| Product Number | 4756-5-53 |
| CAS | 1424386-46-8 |
| MDL Number | MFCD28154689 |
| Molecular Formula | C17H14ClNO |
| Molecular Weight | 283.76 |
| Units | Price (USD) | Availability |
|---|
PN: 4756-5-53
CAS: 1424386-46-8
Molecule Weight: 283.76
Formula: C17H14ClNO
PN: 4656-5-65
CAS: 1424386-56-0
Molecule Weight: 304.17
Formula: C16H11Cl2NO
![2'-Amino-3'-chloro-4'-methyl-[1,1'-biphenyl]-2-ol](data:image/png;base64,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)
PN: 4756-5-56
CAS: 1424386-25-3
Molecule Weight: 233.7
Formula: C13H12ClNO
PN: 4656-5-66
CAS: 1424386-54-8
Molecule Weight: 304.17
Formula: C16H11Cl2NO
PN: 4656-5-64
CAS: 1424386-60-6
Molecule Weight: 338.61
Formula: C16H10Cl3NO
PN: 4656-7-60
CAS: 1424386-52-6
Molecule Weight: 287.72
Formula: C16H11ClFNO
PN: 4656-5-63
CAS: 1424386-64-0
Molecule Weight: 368.64
Formula: C17H12Cl3NO2
![2'-Amino-3'-chloro-[1,1'-biphenyl]-2-ol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABotAAAaLQGjYr+FAAACHnpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfh18ghCQKqaJWkya1m7R20r5NDjgpEuDKkLd/vzMvKZANAtHZ53t8+M5364dLlsJJmSLReUgE5QRUHuk4yQ8h+fX21VmQh806QiM0zIuQvJflx4qx8/lMo3eVyYvOaaQzUq+vLkXSszl7VJsDczkX7PfL82vFOElelDKPFFJFsioq5bOOZFl9xX9csEyaU5Kz2pxl5lTv9sfl9uX0UsTk8yyPuLZFFPZJqmCvTSZLOLmc4su/wEHlyshSxbC7otqjMzz7Zv3ypKNjpvISh3aHJJLpa2mOESoynaroiJvh4NtTSDKBgCx1tjVGXsGOrFoKkC5ID+QMpA9yDjIAuQC5BCk4/nFdoIFAC4EmwseYp8o6fbt+qJB8h0f7pLUYPD8wZq7NlOd5ATTCpfN5MAM8AkcPzaxZw9PirxVOo3UaI6dhbrLV92gCV/TpcBoEvLLxhJUe5YvufEbnrpU+9Zbd+dBuOG/2bT+xN8UQs1uMN+udzuPOEJI4JDtBquD/VPvCbeJPQJtYGQyU3cCadgG3D9hs3YDtvwCvD9jcjnuY3QH+uAe/D9h7Mw7M+4C9ZeNA0AfsnRwHFndRmgCWfcBe+fEoCd4nqgoZ9yGGya4qaoIZ5LuuwAlmkPK6YieYQdbrCp9g/PsQTCGD1LdN5D7SrFMurG1fOLxrbazT9xh2+81fpFrFTSg5DfMAAD17SURBVHhe7d0LvFVj/sdxIRKKcolGGhODXBoSucs1NCgmRgmJmjGl5DoIYUJj/qGrQrogkstkUIjGJSm5RIjkWiq5hknz/PuuZq3Wes7Z5+z97LX22Wvvz/v12q9prGeffc46Zz/fvdbze55nHQMAgIN17P8AAEA2CBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAUJ5+/NGYkSONad/emKZNjdl4Y2Pq1l3z7xNPNGbEiDVtqrLOOmsf1cmlLZAS/DWj/Dz8sDGNG0c79coeaqO2meQSCrm0BVKCv2aUl9tuM6ZWrTUdee3axvTubczMmcZ8+60x331nzKxZxvTta8wGG6xps+66a55TmVxCIZe2QErw14zyMXXqmkBQJ77ZZsbMmGG3WOvVV43ZfPO1IfL003aL3EIhl7ZASvDXjPKwapUxzZqt7cQnTbJbVPToo2vb77jjmq8Rlkso5NIWSAn+mlEeJk5c24EfeKB9NLODD177PH2NsFxCIZe2QErw14zycPbZaztwVVhlS239551zTvRYLqGQS1sgJfhrRnnYdde1Hfgbb9hHM1Nb/3nNm0eP5RIKubQFUoK/5jy99tprZocddljdP+1qPvzwQ/swikWDBms78K+/to9mtnz52uc1bBg9Fg6FXB5AieCv2dHXqzuhPn36mPXWW291n7CO99hwww3NNddcY1asWGE3R01bf/21Hfgvv9hHM1u5cu3z9DXC7GDI9gGUCP6ac7Rq1SozYsQIs+WWWxo/OOxHkyZNzH333Wc/FTUp6SuQ6uTSFkgJ/ppzMG3aNNOiRYtIWGy++eZm4MCBpl+/fqZu3bqRYwcddJCZpYlpqHmMgQCx4685CwsWLDCnnHJKJBzWX3990717d7N06dKg3SeffGJOP/30SLt1113XdO3a1SxevDj0FVFwcVRhrf49RuQSCrm0BVKCv+YqfP/99+bKK680derUiYTCYYcdtvqDaeZPsS+88IJp2bJl5Dn169c3N998s/nPf/5jN0chMA8EiB1/zRmMGTPGNG7cOBICqraaaHciGfz3v/81d955p2nUqFHka+y4447mscces5sjaRo4D89Er2qRRJ9+T357ZqIDFfDXbJkxY4Zp3bp1pNPfZJNNzPXXX29++uknu3m1vv32W3PJJZeYDTbYIPI1jzrqKPP222/bzZGkKVOia2G98ordYi2NXfkD73qO1tGy5RIKubQFUoK/5v/5/PPPTZcuXUytWrWCTl7/1n/TsXzNnz/fnHDCCZEQqV27tunZs6f56quv7OZw9eCDxpx3njEffGAfWePWW9euxqsVd7UarxZO1Eq8339vzOzZ0dV41VbPqUwuoZBLWyAlyv6v+eeffzY33HCD2XTTTSOd+3777eddjcRt6upPss2bN4+8VsOGDc2QIUPML7nMT0CUOv6DDlrbSZ9yit1irWz3A9l226oXXQy3rU4ubYGUKOu/5oceesgb1wh35hr3uOeee+ymsVq5cqW5/fbbTYMGDSKvvfvuu5tnnnnGbo6qqLpNa1T5t6b8x+DBdsso7TZ4xx1rdh/cfvs1uxFutNGaf6++UjTDhxtT3YTQXEIhl7ZASpTlX/Obb75p2rRpE+m8VWl1xRVXeJVXhbJs2TJz/vnneyXB4e+lffv25oNMt2CwhqrZbr7ZmPr1o51zy5Yqg7NbA0hAWQWI5mz06NGjQod98skne3M9asrcuXPNEUccEfmetCzK5Zdfbr7TvXlEqTpKVVHh4GjUyJg771T5m90aQELKIkB0y2jQoEHerPFwJ73nnnt6s8uLxSOPPGKaNWsW+R632WYbc/fdd3tlwWXvnXeMOeqoaHBosPuSS9ZsSQugoEo+QJ566imzyy67RDrlLbbYwgwfPrwoB601qH/jjTeaevXqRb7nVq1amZdeesluXh5Updar15o9zMPhobGK+fPt1gAKpGQD5L333jPt2rWLdMIqm+3du7dZrgXyityiRYvMWWed5S2F4n//Kivu3Lmz+fTTT+3mpUkBP3TomkUMw8GhNakqm5cBoKBKLkC++eYbc9FFF1WYuNe2bVszb948u3nRe/XVV80BBxwQ+Vk23nhj079/f/OjKolKlarRdt89Ghya2Hf77WuWWAdQ40omQLTM+siRI81WW20V6Wx/+9vfmscff9xunjrjxo0z2223XeRna9q0qXnggQfspummTbnat48Gh/bhOP98la3ZrQHUoJIIkOnTp5u99tor0rluttlm5pZbbimpxQt/+OEHb9n4jTbaKPKzHnLIIWbOnDl283RRtdnllxuz4YbR8DjiCGPeestuDaAIpDpAFi5caE499dRIZ6odArt162aWLFliNy8ZmX7uc889N30/93//a1aOHr1m1nc4OLTwYTYLHgKoMakMkKo+iWuP8nLx/PPPp/rK682XXjJ3tGplXgkHR716xgwYoHI0uzmAIpO6ABk/fnylYwETJkywm5aFNI79qIpM1WQb16plTl79vd61+vGlliI56yyVn9nNARSp1ARITVYjaQa7NokaNmyY6dOnjznzzDO95dgPPfRQ7wpAAab/1f8/8sgjveMqF1Z7jc8U4raSqs/69u1b1NVnWg5fvy8tj+9/f7usfty++vf67cyZdnMARa7oA0TzIc4+++wK8yE6deqU2HwIjTGMGjXKnHbaaWbrrbeOdMiuD01e/MMf/uBNYNTS7knR/Jfjjz8+8trFMP9F1WIK2vD3pStJVZcBSKeiDZCqZmS/+OKLdvO8ffTRR964yk477VSh86/q0aRJE69j3H777Sscq+qh51x88cXeOlhJePLJJyvMwN9yyy3NiBEjCjoDX9VhujILfx8au9K51lgW4rX33sODR+vWI80XX2ReSy3ctjLVHQ/LpS1KR1EGSKHWhFJIjR071luZN7yRVPih5d21Ou5ll13mjb/MmjXLfPnll/aXitBxtbv33nvNX//6V9OhQwcvaOyv7T/22WcfM3jwYG/3wjhlWgOsRYsWia8Bptt2qgpTdVj4tTt27Ohd4SEZ4Y5cj6uvftZuEqiu06/ueFgubVE6iipAMq1Kq847zlVpFRwan6jsqkHLuusW0K233hr7lrO6vTR06FBv9d/wOID/0P4g11xzTey3mjKtQnzKKafEvgqxqr9UBaZqsPBraYxIVWNIlh0g++wzwnzwQeU7XlbX6Vd3PCyXtigdRREgmfbFOOmkk2LdF0O3bjQGUdnVgK4CtCtg3J13Jrp9o42rDj/88ApXP/Xr1/euXDQwHqc33ngj0X1QVPWl6q/w11d1mKrEVC2G5NkBokffvk/azTzVdfrVHQ/LpS1KR40GiG6x6NaNtnQNdzrame/pp5+2m+dl9uzZXkiEX0e3VzQYrw2mapJu6ai6q27dupHvT7ftdBssbpl2YhwzZozdNCvvvvuuOfbYYyNfT9Vgqgr7+uuv7eZIULgjb9ly7b/femux3bTaTr+642G5tEXpqLEA0d7gu+22W6TTSWJvcH2yvvDCCyNXN35wqOMrJho7ueSSSyrsz67S4Pfff99unheV1Fa2F3zr1q2z3gte4aDgU5VX+GvoFqBu16Hwwh35xRdPCf7dvftjdtNqO/3qjofl0halo+ABohLWE088MdLhqAPq2bOn+Ur7PsRIVxb2LZX999+/xq84qqMBaC3lHr61pasT3QqK2+eff266dOkSeS39W/9Nxyqj21Gq5lJVV/jcqupL1V+oOeGOXGMfGgPx///LL3+SsW1lqjselktblI6CBYgqjC699FJvUDzc6WhCXtyD1aL5BZpo6L+OBnU1gB1nFVfSNOhsX6VpBncc4xU2XXXo6iP8Wro60VWKig58qt5SFVe4naq8VO2lW5KoWXZHftllU4P/37nzQ5Edf+22tuqOh+XSFqUj8QBRh33XXXeZRo0aRTqdHXfc0Tymva1jpttfGpAPv5bmIXz22Wd201RQVZMGucMTKXfdddfEZpdrHETjIeHzp/ESVa2paiv833VbUNVdqvJCcbA78gULlkeuQqZMWVuUYre1hY/n8kD5SDRA9MlVpanhTkcVRjfddFPkU21c9DU1Z8N/Ld2K0WS9OMdUaoq25g2vd6WZ7dmOVeRKVzgKLVVohX934cdhhx3mVXWhuFTWkV9xxdPBf2vf/n6zatWay5DK2obZwZDtA+Uj0QDROlDhzrxr165m8eKK1SBxUFmsbof5r6d5FpMmTbKbpZquog488MDIz/jEE0/YzWKjOSL2VYdm0E+cONFuiiJRWUe+cOHXkauQSZPeydg2rLrjYbm0RelINEA0tuF3PH/84x/tw7HRJMPwQouq5krq03lNU/VU+CpLBQhJr0S87777Bq+X1AcAxCNTR37VVc8G/71t27Grr9Z/ydjWV93xsFzaonQULEAuuOAC+3AsNHCrFWf919HciWKvssqXbsmdd955wc+sORdJXoloEUj/tZjXUdwydeSffPKNadXqjuDYmDGvZ2zrq+54WGVtVQU2dOhM06XLJNOmzWhvba6TTrrP/OMfL63+O0p2BW0URuoDRLfF/NfQ4G+SK90WG80Z8X92VZwlddVFgKRHZR2575prpgXH1KFX1VaqOx5WWdvwf7Mfxx47zixaFN/yRKgZqQ6Qa6+9Nvj6WrU39fuCO9CChf450MB6EtVZBEh6VNaR+z777Fuz775rr0KqaivVHQ+rrO0pp0wwI0fO8mbBL1/+o/nuu5/N009/aI4+eozXTiXGSLfUBogmrPmlrRoHUJVSOdKkvvCYiCbzxT1PhABJj8o68rDrrnuuQnhkalvd8bBc2mpCo9odeuhd9iGkTCoDRJtMheeVaPOncqaB9XB1liYbxokASY/qOnLtD7LffhWvQipT3fGwXNquWLHSa6cxEaRb6gJEExOPOeaYxDrLtFKJb3ieSJyhSoCkRzYd+Q03TK/RAHn99UVeu7POetg+hJRJXYDcfvvtwdfUplNxb8KUZrqN59/W065/cS3ASICkRzYd+eLF33uf/qtrW93xsGzbahJj166PeO3+9a94/j5Rc1IVIFqt1t9dT+MeM2fOtJuUPc0g98+5VvGNAwGCuNx00wteePTo8U/7EFIoVQFyzjnnBF9PS7SjIq2dFV6A8b777rOb5IwAQRyGDZvphUe7duPNV18xD6QUpCZAXnnlleD2jCYLcusqM63i6y/PrnOV786GBAjyNXz4q154qPIq0xa7SJ/UBIi2fvW/lraCRdW0n4h/vrQ9bj4IEOTDD4/99x9lXnvtC/swUiwVAaKrD//rtGzZMlV7etQUbUrl7zaoFZDz2eudAIEr/7aVSodffDG6oRXSLxUBEp4ox0qw2QsvdXLNNdfYh7NGgMCFHx6a/f7ccx/Zh1ECij5A3nnnnWDsQ9vTauY1sqOqNX9XRu3L4jpuRIDARbi0N9NDS5wgvYo+QHr16hV8jTgnx5WLPn36BOdv8ODB9uGsECClYfz4N03//s+ZZctW2IcSYYdFZQ8CJN2KOkC0bPnWW2/tPV/zP7RkB3KzcOHC4Apun332sQ9nhQBJPy1h4nfaurUExKGoA0R7XPjP79atm30YWQpXsM2dO9c+XC0CJP1UOusHyC23vGQfBpwUdYB06tQpeP60adPsw8iSyp7986g94nNFgKQfAYIkFG2AaKdB7fGh5zZp0oTS3TxoeXe/pFd7mueKAEk/AgRJKNoAefnll4Pn9ujRwz6MHHXo0CE4n7nu2kiApB8BgiQUbYAMGDAgeO79999vH0aOhgwZEpzP4cOrXjHVRoCkHwGCJBRtgPh7fmhNp8WLF9uHkaP33nsv+F0oEHJBgKQfAYIkFGWAaLzDv2ffvHlz+zAcaSxJ51QbT+WCAEk/AgRJKMoA0dwF/3ldunSxD8PRySefHJxXzVLPFgGSfgQIklCUATJlypTgeddff719GI7Cm01pyfdsESDpR4AgCUUZIFpyw3/eAw88YB+Go3HjxgXndcSIEfbhjAiQ9CNAkISiDJCePXsGz3v99dftw3A0a9as4Lz27t3bPpwRAZJ+BAiSUJQBEu6w8tnHAlHLli0Lzutpp51mH86IAEk/AgRJKMoAOfbYY73nqIRXCyoiHtov3f99HHfccfbhjAiQ9CNAkISiDJCDDjrIe07dunXtQ8jTRhtt5J3bgw8+2D6UEQGSfgQIklCUAdKiRQvvOVrKHfHSHBCd29/97nf2oYwIkPQjQJCEogwQ7Tyo57gs/Ieq6Zzq3OocZ4sAST8CBEkoygDhCiQ5XIGUJwIESSjKAGEMJDmMgZQnAgRJKMoAoQorGeEqrOOPP94+nBEBkn4ECJJQlAHSsWPH4HnMA4nP0qVLg/PKPJDyQoAgCUUZIL169QqeN2fOHPswHL366qvBee3Tp499OCMCJP0IECShKAMkvBbWhAkT7MNwNGbMmOC8shZWeSFAkISiDJCpU6cGz+vfv799GI7++te/Bud1+vTp9uGMCJD0I0CQhKIMkI8//jh4XufOne3DcNS+ffvgvC5ZssQ+nBEBkn4ECJJQlAGiHQnr1avnPS+XCW+oWuPGjb1z2qhRI/tQlQiQ9Hv//UWr30t9vceAAY/ahwEnRRkgosX+/Od+9tln9mHkaO7cucH5zKUCSwiQ9Js3b4HZcstDvMdVVw22DwNOijZABg4cGDx37Nix9mHkaNCgQcH5HDVqlH24SgRI+s2d+7ZZb7263qNv30vtw4CTog2Q8OZHXbt2tQ8jR+3atQvOp/aczwUBkn5vvfVW8DvMpYQbqErRBsiqVatMgwYNvOdqTayVK1faTZAlTcasU6eOdy5dxpQIkPQjQJCEog0Q6datW/D8yZMn24eRpSFDhgTnsV+/fvbhahEg6UeAIAlFHSDPP/988PxTTz3VPowstWrVyjuH6667rlmwYIF9uFoESPoRIEhCUQeIynl//etfe8/XKrLffPON3QTVePPNN4PfQZs2bezDWSFA0o8AQRKKOkDkyiuvDL7GgAED7MOoRqdOnYLzp6VMXBAg6UeAIAlFHyCaA+IPAGswfcWKFXYTZDBv3jyz3nrreeeuSZMm3nLuLgiQ9CNAkISiDxDp3r178HVuu+02+zAyCF99DBs2zD6cNQIk/QgQJCEVAfLhhx+a9ddf3/s62223nfnhhx/sJrBo7CN89fHzzz/bTbJGgKQfAYIkpCJApEuXLsHX0qqyyEzFB/vvv39wvoYPH243yQkBkn4ECJKQmgD59NNPzaabbup9rQ033NC8++67dhP8z9ChQ4Pz3rJlS29SZj4IkPQjQMrHOsPXCR5JS/QV4gwQ+fvf/x58vSOPPNI+jNU+//xzU79+fe8c6bbf7Nmz7SY5I0DSjwBJlx9W/mCGvT3MnPTkSabp+KZmkzs3MXVG1jFNxjUxHZ7qYO5+927z0y8/2U/zECAZaDmT3XffPfiat956q92krP3yyy/m0EMPDc7PhRdeaDdxQoCkHwGSHuPfH2+2vmfrSBBU9thmzDbmwQ8ftJ9OgFTlxRdfDAbUdStL+3xjjYsvvjg431rz6vvvv7ebOCFA0o8ASYfrZl8XdP6176htekzvYZ77/Dmz9Mel3hXH/G/mm8FzB5ud7985Y0gQINX429/+Fnzd3/zmN8xQX23SpEmmVq1a3jnZeOONvQ4jLgRI+hEgxe/hBQ8HHf+Wo7c0ry7J/OH451U/m4tevqjSkCBAqqEqo2OOOSb42vq36yS5UjBjxoygwECPcePG2U3yQoCkHwFS3P6z6j9mu3HbeZ1+reG1zJRPp9hNKtV/Vn/7PxEg2fjyyy/Nr371q+Drn3766V6wlBvN92jYsGFwHs4//3y7Sd4IkPQjQIrbvfPvDTr9oyYfZR/OCQGSpddff91sttlmwWv07t3bblLS5s+fb7bZZpvg52/fvr03kB43AiT9CJDi1uXZLkGnrwqrfBAgOdCS71qpNxwi5XAlMmfOHLPtttsGP/dRRx2V12zzqhAg6UeAFLfwoPjby9+2D+ekJAMkiVsrPg0g+8t26KHbWaU8JjJlyhRTr1694Oc94IADEl3eJbwdLgGSTuEASfK9CDeb37150Ol/83N+RUElEyAvv/xy8EerQd64B3fDFCLhK5Gjjz66JKuz7rzzTlO7du3g52zbtq357rvv7Gax0O0wzWoPh3PHjh29FZKRHu+9915kaRuVv48fP95uhhq0/h3rB53+L//N7zZ0yQTI4sWLvV3w/D9cPfRpeebMmXbTWOh2VnhMRCW+pTJP5NtvvzWdO3eOnMuuXbsmtlf8s88+a/bYY4/I6/mPTTbZxFx33XXmp58qnwmL4qAPUBdddJHZYIMNKvwO9TjwwANL5v2RdlyBZKAqId0C8eco6KFQOeuss8yiRYvs5nl74403TOPGjYPX0qettM9YV+A2a9Ys+Jl0Lq+99lq7WSy08nGHDh0iHY0mbu67776RMRc9tFvkAw88YH8J1DCtfTZy5Eiz1VZbRX5fTZs29bY3tt+LZ599diLvRWTvt/f/Nuj0GQOpxEsvvRTsze0/dB//xhtvjH3wVyW+uoUVfi2tnZW2BRh11dG3b9/ILatGjRqZJ5980m6aN90G0yrHCtzweTv88MODSYkaZ7nqqqsitwr10PIpGtRHzZs+fbrZa6+9Ir8fXZXfcsstwbigVnPYZ599Im2Sei8iO2c8e0bQ6VOFlYGqo+6+++5I6ake+nT9yCOP2M3zotfSjHV/2RM9dCmvTjLJAee43HPPPRXOkyZMxv1JUedp9OjRFa4udPvv4Ycftpt7PvroI28sJNxe4yTnnXeeWbJkid0cBbBw4UJz6qmnVvidnHvuuZX+Tqp6Lz766KN2cyQsPA/k6MlH24dzUrIB4tOn3csvv7zCp90jjjjCzJ07126eF33a2m233SKvo02pdFvrxx9/tJvXKL2pJ06caPbee+/I97v55pub22+/PfbyZBU56NZU+LVU7KDgzeaTqMacfve730Wer0+7//jHP0q6Cq6Y6MNQv379KlwVHnLIIVldFeoq97LLLqvwXtQVe9zvRWRmz0R/5rNn7CaV0tpZtpIPEN8HH3zgTX4L/+HqikFlhsuWLbObO9NAs5aCDy/3oYf2WNdle01Xa2kwetSoUWbnnXeOfH+6P62B8so+QeZDVVQakLfvhWtc6osvvrCbV0n32++4444K99v1s/zrX/+ymyNGqmrUh6Hwedc4x4QJE+ym1dJ78aSTTop8Lb0X//KXv5ivvvrKbo4ETFowKej4tRrv7CWZt2JQ4Fwy45JKQ6JsAsT3zDPPRJZp16NBgwbep+44q4y0KZV2Ngzf1tJDn95OO+00M3ny5FhfrzrTpk0z55xzTqRyzH9o7OGVV16xn5IXBZWqp1RFFX4tlXjmWxmn+SEar7Erfo499tjUjT0VO1VOqZoxfJ61gGb//v3zvqp++umnK1yxa6mcwYMHJ7LKAaLCq/FucMcG5s///rN5/ovnzbKflnmr8X747YfePiHNJzTPGBJlFyCiP84hQ4ZE1nXSo3nz5mbq1Kl287yo0qhHjx4VLtv10FWJPvWPHTs29vkOKmu+//77vdfWPuX2a+sqQFdkcQeHPPjgg17VVPj1tJaYfs44ac7BcccdF3kdFQFo9jOTEPOj8S9VTIVL43UV2alTJ+/DUVz0XlRg2O9FBYsCBvl56pOnzOSFk+3/HBj3/jiz1T1bRYKgsse2Y7Y1Ez+caD+9PAPEp8vlnj17RiqP9DjhhBO8tZ/ipN37rrzySu+yP/xa4Yf21dDM9uuvv94rWdV95eo6Qh3XOl3qtG+44QZzxhlneEFof23/odDq1auXeeedd+wvlTd9H+FNpvTQFZeqqZIsJnjiiScq3JLbcsstzYgRI/LeYrfcaDxKt1rDqw/ooapGjfElRe9F3cKyr9hPPPHE2N+L5WDO0jnmkEcPCTr3f32c+Rbv9yu/N0PnDjUnPHmC2X7c9qbuqLrBjoTtn2pvRr872lvSvTJlHSA+LYOi9Z3Cf7i6PXLJJZd4A39x04Bwt27dvFtn4des6qFPfwof/xEeU6juofEYjUOoo03i1oDGTVQVFZ5Froeqp1RFVQi6Hfh///d/XhFA+Hto0aKFee655+zmqISqE8NzgPRQ5ZQqqOIuqshE70UNqoe/B129X3rppYm8F0vNkh+XmHOfP9esN2K9oGPXv19Y9ILdNHWKNkB8jz32mNlxxx0jf7yaC6ElPZJ6A82aNcsMHDjQuxVjD7y7PjTuoDLcAQMGeNVPSYSGqPpJVVD2uIqqpWqq0166dKnp3r17hTA75ZRTChZmaaMKKFUlhs+XOm1VLya1dE11VN5rvxcVZnfddVdi78U000D3LW/cYja7a7PIVcFeE/cy07+YbjdPpaIPEFGnePPNN5v69etH/nhbtmxpXngh+RTX/eWnnnrKG9TXraYzzzzTuy2khzpmXX3oU7X/33Rct+HUXpP+Pv74Y/tLJkJVT/ZtI1VHqUqqGG4baZWAww47LPL91alTx7uNGNf2u2mn6kNVIdq3jVQhpUqpmqbbaTfddFOF22mamJjk7bS0efzjxyOzy/XQuMbId0aaVf+t+fdiXFIRID4NQmuA215fS2MUn3zyid28bKjKSdVO4XOi230XXnhhteM1NUFzXXbYYYfI96sB/TFjxthNy4Zu9+kDhz1wrerEYhy45r1YuXnL55m2j7eNBIeqqfq+1DfvNa6KUaoCxKdbTAcddFDkD7du3brmmmuuMStWrLCblyyFg6qb7IID3Xor9tJZlRSrMMEuKW7dunUiVWjFTFWGdpGFgkRViUnd6oyL3otalDH8vaukWGu15VtSnCbLf15uer/Y29S+o3YkPI7/1/Hmva/fs5uXjFQGiO++++6rUA67/fbbe/+9lOl2lKqZVNUU/tl1+0qD8mmiUmlVqYULEPRv3QZUlVwpUyWTKprCv0N9GNDtz7RN3rv33nsrfS+qbL2Uaen1Ee+sfi+O3jISHLvcv4t58pP416wrNqkOENEVh648dAUS/uM9+OCDzezZmWdyppUGwjXeEv5ZVeWkaqdCToKMmwoL9ttvv8jPpQIGlUFns6xKmqhySRVM9jwkVR2q4imt9F68+uqrK30vvvbaa3bz1Jv2+TTT4sEWkeDQsuyD3hxkVq5K73sxF6kPEJ8Gqv/4xz9G/nBV9aOZ3lqdN+1UrRTeWtb/+VTdpCqnUqFFJMPL8euh8ZKHHnrIbpo6qlRSxZKqCMM/nyqbVG1YKvRe1MoO9t+qyuRL4b244NsF5pQpp0SCQxtC9Zjewyz9sXTei9komQDx/fvf//aqs8J/vKreUlluGhf4U3WSqpRUrRT+mVTNpEmCpUg/8xVXXFHhZ27Tpo23v0waqVrQXkJdf5eqLkzj32U2tLS8vTCofmatS5fGn1mT+66YeYU3oS8cHm0ea2PeWPaG3bwslFyAiD7paZ6I/Ulvp512Mv/85z/t5kVLy4yoOin8M2g5ElUxlYMFCxaYk08+OfLzq7z1T3/6U2quulSRpMqk8M/gL5KpSqZSp/E6LRSq1Rbs96LWnkuLMXPGmMZjG0eCY4d7V18ZL0j/lXE+SjJAfLrXrJnr9gJ/2mwqiWVD4qIqpPAe1nqoWklVS+W4jay2191zzz0j50MrBmhJ/mId91EFksbmVJEU/r5VPajKpXKjFa8vvvjiCu9FTa4t5vfijFdmmNZntjbrnLX6+/3HmuDY9M5NzfWzr/cWNyx3JR0gPlW7aC2t8B+uql00KbCYql20lLqqj+zF8lSlFPfCjmmjctbhw4ebLbbYIvJ73GWXXbxJnsVElUeqQAp/n6pQUqVSuXv//ffN73//+wrvxQsuuMAsX77cbl5jVAGolbu96sCtV3+fR61+L15Uy3R5tov5/IfSrg7MRVkEiG/KlCkV6u3VIQ0dOrRG6+1VZaRNnOxlU1SVpOokrKVOpnfv3hXmvrRr187rnGqSqv5UcRT+vlSRpMqkQs1P0gC2Vj/QpESVA4dXTVD1nlZN0OoJ4VUT9EFK7RXEca7qWxW91q677lrhvThs2LAafy+q8s9+L7b+Y2szY/4Mu3nZK6sAEd3yuO222yosmrjHHnt4+5IU2qRJk7ztY8Pfi6qQVI2EzObNm+fd/gifN90eueiiiwq+QZgqi1TtZ6/1parAJJexUUerDxhaX03nwp6U6fpQ56nJqCo8SfJ2m96Lug1Z2XtRty0LTZV+9goJei+W8woJ1Sm7APFpzaE///nPFdYc0n4c2i8kaaom0qZR4ddW1ZH2bGddqOxpIFZL7ofPowZsNXCb9PpfqiRSJ1vZGm2qBkyCQkOTRbWSs/0puapHPitHq4NXCa5WrE6C3osqjLDfix06dCjIe1FrtKnCL/zaei+qEpD3YtXKNkB8b731VkFXPVX1UGVvFlUbqeoIuVNHrtJQewVilZCqlDQJquZTJVH49RRcSa0SrYFm3Wqyq5nCD92e1XiZbsFoLxqVeVe3FpqOa48b7XWjIg1VjNmBHH4ofFRWnsQqAZV9qNJ7UR+qknovanM3+72oVaJ5L2an7APE9/DDD1e4lbTtttua0aNHx9IhZLpcV3VRTVyulyLdStInZftWkia1LVy40G7uRB25qvjCX1+3zlRhlMStM1Xk6arYXrRQDw3MqwPUoH3cJcEq2lAZucqNKwstdex67SSuECq7rav3om7rxvVeHDRoUIV9avRe1DbTyB4BEqIBNN1Ptpeq3nfffc1LL71kN89asQ4Yliotm3HIIYdEzrcGs/v16+c8mK3Be10B2IP3qihKYvBewWF/GtdDV1kabylkR6cOV7cKFcTazTL8/ejTu6qV4h58T6qwRAUGqtwLf02tKacKP96LuSNAKqFy2rPOOqtCOa3uO+dSTquORdVB4T/WYixZLFUTJkyosF2xPrWPHz/ebpqROhVV6dnlw/pAoKq+uGknycqWSddCmRrXqel5QLrK0va69lWJOnrdRox7Xk5cpe3vvfeeOf744yPfs96LqujjveiOAKnCzJkzzQEHHBD5o1Oly3XXXVflG7mqSVOqHkLhaEKflha3J/RpCfJXX33Vbh6hqjxVBIWfp1uQquKLu6PUrRmV0tq3VTSOo5UH4rh1EyedV92S3W677SLf72677ZbIxlKZJtdm815UZZ79Xmzbti3vxRgQIFkYN25chTeKlhTRwGNYqSzbUIp0i6VTp06R6iN9qj377LPNokWLIm11X18VQOHfoW7VqGpPFUNx0+vbJcnaKjYNpdw//PCDN8gd7qB1rnT7KYnQy7S8j4oGwvReHDlypLcjZ7itCgQef/zxSFu4I0CypDfKVVddVeEesCZjqYqlsoXjdL86rQvHlSp9Om7VqlXk96QxL92WUTioM7SXWddYhKr1kqB78uE123RbpW/fvt4yPGmiDcyOPPLIyHlTsUESq+/qvahKMPu96C8wqnLjvfbaK3JM78VbbrmF92LMCJAcaVn1jh07Rv447Zr6Ulq6uhTpk/Hdd9/tfcqv6veoSiBV5yVFt9bCr9msWTPvtmma6bZWOIA1EU/zLJJQ2RYH9kPvxXPPPdcbW0L8CBBH+pSjJSHsP1hV/5Ti5jmlSJ/yL7vssgpXHBoQVjVeUhtZafxEA+Xh11SBRtquOjLR2FK4DFef/pOahCjaZC3Te1F3B5AcAiQPus+qjkafcnTrQeMfSJ8PPvggmDuiwXZV/iRFE+I0gOt3cvq70eTDUqPB6/B8Gd1u0vyOpOi9GF4wVSXXSB4BAqzm7y+vT7JJ0b37cFWfxl6SKAUuFhpvCO+FopBOMkQGDx4cvNajjz5qH0YCCBDAJB8guh2mPc/9Dk4zq8vh9orGmzTXInwlktTtLAKk8AgQwCQbIJqMqOVI/M5Ng/fao6achENEYyJJbMdMgBQeAQKYZAPk/PPPDzq2hg0bpnZf93zoSiR8O0tzOeKuUiRACo8AAUxyAaJJqH6npuquGTPKd1MijYmEJ0zq33FONiRACo8AAUwyAaLJh/4SKprvkeQAclqoOitc4qsZ63EhQAqPAAFM/AGijYjC+2pobTSsoXki/twbLXsS19pZBEjhESCAiT9ALrzwwqAz03I3LBUepRnr/vnZfffdY1mckgApPAIEMPEGyOzZs4Nd7rTdbRK795WC8NpZWjMuXwRI4REggIkvQDQjWnui+x2Z9hJB5bQAo38rSwUG+W5KRYAUHgECmPgCRDvb+Z2Y9q+Is8qoFGn1Y/98aWfDfBAghUeAACaeANFsc+14qK+jZTvKcb5HrrS8i7/Xjm775bPHOgFSeAQIYOIJEO1x73dg2rwK2dEOj/556969u304awRI4REggMk/QDRJLnz1wXap2VuxYkWwi2edOnVy2us8jAApPAIEMPkHyJgxY7j6yIO2RfDPn3YbdEGAFB4BApj8A6RNmzZB58XYR+40Q93folZ7nLsUHxAghUeAACa/AFmwYIFZd911vedrv3W4OfXUU4MAcFnynQApPAIEMPkFSL9+/YKOa8iQIfZhZGny5MnBeezWrZt9uFoESOERIIDJL0D8Na80ALx8+XL7MLKk5Uz8wfQGDRp4kzJzQYAUHgECGPcAWbhwYdBptWvXzj6MHHXt2jU4n7NmzbIPV4kAKTwCBDDuATJq1Kig0xo0aJB9GDkaO3ZscD4HDhxoH64SAVJ4BAhg3APktNNOCzqtuXPn2oeRI80B8c/ncccdZx+uEgFSeAQIYNwDpFGjRt7zGjdubB+CI39MqV69ejmV8xIghUeAAMYtQJYsWRJ0WO3bt7cPw1Hnzp2D8/rxxx/bhzMiQAqPAAGMW4BMnz496LC0qizi0b9//+C8Tp061T6cEQFSeAQIYNwCZMSIEUGHpaVMEI8JEyYE51WhkC0CpPAIEMC4BUifPn2CDkv7fCMec+bMCc5rr1697MMZESCFR4AAxi1AwhVYS5cutQ/DkSZj+ue1Y8eO9uGMCJDCI0AA4xYgxx9/fNBhaTl3xOOXX34xtWrV8s7rscceax/OiAApPAIEMG4BcvDBB3vP0SqyiFfdunW9c3vQQQfZhzIiQAqPAAGMW4CorZ6z1VZb2YeQJ39NrBYtWtiHMiJACo8AAYxbgPgT3po2bWofQp50TnVudY6zRYAUHgECGLcA4QokOVyBpAMBAhi3AGEMJDmMgaQDAQIYtwChCisZVGGlBwECGLcAYR5IMpgHkh4ECGDcAoSZ6MlgJnp6ECCAcQsQ1sJKBmthpQcBAhi3AGE13mSwGm96ECCAcQsQ9gNJBvuBpAcBAhi3ABF2JIwfOxKmBwECGPcAYU/0eLEneroQIIBxD5BRo0YFndagQYPsw8jR2LFjg/M5cOBA+3CVCJDCI0AA4x4gCxcuDDqtdu3a2YeRo65duwbnc9asWfbhKhEghUeAAMY9QMS/Z1+nTh1vEhzcrFy5MlgDq0GDBmbVqlV2kyoRIIVHgAAmvwDp169f0HENGTLEPowsTZ48OTiP3bp1sw9XiwApPAIEMPkFyIIFC8y6667rPb9Vq1b2YWTp1FNPDQLg+eeftw9XiwApPAIEMPkFiLRp0ybovN588037MKrxzTffeKsa6/z9+te/zql810eAFB4BApj8A0RLmfidV6dOnezDqMaAAQOC83fllVfah7NCgBQeAQKY/ANEy7k3adLE+xrrrbeemTdvnt0EGaxYsSIYPFchguaCuCBACo8AAUz+ASLDhg3jKsTBbbfdFpy37t2724ezRoAUHgECmHgC5Oeff45chTAWUr0ffvjBbLfddt45W3/99c2HH35oN8kaAVJ4BAhg4gkQGT58eNCJ7b///k6DweVEqxj756tLly724ZwQIIVHgAAmvgDR5LeWLVsGHdnQoUPtJvifd99912y44Ybeedp0003Np59+ajfJCQFSeAQIYOILEJk9e7Z3O0Zfr379+ubzzz+3m2C1I488Mujw//73v9uHc0aAFB4BAph4A0QuvPDCoDM79NBDzS+//GI3KWu33nprcH523313bxmTfBEghUeAACb+APn++++DNbL0uPjii+0mZUv7x/u3rnSl9uKLL9pNnBAghUeAACb+AJG33nrLbLzxxt7XrVWrlpk0aZLdpOxoxvlvfvOboKP/29/+ZjdxRoAUHgECmGQCRMaNGxd0ahoonjFjht2kbGiy5THHHBOcD/07zio1AqTwCBDAJBcgcv755wcdW8OGDctyfoiC4vTTTw/Ow69+9Svz5Zdf2s3yQoAUHgECmGQDRAPo7du3Dzq3bbbZxsyfP99uVtJ69+4d/PybbbaZef311+0meSNACo8AAUyyASKapX7UUUcFHdy2225r5syZYzcrObryCIeHVtx1Wao9GwRI4REggEk+QETLdhxwwAFBJ1evXj0zZcoUu1nJ0JhH+LaVlndJspCAACk8AgRYzS8rVdXUK6+8Yh+OzXfffWfatm0bdHS1a9c2d955p90s9VRtdfTRR0euPJIMj6+//tocfvjhweuV4jktRgQIYNYGiB7aXfDMM880X3zxhd0sFpo017Vr1+D19OjcubP59ttv7aappHke4VJdjXkkddtKS8eMGDEiuIL0HyNHjrSbIgEECLDaQw895FUGhTshld1qnoLGL5Jw7bXXevND/Ndr1qyZmTlzpt0sVTTDPBzGjRs3Nm+88YbdLBbPPfecadGiReR3Vrdu3bwXZUT2CBDgfzTgO3r0aG+AO9wp6dN0UrdfnnzySdOoUaPgtXRLq2/fvqm7GtHCiOG1rfTQLay4S3Xlo48+Mn/4wx8ir6XxFe0lsnTpUrs5EkSAABaNU2iZ8fAnaT10j12zy+O2aNGiyAQ7PVTqe88999hNi44KA3SuNthgg+B71/IkunKLc5KgaHkYbXerXQvD5+qwww5L7CoHVSNAgAy0uVGHDh0inZU6xz/96U9m2bJldvO8qLO9/fbbzeabbx55vb333ttMnDgx9s44Xz/++KN3u8rfDMp/7LbbbrGtbRWmPeftW4w77LCDd25QcwgQoBrPPvus2WOPPSKdV4MGDbytWONYRTZsyZIl3gC7BvLDr7fzzjubUaNGmZ9++sl+SkGpuurGG28M9jD3Hxov0pLscZ8PVcS1bt068lqbbLKJuf7662v8XIAAAbKi2eTa83yLLbaIdGa77rprInM51HGGy1L9hyqazjnnHDNt2jT7KYlRKEyePNmcdtppXjlu+PvRFZkGrfPdDMqmPVRUCRcuMtC/zzjjDPPZZ5/ZzVFDCBAgB8uXLzcXXHCBN9gd7kh///vfm/fff99unjcFiZZBsa9I9ND+6z169DD333+/Wbx4sf3UvKiTHjt2rHc1ZF9t6KHxIb12PnuYV0YVbzfccIN3RRN+vf3228+8/PLLdnPUMAIEcPDOO+9UGPjWQLL2/dBtnrjp9Xr16lVpZ+4/mjdv7n1CVwf84IMPeutNaYJdVXRcS6o88MAD3m0hzRwP72NiP5o2beoNZCexy6JKqcPzR/RQGXAaignKFQEC5OGf//yn2WmnnSKdnjp5jVdoklvcdCvtiSee8CYe2p/Sq3ro9o86f/8RvjVU3UPjPd26dUtsMqBWJ27Tpk3kNVVpdcUVV3iVVyheBAiQJ635NHDgQG//83AnqAqqf//733bz2ChMdFtnwIAB3tWQBpftzt/loWA67rjjvJ9p1qxZ9svGRnM2VNHm7x/vP04++WSzYMECuzmKEAECxEST5jTArUlt4Q5Rg88ff/yx3TwReh1NTlRJcM+ePb2BaO3JrodmbevqQwtG+v9Nx3VrTO2feuqp2AfDK6NBeZUA68omfJ723HNPr+IN6UGAADF77bXXzMEHHxzpHLXExtVXX21WrFhhNy8rCqlddtklcm5U2TZ8+HDvigrpQoAACVF11Pbbbx/pLFU5de+999pNS54q1Nq1axc5F6pkU0WbKtuQTgQIkCDN2NaiiVomPtx5HnjggYmOLxQLVaRddNFFkaVO9NCYzbx58+zmSBkCBCiATz75JLK5kh6a26F5FnHP4SgGqkBTJZpddqwSYU1KRGkgQIACeuGFF8w+++wT6VS1M+FNN92U2LLxhTZ9+nSvAi38M2oGvZY6UcUaSgcBAhSYFka86667Isu467HjjjumeivWhQsXehVn4Z9JFWmaQ5LEsu6oeQQIUEO058ell15aYdl47avx9ttv282LlirLVGGmSrPwz3HIIYd4FWkoXQQIUMPmz59vTjzxxEjnqwqlv/zlL+arr76ymxeV8ePHe5Vl4e9dc00mTJhgN0UJIkCAIjF16lRvP41wZ9ywYUMzZMiQopsjoX3PVUkW/l5VaaaKM1WeoTwQIEARUVAMHjzYC45w56xgefrpp+3mBafdE88+++zI6sBaV6tTp04FmcWO4kKAAEVIt650C8teJ+qkk04yH3zwgd08caoQ00ZSqhgLfz+tWrVKZAdCpAMBAhSxuXPneoPq4U5bg+6XXXaZNwhfCKoMa9asWeR70J7td999d9FttYvCIkCAFHjkkUcK3okXQ3ihuBEgQEoU6jZSsd0+Q/EiQICUSWogu9gH8FF8CBAgpeIspVVAVFZCrEApthJiFA8CBEi5fCbzVTaJUbeu0jCJETWPAAFKgJYT6devX9bLiZTKMiqoWQQIUEKqWtBwyZIlwUKOquAKt0n7Qo6oGQQIUIK0pPpee+0VCYlNN920wq2uUltKHoVFgAAlKtOmTnqU8mZWKBwCBChx2la2V69ekdtV5bCdLpJHgABlYsaMGd74BxAXAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADj5f8KVxW1Zhu45AAAAAElFTkSuQmCC)
PN: 4656-5-70
CAS: 1424386-23-1
Molecule Weight: 219.67
Formula: C12H10ClNO
TSCA: Not listed on TSCA inventory