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)
| Product Number | 2621-5-13 |
| CAS | 3808-93-3 |
| MDL Number | MFCD03424594 |
| Molecular Formula | C13H9ClO2 |
| Molecular Weight | 232.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-5-13
CAS: 3808-93-3
Molecule Weight: 232.66
Formula: C13H9ClO2
PN: 2623-5-0H
CAS: 89900-96-9
Molecule Weight: 246.69
Formula: C14H11ClO2
![4'-Chloro-[1,1'-biphenyl]-4-carboxylic acid](data:image/png;base64,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)
PN: 2621-5-X7
CAS: 5748-41-4
Molecule Weight: 232.66
Formula: C13H9ClO2
![2'-Chloro-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABcEAAAXBAGuiIYDAAACJ3pUWHRtb2xTb3VyY2UAAHichZTrb9owEMD/lZM/L34lJICACrWaNKnVpLWT9m0yiaGRkrhyUh7//c55UAJZgICdu/udfQ978XDMM9hrW6amWBJBOQFdxCZJi92S/H777k3Jw2oRoxEaFuWSvFfVx5yxw+FA43edq6MpaGxy0ujnxzLt2Rx8auyOSc4F+/Py/FozXlqUlSpijVSZzsta+GxiVdW7+M8SLFd2nxasMWe53Tfe/kruHk6PZUK+YnlE3RpR2KaZhq2xuapgLznFh3+DnS60VZVOYHNCsU8DjH21eHky8WeuiwqnzkMaq+y1sp8xCnKT6fgTneHkx9OS5AIBVZl8ba06gZs5sRKgJCgfVABqAioEFYGagpqBEhx/qBdoINBCoImYYM4z7RZ9O31o3HkGj4Pfn+4fcyZdpXzfj6AdJA3DKOiGVohh4qcbvFbqtUYexstxO+dxgvoA9SHqp8GXXcMROOGqHqdR5JxJ6gs3+pRPee0klLxxMrt87/TX9t1766/b4+ArJpmds7xabEyRXEwhTZZkI0id/l96W8q2AgSMTbTFVDkHzvQSkH3A1esMrIcAvw+46o4DQR9wvTAOTPqA65xxIOwDrs/Ggegm6DvAtA+4Nh5P66wPuKYfX0HwPlGfkTvIdbHrM3WHuap3cwbHYxFXJW/O7JmRg0wwsM6dRhFXhe/uhFEmvEn0MMIujgvrLjCc3lxu7OLmY3jfr/4B+9/F0kxICA4AADQJSURBVHhe7d0HtNTU2sZxr4gNFcVeUSwgKqCiYkUUewULihUril0Ey3exYRd7u6IgomLvXexiF3vFjgUQO6Jg2d95ggmZfQ6czDuZcyaT/2+trHU9syeTbO7kmezsMosDAMBgFv8PAAAkQYAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgRIkT7//HPXvn17N8sss7iNN97YTZgwwS+CBvTSSy+5RRZZxP3nP/9xffr0cb///rtfBECZECAJTZo0yf33v/91c845ZxAe4da8eXN3/vnnu6lTp/pvQRl98803bp999gmCI/7vseyyy7pbbrnFLw6gDAiQBG644Qa31FJLRRepOeaYw3Xs2NHNNtts0d9WWmkld//99/tvRcqmTJnizjzzTDfvvPNGdb/AAgu4du3aFQTJRhtt5F5//XX/7QBSRIDMxMsvv+zWW2+9ggvTTjvt5D799NPg9XfeecdtuummBa9vscUW7v333/f2hDTceeedrlWrVlFdN23a1B199NHuxx9/DF5/9NFH3corrxy93qRJE3fggQfSzAiUCQFSh2+//dbtu+++btZZZ40uRvqF++STT/pFA3fddZdbfvnlCy5sRx55pPvhhx/8ojB466233CabbFIQ1FtttZX74IMP/KLuzz//dJdccolr0aJFVFbNjIMGDaKZEUgZARKj5pGzzjqroHlkoYUWcldddZX766+//OIFZvTeK6+8st73om4TJ050hxxySEFTYevWrd2DDz7oF61F7z300ENrNTM+8MADflEARgTIv+q6izjqqKOi5pGkZnT38sQTT/hFMQO6i7j44ouDZxthHc4///ymu4i333671t3LlltuSTMjkILcB4guMP5zjDQuMK+88kqt5yfdu3ePnp+gbo888kidzzG+++47v2hR9PwkjR8IAKbLbYDMqIkj7Z5UdfXgOvHEE92vv/7qF821jz76yG277bYFgdu5c+dUe1LV1YMraRMlgNpyFyAzeshazrEcv/32mxswYICba665os9cYokl3LBhw9w///zjF8+Vn3/+2fXt29fNPvvsUd1oLMett97qF02NxpComTE+hmRmnSQA1C1XAaJunm3bto0uGmoeOeCAAxqsm6dGsffo0aPgV/Y666zjXnjhBb9o1fv777/dNddcE4wiD+uiWbNm7vTTT2+w0eTqpr3uuusW/HvEu2kDmLlcBMjUMWPcLdtt59rHLhSNOdDs6aefdquvvnp0LPolvNdee7mvv/7aL1qVnnnmGbfGGmsUnP+ee+7pvvrqK79ogxg+fHhBM6NmGzjppJNoZgTqUd0B8vPPzvXr59zss7sHai4M+9ZsbVu2LGmqi48//thde+217pdffvFfKop+gQ8ePNgtvPDC0YVrnnnmcQMHDnR//PGHX7wqfPHFF2633XYr+MW/9tpru+eff94v2uDqmqpmySWXdNdff71fFMC/qjNAai7ONVd55xZdtOYMZwm2b5s1cy+ddpqbYmweUWD0798/aqs//vjj/SImP/30kzv22GMLngEst9xy7rbbbvOLZpaeAZ188skFz4AWX3xxd91111XcMyA1M+66664FIdepUyf34osv+kWB3Ku+AHn2WefWXDMKjmDbYw/nxo71SyaiC9yQIUPcYostFl1Q5p57bvfQQw/5RUvy4Ycfum222abgwqXZft944w2/aKbceOONbumll47OSb3QTjjhhIpvHlIzY4cOHaLjVjPb3nvvnZtmRiCJ6gmQL790bvfdC4NjrbWcGzXKL5nYqJr3atLE+EW9Z8+eNR/1pV80NQ8//LBr06ZN9Hl60H/wwQeXPA6iob366qtu/fXXL6i7bt26uU8++cQvWrHUzHj11VfnqpkRKEb2A2TyZOdOOcXV3BZMD46auwU3dKhuH/zSiYytuVvZo+auJX7xU5A899xzftGyUFfjiy66qNZI7AsvvLBsXY3TMm7cONerV6+Ckfirrbaae/zxx/2imaFmxmOOOSYYfBiek5oZb7/9dr8okCvZDpCbbnJumWWmB8ccczinZxPGB9yTa8Lo1FNPDZqowguFmq7UhNUYbfUa7Ni7d+/gLiQ8Ht2dpN18lgYN0jvnnHPcfPPNFx3rggsu6K644oqqGaSnZsatt946Oj9tXbp0cW+++aZfFMiFbAbIq686t8EGhc1VO+6oLlJ+ycRuvvlm17Jly+jCoIfaemiugW6NTRcoXajiFy5dyHRBqwT33HOPW2GFFaJj0y/1I444ompnI1aA+82MCnoFPpAn2QqQceOc228/52addXpwrLqqcyNH+iUTe3P0aLfhhhsWXJy33357N2bMGL9oo1OTiZpO4hdqNa2oiaUxvPvuu65r164Fdbf55pu79957zy+aCnW11dgddcPWgENNCaMR5do0ADD83/q7Xlc5ldf70qamRDUpqmkxPHc1OarpUU2QQB5kI0CmTHHu3HOdm2++6cGx4ILOXX65c8bmkb/Hj3dPHnCA6xJrq9co9ccee8wvWlH08FYPcfUwNzxuPeTVw1499G0I33//vTvssMMK5hFbccUV3b333usXLYkGFmochp6pxCdCtGx6v/aj/aU5YFGdG9TJwW9mVGcIoNo1TIBoDYY993SuVSvnmjWb9sBb/1t/q299Bk1uWHNxqvlmTttqLlru8MOdszaP6CH0eec517y5e75mf0fXbKu2aOEuvfTSTP1yVHdSdSuNz+ekbqfqflouqp/LLrus1jxi59aEu56BpEHT4Wva9ngX2ro2PV/RnFmaikTdncNN/62/63X/PfFN+9fn6PPSoO7W+vz4Z6hbdqU0M2LmXp7wsjti1BGuw+0d3ILDFnRNBzd1Cw9b2G1y3ybuwrcudL9Mrf1cdZb/zRJseVbes1eTU+fOhc8q6tpqvniurvmoNEdUvNxmm6ndxC+V3H33ObfSStH+fq8Jo5f69HG/1PyizioNcNNAt/iFa5dddgkGxKVp5MiRbpVVVok+Q72s9t9/fze+5k4uDdq/nuvE72rCTbMk6xmDZgDQvGG6A0pC5VRe79P7tR9/3/o8fa4+Pw0aABpvZtSzNA0UbaxmRszcT1N+cjs9ulMUBjPaFrhuAXfTmJsK3kuAlDNANG6h5oukC3XNT1bnBg7U2qRqyNbQZC0o7tyZZ05rilKZ5ZfXN75wH3ooPv/80+5A7rmn8LViaG2PLbYoDKNNN512DFVCTTOaeiO8cGlKDk3NUWr7v6Zu2WGHHQouunpm9Nprr/lFTdTspQkl4/tXOOnZytChQ1NtbhLtT/vV/uNdjbXpONJohptRM6OmrmmoZkbUT+HR9ta2QQi0uK6FG/DKAPfS+JfcD3/84Kb+PdWNmzzOPTz2YdfnuT6u2bXNaoUFAVLOAKm5fQ8u1KutpvYW/9Xp1ITQvv20sjUXqlSpmevII51r2nR6cCio7r7bL1kVFBaaBDA+n5MmCdRkgcUKp27RyPFwX8sss4wbMWKEX9RED7f9mXA1Yv3ss89OPTRmRJ+jz4uPlNem40pjok01M2qSzHgzoybRLGczI5Lr/mj3IADWunOtICxm5rvfv3M9RvYo+BsBUq4A0bxBuljPO69zn33mv1qbmltUVu95+WX/1eLpwfqVVzq30ELTg0P7r7lYBA/kq5ymI995551rXRQ1fXl9NN5Fv9D9qVtOOeWUYJxMqdQt+siaUI83VakLsKZ2b6xBkvpcfX68K7KOT8eZRjduNaP5d1mabyvtZkYk98qEV6I7j29/sz0HI0DKFSB9+ky7aB97rP/KjPXtO+09ekBeCq09rrueMDjU5bdXr2l3OjmjBZLa19zdhRct/RJWN1ctqFSXuqZu2X333VObukUX0vhYG3V7vbIm6CtloKGOQ8cTnwFAx5vGei0KZi0gpoXEwn1rckktNKbJJtGwDh91eHDxP+nlk/yXEiNAyhUg7dpNu3hrYsOknnlm2ns6dPBfSUaLAHXvPj04tK23nhYn90vmii6KWrJVS7eGFy4t6aqlXcOeU3VN3bLmmmumOnWLVnwMpwIJg6yhFvIqlo4rvmKhjlvHnwZNIqlmxnjToJoZtfQxGk7729sHF/8Xxtt/HBAg5QqQml9wwQXcfyg+Myqr9+ihejE0q+uJJ06bxiQMjqWX1mLkfslc+/HHH91RRx1VMJ+TuruqB5JWAgz/tuiiiwa9ltJ62KvVBTXIL9y/utemve58ueg4492BdR5prZaoZsbuNT944qGd1kN81E9NV7r464G5FQFSrgDRWA1dyIsZV6H2b71H701Cc1MNG+bcEktMD4655nJuwIBpvbxQpw8++MBtueWWBRcubepu2q9fv1Ta/EPquqqVH8PP0Oy8utvJEh1vfFZhnU+aXXKfeOKJYD32+L+FptVBec02eLbg4v/n30VcozwESLkCpNx3IC+95Gp+rk0PDm09ekx7GI9EHnjggagbq+460p66RQP04hdGNQllaaBmnI5bxx+ei84rrQGIomZGTYsS7v88DXRFWXEHko7ynH34DETPNZJK+gxEQRNvrlp99eI+B5FwYN1xxx3nv1QS/UKPP7zXnU010HmE56TzS/NORHd+4b5LWXIZyfAMJB3lOfuwF9Yxx/ivzJh6bOk99fXCUht0mzbT1vwYPHja8rUwKUeA6BlB586do4uhpnivJjqf8Nx0nmk9EyFAGha9sNJRnrN//vlpYdBY40CQSNoBoq6q8QfDGohYjXRe4TnqfNNYK4YAaVia+0oXf8aBlKZ8Z7/VVtMCIclIdDVbqWzaI9ExU2kHiLq6hhdBPTOoZvFnIml08SVAGt6Oj+wYBMDad61d70j0ib9PdLuN3K3gbwRIOQNEk+y1bDktGMK5sN5+e1oPqXAurLPOmj5aXFOMsCBPg0ozQDTYLuwirF5LWX1gnpTOL+ydpfMudbAhAdLwfpzyo2tzS5sgBDQDr+bC0p2J5shS76zxk8e7R8Y+4g577jDmwpqB8p69Rjz7KwfWtWk23pRmdUVyaQWILn7hCHONm8haV10rnWc4TkTnX0oXaAKkcShEwjuRmW0KmBEfF84DR4CUO0BCmka9Z89ps/NqLRBt+t977DFtvQ80irQCRHNGaT8auZ2VQYJp0fmGI9ZVD1YESOPSLLy602h3W7vguUh8PZCL3r7I/Tr1V/8tBIhrqABBRUojQDRrbTgxYrU/95iR8HmI6sE6iy8BgiwiQHKs1ABR76NwSnZNQFipc1uVm847nIBR9WHplUWAIIsIkBwrNUA0b1N40dMstnmm8w/rwjKfFQGCLCJAcqzUAAmX0tU6GpUyJXtj0fmH64moXopFgCCLCJAcKyVAtIZ4eMHTYkxwQT2EdVLsGusECLKIAMmxUgJE08DrvVoOtrFWEqw0qodweVzVTzEIEGQRAZJj1gDRTLRhzyutKY7pVB+qF9VPMTP2EiCV5+cpP7tJf07y/4wYAiTHrAEyaNCg4H1NmjTJzaDBpFQfqhfVj+opKQKksnz929eu+dDmbqkblnKT/5zsv4x/ESA5Zg2QDh06BO/r2rWr/xJqqF5UP6qnpAiQyvLk109GAwXH/JzuWjnVhADJMUuAfPXVV9GFbujQof7LqKF6CetI9ZUEAVJZCJBkCJAcswTI8OHDi7445k08ZFVfSRAglYUASYYAyTFLgPTq1St4T+vWrf2XEKP6UT2pvpIgQCoLAZIMAZJjlgBp1apV8J7evXv7LyFG9aN6Un0lQYBUFgIkGQIkx4oNkEmTJkUzzw4ZMsR/GTGqH9WT6kv1Vh8CpLIQIMkQIDlWbICMHj06usiNGjXKfxkxqp+wrlRv9SFAKgsBkgwBkmPFBsiIESOii9xEVo+cKdVPWFeqt/oQIJWFAEmGAMmxYgNk4MCBQXmtwof6hasVqt7qQ4BUFgIkGQIkx4oNkL59+wbl6YGVTNgTS/VWHwKkshAgyRAgOVZsgBx88MFB+Y4dO/ovoQ6qJ9WX6q0+BEhlIUCSIUByrNgA6dmzZ1C+S5cu/kuog+pJ9aV6qw8BUlkIkGQIkBwrNkC6desWlC92qvK8Cqe8V73VhwCpLARIMgRIjhUbINyBFIc7kOwiQJIhQHKs2ADhGUhxeAaSXQRIMgRIjhUbIPTCKg69sLKLAEmGAMmxYgOEcSDFYRxIdhEgyRAgOVZsgDASPTlGomcbAZIMAZJjxQYIc2Elx1xY2UaAJEOA5FixAcJsvMkxG2+2ESDJECA5VmyACOuBJMN6INlGgCRDgOSYJUBYkTAZViTMtic/rgmQ42YJtjETCZAZIUByzBIgrIleP9ZEz74nX6sJkE6zBNuYsQTIjBAgOWYJkPjFcejQof7LqKF6KTZkCZDK8uSTT0b/HmPGECAzQoDkmCVApEOHDsH7unbt6r+EGqoX1Y/qKSkCpLIQIMkQIDlmDZBBgwYF72vSpIkbO3as/3KuqT5UL6of1VNSBEhlIUCSIUByzBog3377rZttttmC95599tn+y7mm+lC9qH5UT0kRIJWFAEmGAMkxa4BIOFX50ksv7aZOneq/nEuqB9WH6qXYKe8JkMpCgCRDgORYKQEycuTI6At2zTXX+C/nkuohrBPVTzEIkMpCgCRDgORYKQEinTp1Ct6/wgoruL/++st/OVd0/qoH1YfqpVgESGUhQJIhQHKs1AC59957oy/ZlVde6b+cKzr/sC5UL8UiQCoLAZIMAZJjpQbIP//849Zdd91gHwsssICbMGGCXyQXdN46f9WD6kP1UiwCpLIQIMkQIDlWaoDI66+/HvXI2nffff2Xc0HnrfNXPag+LAiQykKAJEOA5FgaASJHHnlksB/NPHv//ff7L1c1nW84Q7HqwYoAqSwESDIESI6lFSC6+LVs2TLYl1bhy8vgQp1nuOqgzl/1YEWAVBYCJBkCJMfSChB54YUXXNOmTYP9rb/++u7PP//0i1QVnZ/OU+er89b5l4IAqSwESDIESI6lGSBy/vnnR1+6an8eEj730KbzLhUBUlkIkGQIkBxLO0DU+6h79+7RF69///5+kaqg8wrPUedr6XXlI0AqCwGSDAGSY2kHiPz++++uc+fO0ZfvnHPO8Ytkms4nPDedp843DQRIZSFAkiFAcqwcASI//fSTa9++ffQF7Nevn18kk3Qe4Tnp/HSeaSFAKgsBkgwBkmPLLLNM8AU54IAD/JdKpplo27VrF30J9cwgqw/WddzxZx46r2Jm2k3ihx9+iPZ/9dVX+y+jgal7dvjv8d577/kv418ESI7NNddcwRdE61foLqSUbqh10S/0jTbaKPoiqtdS1rr46njD3lbadD5p3nnI448/7tq2bRt9hv5dLr300swGbpbpeZZWlGzevHn076Eu2nfffbdfFI4AyTXdeYSLH2lbdNFF3bXXXuv+/vtvv6iZnhHstNNO0Wdo3ERWBhvqOMNxHtp0Hmk985BPPvnEdevWLdq/vylUHnvsMf9tKJNRo0a5tdZaq9a/Q7hppcl33nnHf1uuESA5p1/Ye+65Z8EXZY011nDPPvusX7Qk6uoajhPRyG01CVXq3Fk6Lh1fOMJcx51GV93Qr7/+6k444QQ3xxxzRHWudURuvPFGN3r06IK7Nm3bb7897fBlpO/AHnvsUVDna665ZvAduO+++9yKK64Y/V3T1Rx22GHu+++/93eTSwQIAs8//3ytX1+77bab++KLL/yiZhpsF45Y16YJCDWLbaVMBa/j0PGEEyNq0/GWOkgwpOaR6667zi2++OLR/tVcdfLJJ7vffvutoKwepMfravbZZw8e4qfdzJhnups87bTTXLNmzaJ6rusuXAuFnXfeeQXNWi1atHCXXXZZ7psZCRBEirnAWekCqDmjwgkYtWkdDS3G1FgrG+pz9fnheh7adHw6zrQu2ArotddeO9q/tvoCWhe4U089td4LHIpXV0DX9xxw/Pjxbv/993ezzjpr9L5VVlkl182MBAhq+eWXX+psYrnpppv8omaatTacCj7+GVpT/KuvvvKLl4U+R58XLkMbbjou66y6Pn2GmgjD5jBtaiJ85pln/KIzNKMmlueee84vinro39VvItxuu+2KaiJ87bXX3IYbbliwjx122MF9/PHHftGqR4Bghup6yLvBBhu4V1991S9qpsWX1llnnYLP0C88PbBUb5i0w0T70361//gvSW06DstiUHXR3cPpp59ecPewyCKLBHc61ruHuh7y7r777u7LL7/0i8Kj51oHHnhgQacRdVJ49NFH/aKJjRgxIuoKr013MZqlQD/A8oIAQb3UzXTVVVctuMDvt99+bty4cX5RM60hvvXWWxc0bYWbBjz27t07aLrR84ikDzBVTuX1Pr0/HDgZ3/R5+txi1zCfmVtvvdUtu+yyBReWvn37zrR5JKmwm+liiy0W7X/uued2p5xyips8ebJfPPfUPKkOEP7zi0suuSSV5xeqc9W9/g3C/evfZsiQIalMcVPpCBAkogfMl19+eUG31vnmmy+Y2mPKlCl+cTMN0Bs0aJDr0KFDrYt9fNNx6CKt5qaNN9442vTf+nv8OOvatH99TpoDAt94442CaVy0bbvttu6jjz7yi5ZMv3KPP/74gmZG/RrWr2JM88ADDxT8aNCPhUMPPdRNnDjRL1oy3QX27Nmz4N++Y8eOVd/MSICgKBoxffjhh9d6CH7PPff4RUum5qbrr7/e9erVyy2//PK1QqCYTe/XfrS/tJvFvvvuu1rNIyuvvLJ75JFH/KKpU7v7jjvuWHCuamZUO31evf/++27LLbcsqJNNNtnEvf32237R1CkwFBzxz1awVGszIwECE03vsNlmmxV8UfTf7777rl80NZMmTQoegqoHjZ4vnHjiicF4DW0a5Bf+b/1dr6ucyut95aDmkQsuuMDNP//8UR2oC/DFF1+cSvNIMdQEpx5B4XGomVE9htRzKC9+/PFHd9RRR0XjjbTph8Ndd93lFy0rNV2pCctvZlSPumprZiRAUBI9dPYHWukOJelziqx68MEHXevWrQvO+5BDDilL80hSCi2NTfCbGc8999xUmxkrjZpXr7rqKrfQQgtF5z3vvPO6M888s1HPW82MeqiuZ2Dhcanr8M033+wXzSwCBCXTl1QXKV2swi+KLmJ6ZlIpgwTT8sEHH7itttoqOk9tah556623/KKNRuGt0dLxZkaFfFo9zCqJZs2NT9oZznLwzTff+EUbjboIq5tv/P8z6gasWQeyjgBBatRcot5Z8e6x6r2VZg+nxqLmkaOPPrqgeaRVq1buzjvv9ItWDDUnqrty/MKlZsZqmF32008/LZhjTZs6ULz88st+0YqhAYd+M6Pmo8tyMyMBgtTpAa4e5Ma/3HrQm8WBVrqD+t///lereeSMM85wf/zxh1+8IqmDQ3yUvULwiCOOCDpEZI3mETvppJMKep8ttdRS7oYbbvCLViQ1M2qmZXUlDo9fXYw1VUpjzcRQCgIEZaOR6/GBVvrSq+tpVgZaPfXUUwULY6l5ZJ999qmo5pGk1MyoLtd+M+MVV1yRiWZGPZhWD7olllgiOv4555zT/fe//y1bJ4lyUjNjnz59ajUzavLGLCFAUFYzGmilwXCVOtDqs88+czvvvHN0vNrUPPLSSy/5RTNHgz/rambUYNFK9eKLL7pOnToV/Hvsuuuu7vPPP/eLZo6mh990000Lzm3zzTcPuiJnAQGCBqF+8Jp2I/5F0bQcmp6jUuiX7P/93/8Fv2zDY1xyySXd8OHD/aKZp+lo4gtladO0NZq+plJ8/fXXbu+99y6YR0wDQJ9++mm/aOZpwar4WCc1M2oyz0pvZiRA0KC0xoImAoxfuDRRYGOvVKjmEYVFeEwKEYVJFptHiqE1SOKTSaqZURNp6llDY9GzpYEDB7p55pknOq6FF144WOrXOo9YFqiZUZN7xpsZ9eytkpY88BEgaHC6CGh+Kk1NHn5RNOmg1mZIc8W/JNQs5TeP7LLLLkEzVl5oqn5N2R8ucaxNU/prav+Gbma8/fbb3XLLLRcdh36JH3PMMakvIxyqtMGpoul1NGtCvJlxtdVWc0888YRftNERIGg0mlxQiyT5A630JS03PQjXA/F484gemOvBeV5pbRKtURIPU61horVMyu3NN98M5jKLf7Ymufzwww/9oiXJyvQ48sorr7j11luv4DO7d+8edGGuFAQIGp0GWmnZ1vgXRWs2lGOglZpH1AXXbx5RV91KbSZoaGpm1JolYf0oZLWmSTkukppHTDMlx+cRa9OmjXvooYf8omZZnqBT6mpm1B1RYzYzhggQVAytzaA1GsIvii4qGmiV1trpd9xxRzD4L9y/mkc0OFCDBFFIzYxau0RrmIT1lWYzo8ZDXHTRRQXLB2tOsQsvvDC18RDVtESAmhkHDBhQ0MyoLs3Dhg1r8GbGOAIEFUUXFq3V4A+00poO1guLphnp0qVLwZdc05FoWhLMnJoZtdRrvJlRv8a15onVww8/HNxlhPvTD4WDDz44uBtJQ7UuUibqutyjR4+Cz1Azo0KtMRAgqEj6pae1G+K/HvVr7/777/eLzpAmNtSvxPg+NAGiJkJEcbSmiZZ+jV+4tPZJMUv/6nnGNttsU7APNRHp+Uca8rJMsmhJ5NVXXz3av5oZ99prrwY7zxABgoqmNRz8gVZbbLHFTAda6S5GU6r7zSOaet16F4NptMaJ1joJ61V3D1oLZWZ3D+pBdeyxxxbcxainlXpcpUF3SRoz4a9Roya4xvr31ufq8+NTyOj4dJxprEwpamYcPHhwQTOjnu2pt1hDTbNDgCATtKaDP9BKaz/4zy/qusAddNBBM73AoTgzCmg9QI5fsMMLnDopxC9wGuOR1gVOTTfquRfuX8dUSeMmdBw6nnhd6XjTbHJSQGvJZL+Z8bbbbvOLpo4AQWZooNVZZ50VTGYYflE00EprQeiORMvHhn/XpiYWLTOL8lATodZA8ZsItZSsRovX1cSi0eVp0XOxcHbkcBr3tDpcpE3HpeMLu43ruHX8aVIzY11NhOX8DhAgyBx1k9SXMf7AMj6eo9SHvCiOOiloTZT4hSu+6UFymr+41QssPpW7utcW82ysMek4492BdR5p9GqL8zsp6LuhaWvKgQBBZmnth/hAK/WPV/tv2l9IJKO1UTS1evjvoWattLuZqrlGY4TCz9CFsbGnwSmWjjc+D5nOJ+2R9mE3aXW9Dj+nHMvpEiDIPA2q0gpvuoVH41Knh/CCleZgQNGdZ3z1Qd2FNvTa82nRcev4w3PReaU9AFE0QDb8DI0lSRsBAiA1GlsTXrDSnDVXv9Dja7NoCpxqoPMIz0nnl/adiEaxEyAAMqEcAaImSXWICPerhbGqic4nPDedZ5pNsAQIgMxIO0D0/EQTCIb77N+/v1+kKui8wnPU+ab13IgAAZAZaQeIurqG+9Mzg2oWfyaSVhdfAgRAZqQZIOr6G47zUK+lrD4wT0rnF/bO0nmn0fWZAAGQGWkFiKb7CEeYa9xE1rrqWuk8w3EiOv9Spz0hQABkRloBojmjtA8NgsvKIMG06HzDgbGqh1IQIAAyI40A0ay14fQo1f7cY0bC5yGqh1Jm8SVAAGRGqQGi3kfhlOyagLBS57YqN513OAGj6sPaK4sAAZAZpQaIFl8K369ZbPNM5x/WhXVRKgIEQGaUGiCdOnUK3qt1NCplSvbGovMP1xNRvVgQIAAyo5QA0Rri4Xu1GBNcUA9hnVjWWCdAAGRGKQGy9dZbB+/TcrCNtZJgpVE9hMvjqn6KRYAAyAxrgGgm2rDnldYUx3SqD9WL6qfYGXsJEACZYQ0QLYer92gJ4rwMGkxK9aF6Uf2onopBgADIDGuAdOjQIXhP165d/ZdQQ/Wi+lE9FYMAAZAZlgD56quvovcMHTrUfxk1VC9hHam+kiJAAGSGJUCGDx9uujjmSTxkVV9JESAAMsMSIL169QrKt27d2n8JMaof1ZPqKykCBEBmWAKkVatWQfnevXv7LyFG9aN6Un0lRYAAyIxiA2TSpEnRzLNDhgzxX0aM6kf1pPpSvSVBgADIjGIDZPTo0VH5UaNG+S8jRvUT1pXqLQkCBEBmFBsgI0aMiMpPnDjRfxkxqp+wrlRvSRAgADKj2AAZOHBgUFar8KF+4WqFqrckCBAAmVFsgPTt2zcoSw+sZMKeWKq3JAgQAJlRbIAcfPDBQdmOHTv6L6EOqifVl+otCQIEQGYUGyA9e/YMynbp0sV/CXVQPam+VG9JECAAMqPYAOnWrVtQ1jJVeR6FU96r3pIgQABkRrEBwh1IcbgDAVC1ig0QnoEUh2cgAKpWsQFCL6zi0AsLQNUqNkAYB1IcxoEAqFrFBggj0ZNjJDqAqlZsgDAXVnLMhQWgqhUbIMzGmxyz8QKoasUGiLAeSDKsBwKgqlkChBUJk2FFQgBVzRIgrIleP9ZEB1D1LAESvzgOHTrUfxk1VC+WkCVAAGSGJUCkQ4cOwXu6du3qv4QaqhfVj+qpGAQIgMywBsigQYOC9zRp0sSNHTvWfznXVB+qF9WP6qkYBAiAzLAGyLfffutmm2224H1nn322/3KuqT5UL6of1VMxCBAAmWENEAmnKl966aXd1KlT/ZdzSfWg+lC9WKa8J0AAZEYpATJy5Mjovddcc43/ci6pHsI6Uf0UiwABkBmlBIh06tQpeO8KK6zg/vrrL//lXNH5qx5UH6oXCwIEQGaUGiD33ntv9P4rr7zSfzlXdP5hXaheLAgQAJlRaoD8888/bt111w3ev8ACC7gJEyb4RXJB563zVz2oPlQvFgQIgMwoNUDk9ddfj3pk7bvvvv7LuaDz1vmrHlQfVgQIgMxII0DkyCOPDPahmWfvv/9+/+WqpvMNZyhWPZSCAAGQGWkFyM8//+xatmwZ7Eer8OVlcKHOM1x1UOeveigFAQIgM9IKEHnhhRdc06ZNg32tv/767s8///SLVBWdn85T56vz1vmXigABkBlpBoicf/750f6q/XlI+NxDm847DQQIgMxIO0DU+6h79+7RPvv37+8XqQo6r/Acdb7WXlc+AgRAZqQdIPL777+7zp07R/s955xz/CKZpvMJz03nqfNNCwECIDPKESDy008/ufbt20f77tevn18kk3Qe4Tnp/HSeaSJAAGTG6NGjowvW3nvv7SZNmuQXMdNMtO3atYv2r2cGWX2wruOOP/PQeRU70259Jk6cGK0jQoAAqHhaLS8cw6BtySWXdNdff71fzEy/0DfaaKNo/+q1lLUuvjresLeVNp1PmnceCqeLL744GsmuTb260nquEkeAAEiV7kK222676OKlTZMBvvjii35REz0j2GmnnaJ9a9xEVgYb6jjDcR7adB5pPvN45JFH3MorrxztXwtR7bbbbu6zzz7zi6aCAAFQFk899VS0VK023ZmoWevrr7/2i5qoq2s4TkT7VpNQpc6dpePS8YV3ZzrutLrqykcffVQrtPVAvpRpUJIgQACUzd9//+2uvvpqt/DCC0cXtnnmmcedccYZ7o8//vCLF02D7cIR69rUbKNZbCtlKngdh44n3pyk401jkKBopPpxxx3nZp999mj/yy67rLv11lv9omVBgAAoO7XxH3PMMdEdg7ZWrVq5O+64wy9aNF1ENWdUOAGjNq2jocWYGmtlQ32uPj9cz0Objk/HWer0JKJg1v4XWWSRaP/NmjVzp512WqpNYvUhQAA0mA8//DBaujbcunTp4t566y2/aNHUXBNOBR9uWg5Wa4rr4X5D0Ofo88JlaMNNx5VWc9Kzzz7r1lhjjWjfahbbc889G+wc4wgQAA3uwQcfdK1bt44ugnrY27t376Draam0+NI666xTcAGfddZZgy6tQ4cOTf1Cq/1pv9q/Pif+uToO62JQvi+++CJ4IB7f/9prr+2ef/55v2iDIUAANAo181xwwQVu/vnnjy6IelZw0UUXpTK+Q2uI624n3rQVbiuttFIQWNdee23wPOL777/3314nlVN5vU/v1378fevz9LmWNczrovEbJ598sptrrrmiz1h88cXdddddV5auucUgQAA0qu+++84ddNBBwV1IeIFs06aNe/jhh/2iJhqgN2jQoIIeYXVt6l6rB9Bqbtp4442jTf+tv8e739a1af/6nDQHBN50000FzWFzzDGHO+GEE9wvv/ziF20UBAiAivDGG28EF+z4RXmbbbYJuqimRc1NGtjYq1cvt/zyy9cKgWI2vV/70f7SbhZ79dVXCwYbauvWrZv75JNP/KKNigABUFFuu+224Bd/eOFUF9Vjjz021dHaIU21oofbt9xyizv99NPdiSeeGIzX0KZBfuH/1t/1usqpfJpTtMSNGzfO7bfffgXPUlZddVX3+OOP+0UrAgECoOJojIgu2BozEl5I1WV18ODBQRfWajNlypRgVt755psvOl81mV1++eUVM6alLgQIgIqlpqG99tqrYH6t1Vdf3T3zzDN+0cy65557ao0XOfzww90PP/zgF604BAiAiqeeT37X3B49erjPP//cL5oZ7777bsFsudo222wz99577/lFKxYBAiAT1GV12LBhboklloguuOraOmDAgLJMVV4u6gp82GGHFXQvXnHFFVMbL9KQCBAAmfLrr78GD7XVpTW8AKur6w033OAXrSga26JnGvHuwHrmce655wbPQLKIAAGQSZ9++mnBeuna1ltvPffKK6/4RRudBhWqN1V4nOpltf/++7vx48f7RTOFAAGQaU888YRbbbXVCi7OGp+R5oA+q48//tjtuOOOBSG3wQYbuNdee80vmkkECIDMC6dNX2ihhQqahzSxYWM0D2mk+PHHH1/QzLbMMsu4ESNG+EUzjQABUDXU9VVTpsenjdeI8bvvvtsvWhZ60K+JFRdbbLHo8+eee253yimnuMmTJ/vFM48AAVB13n//fbfFFlsUNB1tuumm7p133vGLpmbUqFFurbXWKvjM3Xff3X355Zd+0apBgACoWvfdd1/QRTa8oKvrbJ8+fRLPvpvE2LFj3R577FEQHGuuuaZ77rnn/KJVhwABUNU0bfx5553nmjdvHl3gW7Ro4S699NKSpo3Xyn+nnnpqsBJguN9FF100mOq9GqdbqQsBAiAX1GX2gAMOKJiosG3btu6xxx7zi9ZLkyrG12LXhI/9+vVLZbnaLCFAAOTK6NGj3YYbbljQ5LTDDju4MWPG+EVr0Xs32mijgvduv/32id5bjQgQALl0880317qL6N+/f52LNU2YMCG4e4kvemW9e6kmBAiA3FLXWj3HUFfbMBjUBXfIkCFBl1w9Pzn//PNrPT+55JJLSnp+Ui0IEAC5p55UPXv2LGiaUu8tDf4L/1s9uA499NBUe3BlHQECAP/SWI6OHTsWBIk2jSF5++23/eK5R4AAQIyarjRrrp53aLr422+/3S+CfxEgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/D+P3ymmmTv7kAAAAAElFTkSuQmCC)
PN: 2615-5-Y6
CAS: 39802-78-3
Molecule Weight: 216.66
Formula: C13H9ClO
PN: 2601-5-10
CAS: 109524-03-0
Molecule Weight: 218.68
Formula: C13H11ClO
![3'-Chloro-[1,1'-biphenyl]-4-carboxylic acid](data:image/png;base64,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)
PN: 2621-5-Y6
CAS: 5728-43-8
Molecule Weight: 232.66
Formula: C13H9ClO2
![Methyl 4'-chloro-[1,1'-biphenyl]-4-carboxylate](data:image/png;base64,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)
PN: 2623-5-33
CAS: 89901-02-0
Molecule Weight: 246.69
Formula: C14H11ClO2
![3',4'-Dichloro-[1,1'-biphenyl]-4-carboxylic acid](data:image/png;base64,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)
PN: 2621-5-17
CAS: 7111-64-0
Molecule Weight: 267.11
Formula: C13H8Cl2O2
TSCA: Not listed on TSCA inventory