| Product Number | 2H23-5-06 |
| CAS | 1407521-97-4 |
| MDL Number | MFCD22573531 |
| Molecular Formula | C10H7ClO3 |
| Molecular Weight | 210.61 |
| Units | Price (USD) | Availability |
|---|
PN: 2H23-5-06
CAS: 1407521-97-4
Molecule Weight: 210.61
Formula: C10H7ClO3
PN: 2H23-5-00
CAS: 323580-73-0
Molecule Weight: 210.61
Formula: C10H7ClO3
PN: 2H23-5-08
CAS: 74222-19-8
Molecule Weight: 224.64
Formula: C11H9ClO3
PN: 2H23-5-09
CAS: 59962-89-9
Molecule Weight: 224.64
Formula: C11H9ClO3
PN: 2H21-5-07
CAS: 442125-04-4
Molecule Weight: 196.59
Formula: C9H5ClO3
PN: 2H23-5-0A
CAS: 260273-62-9
Molecule Weight: 224.64
Formula: C11H9ClO3
![Methyl benzo[b]furan-2-carboxylate](data:image/png;base64,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)
PN: 2H23-1-13
CAS: 1646-27-1
Molecule Weight: 176.171
Formula: C10H8O3
![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
Melting Point: 90-92 ℃
TSCA: Not listed on TSCA inventory