| Product Number | 2H01-5-00 |
| CAS | 235082-69-6 |
| MDL Number | MFCD16877417 |
| Molecular Formula | C9H7ClO2 |
| Molecular Weight | 182.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2H01-5-00
CAS: 235082-69-6
Molecule Weight: 182.6
Formula: C9H7ClO2
![5-Chlorobenzo[b]furan-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABc+AAAXPgEuwHyxAAACIHpUWHRtb2xTb3VyY2UAAHichZTra9tADMD/FXGfl3v6GeKU0DIYtBTWDvZtXOxLarB9xXZe//10zmNxnTnE5qSTflJOkm/2sC8L2Jq6yW2VEEE5AVOlNsurdUJ+vX+fRORhPkvRCR2rJiEfbfs5ZWy329H0w5R6byua2pIc7dN9k/d8doraes0k54L9fnl+65hJXjWtrlKDVJNPm27z2aa67f7Ff1KwUtfbvGJHd1bW22O0P5K7h9N9k5F/Z3lE2wJRWOWFgZWtS93CVnKKD/8Ga1OZWrcmg+UBtxX18Ozz2cuTTTelqVoUXYQ81cVbW29S3ChtYdINBkPhx1NCSoGAbm25qGt9ACe5bS1AS9AKtAfaBx2ADkFHoGPQguOLdoEOQmGtC+OSvR8+TUJe4RHce/kVJ+EV6yQTMsH2RHEAE06VcOtJF1RK7oGkQvoBKOrHXIJHY6liCKj0wwBC3BTqrJ1sJ88jR+DgUkgaqMB3oRWXEWCpFI8vKmbmfhC71VedWapQDlRJeei8JY2843rWfS8KsWjsUrX5bGmr7EqEPEvIUpCunD/NqpGnihKwdWZqHFIXwLleA7IPuPpfAHkLUAPAG8/g9QHX2wuwuAX4fcBNwjgQ9AE3N+NA2AfclI0DUR9wMzl+6HgACD6ewtl7resm/g7ztd3dF3KHkYNq3UW+9Pz8EY4yw7bfRtjVHLPzTYHi4BZhV1cMw4t1/hcNdJ7aGlbdDAAANB1JREFUeF7t3Qe4FNX9xnH8qygYYkHEgl1jB1QssWEvwRaEIJYoFiyoMSpWYhdjrLFj78TejYoKVoi9gF2xYo0NE2PL+e87mzPMnlt29ndn792d/X6eZ54YZnbvzt678+6c8judHAAABp3CfwAAIA0CBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAdeLJT590Bzx+gOt7U1/X/crubtaLZ3U9ruzhNrxzQ3fmi2e6b374JnyI6zSmU7RVQ3WeFQCQma++/8ptd/92cRi0tM19xdzuujeuK3ksAQIADUrhsfwNy0chMM8V87ijnzra/eOTf7gv/vOF++HnH9zH//7Y3fv+vW7EYyPcHJfO0SQsCBAAaFAD7x8YBcBqt6wWhUVrPvvuMzfkgSEl/0aAAEADeurTp+I7j4/+9VG4OxUCBAAa0P6P7x9d/I968qhwV2oECAA0oD439Yku/hM/mRjuSq0xA+Tuu53baSfnlljCuTnmcK5r1+J/69+0D0C7mjZtmvvtb3/rzjjjjHAXqkRNV7r4q8PcqrEC5OOPnevfv/DKOrW+rb++c59+Gj4aQMZ+/PFHd8455xS+x81R+Oh1irYtttjCvfrqq+GhyNgsF88SXfx//PnHcFdqjRMgn33m3OKLFwNinnmcO/FE51580blvv3XuX/9ybvJk50aPdq579+IxSy7p3D//GT4LgIyMGzfOLb/88nFwJLdZZ53V/fGPf3Rffvll+DBkhDuQSgwYUAyGlVZy7sMPw70zfPSRc336FI/dZptwL4A2euONN9zWW29dEhhrrrmmmzBhgjvmmGNc165d43/v0aOHGzNmjPvpp5/Cp0Eb0QeS1qRJxUDo1s25qVPDvU29807xWD3mySfDvQAMvv76a3fooYe6zp07xwGx0EILuauuuqrkuHfffddtv/32JQHTp/ClTgGD7DAKK60RI4phcPDB4Z6WHXJI8TH77x/uAVCBn3/+2V166aWuZ8+ecSDMPvvsbtSoUe5bNSG34NFHH3WrrLJKSZAMGjSo8B1wangoDFT7Shd/5oGU07t3MQwKf5CpPfJI8TF9+4Z7AKT02GOPuVVXXdUcAtbwQTrb3rdtFACr37p62Znon3/3udv+ge1L/q0xAmTuuYthUEmnuI7VY9SpDqAi7733nhs6dGhJcKgZavz48eGhqaj5a+TIkU2av66++urwUFTgy++/dMtev2wUAqrAq1pYujNRjSyNzvrk35+4+96/z+332H4NXAtrllmKYfBjBcPVfvih+Bg9FkAq//73v92xxx5b0hE+77zzugsvvDCTjvDXX3/dbbXVViXB9Otf/9r94x//CA/F/0z71zR3zuRz3OQvJoe7IgoRfyfS2qaAGfvm2JLHNkaAcAcCVN3YsWPdIossEl/YNRT3wAMPrMpQ3Pvvv98tt9xy8c+aaaaZ3C677BJNSETR9z9/70Y/N9p1u6xbdJHXuh6tURVe3Wn0vrF31C+SXA/krJfOctN/mB4+pEECxPeBqF8jLfpAgFSeeeYZt84665TcFWy++eZVnwyoSYhnn3124fvh3PHP7datmzvppJPcf/7zn/DwhnLL1FvcEmOXiC/wmjR4+gunh4fVtNoJED8K66CDwj0t04gtPYZRWHVPM52PP/549y9NGEVmPvnkE7f77ru7//u//4sv4L/61a/c3e1cDujzzz93++yzj5tlllni17HEEku4m2++OTw0917650vRHUOy6Un//8V/vhgeWvNqJ0CeeKIYBswDaTjXXXddfFHR6J2BAwdGHa/ffNN0eU6k8/3337u//OUv7pe//GX83s4111zu9NNPdz+o77CDvPRS4eK54Ybxa9Km//+iKk7knEZI7fPoPnF5Em26A9GdSL2qnQCRLbYoBkKamehqttKxzESva/qGnBz+mdxmm20295vf/MZddtll7p+V9I01uDvuuMMtvfTS8fs488wzuz333NN9WkO142655ZboDsS/Rt2Z6A5Fdyp5o5FSf33pr9Fysz441Oehvo///FTfzXi1FSCFi4lbdNFiMPhaWIVvLFEdLF8L6+STnZt33uIxqoWVwz+4RvHf//43KsqnC4iaWNRWfvjhhxd+rUs2CRNdYDbaaKNopNDHKriJJl5++WW3ySablLxv/fv3d88991x4aE3QXdLo0aOjPhH/etVX8te//jXqO8mD+9+/3y13/XJxcMw0Zia3y/hdolFXeVBbASIaobHOOsWAaG1TNV4FDuqWmlP8hUPzB5Kef/55d/TRR5eM4vGbwma99daLLjTvv/9+yeMa0RdffOH233//aESVf48WW2wxd/3114eH1iSNytp1112jUVr+9ev3ft9994WH1o3Xv3rdbXXvViX9HL++7dfRKKo8qb0A8e6807kddihW59VaINr03zvu6Nxdd4VHo85oVJCaqHSxWG211Vptl9dIoRNOOMGtvPLKTcJEm+YYqL3/7bffDh+aa5qzcf7557vu3bvH74VKrmswwnfffRceXvOefPLJ6HeZ/N1uueWW0bySevH191+7kZNGus4Xd46DY6FrFnJXv57PyZS1GyDIrenTp0cjgXSBUPOFKr+mpZA45ZRTosqwYZBoU8gobKo9PLWjPfjgg27FFVcsOfeddtopF3dkGkDRq1ev+Lw0s/2QQw6JZrrXqp//+7O75JVL3HxXzRcHx+yXzO5GPTXKfftjfsu5ECBod2qu8BeHtpS5UCkONWOpOSs5TNVvWsdCzWBqDsuLt956K1oVMHmeuoN7QqMYc0Q1tP70pz9Fo/L8ec4333zukksuiWpv1ZJHJz/qVjl/lZLmqsHjBrup30wND82dfAbI/fc7F5SfRm249tpr4wvCzjvvHO42++ijj6IOdnW0J+ca+E0d8+qgr9dyGhrSfMQRR8TNftoWWGABd/nll0eDEfJKBR0HDx5c8rtU9d9HKplwXCVxSfvlC6/r94Xt7E7R+h0Tpk0ID82t/AXIV1/NqKt1zTXhXnQgfXv28xKWWmqpqs3z0FBQDf3VEODkBddvKuWhlfRUirzWL756fVdccUUUFv7165wUJtV6/1TWREGru0PVzNJ7pbtGbRtvvHH83/p37ddaIZMmTarqUGutM9K3b9+S36Mu3rqItzdNdtWiWl26dCm+ljk6uR7b9nBjJo5xP/237bXE6kn+AkQXhOWXLwZIr17F5XDR4dRJvsYaa0QfOLVpP/XUU+EhVaF2c10I1ewTf+ATmy7Mmn/w0EMPZVJIMEtqllp99dVLXq/OQ0GcJfUX6e5tyJAhbv7552/yHlWyaXVClYJXZQFNGsySmq4uuuii6Gf4n6ffqS7m7VXBQJNeF1544fjnx8v6fp19LbF6kL8AkXvvnTHcd9SocC86gJqP/Ifu1FNPDXe3C11kNLRVJcx/8YtfNLn4qSKtyn7cW/j70RyFjvLBBx9EHeLJYa3qMFfHeVY0skn9Q4svvniT9yG5zTPPPNGQYK0Xsv7668eb/r/+PTkCrLlN5dwPPvhg9+yzz4Yvweyrr75yBx10UMmwZV3U1TxaLU8//bRbe+21S85Nc5jyPlijnHwGiGy5ZTFACt9QorIn6DDjxo2LO7k33XTTmmg20jDX22+/3f3+97+PSnyEF74555wz2nfbbbe125BY/RwNwdVQXP86dIE+77zzMrk70nPoG7S/Ewy3FVZYwY0YMSLqV5k4cWLqWeFqulITlpqy/vCHP0RrioTPrU1zOzToQeXks/Daa69FzZTJn6GLfJZ3t5q0uttuu5UM0lhmmWXcPffcEx7akOovQDRMMU2tLI0d79y5GCKDB4d70U5UPsO336tkSS3OIlfzmu46dPeRbB7xmy7oam/X3Uu1Vti74YYbom/0/mdqIIAmB2qSYFvpbkpNP+p3Sp6XvsFr3Q59c1dJmSypH+XGG2+M3rfkuiPadKd33HHHpQ6ocv7+979HF3X//LrYDxs2rE1/a3rPNFw8rCV2xhlntDpnqdHUV4B89plzv/hF8a5iypRwb1N+zXRtExpnZESt0J3GgAEDog+fmmP0Qa91+pau/pB9993XLbjggiUXPm1qc1c/hL5tZzEvQWVGVG4k+TNUjkRlSbKgb8phaRjdCZx77rmFj9Nn4eFVodC98sormzQB6S5PF+Qsypboon7mmWeW3E3q4v/nP/+54uZI3Zkmw1a1xIYPH95u71c9qa8A0bcxBUjhl1r4lIV7m9IHvPCtNzpexRdrbPx43ukD7T+EagevRxqppU7SRRddtOTip02jodQOrhFflX6b1sVIBQ51cfLPpwKIKoSYhXfeecdtu+22Ja9Xw19VPr0jmxC1/nq4WqEC7YEHHggPNdH7qot98n1VGCgUyplS+FKqUWbJ16Zwz9M8oqzVV4DICSfMuKtI8UfhLr54xvFjxoR7USXqNPVDaNXhWum3wFqkUhsaPhs2BWnzxR4vuOCCaE5KS/RNWTXAwm/KKsWS1Xv0t7/9raTpRcOWb7rppvCwDqW/j3CBK42Gy6p/RBd9dfYnn1/hoJAIqQ9nv/32K5k/pOZENcGhdfUXIOrQLPxyC79lV/gkq7EyPKKU7joK37yi4+ebrzhPBFWlJgvfJq1SJfVUyyitF154IRrFpNnuyYuUNl/s8ayzzopmy3taxClsq1cHbVb9D+qE32uvveLn13BpjX6rVr9NFq655ppopJZ/zerIz3JtEIVAcqSZQkJhodBQ05kGKIS1xFQKp70GTtS7+gsQ0TcDBYK2wje3sjRrdaaZisdXsuIhTHRR9B9ItX1nSXWz7rrrrujifMABB8ST2vTt3/+3/l37dVwldbasNBpIFx01EYVh4i+KyYmA2vTtWwUls6IOY93p+efXWhtZjkaqJnW4J2ebq3xJlpWEtXSufj/JodsKCg1R9v9ffXSqjKAh1EivPgNE+vcvBkLhVt2lGW0xZEjxeI3MavCx29U0duzY+EO5oyont5G+wWudEHVcl5tz0NKmx+nxep7kHUE1qNijmqPCqrJ+U3OShtJmSRMLk81qmsinuRL1RnWu/BBm3Z1lPV9I4aCQSM6v0abJmhq2jMrVb4CoY2vmmYuhUPjGW5ZKHqgkvI7/zW/CvciALp4aWaMPpUb+WEcpqR1cM6PVDBRegP2mi4DaqVVIMDnBTf9f/x5eJJKbnlfPn1V7e0tUGVeh5Se8qbM465+pprTk7HGVFqlnar5KVuJVc1PWnf4asu2fX3N9sn7+RlK/ASLDhxcDofBtxT39dLi3qaOPntH0xUSgTKk92ZdY1wXTUrRQI2jUr6B5AskLvsJAzUMHHnigu/XWW6PZv+Um1mm/jtPxepweH4aKfo5+XrWHZ/rS9ZpklyXdefjw0KgjhWIe6E5hpZVWin9PapLMkkbM+efWgAPY1XeAaI3nueYqBsLaa4d7m1K9nIUXLh6/7LIaEhMeAaMjjzwy/lBqAlYlmhuZpK1fv37RPIEPP/wwfIiJnkfPp+dN/hz9XP38ak0Qq0aAqOPdN1spPLLsM6gFuntNzhtRafesECDZqe8AkcIFIQoEbWPHhnubUvuzP/7MM8O9MFCNJl/qQZPgKmkSUAmMcGSS5i88/vjj4aGZ0vPr54QlKvR6spZ1gGiEULLDPC93HiH14yQHJqg5MAsESHbqP0D0rbHwwY8CQXcX5apy6uKmuxUdr7sX3cXATM0/fsa2FvxpbQ5EkpqYVPcpOfZ+3XXXzbToXhr6efq5/jXo9eh1lWsiq0TWAZIcqlvvfR7lqBSO+o50rmoazWIdEAIkO/UfIKL+DAWCtmOOCfc2pf4S9Zvo+MKHEXZas1ofRPUvpC0wp3UsdKfiP8Rzzz13VSuppqGfr9fhX5NeX1brbWQZILrg+deo0VaNQIMz/O9Gw6HTfklpCQGSnXwEiGhklQJBI63SLDIzbFh0/Hczz+y+pVSBiSqr+g+iyn2koZFJyQ5SjZyq9tDatPQ6krOX9TqzWGM8qwBReRI/w1zzPOpxqK6VJmH65sYNNtigombSEAGSnfwEiOZ2FG5xoxDZfvtwb1OFbzGTCx/GywvHn124aKAyKhXh16tWO3WaMhy6GCcrzqpgYZZNRVnQ69Hr8q9Rr7etIZJVgPjaVu25IFctUUe6/72ourAVAZKd/ASI6FuwAkSzzh99NNzbxCOnnOI2Lxw/X2GrtVpBtUwLMy277LLRB1CzezUTuxyNGvKd5WruOu2008JDaopenx/2q9fdlnIjWQSIvoH7i57KkzQiDRX3y9qqSctarp0AyU6+AuTLL53r0aMYIqp/Vab67g+Fb81+KKS+aVL/Jp099tgj/gBq8aFyVEpCE/z8YzRkth7odfrXrNev87Boa4Do7s6XZNdM9lqubVVtKmjpK+1qZUkLAiQ7+QoQUcVdBYi2Sy4J9zahFef8H9OJJ54Y7kZA8w38+5X2A6yy5f4xWr+6nuj1+teu87Boa4Couca/Bu6UXTSxUO+F7hC1nkqlCJDs5C9AdNfRp08xQHr2dD+nKKfh1wBQcwzF1Fo2derUeLKfOnHTlCq5+uqr4w/rwIEDw911Qa/bn4POp1JtCRD1yfi7ZM39QLH8uh9MoBpnlSJAspO/AJEJE9z7hT+O2wvbfVqVsIzJkyfH8xFUbA1Nqf15rbXWit4jjcdPM+FOY/h9WRJdRNMETi3S6/YhoPPReVWiLQGiwov+YsfdxwxHHXVU9J5Y7kIIkOzkM0AK7hg0yA0t/IGs2LlzqvUoVLTN/0FSmbOpUaNGxR+6k08+OdzdrJ122ik6XsMvqz2zvNr0+v0wUp1XJdoSIGussUb0WE2m+7lMn14jSd6FVPqljwDJTm4DZNrUqW6OLl2iPxItoVmO/iB9uXB9aNsyzjxvxo8fH3dcat2NNBcyrXXhRzFppbk80Hn4LxmVrOVhDRCNbvMXOq1hjlK+L6Rr164V3d0SINnJbYBI8lvzfffdF+5uQh9Sf3zWCyHVK33Y/IpxPXr0cNOmTQsPadbWW28dPUbl3b/QWvY5oPPw5ep1fmlZA8TPe1CTYbUrBtcjNV35z2sl80IIkOzkOkA03NFf/LT0qNrxW6P9K664YnS86jtNnz49PKTh+CDQt26t8JeGPtj+7kPl0vNE5+Pfj7Rt79YA0UAFPS7NHXSjWnnllaP3SP1zaREg2cl1gEhyFJBKb5Qzbty4+HiVKG9kyTuySi5+fia3RrXl5e7D0/n4pVF1nmlYAkRrmfj3PusVDPNE5fn1Hql/Ku1dGgGSndwHiPoy/PKiWgNZfzzlbLPNNtHxKtWhQm6NSCvD+VIlmv2bdhKdJmP6taa1Pnke6bz831OayaeWAFGJdj1GdzptmQWfd1OmTInDIO2aKARIdnIfIKLV8fwImjTfGt98800322yzRcfX69yFttCyq2ry0/lrjWp9G07rlltuiT+cDz/8cLg7F3Re/hx1vuVYAmTIkCHRY1ZYYYVwFwK+mTrtRE8CJDsNESCyyy67RH8wmu+hb9flHHbYYfEf2UMPPRTuzrXhw4fH537ppZeGu1u19957R4/TUqt5Hcmm8/JLyep8y7EEiMqW6zEaXo7WaV1zvVeacJkGAZKdhgkQjR7ybdcbbrhhuLsJrQXhLxK9e/euuaqx1aLJav7DpW/BlVp66aWjx+64447hrlzR+ek8db7lVBog6mfxv4Mrrrgi3I3AeeedF71XamVQoc9yCJDsNEyAyOjRo+M/nDRND5dddll8/Pnnnx/uzp133303XrhHxSUrXW9CC/3490vvXZ4l/zbKLXBUaYBolr9/7ieeeCLcjYBaCPz7lWZkHAGSnYYKEHUE+6GR+t9yHcNqqujXr190vEpY5G1EUZLusNZee+3oXNXMZ7lwVfpBrmfJOQjlmjgrDZCrrroqfu40gz4anVoX/Ps1duzYcHcTBEh2GipAJNnJm6Ykh0pY+DkNaS8A9cjPb9B20kknhbtT0V2aHp+2KaGe6fz8wIxyd6eVBojWOdfxGuWFdPwET61nXw4Bkp2GCxBRH4j+eLp165ZqZvUOO+wQHa8ZwS+//HK4u+5pVJEvVaLlQtOUKmnOwQcfHD2H1qxoBDpPna/OuzWVBsiBBx4YHZ+mfwVFvmXhoIMOCnc1QYBkpyEDRKOw/AVTo7PK0VrZGs6q4zfbbLNwd11TDbBevXpF56Zmug8//DA8JDW/7ofmjTQCvzpeueGjlQaIX7BLs6yRTtrfhRAg2WnIABFfGE/NEJonkqTJYUcccYQ755xzolEw2rTugP+j0zdE/+/1vvm1JtRMd8cdd5S8D5Xafvvto+dad911w125pPPU+eq8W1NpgPg5IOutt164Cy1I+7sQAiQ7DRsg+iPyI440Uz05Z6F///7xH1ijbFnMGvd1s/J2l9YSnafOt1xhxUoDRLWvGul9zELa34UQINlp2AAR1cbyf0jXXHNN9G+ade0Xl2qkTSHa1rku3IE0r9IA4Q6kcml/F0KAZKehA0TVd33JDvUDqHrvgAEDov/fpUuXaASWlnHN85acca/y4W1BH0jzKg0Q+kAql/Z3IQRIdho6QOTee++N/5iGDh0a/3feypC3RCOu/Kg0DSyYMGFCeEhqjMJqXqUBwiisyi255JLRe8YorPbV8AEiW265ZfTH5Od7LLzwwrmfx5CkkVd+7XLdiWlklkWypIQKMuaZzs/PA9F5t6bSADnmmGOi45kHkh7zQDoGAVKgNdP9sF5t1157bXhI7t15551xgKqcvcWDDz4Yv4cvvPBCuDtXdH7+XHXerak0QLQapn9ua5g3kmQJnTRrpxAg2SFACrQQjS/frm99ea0iW45fY1pbuW/VzdGdjH983pcETl7ky82dqTRAJk6cGD+3/hutGz9+fPx+Pfvss+HuJgiQ7BAgbkYJcjVJ5HUNizRUG6xPnz7Re6HFpNKUvQ8tvvji0eOzGBZcy/yiUjrfcioNEN11NEoQZ+GCCy6IP78aCFMOAZKdhg8QNUX45qthw4aFuxvOK6+8Es+612JGlfZl+BFE6kfKM52fzlPnW06lASI9e/as+DGNarfddoveK5UzSYMAyU7DB8j6668f/SGpLla5styN4uKLL44/YHvttVe4u1Wqhuof+9RTT4W7c0Hn5c8xTfVXS4AMGjQoeozuCNG6RRddNHqvFCRpECDZaegASS6edMopp4S7G9rgwYPj9+bmm28Od7do+vTp8cJd+++/f7g7F3ReOj+dp863HEuAnHvuudFj1CxDR3rL3njjjfjvNO3gFwIkOw0bIKp35dvrNYb8+++/Dw9paF9++WW0qJTeH5V8UUHJtPwSoxoaXG7NlXqj8/FDnnWeaVgC5KWXXjIFeKPxSwhoBGHaFgQCJDsNGyBa88L/Ed12223hbrjiWii+rMs666yTutRJclSMZTRXLfNzXbTpPNOwBIhGAi600ELR49KU52hU+rvUe7TKKquEu1pEgGSnIQNEwy59M8vGG28c7kbCCSecEH/YNMEtrTXWWCN6jNqnf/jhh3B3XdJ5+PZ2nV9algARP7O/a9eu7ptvvgl3Nzw1X/m5S2eddVa4u0UESHYaMkB23nnn6I9H364nT54c7kaCSp34gQYarfbII4+EhzRLExP9h1RFK/MgWXxT55eWNUA0p8H/PC1zi1Kq3ab3Rgu9ffLJJ+HuFhEg2Wm4AJk0aVL8rWW//fYLd6MZH3zwgevevXv0nmn4atq14VXhV4/55S9/mWrlx1qm16/z0PnovCphDRBZbrnlosdqvXrMoD7MBRZYIHpv0pRwTyJAstNQAaJ2Zd+0ohnnjG5J7/bbb4+DV4trpfHcc8/FfSgallrP/LBanY/OqxJtCZCzzz47vtg99thj4e6GpcXe/PvywAMPhLtbRYBkp6ECZPKVV7rfFf5olixs+gNEZUaMGBF/8DT7Nw1fWVbbmDFjwt11Qa/bn4POp1JtCRAV9fSjvrTQFFw0YtJP5Kz0blAIkOw0ToBMn+4+WnBBd1vhj+bsFVZwP/34Y3gEylCzQe/evd08hfdwYJcu7rMU/Ueayb7iiitGH1aVR6n023tH0+vV69br13lUOjNf2hIgctxxx0WP1x1gmlpPeZe8K7vnnnvC3WURINlpnAA58sjC2XaKtm/HjQv3IqU3p0xxe3ft6i4tvI9TCxfUQqqEhzTx8ssvx6PeFiyEuBayqgd6nXq9et16/ToPi7YGiJpafblyDVttZB9//LGba665ovdizTXXDHenQoBkpzEC5O23XeFrZDFAjKXKMcO7Y8a4L/4Xxm6ffcLdzbrxxhvj9TN0Qa1k1ExH0OvzF369br1+q7YGiJxxxhnxRS/tjOs82mGHHaL3QCMCn3nmmXB3KgRIdhojQAYOLF7sZptNg8fDvbDYbrv4js7demu4t1m+PIcPkVq9E9Hr8hd9bXrdbZFFgGgOil9+WRMMVSmg0SRXD21LmRwCJDv5D5CHHppxoTv00HAvrHQB09K1el+1ct7774dHNCs5MVHNQ7XWJ6LX45uttOn1tlUWASLjxo2LX9fvfve7cHeuafLvfPPNF527hu9+/fXX4SGpESDZyXeAqPRG797Fi9z88zvHbN5saVjpLLMU39/11tOsw/CIZukbvW/OUgf1hRdeGB7SIfQ6fIe5Xl9b7zy8rAJE9tlnn/jid8kll4S7c0kldPr37x+ds5quKh22GyJAspPvANFQU13ctF12WbgXWTjuuBnvsf47pRtuuCHuWNemeRYdNdlQP9fP89Cm16XXl5UsA0SjwLROi55P67bkfelg8SVdtFVSTqclBEh28hsgamKZd97iha1fv9TfjlEhva+6+9D7XPh26B59NDyiRRrV5If4atNMb5ULaa/aWfo5+nl+hrk2vR7raKuWZBkgopUi/Z1Sr1693Pspmw/rUXLwwIYbbhiV1mkrAiQ7+Q0QfVh1UZtppmJTC6pHFzD1g+j9Vr9IylInoolympznZ6xrU8FCVb2tVil4Pa+e3xdG1Kafr9eh15O1rANErr/++rgZUHNz2tInUKuuvvrq+Bw1gCCryhEESHbyGSD6BjnrrMUL2tCh4V5Ug0Zi6f3WphFaFVLnta+d5TfNwNZom6xWNtTz6Pn8zG6/6edWszO/GgEip556anwOqpX11VdfhYfULYWH/1KhWeeVrEdTDgGSnXwGyOabFy9kXbs6l+EfHsrQnBAfIsayJapy6+uVJTddRHbdddeoKu3zzz9fdka49us4Ha/H+dIXyU0/p5KqulZasKwaASIqCOrPR2tifPrpp+EhdUfNVr7umsI+6yZFAiQ7+QuQu+6acRGroFMXGdCsdM1O13uv8J4yJTwitQkTJkQr/qmjOLzw+22RRRZxffv2jcrN+03/X/8eHus3PZ+eV89fTbqQa5TUpptuGv9s9bWoGnSWVCD0gAMOiH+GqvfW6vyacjTa6pBDDonPRaGfdXioifLQQw+Nf8Zpp50WHoIK5CtA1Pn6q18VL2CLLqqvoeERqDbVx+rSpfg7WGmlVKVOWqMP/HXXXef22GOPeAniSjc9To/X81Sjj8PTXAX1rWywwQbRcNPwdWjTN2sFmI7Nkl8bQ5uWIL777rvDQ2qa3g8/VFeb+jyyHhygGfzhnaiqTMMuXwGibxOd/nf3wa1px0kOnx4xItzbJlr3WhPqNEdj5MiRUfOUtk022ST+b/279uu4tOtkW73zzjvu9NNPj2pU+WaX5LZSIURHjRoV3SVoCQH/7xoqfOKJJ2Y6UEBFBn2/gTqfFSo/1kHRUM0w95MEtWm0VVYd5vL0009HfUTJ38tmm22W+d1gI8pPgKi20pxzFi9a664b7kV705oh+l1oFFzO1pzXUqqjR492q622WpPA0NavXz930kknRccl6aKokvjJEWe6O7rppptKjmsLrRjpF1rSpia9J598MjysJqgw4o477hi/Vt21aZ5HFkN1Rc+/2267xSO5tC2zzDKmCr5oXn4CZM89ixeswh+Lo+R1x9NQ3oUXLv5OunfXsobhEXVFSx8fe+yx0ZDZMDC06Q5EdyK6IylHz7XRRhuVPF79N1lNCtRdl5rRkhdm3QFl+a2+LbSeh+6WfFVdbSof09YZ5p6e/5RTTimZ36Ofpc759ppj1CjyESAKDAWHLlZ77BHuRUfR+umaXKjfy8Ybh3trnqq9qvkpWVgxeVHWRVpNZdb+jNsKd2Z+hJZ/zr322st99tln4aEVU+f6RRddFPWH+OfXBfWoo47qsCBRc50WctPkx+Q5a2h1VkOQ1aex1FJLlTz/8OHDM3lP0VQ+AqR//+JFSk1YNV4mvOGo9IR+N3PMURfVAN54/HF32MiRzXbYzzrrrNGoqosvvjiz4bL6tnzyySe7bt26xT9HF/2zzjork2/LasbxJdD9pp+lO5Jqzn1JevPNN6P+mPnnn7/kdWg9D/VPZGHKlCmF7ygblzy/7uo0lBvVU/8BMn36jLuPU08N96KjKTQK34RrthqAXp+G9Ba+Bb9R+GY8qvB3tHjiIqSSIVpK9oorrqhqCXU1Ow0bNqykvX7ZZZeNOpizoAup1rJPXmC1rbzyylHTW9bDZdX/o2WP1bQX/kxN3MyqH0J3U5oLk+xXWmyxxdq0fgvSq/8AkcKH2x19dLH6LlCORiZpVcrhw53r2bP45aOwfVvYLipsm3Xt6gYPHhwN+52uLyjtSLPl11prrZIL7oABA9xrr70WHmqiINl5551dly5dmlzYtc6IhhirWe7BBx+M7l7S0OJb48ePd+eff37UaZ0sEeM33b1tvfXWmfVzaHSZXmf37t3jn6GRbSq/r6WX0T7yESBAORouq0mmu+46o25XcuvWzbmddnIf33yz+74G5g9dc801JX0FnTt3jqrSZtVXoNpZ6iNp7g4huanzWd/o+/Tp02TCpv492RHe3Lbqqqu6M888M9MVKBVCviKxNg2fVih+UOcDNeoRAYKOo8luhYu2W2KJYh+JZq/rv/VvWUyEUxAUAiF6PgVEpyA0FCTDhhV/VobzMbKiSY9HF+6sk3cLPXr0iPpgshrqKirtoeKMe+65Z7MDBirZNChAdyEKwKzn4KgvZZtttin5eauvvrqbOHFieCjaCQGC9qemET/wobWt8E3XVdpZrSYnrRk+aFAxkMLnVJOVmq7UlFIHk+xEQ4OHDBlScuFU38XDDz8cHpoJ1RFTB7vqRB1//PFR6Q8/SVODCPx/69+1X8c9++yzVZvl/80337jDDz/czTbbbPH5a9iv+qU02gwdhwBB+9JwysUXn3EHcOKJWuDCuW+/1VfuYimU0aOLc0d0TOEbrSs37FRzTtQPttVWzs0+e9PQ6NUr6iSPOssz/Obe3hQYCo5kkGhp2zRzT+qRwuHyyy8vGb2lEDnyyCPbvW8KzategPgPbxppjq12cwfax4ABxd+16mS1Nn9CzR99+hSP3WabcG/R9dc7t8kmM0r3JzeF1MiRzj3xRPiouqamKzVhJUt/qIlLTV3VugPoCI8//niTmf4DBw50b731VngoOlCZq3YbpAkFr7Vjq9ncgfal2kP6Xak/Ik3FWH2z9n0XYTkOlQkJ/waWWca5UaM0A7D02BxSZ7o61dW57i+w6nRX30M9UwHFZHkTbaon9tBDD4WHogZ0Cv8hM/5DnUZLx1ajuQMdR4UV9XsqXPhSO+SQ4mPUBJWkDvINNnBulVWKZfvbUDq+nml4r4b5Ji+4GgZcq/WvWqKht8cVfo/J8v0aoqu5JCrzjtrUzFU7Iy2FQnNaOjbL5g50vN69i7+jCtZNj8qh6DF9+4Z7kKAJh5p46C++mpCoju6sR0JVgzrhk3NHNGdEi299UcHSyOgYzVy1M9JSKDSnuWOzbO5AbZh77uLvp5K7RB2rx+guE63S5DqVQEnWv1LZEpVKUcmUWqORW+utt178WrVplNcrr7wSHooalfIKb9BcKLSkuWOzbO5AbZhlluLvp5Lhs6oHpcfosUhF8zr23nvvkkWtND/jVq1bXwNUR0wLfCVf39JLL90uywsjWymv8AbNhUJLmjuW5o784Q6kXak8fLKsuzaVkVc5+Y6g4pBaQnbOOeeMX4/++9RTT82kcCTaX8orvIEPhUq2JC42+eO/FCjo0+JLQZvdfPPNJdWFVXhw3333bdey7nfddVfJLHf10ey+++6ZljhB+wuu2hkKwyHNlkRzR/74ZsmDDgr3tExNmHoMzZJtorU4tISuCg76i7iW2NX6HNVc9lb9GVo+NnkXtO6660b9H6h/wVU7Q82FQkuaO5Y7kPzRpD79fhgY0WG0+JUq7ibXb19++eWj9eOzpNL3GkmlEVX+52iklUZcIT9SXuENmguFljR3LM0d+bTFFsXfUZqh2fo96liGZmdu0qRJ0YJOyTsDlVsP13GvlOZsaO7GvPPOGz9v165dozkeqrGFfEl5hTdoLhRa0tyxNHfkk9q8C99Eo9+Tnxz60kvFiaF+cujJJ7vCFah4jCaHfv55+CzIyFVXXRWtA+Iv9prZriKJKvdeKc0WD9eM12qI7733XngociLlFd6guVBoSXPH0tyRX9OmObfOOjN+7y1tKk9DJ2vVffvtt9Fa6Vp90V/4e/bs6S699NJUZePffvttt91228WP1davXz/3WK2uQonMpLzCG/iLQBotHUtzR75p3H/hG2pUrkbFMbXpv3fcsbj4E9rV1MIXtUGDBpUEgRaEaikIVBFXwZMss67KuZdddhll1htEM1ftjLQUCs1p6ViaO4B2p+VptQJhMkiGDh0aN0UpHK688spoTQ6/X01fhx12WLR2BxpHM1ftjLQUCs1p7ViaO4B2p87wCy+8sElnuGaQh2XWtUqgVgtE42nhqp2B1kIhlOZYmjuAdqfhuAceeGDJcFy/aV3yrIf/or6UuWoDgHOvvvpqfOehmeznnntuVScgoj4QIABSu+eee9w0NSsDjgABABgRIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABM/h95LEv6746KZAAAAABJRU5ErkJggg==)
PN: 2H21-5-X0
CAS: 10242-10-1
Molecule Weight: 196.59
Formula: C9H5ClO3
PN: 2H15-5-06
CAS: 23145-14-4
Molecule Weight: 180.59
Formula: C9H5ClO2
![2-(Hydroxymethyl)benzo[b]furan](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABs3AAAbNwEWtwUgAAAB/HpUWHRtb2xTb3VyY2UAAHichZRta+MwDID/ivDnq+3YeS1NR9kYHGwMbju4b4ebuF0gsYeTvv37k5uua9ZdRhwky3rkWJIzu9k3NWy1aytrchJQTkCbwpaVWefk98v9JCU381mBTuho2py8dt3blLHdbkeLV92ovTW0sA3p16f7thr47CS1bs0E5wH78/jwfGQmlWk7ZQqNVFtN26PxwRaqO37Ff7ZgjXLbyrDenTVu20f7K7gfnO7bknyc5RbXFojCqqo1rKxrVAdbwSkO/gPW2minOl3C8oBmSUM8+3z2eGeLTaNNh6qPUBWqfu7cpkBDY2tdbDAYKj/vctIECKjONgvn1AG85s0qACVASVAhqAhUDCoBlYLKQAUc3wBzXGu/ycvhTefkCW6vnidMjcjJBCuSZjFMOJUByoAKwUMQNBBRDJJGGRcQ0kzIDGIqoiR+FyfjyaUHCBx8TEFjGUeAsSUX6YfEvERx5mUkcY6Zkok4TxHjSS/TcDiPwjTBVLBzLuazpTXlhQpVmZMlHty7/NKrVpzyRMC6UjtsPR/Au14CYgj4rI4Dcgj4GpyBxVdAOAR8xcaBaAj4+o4D8RDw3TAOJEPA9844kA4B32njQDYEjn05Tvj1T8f+Fvlc7VPrjzLiqn5fI+yiv9j7vUT16s6yiwvN8Dc2/wdc0XfPF4AQDgAAMO1JREFUeF7t3Qe4FNXdx3GiSSQWsKKAioLYuyJCRFHsxK7RiBGi8kYRe8OCBhSxoMSIXaMIrygWNCpWLCgWTCQRowZ7wC4YY4km5j3v/vY6c2fP3rLz35m9u7Pfz/Oc51H2bDt7d347Z05p5wAAMGjn/wMAAKUgQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAybdasWW7jjTd2Bx98sPv3v//t34wyECAAMumzzz5zxx9/vFtsscVcu3bt8qV79+7uvvvu86vCiAABkCnfffedu/rqq92KK64YBodfdtllF/fqq6/6d0VMBAiAzHj88cfdJptsUhAWP/rRj9yBBx6Y78by//24445zixYt8h8GJSJAANS8t99+2+2///5FZxq77767+9vf/pav89///tddd911rlOnTgV1dKZy1VVX5c9cEA8BAqBmffnll+7MM8907du3LwiFdddd1z3wwAN+9bx//OMf7qSTTnI//vGPC+6jM5THHnvMr44WECAAatLNN9/sunbtWhACyy67rBs/fnxJo63mzZvnBg4cWHTWsu+++7q33nrLr44mECAAaspzzz3ntt5664KD/uKLL+5+/etfu08++cSv3qoHH3wwf8YSfbwllljCnXHGGe6LL77wqyOCAAFQE9577z136KGHuh/84AcFB/v+/fu7v/zlL371WP7zn/+43/72t2655ZYreOwuXbq4iRMnuv/7v//z7wJHgACoct98840bM2aMW3rppQsO7muuuaa7/fbb/epl+fTTT92RRx6ZP6OJPlfv3r3ds88+61evewQIgKp155135oMiejBXkJx33nn5YEnLSy+95LbffvuC59WZzy9/+cv8mRAaECAAqo66pKrhAK4A0+z1SgdYrSBAAFSNauxCqmQXWq0hQFB3Pv/8c7ftttu67bbbLr/QHtpeLVzEbuki/p///Ge/el0gQFB3BgwYUHAAWG211fJLWjz55JNVcaCqN80No9UEwWocRpv0MOJaRoCgrtx9990FX3y/rLLKKvkDwaOPPpr/VYz0aImRpiby7bfffjUxka/ciYxZQICgbsyfP9+tsMIK4Zd9jz32yHdl+V0SQVHdww47zE2fPt19++23/sPBKEtLiWgplbPOOivWUipZQoCgLmghPV3zCL7gO+20U9hd9cEHH+QX01PX1g9/+MOiIFHp0KFDfgTQtGnT3Ndff+09OkqR5cUMS1nMMYsIENSF0aNHh19qHcAUGk3RKKAbbrjB7bbbbkW/kIOy1FJLuZ///OduypQp+V+gaN3MmTPdZpttVtCOwXLq2vgpK5pbTv7EE0/Mn3llDQGCzHv66afDMwt1V6lLqhQaraV+7r333tv95Cc/KQoSFXVd7LXXXvmRQlk8QJTrnXfeye/F4bdbljd0am5Dq5VWWslde+21+TOxrCBAkGn6ddutW7fwS6xfghY607jtttvcQQcdlD8D8Q+IKjpj0YHx+uuvr7vROL6vvvrKnX322UXBu/baa9fNlrLBlro6A4m2waabbuqeeOIJv3pNIkCQadF+6c033zyRi+H/+te/8qO5NCegY8eORUGiomGdO+ywg7vyyivd+++/7z9Epk2ePNmtuuqqBe2hdho3blzdjE6Keu2119yuu+5a9DdywAEH5M/QahkBgsxSd0HwZdUs4jQuZiqQNI/h8MMPL+qyCIq6zfr16+cuvfRS9+677/oPkRkvvPCC69u3b8F7V5AeccQR7uOPP/ar153777/frbPOOgXtoy7QkSNH1uy1NAIEmfTKK6+4JZdcMvyi3njjjX6VxKnve8aMGe6oo45ynTt3LgqSoGy11VZu7Nix7o033vAfoiZpQMKvfvUrt9hiixW8Tw2RfvHFF/3qidMZodbOuuOOO9z555/vhgwZkp8drqIL2mussUZY9P/Bbaqn+rqf7q/HSZvOwC655JL8fJFoW+mMbdKkSX71qkeAIHN0INCcguDLefDBB/tVUqchwhp5pD7w1VdfvShEgqLXOWrUKPfXv/7Vf4iqp7MvBeEyyyxT8J50zenWW2/1qydGs9M1EOLkk0/Od0s2N48nbtHj6PH0uHr8NGfB64xs6NChRWt+9enTx82ePduvXrUIEGTO8OHDwy+kVlLVaKq29vzzz7sRI0a4Hj16FB24gqLuDU1Kq8Sv9nLpGpD/XjS4QGGYxjyZf/7zn/nh1TpzaG6uTkvFvyZTStHz6Pn0vHr+NMyZM6dgfpKKgkxnR7Vw7YwAQabcc8894S9SjX7RukXVRgvvaYTS+uuvX3TQCopWej311FPdM88849+9Tb388stFa4mpDBo0KD/TP2m6vvSLX/yiaDRXtKy11lpun332caeddlq+q1KfuSb2aU5PU/Tvul31VF/30/31OP5jB0XPr9eh15OGqVOn5rvYos+pMzt1sSUx8CMtBAgyY8GCBQUXstW9Uu00Qufcc88tmmQXLVrs8dhjj80v9thWcwgWLlzojj766KJf/1tuuWXiKxqr+0/LpGu4q98WKlp/SiPgbrrppsQHJejx9Lh6fH+dq6Doden1Jb3wprpeNeHVHyaus+i77rrLr14VCBBkgg6s0Q2IdtxxxzY72FppAcELL7ywaKXXaKn0Yo96jssvv9wtv/zyRa9Dv96TPojqQvJ6661X9L41ik7dOhqkkPRzNkfPo+fT8/p7gajodaZx4VtncoccckjR82lY+Ny5c/3qbYoAQSZoh7jgi6YZv7XQf9ySv//97+6yyy7Lj2TyRzcFRYs9avSThoem0c3xyCOPFHWzaZl1dfkkfU1Ao6B++tOfFr1HHaQVVJqY2Jb0/HodTYWbXrdef9LUfdmrV6+C59IZ4LBhw5rtnqs0AgQ1T1+06FIlWZvprGGyWhqjtcUe9atVXR3lXsR+/fXX3Z577ln0HFqyJemhxwqiE044oeh9qUtPw2srdbZRKr0evS6/y1GvX+8j6WDV86lLzR8WrjPC3/3udxU5C20JAYKapvWnohcfNWw2y/TL8/e//31+lVedDfgHeRX1oWuW8y233BJrgppGq+nCvb+I5AYbbJDvMkuaRqb5F4415FkH6Fqg1+kP0db70ftKmoLp9NNPL/rMdUb08MMP+9UrhgBBTdOquMGXSb8KtX91vdABX33wGkHU3CglzXTW2YQWe2xu1VtdK1IorbzyygX31a/cCRMmpPIrV5PpomtE6b/VNRYn8KqBXq9et/9e9P7S8Oabb+Y/b/9z1t42OnOsNAIENUuLFgZfIP3q1oimeqU+ei32qKGmTV3wVdGZxc4775xvt2BpEa1UrJFU0XrqjtFcGo28SppCz+8e06imWpxIGaXX748a0/tMaw6SLu5vuOGGRZ/vKaecktpzNoUAQU3SUuDR4Y6a7JUG/cLU8Fldg9AueroOoMll+vJGl8hQN4/+XbernjZI0t4QSfeJl0LDQTUfRkNR/SUzgqIZ0P5wURWNXkvrYK5rOf5eGVr2JStnjXofej/R96f329zeM+XS0jlXXHFFwS6bKvpcratOx0WAoOboixr9tacl1pOii5Y68GvWuIbT+hd34xYdqPULX19o9VWn0R3UEq29FCz2qNFp/usLiibRKXTSou4VzWcInk8X/XXGlEV6X3p/wXvV+06ze2nRokXumGOOKfpbTeNajI8AQc3RpLrgS6IZ20ls5KQZ1urL1qQ9/+DaUolbX7shahhmW8ww1y9W7Tmu54/22WuCYBrDgANariN6fUVzSPRvWab3p/cZvGe9/7TfsxYQjY7Weuqpp/wqiSNAUFPuvffegqVKnn32Wb9KLLoG8LOf/azoQB8UjbLRXugXX3xxfj90BU1zfcz6d3X/aJ0o7X2hCWjRX91+0aq8d955Z5tMeNS1kuB1pDGHIaBf3tE90HWmowvB9UDvM7o8itohzTMR0d9q8Hx/+tOf/JsTR4CgZrz33nsF3TBjxozxq5RM61HpmoV/UFc46d+vueaaxA50mhSosfzaZ93fnU5Fu/RVeqmKSgSI+v6jAapuxw8//NCvlml6v9HuVrVHWtdEhAABmqBf6VrKIfhy6L8tv9w1lLWp/mL9OtSaVDrYp0lb3WpobM+ePQueP3hPOsOphLQDRN2K0QOnfol/9NFHfrW6oPcdPRNRuyTR7doUAgRoglYlDb4YWjBRZyNxaTSVv6y3/l9rPVViM6EohZ+6r/whtDpD0ZmVJRzjSDNANBAhOlRX1wKSOpurVXr/0Wsiap80ZtkTIIBH1zmCrh91Mek6SBw6GGuV0+hZh8bMa2ZvNUxc0yS/Ll26FASJ9ohI82wozQDR1r3BY2s0UtoXj2uF2iE6OkvtlDQCBIjQqb5GWgVfCo3AikNnFnvvvXfBwVkXr9PYH70c2v3uuOOOK9hdT9d70hqtlVaAaI+N6FIoWR2qa6X2CNpG7ZT0fjUECBChOR7BF0KTsuJMOtP1jn79+oX318FZk/w0N6JaPfDAAwVdHVqiJI21odIIEE2ajK5tpUl1KBadbKj2SnKyKQECfE/rMwVfBs2u1ezzUik8orOetSaUrjnUAo3cie4JouXcr7vuOr9aWdIIEK1GGzymLhTHCft64k+EVbslhQABXMNOfdE1neIcQNVtFT3z0HIeuoBeS7Qk+7777hu+B81o1+q6SUk6QPQYwTUmdc2ktRxKVqh9gq4+tVsSn4EQIKh7+oUW3W9BK+6WShfMo9c8FB6a81GL9F6OOOKI8L1oIEHcAQTNSTJANJoouhmUloRH69ROQZup/ZIYlUWAoO5pT4/gS6A+4uaWIW+KRlsF99X1g5kzZ/pVaopCJHqwX2aZZWJ15TUnyQCZPHly+FiauV8NI9tqgdopup+I2rFcBAjqmrZnDUYi6dR+1qxZfpVmqZtKXT26rx6jVq55tEYLMGoWe3Bg0DazGrVVjqQCRAEX3eY1jQv+Wab2CtpO7Vju/B8CBHVL+5hH103SzPBSabhv165dw/uefPLJfpWaprOw6GxmbV9bjqQC5Pbbbw8fR92OiC/aXav2LAcBgrqkX17aiyL449d6VHF+jWl5kuC+vXv3ruqhula6lhPdeXD69Ol+lZIlFSDRgx9nHzbRs5ByQ5gAQV264IILwj98bZCzYMECv0qzdGANRgBpz+hqmySYpMsuuyxsJ02wtF5vSCJAHnroofAx1P2SxEXgeqR2i3YDql2tCBDUHW18E12qJO7GRtFVdbU8SZbprKxXr17h+z3jjDP8KiVJIkCij3HjjTf6NyMGtV/QlmpXKwIEdUV7aPTo0SP8o9de3HFoP4/gvtrcyfqLvJZoTaXgjEtzZT799FO/SqvKDRB9bkF3mkaGaU922Kn91I5qT7Vrc3vOtIYAQV05+OCDwz/4jTfeOPaquAMHDgzvr1V160X0QGE56yo3QLQHfXB/bZyF8qkdgzZV+1oQIKgb2mQp+GNfcsklY89e1t4ZwZBfjd7S7O16oes8wZBl/XKNu79EuQES7TacMWOGfzMM1I5Bm6p9LQgQ1IV58+YVLFWiHQDjis7kjTPkNyuiIRC3/coJEC3+F1yz0tDpOKPl0Dy1YzAUXe1rWWSRAEHmffvtt26LLbYI/9D3339/v0qrNHJF1zx0fy02mObeGdXqiSeeCNuwT58+/s0tKidANNkzuO+hhx7q34wyqD2DtlU7x0WAIPNOPPHE8I9cSznEWaokED14avOleqQQDfYcV1eeFqAsVTkBokmawX3VDYnkRLt1LZNhCRBkmva7iC5VolFUFiNGjAi/KFdffbV/c90455xzwnYYN26cf3OzygmQzTffPLxvPZ75pUntGbSt2jkuAgSZ9cEHH7iVV145/AMfNWqUX6Vk0f0y6nm/bc2hCdpB62WVyhogGiUXXLzX8GskLxjWrnaOOyqRAEEmqbtl5513Dv+4t912W/PFVy0kGFzE1XWQevbdd9/ll6xXW2hQQqlLuFgD5KWXXgrvt88++/g3IwFq16CN1d5xECDIpIsuuij8w15++eXd/Pnz/Soli17/KHdRwSyI7n8ye/Zs/+YmWQMkuniiuhGRvGj3bNzFFQkQZI4OasHuayrTpk3zq8Ry7bXXho+lYKp36goM2mPixIn+zU2yBsh5550X3o/lS9IRXdZE7R0HAYJM0Vj26DLkRx11lF8ltugooHLDKAtuvfXWsD1KXRvLGiDRYabPPPOMfzMSoHYN2jjuMGkCBJmiLqbgD3rDDTeMfVGwKXvttVf4mHFnr2eRViMO2mO//fbzb26SNUCiG1u9++67/s1IgNo1aOM4AyOEAEFm3HzzzeEfsxaI09IjSYjuvx13CY8sWrhwYdge/fr1829ukjVAttlmm/B+ixYt8m9GAtSuQRurveMgQJAJr7/+eri6qMpVV13lVzHToot6TM0n0SikeqeRV0E7b7rppv7NTbIGyCabbBLeT1vtInlq16CN1d5xECA16OOPP86PhFF/5W9+85u6L2eddZbr2LFj+Iec9HDPYPa1zmrQIFhavdS5GdYACeYo0Pbpivt5BgiQGhT8IqYUlw4dOiTe1dG5c+f8Y2vnQjTQ0Gi1idqmFNYAoe0rQ+0b5/MMECA1RkNUg6U5KMWlffv2iW8xG5yBaAl4NIj7i9UaIJyBVEbczzNAgNQQza7u27dv+IHtu++++cXQKDflR1wF7aI1fbQCb1K4BlIo2mfONZDaxzWQOjF58uTww+rWrVtdbWjUGq2wqzYJ2ueEE07wq5gxCqsQo7CyhVFYdUB7b6+66qrhhzV16lS/St2bNWtWuHe3zhamT5/uVzFhHkghBUDQHjoLLoU1QJgHkj7mgdSBkSNHhh+UFgZE00aPHh22k7ad1Yq85TrppJPCx7znnnv8m+uOfrwE7VHq/ujWAGEmevqYiZ5x77zzTniRS7vhzZkzx6+C72nFXW34FPxR77TTTvlrR+XQ/h/B41188cX+zXUnGtK6/lQKa4CwFlb6WAsr4w444IDwQxo6dKh/MzxaeTcYlqhy4YUX+lVieeyxx8LHGjx4sH9z3dHyJUF7PPfcc/7NTbIGCKvxpo/VeDPsySefDD8gTZb76KOP/Cpowt133x22m/by0EZIVp9//nl4bUVDeuuZzvCCcNaw5m+++cav0iRrgLAfSPrYDySj9GXVMMngA7rkkkv8KmjB0UcfHbadxrcrCKy23HLL8LHqeVvVF198MWwHdQ+Wyhog7EiYPnYkzKjoPhTrrLNOybu/oYG+DBtttFHYhoMGDfKrlCx6Ib3Ufv8suuCCC8J2GDt2rH9zs6wBIuyJnh72RM8ozTfQKKLgw7nvvvv8KiiBht2qqyVox1I3QPI9+OCD4WPsvvvu/s11IzphU8u6l6qcAInux1LP4Z0GtWfQtmrnuAiQKnXiiSeGH8yuu+7q34wYoqOotGLvvHnz/Cqt0mzdlVZaKf8YuqbyySef+FUyTweIoB01Oz+OcgLk/vvvD+8bd5gpWhYdJq12josAqUJayynYklUHq1dffdWvgpiiI4e22GIL01Inw4YNCx9jwoQJ/s2ZN3z48PD9jxs3zr+5ReUEiHaZ1PdA9+3atWv+2iDKp3ZUewbHGbVzXARIFRo4cGD4oRx//PH+zTDQcg2rr7562K66phFXdMJVz5496+pAptF/QVegftzEnaBZToBI//79w/vPmDHDvxkGasegTdW+FgRIlXnggQfCD0RdJlrjCcl46qmnwhE9mpCpto6rd+/e4edz5513+jdnVnSuwOGHH+7f3KpyA+SGG24I7z9kyBD/ZhioHYM2VftaECBVRKOs1ltvvfADSXJXPTTQBlRB+6688sruww8/9Ku06I477gjv36tXr7JnudcCnX0Euz1qPox2f4yr3ADREOxgNQa9lq+++sqvghjUfsFnqna1DnEnQKrI+PHjww9DyyqzdHjy1KZaQTZo51122SVWCKjbau211w7vr33Ysy56ofWQQw7xby5JuQEi0cdgWZPyRJcvUbtaESBVQqN6ll122fDDePzxx/0qSIjGvgc76qnEXd/qrrvuCu/bpUsX98UXX/hVMuOJJ54INzBbeumlzfMwkgiQhx56KHwMnanHCX40UrtFezrUrlYESJX4zZFHhh+ERgwhXdEQ0EXhF154wa/SogEDBoT3P/bYY/2bM0HBqAmswfu86KKL/ColSyJAZLPNNgsfR92JiC/aDav2LAcBUgUW5b5QIxZf3O2W+xDWat/evfXWW34VpODISGhrVNWXMYYxzp07Nxxaql/olgvy1U7dVUH7aAJhOSshJBUg0cUVyz341atoCMddPNFHgFSBL/r3dzNzH8CVuXLPGWf4NyMl2tFxgw02cEvn2n3bXJmc+zLEMWbMmPDLowvyWVro8rrrrgvfmy6yxl1kz5dUgOgaVLT7hbOQeKJnH2rHcoeiEyBtTV+AXOOrvN+1q/suw/3p1ei13JnEgbkD5Lm59r8/V76eNMmv0ix/75Gtt946E9sMq088mMiqojApV1IBItGtnTW3R7t1onVqp+hcKLVjuQiQtqSVL9dcMwwQVwcjeqrRy1de6Z7Ltf+/9Rl06ODcG2/4VZqli8orrrhi+CXSFq/l/qprS7Nnz85fLA/eT1JLhyQZILoIHN2n/tRTT/WroAlqp6DN1H5JDEIgQNrSmDGN4dG7t74Zfg1UivaaCD6LXr00Kcev0SzNUA/mKKgcccQRNRkiCo9oGGq5dsuSL01JMkBEjxHs0aKzJfaqb5naJzirVLsl8RkIAdJW3nvP5X7qNRywfvAD50rc2Q0pWbjQudVWawyRU07xa7RIfcua3R58mQ466KD8Aoy14uGHHy4489AkySSHJycdIHLCCSeEj6l9c0rd3KreqF2i+wqp3ZJCgLQVXbANDlYxL94iJU8+6dziizd8JrkwcDHHx+taQbBUispuu+2WX5a/2ul1R695KDySXm04jQDR4n9rrLFG+LhHHXWUXwU5apegjdRelkUTm0OAtAWdbeisQwcqnYXobATV4eyzG4N9lVW0jodfo0VTpkwJu1ZUtNtbnH0zKklnGNGhuirqtkryzCOQRoCI9mSPht9tt93mV6lrao+gbdROpe5hXyoCpNJ0nUPXO4KDlK6DoHpo+Zhttmn8fHJnEXGvTd17773hOkMqWsX2sssuq6rrIk/mzraikwRVdME8qWsevrQCRC699NLwsTt06ODmzJnjV6lLage1R9A2aqekESCVppFWwcFJI7Bi7kGMCnj3XeeWW67xczLsRa89XNZff/2CA/RWW23V5gc3zVWJrm2logEASQzVbUmaAaLRRHvuuWf4+KvkzhzffPNNv1pd0ftXOwRtovZJYtSVjwCpJHUNdOnSeGBiElT1iszPcUssoe34/BqtaqqLSN1b+tJp07BK+vjjj91pp51WcGakohnm5U4SLEWaASK61hS9ULzWWmtlamJnHHrfev9BW6hd0roWR4BUkmaZBwcl4wYuqKD/+Z/Gz2vttRt+ABhMnz694GKvii6266CqxQrTpC/1McccUzDMWEUjrrS2VTnLk8SRdoCINrnq3r17wYEz7nL9tU7vNxqkao+4m3/FQYBUita3at++4WCkkT4pfYmQIM0qX3/9xhAZPNivUTLtv3DmmWcWDJUNypprrpnfp0QXOJO4TvLiiy+6sWPH5s8u/OfSGZDOiqyr6lpVIkBEe5V06tQpfC79Eq+X7iy9z+iZh9rBsndLHARIpWiF3XbfH4iOPNK/FdVK3TtB8Kv87//6NWL59NNP3emnn17UlRSUjh07ur322suNGjXKTZ06NT+Cq7khtfp3HYy1IN55552XnwUfXaY+WjQCRzsJpn1Aac4ee+wRvpY0A0R0nUlrkwXPp2sBbX3tKW16f9FrHnr/lXjP0R8GBEhatLdHu+8PQLo428wBAVVqwoTGz09LnSTwi1Z90tdcc43r06dP0cG+pdK1a9eif2upbLzxxm7cuHGpdmM0R7+IL7jggoJtgFW233579/bbb/vVE6WgjHZnaTRSVof46n1FR1vpfVfih4LW0tIIw+B5H3nkEb9K4uovQDQsNPclzrVwQ/ntb/0aqAW5s4LwM9Qw7ASvHcybNy9/kNfEw6WWWqrgYBu36AutuRzqwkr7l35TXnnlFTd69OiCfvimSvvcWd3IkSNTXQhRoamdPaPPq0l1WZmxrvcRnSSooveb9o8FLXnTt2/fos9Uf8dpq78A0b7m7b4/8Ky3XqIHHlTQp586t+qqjZ/laaf5NRKhi9r6gk6aNMmNGDEi3y3Vv3///AFZF+KDogOF/n2fffbJj66aOHGie/7559vk4KiuEoXBuuuuW3RQCYqu82y00UZF14BWzbWp3mtatNd3dIivitqy1tfO0uv3Q1rv07q3eSkUTEOGDClYskdFWyL84Q9/8Kunor4C5LPPnFtxxcaDTgY3Haor6oqMLnVSgVP2aqUL/gquaDeRXxQoCpZoX7yu2wwdOrRgyRcVdeUpANNyySWXhBuAqei/9frTPANKg16vXrf/XvT+0qLJpTqj9a/bdevWreLdgvUVIMcd1xgeAwf6t6IWnXVW42faubMmWPg1MkmT0GbOnJn7kz7OrbbaagUHkmjRr2J1YakrqyUKleheKira2XHw4MHu/fff96snQgHlD6fW/hi1simVXmd0Pw8VvZ80g3fatGn55Xiiz6luVg3y+FcbTIKunwB59VWX+2nQcKD58Y+dq/DEMaREK+z27dsYIrvvHnupk1qh1YRnzJiR3/o3OsLHL7pIrovlluGyGmnmH9T1S/f8889PZVkVLSSo1Wij65WpaJtXHaDTmK1dDr0eva7oNrQqev16H0kujBj18ssvuwEDBhR91oMGDXLz58/3q1dM/QTIrrs2HmROOsm/FbXsnXecW3bZxs/3xhv9GjVLB21NfDzssMPcCiusUHQAUdGZQr9+/dz48eMTmU+iX7I6a/EHEKh77K677vKrJ0IDDKKbUgVF27zemPs8NW+nLen59Tqi2/cGRa87rQESCxcudEcffXRRwGqF5lmzZvnVK64+AuT++xsPLp06acymXwO1LvfLOfyMR470b60p//n6a/f0tGn5SWGah+IfsFR0QNlhhx3cVVddldoonwULFuQnOSqgos+t5507d65fPRG6gN/UQVoX+3XBWGdglTor0fPo+fS8/mADFb3OtAYc6Gzz8ssvL5pHpDNPBVml2qA19REg0SUwrr3WvxVZccstDeGRUjdCqnTxeMoU9+8DD3R35n75H5L7W+3gHbA0+XDX3Jn0DTfckJ8AWSna4VELT0ZfiwJMQ1bTeB06OGoypj+qKSiae6MFKG+66Sb3rhbaTJAeT4+rx29ujo9el15fWgdxzd/wF/5cYokl8qMA0+ois6qPAJk927kNN2xY+iKBpSmAROhMeOLEhjktP/lJ+CNnZq6ckivrtGtYmXfvvfd2N998c2oL8JVCB0sdWDt37lxwYFtuueXyS+Ontdvjgw8+mJ9d7a8dFi1aLiQYPq1f5xqRpomRzYWb/l23q57q6366f3TZEb/o+fU69HrSosmG/hBnFX3+b7zxhl+9KtRHgADVQqse5M4g8tfkNJij3fdnxpHyVu4M5P7cmchjt95adcNa9QtYS7/oF3H0IKfuHG3DmxY9r868NNfGvx5QStH8Fv/fWit6Hj2fnjfNX/6aK3LqqacWbMSlovkcjz76qF+9qhAgQNo0DPbKK53bYQeXOyoVBUa+dOzo3KGHOnf33TWxJ41GeOlXu3/Q1Rpbac+A1rL8Glhw8sknu80337zoGo216HH0eHpcPX4aO0FGaaFOhVN0nTAVDZaYMGFCamd1SSJAUB/0ZZw82bmf/9y57t2dy/3Kzxf99wEHNGwsluSqBOqbHz/euX79GrdL9osmtR52WMOE1hSGyFaCLjL7qwzrl/Qpp5yS6izsKI0a0ygoDa/VcGNd9NaZg4pWCGhqxQAV1VN93U/3r+Q8iqefftptscUWBe2mM57hw4fnR17VCgIE2TdzpnPrrFN8APeL9hhRXSv1U48d69xWWxU/dlA02fGoo3TkbViXLQO+y72PK3NnWP4wY/2yvv766xNZEj8rNMw6umJuUHbccceaXM6FAEG2ad6CdjDUwVvLnWhE3rPPquO5YbSWBlgMG9Zwm+qo7rRp/qM0TzO8R41yuZ+2xWERlNVXd+744xvCKaWRO9Vg0aJF7thjjy1Y1kNF3UJPPfWUX72ufP311/k9ZqKr5arowv0999zjV68ZlQuQ6BeqFHHqV7p7ArVBqw/kvrD5vyEFQ0trn2kdrWCfEf3tvPaaX6OR+vg1XLils5oePZwbMUKLVPn3zjwtm6IViP1f2QcddFDiw25rwZQpU4qWPNFy7xdeeGEqs/srqYSjc0KiX65SlFq/Ut0TqD3bbdf4+WsPkdZEV2pubotjTdpTwPh/Xypa3fnss53785/9e9UlrQjbs2dPFz1wajjsOeec0+YzyytBGzpphYDo+9fKuVpVICtb+7bz/yE10S9aKUqpn3b3BGrXCy80/v3ox0Mp/fCqE/0xosfwadmUYAVglc02c2706IazHRTRL2zt9R7dYElFC0DeoomfGfTRRx/ld5v0l1nXkid//OMf/eo1rYWjc8KCL5xKKVqrn1b3BLJB+4MEfz/nneff2jzVDe6nLqim6AL4736XyE6I9aK5g+o222yTmYNqEJb+8jNZDstmjs4paC0QfK3VT6N7AtmR+7UXft5PPOHf2jzVDe6nIbhIlLp1FBpZ69ap1+66Zo7OKQi+lCqlaKl+Wt0TyI4uXRo/69yv35LpIBbcr2tX/1YkJCsXljVgYOeddy54Hyr1MmCgiaNzSoIvpUopWqqfZvcEsiHoslSJs62s6gb30/pUSE0tD21lyHKDJo7OKQm+lCqlaKk+3RNoDQFSM2ppcl1zkyY7depUl5Mmmzg6pyT4UlqKj+4JtEYzvvkbqSnVvryHlm3ZaKONCl5fpZdtqTZNHJ1TEnwpLcXHr0u0Jomz1G228W9FylpaYPCKK67InwFUWlsuHFntmjg6pyT4UqqUoqX6BAhaY71ONmZM4/24TtZmmlviXAs3VmqJc63G29zS9Q899JBfvS41cXROSfClVClFS/XpnkBrnn++8bPW6LtS+qa1TtW66zbej5F6ba4tNllqq82zalETR+eUBF9KlVK0VJ/uCZRCn3HweWseUGuuuaaxvuYZoWpUapvXSm/fW+uaODqnJPhiqpSipfp0T6AUGsETbBWrbs+Wdsx77LHGulrhgKVJqo5++V9++eVu+eWXLzjAr7LKKvmtacvZo3zBggXukEMOKdqcaocddnBz5871q+N7TRydU9JSIDSlpfp0T6BUt9/euHWs1kQ78siGvx/9atWOc/o7GD68cX0rLYujNdZQtTQia9iwYUVb2/bq1cvNmjXLr94ibSJ17rnnuqWWWqrgsbp37577M+DvoDVNHJ1T0lIgNKW1+nRPoFTquuzZs/BvqqmiOk8+6d8bVerll192AwYMcNEDv8qgQYPc/Pnz/epFpk6dmt+lMHrfZZZZJr9LYS3Nhm9LzRydUxD9opaitfp0TyAO7QejfWH239+5Ndds+DtQyR1A3H77sWdMDZs2bZrr0aNHQRDojGL06NFNblM7Z86c3G/I7Qrqq+tq8ODB7n3tX4+SNXN0TkFrgeArpT7dEwBcw0q4Y8eOzZ9BRIOhW7du7rbbbsvX+eSTT9zQoUNzh4PFC+r06dMnd9h43ntElKKFo3PCSgmEqFLr0z0B4HsffPCBGzJkSNGy8bqm4YdL165d3aRJk/yHQAytHJ0TFD2YlyJOfbonAETMnj3b9e3btyAwgtK+fXs3cuRI9+WXX/p3Q0wlHJ0BoDZNnjy5YDdETUp8++23/WowIkAAZNpnn33mjjnmmPzsciSLAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAm/w/TlB7Z71p/EgAAAABJRU5ErkJggg==)
PN: 2H01-1-X1
CAS: 55038-01-2
Molecule Weight: 148.161
Formula: C9H8O2
PN: 2H21-5-08
CAS: 63558-84-9
Molecule Weight: 196.59
Formula: C9H5ClO3
PN: 2H23-5-09
CAS: 59962-89-9
Molecule Weight: 224.64
Formula: C11H9ClO3
PN: 2H10-3-26
CAS: 276235-91-7
Molecule Weight: 166.151
Formula: C9H7FO2
PN: 2H17-5-21
CAS: 1646-32-8
Molecule Weight: 194.61
Formula: C10H7ClO2
TSCA: Not listed on TSCA inventory