvT5HwEJFmrhde+MHbvKogWj9litp+wgnRzVWnnqrUjz/qxc3JqKljjolsDnMYAQIgyrp1W9Qjj0yIGgZ81llD1ccfL/TerBcEv/32m3riyivV01mV+czw4Dj4YKXeflsvbm7ZMqUuvTQ6oKSPxWEECIAczZ27RnXoMDqqWevaa0ep2bPX6MWdsXXrVvXoo4+qkiVLqoOzKvKOWcc7Wcd62YxJVrPdskW/xMw//+xZZTd8syg5SpdW6vHH875xlGUIEAAJjR27SJ199lsRISJPJzJ/ZO3aFFW2afLuu++qQw45JKseL+Qfp2QdI664Qm1fsUIvbm7o0MhNouSQdavat1dqZcEYnECAAMiVrVt3qpdemhY17Ff6SwYPnuFNSrTZjBkzsr7WphHBIcdxxx2nvps8WS9uburUPXuAhAeHHI0aKfXdd3pppxEgAPJERmTdd9+XUc1a55//tho3Ln/WZIpnzZo16oYbblD77rtvRHBUrlw5K/gGq/9kVFQqyEq4116bvTpu6JC9Ot54Y88orwKGAAFgZPr0VapduxFRQdKp00feOlz5bceOHapPnz6qXLlyEcFRrFgxdc8996i///5bv8SMzAvp3VupMmUig0OWc5c9PTZv1q8oMAgQAMZktvoHH8xXZ5zxRkSInHjiK6pXr0lq48Zt+iVp8dFHH6m6detGBIcc559/vlq0aJFe3Jwss167dnRz1SWXKLV0qV66wCFAACRt8+Z/Vb9+33nraYUHyemnv66GDJmU9TSwU78kEPPnz1etW7eOCo769eurL774Qi9ubvbsPcuo68Ehq+SOH6+XLrAIEAAps3z5RnX77Z/6AXLUUb3UwQe3y3oiuUB9+ulnevGU2bBhg7rjjjtU0aJFI4KjfPny6v/+7//UTllNNxX+/FOpW26JXs5dllh/6aXUL+duOQIEQMpNmfKruvjid1WdOp1VxYqnq+LFK3gV+jnnnKMWLlyoFze2K6vCfimr4q5QYc/rh44iWRX8rbfemlXfp6gvRgLouedUViJFBkdWYGUll1IbM3MpfAIEQCB27tylXnnlI1WjxokRlbs8Jfzvf/9Tf/31l35JnowfP14dffTREa8tR4sWLdScOXP04sa2fv65UvXrRzdXtW4tbWZ68YxCgAAI1Lp1f6pOnTqpwoULR1T0FStWzAqYV/I8jHbp0qVZTzcXRwVH7dq11QfSqZ0iKxYtUq+ed576NOu1d4YHR716Sn38sV48IxEgANLip59+UqeffnpUxX/MMceoibJ1awKbN29WDz74oCpevHjE9WXKlFG9e/dW/6ZomXUZ3ivDfEsXK6bOzXr9Z7OOuRIc5cop1bevjA/WL8lYBAiAtHr//fdVzZo1o4Lk0ksvVcuXL9eLq927d6s33nhDVatWLaL8Pvvso6677jq1SibwpYA8Cb366quqUqVK/uc4NOu4NevJafoNN6jda9fql2Q8AgRA2m3btk099thjqnTp0hGhUKJECdW9e3f1jyxCqGTlDxka3CgqbE4++WT1ww8/aK9qbvLkyd6SJvrnadasmVo0Y4ZeHHsRIADyze+//67at2/vPU2EV9xVq1ZVp5xyStTHa9SooYbKIoUpsmLFCnXFFVdEBYcstiiLLiI+AgRAvpMnjZNOOimqIg8d+pNJsrZskf1OHlH77bdfxOcpVaqUt8y7LPeOxAgQAFYI9XWE90GEjrZt26asr2PYsGHqoIMOivocV111lbfBFHKPAAFgFRlt1bJly6jVc5MdbfXjjz96zWJ6cJxwwglqypQpenHkAgECwEo5zfc48MAD1RNPPKEXz9Eff/yhrr/++qhAqlKlinr99de9Jx+YIUAAWC2nGecycioeeVJ56qmnVNmyZSOuk3kk9913n9q0aZN+CfKIAAFgvdCaV+GLJQ4fPlwv5hszZoyqU6dOVOhccMEFasmSJXpxGCJAADjj1FNP9cPg66+/1k+refPmqTPOOCMqOI488kg1btw4vTiSRIAAcEb4UijhAbJ+/XrVuXNnbxXe8OA44IAD1IABA1K3nDsiECAAnKEHiASDBIR0rIcHhwSJBIoEC4JDgABwRniA9OvXz2ua0purpAlLmrIQPAIEgDNireYbOqTTXDrPkT4ECABnxHrikGG6MlzXdIIhzBEgAJwR3tchEwM7dOjgTRRE/iBAADgjfEKh7GaI/EWAAHCGPgoL+YsAAeAMAsQuBAgAZxAgdiFAADiDALELAQLAGQSIXQgQAM4gQOxCgABwBgFiFwIEgDMIELsQIACcQYDYhQAB4AwCxC4ECABnECB2IUAAOIMAsQsBAsAZBIhdCBAAziBA7EKAAHAGAWIXAgSAMwgQuxAgAJxBgNiFAAHgDALELgQIAGcQIHYhQAA4gwCxCwECwBkEiF0IEADOIEDsQoAAcAYBYhcCBIAzCBC7ECAAnEGA2IUAAeAMAsQuBAgAZxAgdiFAADiDALELAQLAGQSIXQgQAM4gQOxCgABwBgFiFwIEgDMIELsQIACcQYDYhQAB4AwCxC4ECABnECB2IUAAOIMAsQsBAsAZBIhdCBAAziBA7EKAAHAGAWIXAgSAMwgQuxAgAJxBgNiFAAHgDALELgQIAGcQIHYhQAA4gwCxCwECwBkEiF0IEADOIEDsQoAAcAYBYhcCBIAzCBC7ECAAnEGA2IUAAeAMAsQuBAgAZxAgdiFAADiDALELAQLAGQSIXQgQAM4gQOxCgABwBgFiFwIEgDMIELsQIACcQYDYhQAB4AwCxC4ECABnECB2IUAAOIMAsQsBAsAZBIhdCBAAzmjWrBkBYhECBIAzSpUq5QfIgAED9NNIMwIEgBOmTp3qh4ccjRo10osgzQgQANbbvXu3aty4cUSAyPHpp5/qRZFGBAgA67355pt+aBQuXNj///Xr11c7duzQiyNNCBAAVvvnn39U9erV/dC488471f777+//97PPPqtfgjQhQABYrVu3bn5YSJBIoPTr18//WPny5dW6dev0y5AGBAgAay1btkyVKFHCDwtpyhLSbHXYYYf5H7/55pu1K5EOBAgAa11yySV+SEgnunSmh4wdO9Y/J/0is2bNCrsS6UCAALDShAkT/IDYd9991ffff68XUWeffbZfRmapI70IEADW2bVrl2rYsKEfDtdcc41exLNgwQJVtGhRv9yIESP0IggQAQLAOi+//LIfCqVLl1YrV67Ui/hkVFaobK1atdS2bdv0IggIAQLAKhs3blQVK1b0Q6FXr156kQh5LY/UIUAAWKVr164RTxTbt2/Xi0TJyxMLUocAAWCN+fPnR/RpjBw5Ui8S03///RfRZ9K+fXu9CAJAgACwRvioqubNm+un45Ll3UPX7rPPPjFHbSG1CBAAVkjFvI62bdv6ryGr9YbPG0HqESAA8l2qZpbLzPX99tvPf53QzHUEgwABkO+eeeYZv9JPdm2rhx56yH+tatWqqc2bN+tFkCIECIB8tXbtWlWuXDm/0u/fv79eJE/01XsffPBBvQhShAABkK86derkV/ap2t9j6NCh/mvKYoxLly7ViyAFCBAA+WbmzJkRG0R99tlnehEj+g6GsigjUo8AAZBvTjvtNL+SP/fcc/XTSZE91GURxtDry+KMSC0CBEC+eO+99/zKvVixYmrhwoV6kaRde+21/udo0KCBt0gjUocAAZB2suBhzZo1/cr9rrvu0oukxKpVq7ylTUKf56WXXtKLIAkECIC0e+yxx/xKvVKlSuqvv/7Si6RM7969/c9VoUIFb/FFpAYBAiCtfvvtN1WqVCm/Uh80aJBeJKVkMcbatWv7n08Wa0RqECAA0uqqq67yK/Njjz3WWwgxaB988IH/OWWxRlm0EckjQACkzbfffustdCgVufw7adIkvUhgWrRo4YfIWWedpZ+GAQIEQFrI3IwTTzzRr8Qvu+wyvUigZs+eHTHn5OOPP9aLII8IEABpMWTIEL/ylgUPly9frhcJ3C233OJ/DfXq1UvJrPdMRoAACNymTZtU1apV/cr74Ycf1oukhSzSKIs1hr4OWcQR5ggQAIG7//77/Uq7Ro0aasuWLXqRtHnuuef8r0UWcVyzZo1eBLlEgAAI1C+//KKKFy/uV9rDhg3Ti6TVzp07vUUbQ1/PjTfeqBdBLhEgAAJ14YUX+pV1kyZNrNglUBZtDH1Nsl6WLOqIvCNAAATmq6++iqiop02bphfJN+edd57/tTVr1kw/jVwgQAAEQhYuPProo/1KukOHDnqRfLVo0SJvEcfQ1zd8+HC9CBIgQAAE4oUXXvAr5zJlyqjVq1frRfLd3Xff7X+NhxxyiNq6dateBHEQIABSbsOGDerAAw/0K+cnn3xSL2KFv//+21vMMfR19uzZUy+COAgQACnXpUsXv1I+9NBD1b///qsXsYYs5hj6WmWRR1nsEblDgABIqXnz5nkLFoYq5dGjR+tFrCKLOR533HH+13vllVfqRZADAgRASp155pl+ZXzGGWfop60kizqGL/I4ZcoUvQhiIEAApMyHH37oh0eRIkXUnDlz9CLWuvzyy/2vXRZ9tGG+iu0IEAApIf0cdevW9Svh2267TS9itRUrVniLPIa+/tdff10vAg0BAiAlnn76ab/yPeCAA9T69ev1ItaTRR5D34Ms/iiLQCJnBAiApP3xxx+qbNmyfuX7/PPP60WcIIs8HnTQQf73cd999+lFEIYAAZC0jh07+pXukUce6S1Y6Kq3337b/15kEcglS5boRbAXAQIgKdOnT/fWuQpVul988YVexCnSeX7KKaf4348sBonYCBAASTn11FP9yrZNmzb6aSf9+OOPEaE4btw4vQgUAQIgCe+8805Ec8/ixYv1Is6SxR9D39tRRx3lLQ6JSAQIACPS4XzwwQf7ley9996rF3GaLP4YPjBgwIABepGMR4AAMNKjRw+/cq1SpUqBHPL61FNP+d+jLA7p4tDkIBEgAPLs119/VSVLlvQr18GDB+tFCgSZHFmnTh3/+5RFIpGNAAGQZ1dccYVfqR5//PHegoQFlSwGGfpeZXmWuXPn6kUyFgECIE8mT54csfDgN998oxcpcGRRyFCItGrVSj+dsQgQALkmTxryxBGqTNu1a6cXKZDkqUOePkLf95gxY/QiGYkAAZBr0tcRqkSlD0T6QjJF586d/e9d+kVs3iQrXQgQALkio6wqV67sV6IyCiuTyAis8G16ZfHITEeAAMiVe+65x688Zf7H1q1b9SIFnswFCd0DmSMii0hmMgIEQEIyw7xYsWJ+5fnuu+/qRTKCLBIps9JD9+H666/Xi2QUAgRAQrLGVajSbNq0qX46o3z55Zf+vZD1smTdrExFgACIS1bXDa8wZfXdTHfBBRf490RW7s1UBAiAHEmTjezvEaosZd8PKG+PEFk8MnRfZFHJTESAAMjRjTfeGPH0Ibv11axZkyPrKFeunH9vZC/1jRs36revwCNAAOQovJLkiH/07dtXv30FHgECIEcy01yvKDmiD2nO+v333/XbV+ARIADikn0/li1bxpHDsXLlSv2WZQwCBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABghQAAARggQAIARAgQAYIQAAQAYIUAAAEYIEACAEQIEAGCEAAEAGCFAAABGCBAAgBECBABghAABABj5f8glFFsPCECSAAAAAElFTkSuQmCC)
PN: 4658-5-39
CAS: 1314406-53-5
Molecule Weight: 239.66
Formula: C11H10ClNO3
![4-Chloro-2-[(cyclopropylcarbonyl)amino]benzoic acid](data:image/png;base64,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)
PN: 4658-5-37
CAS: 926242-52-6
Molecule Weight: 239.66
Formula: C11H10ClNO3
PN: 4657-5-0B
CAS: 64460-50-0
Molecule Weight: 185.61
Formula: C8H8ClNO2
PN: 4H48-5-80
CAS: 7463-35-6
Molecule Weight: 183.64
Formula: C9H10ClNO
PN: 4658-5-06
CAS: 20676-54-4
Molecule Weight: 227.64
Formula: C10H10ClNO3
PN: 4631-5-0D
CAS: 1379595-97-7
Molecule Weight: 199.63
Formula: C9H10ClNO2
PN: 4658-3-25
CAS: 49579-56-8
Molecule Weight: 197.165
Formula: C9H8FNO3
TSCA: Not listed on TSCA inventory