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)
| Product Number | 2615-3-84 |
| CAS | 676348-32-6 |
| MDL Number | MFCD03424635 |
| Molecular Formula | C13H9FO |
| Molecular Weight | 200.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-3-84
CAS: 676348-32-6
Molecule Weight: 200.212
Formula: C13H9FO
![4'-Chloro-3'-fluoro-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2615-7-X7
CAS: 223575-82-4
Molecule Weight: 234.65
Formula: C13H8ClFO
![3'-Fluoro-[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-17
CAS: 2094-03-3
Molecule Weight: 216.211
Formula: C13H9FO2
![3'-Fluoro-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2615-3-37
CAS: 400750-63-2
Molecule Weight: 200.212
Formula: C13H9FO
![4'-Fluoro-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACKWAAAilgFlqnRdAAACIXpUWHRtb2xTb3VyY2UAAHicjZRtb9owEID/iuXPw68hAUSoUKtKk1pNWjtp3yaTGBqJ2JUT3v79znlpE1iTQdCZ8z138Z3vlnfnfI+O2hWZNTHmhGGkTWLTzOxi/Ov1cTLDd6tlAkZgaIoYv5Xl+4LS0+lEkjedq7M1JLE5rvcX5yLr2ZwksW5HBWOc/n5+eqmYSWaKUplEA1Vki6JSPtlEldVbfBGC5sodM0Nrc5q7Y+3tj2D+YeRcpPjzLPewtwYUbbO9RlvrclWio2AEHvYN7bTRTpU6RZsLqCUJ4Oyr5fODTQ65NiUsvYcsUfuX0h0SUOR2r5MDOIPF94cY5xwAVdp87Zy6IL/yasWREkhJpAKkpkiFSEVIzZCaI8UZ/GCfgwEHCw4mfAo532sf9PXyrmP8iO6//P6AlAlfKCllhBohSBhGQSsaJZwSPq34f8tJo20kRheIN2EkivymIJJ7KQmbeRmQUHg5JXLe/d/uh2QuvYxIVDmfExFUQSAa7ypagxaoHUKC6UeGV8uNNWlnibI0xhuOq9T/1NtCNNnHyLpUO8iTd+BNu4DoA75WH8D6X4DsA76yw0DQB/w9GAamfcDfmmEg7AP+jg0D0c2hR4DZzSvNhtM67wP+wg9H4KxPVP0xglwXu+qnEeaq3nX/jTBXJa/7dYQJbhIwilzVvR4Jw2nmV6VvR0jDiE+GdtqFtsMLljeDjXamHoVZv/oLDpjE9yHXl5EAAEc0SURBVHhe7d0L+FVT4v9xScitQkJNpMhtKkMqQzE0TP2U+eknuj1Ew89tkhj+bg1NbnlyGSrlnpThR0Ie9y5I5Jool1ymdJFKKLmsf59jzrdz1j6nvu2z9t5rn/N+Pc96Hvruvc/ea52zPvucvfdamxgAAELYxP4HAACqgwABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABUmTkXzYJVYAo8M4CUsQOhuoWIAq8s4AUsYOhugWIAu8sIEUIBfiEdyGQIgQIfMK7EEgRAgQ+4V0IpAgBAp/wLgRShACBT3gXAilCgMAnvAuBFCFA4BPehUCK5AZIdQsQFd5dQIrY4VCdAkSFdxeQInY4VKcAUeHdBaQIwQCf8C4EUoQAgU94FwIpQoDAJ7wLgRQhQOAT3oVAihAg8AnvQiBFCBD4hHchkCIECHzCuxBIEQIEPuFdCKQIAQKf8C4EUoQAgU94FwIpQoDAJ7wLgRQhQOAT3oUAgFAIEABAKAQIACAUAgQAEAoBAgAIhQABAIRCgAAAQiFAAAChECAAgFAIECDllnz6upk9eYT5bvkC+09ApAgQIMWWfvG2GXXGZpmhTe6/eDfz809r7EWAyBAgQIrNeuGfeeNjLVv4gb0IEBkCBEixd5+7KS9Avp4/y14EiAwBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqQYAYIkESBAihEgSBIBAqTYq5NuMld236SqLP6CAEF8CBAgxZ76102mx6GbVJUvPiFAEB8CBEixB+66yfyuySZV5aO5BAjiQ4AAKXbrP28yW22+SVWZ/R4BgvgQIECK3XTTTWaTTTapKrNmESCIDwECpBgBgiQRIECKESBIEgECpBgBgiQRIECKESBIEgECpBgBgiQRIECKESBIEgECpBgBgiQRIECKESBIEgECpBgBgiQRIECKESBIEgECpBgBgiQRIECKESBIEgECpBgBgiQRIECKESBIEgECpBgBgiQRIECKESBIEgECpBgBgiQRIECKESBIEgECpBgBgiQRIECKESBIEgECpBgBgiQRIECKESBIEgECpBgBgiQRIECKESBIEgECpBgBgiQRIECKnX322XkB8txzz9mLAJEhQIAU+uKLL0zPnj3zwkNlyy23NFdeeaVZtWqVvQrgHAECpIiCQQGx9dZbB8Ijt+y2225m/Pjx9uqAUwQIkBIKBAWDHRYqNWvWDPybSvv27c0bb7xhbwpwggABPPfmm29mgsAOB5VGjRqZMWPGmO+++85cfvnlpnbt2oFlFC6nnXaaWbx4sb1poCQECOApdfj9+vUr+O1CQaHAUHDk+vTTT0337t0Dy6vUqVPHDB061KxZsyZvHSAsAgTwjDr4G264IdPh2yGgcsIJJ2SCYn0mT55sDjjggMC6KnvttZd5/PHH7VWAjUaAAB554oknMh283emrKBAUDNX1888/m1GjRpn69esHtqVy9NFHm/fff99eDag2AgTwgDryY445JtDJqygAFAQKhDCWL19uzj//fLP55psHtl2rVi3Tv39/s2zZMns1YIMIECBB6rjVgasjtzt3dfjq+BUALsyZM8d07tw58DoqO+64oxkxYoT56aef7NWAoggQIAHqqNVhq+O2O3MVdfTq8KPw1FNPmb333jvwmiotWrQwL7zwgr0KUBABAsRMHbQ6arvzVlHHrg4+aj/++KO58cYbTb169QL7oHL88cebTz75xF4NyEOAADFRh6yO2e6sVdSRq0OP+xbbr776ypxxxhkFbxXeYostzCWXXGJWrlxprwZkECBAxNQBqyNWh2x30uq4Tz/9dLNkyRJ7tVi9/fbb5ogjjgjsn8quu+5q7rnnHvPLL7/Yq6HCESBARNTh3nvvvZkO2O6UVQ4//PBMx+2Thx56yDRp0iSwrypt2rQx06dPt1dBBSNAgAioo23btm2gE1ZRB62O2lerV682gwcPNttss01g32vUqGH69Olj5s+fb6+GCkSAAA6pY1UHq47W7nzVIatjVgedBuV0LIgGAQI4UM5n7Wn+NoVoESBAiSrluoGu5zRs2DBwjCo+Xs9B9AgQIKQN3bmkDrfc7lz69ttvM3eUaeZD+5h9uaMM8SFAgI2kDrLSn53QMy3dunULHL+KnmkZNmxY7M+0IH4ECFBNPL0dpKfqW7ZsGagLFT1VP2nSJHsVlBECBKgGxo8qLslxvZAsAgRYD0awrb44RxaGHwgQoADm0Ajvgw8+iGxuE/iFAAFybGgWP3WMzOJXPS5nV4SfCBDgPzY0j7g6RGyc7PzudevWDdSpSnXmd4e/CBBUPHVg6sjszk2lTp06ZujQodySWqLFixebfv36Fbz1uXbt2uayyy4z3333nb0aPEeAoGKpw7r88sszHZjdqamjO+200zIdH9x58803Tfv27QP1rdKoUSMzZswYexV4jABBRVJHpQ7L7sRU1MGpo/PVDz/8YObNm5cpGiZFtxBni/4/+zct56vx48eb3XffPVD3KocccoiZMWOGvQo8RICgoqhjUgdld1oqu+22W6Zj88HXX39tpk6dakaOHGkGDhxounTpYvbZZ5+CPwGtr2h5raf1tR1tT9vV9pO2atUqc+WVV5qtt946sN+bbrqpOfnkk82XX35prwaPECCoCOqI1CGpY7I7K3Vg6sjUoSVlxYoVZsKECZnbg4vNl+666HX0enpdvX5SvvjiC9OrV6/A/qlsu+225uqrr/b621QlI0BQ1tTxqANSR2R3Tio9e/bMdGBJ0MX7q666yrRu3bpgsMVZ9PraD+1PUndFvfzyy5l9sPdNpWnTpuaRRx6xV0HCCBCULXU46njszkhFHdVLL71krxI5nemPHj3adOjQIbBP6yu6DVb7rMC76KKLzKBBg8w111xj7r777kzRt4jsf+vf9Xctp+W1XrHbaIsV7Z/2M+5vJhq9+K677jK77LJLYJ9UjjzySPPuu+/aqyEhBAjKzqxZszIdjd35qOy8886ZDiruYdbV6akzLzQMul10cb93795m+PDhZsqUKWbRokX25kLRdrQ9bVfbL3YTQW7R/mq/4+60v/nmG3PxxRdnRje292mzzTYzZ555plm6dKm9GmJGgKBsqEM566yzMh2M3emoI9IZuTqmOOmifdeuXQtOC5st2223nenevXvmAvfcuXPtTURKr6fX1etrP+x9yxbtv44j7rujPv74Y3PccccF9kdl++23NzfffHNmlGQkgwBB6qkDueWWWzIdit3JqKgD+uijj+zVIqUz/Y4dOwb2JVsUchqkcdy4cYlevM+l/dD+aL8KhXC26Lh0fHF67rnnzP777x/YF5V9993XPP300/YqiAEBglR75plnMh2I3amoqMN59tln7VUitWDBAtOjR4/AvmRL8+bNM3OKuPpZKiraP+2n9tc+hmzRcep446JRj2+99Vazww47BPZFRbcqf/jhh/ZqiBABglRSR6EOw+5EVNTBqKOJc5h1vZY63GI/A2nSpQcffDB1o9Bqf7XfxSaN0vHquOOsaz3Dcs455xT8lqTRky+88MLYL/5XKgIEqaKOQR1EoWHW1aGoY4n7ITk9/V2sg23Xrp2ZOHGivUoq6Th0PPYxquj4VQ9xmj17dtGfCRs0aGDuuOOO1AV22hAgSAV1BOoQ1DHYnYWKOpL33nvPXi1SupPr2muvLXgm3LBhw8z1hHKk49Lx2ceselB9xH2H22OPPWb23HPPwP6oHHjggZkn7xENAgTemzZtWqYjsDsHlWbNmmWegYjbkiVLTKdOnQL7o050wIABsd/tFTcdn46zUHiqXlQ/cdIDo9ddd13RnxBPOukk8/nnn9uroUQECLylD7w++HZnoKKOQme7SQxxoTPaQs9Q6Oedd955x168rOl4C/2spfpJ4sx/4cKFpm/fvgWf7N9qq60yD1h+//339moIiQCBl4499tiCAweqY1AHoY4iCfoZzT7r1j7pobdKfR5Bx63jtztt1ZPqKwmvv/66OfTQQwPvn2yQaHgblI4AgXc0FIf9oVdRh6COISlDhgwJ7JOmvn3qqafsRSuS6qHQVMCqt6SMHTvWNG7cOLBPKr7fSp0GBAi885e//CXvg65xkdQRJEUXhc8999xAB6R5Q+bPn28vXtFUH4UmjFL9xX1xPUs/WemnK/vOvddee81eFBuJAIF39FR57gf91VdftReJjaayLXQdRg/RMc1tYaqXQg9Tqh6TrDNNm5u7Px988IG9CDYSAQLv6CHA3A/6W2+9ZS8SC906XCg8NIdGUmfTaaH6UT3Zdaf6TOrZjBtuuIEAcYwAgXd8CRD7ZysNKMjF142j+rIHklS9JoEAcY8AgXd8CBD7grk6QY1ai42nerNDJIkL6wSIewQIvJN0gOjWU7vD45tHaVR/diDHfYsvAeIeAQLvJBkgevjNfs5Dv+WjdPY1EdVznA8bEiDuESDwTlIBouE37CfMdTcRF8zdUD3ad2epvuMa9oQAcY8AgXeSCBB1bvbYVnqeIcnbTsuR6tN+TkT1HkdIEyDuESDwThIBonG1cl9TT1TzkGA0VK/2E+uq/6gRIO4RIPBO3AGieSxq1apV9Xoa04nhSaKl+s0dO0v1H/V8IgSIewQIvBNngGgmPXsyKA0MiOipnnPrXe0Q5cyGBIh7BAi8E2eAaDrW3NfS0OSVOqpu3FTP9lDwao+oECDuESDwTlwBsmDBgrwJiHRbaaXN55E01XfubdNqD7VLFAgQ9wgQeCeuALHHudIMe4if6j23HdQuUSBA3CNA4J04AmTKlCl5r6E5vst9Glpfqd7tOdbVPq4RIO4RIPBOHAHSsWPHvNcYN26cvQhipPrPbQ+1j2sEiHsECLwTdYDMmDEjb/tt27a1F0EC1A657aJ2cokAcY8AgXeiDpCuXbvmbX/ixIn2IkiA2iG3XdROLhEg7hEg8E6UAaK7fnJH2m3VqlUsw2hgw9QOao9s26idXN4VR4C4R4DAO1EGSK9evfK2PX78eHsRJEjtkds+ai9XCBD3CBB4J6oAWb58ualdu3bVdps3b57Y9KooTO2hdsm2kdpL7eYCAeIeAQLvRBUgo0ePzttulE89Izx7dAC1mwsEiHsECLwTVYB06NChapt6+nnRokX2IvCA2iX36XS1mwsEiHsECLwTRYDMmzcv7+J5586d7UXgEbVPtq3Ubmq/UhEg7hEg8E4UATJ48OC8bfLgoN/sBwvVfqUiQNwjQOCdKAKkdevWVdurU6eOWbVqlb0IPKL2UTtl20ztVyoCxD0CBN5xHSDLli0zNWvWrNpe9+7d7UXgIbVTts3UfmrHUhAg7hEg8I7rAJkwYULe9kaMGGEvAg+pnXLbTe1YCgLEPQIE3nEdIP3798/b3ty5c+1F4CG1U267qR1LQYC4R4DAO64DpEWLFlXbatSokf1neEztlW07tWMpCBD3CBB4x2WALF26NO/23d69e9uLwGNqr2zbqR3VnmERIO4RIPCOywCxJ44aOXKkvQg8pvbKbb9SJpoiQNwjQOAdlwEyatSovG1NnjzZXgQeU3vltp/aMywCxD0CBN5xGSADBw7M29bChQvtReAxtVdu+6k9wyJA3CNA4B2XAdKlS5eq7dStW9f+M1JA7ZZtQ7VnWASIewQIvOMyQHKHBj/44IPtPyMF1G7ZNlR7hkWAuEeAwDuuAkQz3NWqVatqO9yBlU65d2KpPcPOIEmAuEeAwDuuAmTlypV52zn//PPtRZACarfcdlS7hkGAuEeAwDuuAmTBggV52xk0aJC9CFJA7ZbbjmrXMAgQ9wgQeMdVgMyZMydvO0OHDrUXQQqo3XLbUe0aBgHiHgEC77gKkJkzZ+Zth4cI08l+mFDtGgYB4h4BAu+4CpAXX3wxbztjx461F0EKqN1y21HtGgYB4h4BAu+4CpAnn3wybzuPPvqovQhSQO2W245q1zAIEPcIEHjHVYDwDaQ88A3EXwQIvOMqQLgGUh64BuIvAgTecRUg3IVVHrgLy18ECLzjKkB4DqQ88ByIvwgQeMdVgPAkenngSXR/ESDwjqsAYSys8sBYWP4iQOAdVwEijMabfozG6y8CBN5xGSDMB5J+zAfiLwIE3nEZIMxImG7MSOg3AgTecRkgzImebsyJ7jcCBN5xGSBTpkzJ2xYPE6aL/RCh2jMsAsQ9AgTecRkgS5cuNTVq1KjaFndipUvuHVhqR7VnWASIewQIvOMyQKRFixZV22rUqJH9Z3hM7ZVtO7VjKQgQ9wgQeMd1gPTv3z9ve3PnzrUXgYfUTrntpnYsBQHiHgEC77gOkAkTJuRtb8SIEfYi8JDaKbfd1I6lIEDcI0DgHdcBsmzZMlOzZs2q7XXv3t1eBB5SO2XbTO2ndiwFAeIeAQLvuA4Qad26ddX26tSpY1atWmUvAo+ofdRO2TZT+5WKAHGPAIF3ogiQwYMH521z3Lhx9iLwiNont73UfqUiQNwjQOCdKAJk3rx5ebfzdu7c2V4EHlH7ZNtK7ab2KxUB4h4BAu9EESDSoUOHqm1uttlmZtGiRfYi8IDaRe2TbSu1mwsEiHsECLwTVYCMHj06b7s33nijvQg8oHbJbSe1mwsEiHsECLwTVYAsX77c1K5du2q7Ghr8559/thdDgtQeuUPwq73Ubi4QIO4RIPBOVAEivXr1ytv2+PHj7UWQILVHbvuovVwhQNwjQOCdKAPknXfeybuY3qpVq9Az3MEttYPaI9s2aie1lysEiHsECLwTZYBI165d87Y/ceJEexEkQO2Q2y5qJ5cIEPcIEHgn6gCZMWNG3vbbtm1rL4IEqB1y20Xt5BIB4h4BAu9EHSDSsWPHvNfgwcJk2Q8Oqn1cI0DcI0DgnTgCxJ5oqmHDhuabb76xF0MMVO+q/9z2KGXiqGIIEPcIEHgnjgCRk046Ke91BgwYYC+CGKjec9tB7RIFAsQ9AgTeiStAFixYYLbbbruq19HTzy7v+sGGqb5znzpXe6hdokCAuEeAwDtxBYjYTz23a9fO/Pjjj/ZiiIDqWfWdW/9Rjg5AgLhHgMA7cQbITz/9ZFq2bJn3ehdffLG9GCKges6td7WD2iMqBIh7BAi8E2eAyPTp002tWrWqXm/TTTc1Tz31lL0YHFL9qp6zda76VztEiQBxjwCBd+IOELn22mvzXrN+/fpm/vz59mJwQPWq+s2tb9V/1AgQ9wgQeCeJANEwGp06dcp73fbt25s1a9bYi6IEqk/Va249q97jGE6GAHGPAIF3kggQWbJkiWnUqFHea/fo0SOWzq0SqB5Vn7n1q/pWvceBAHGPAIF3kgoQmTp1at5tpSr9+/e3F0MIqsfcelU9q77jQoC4R4DAO0kGiNxxxx15I/aqXH311fZi2Aiqv9z6VP2qnuNEgLhHgMA7SQeIDBkyJNDhjRw50l4M1aB6swNZ9Rs3AsQ9AgTe8SFA5Nxzzw2ECN9ENo7qyw4P1WsSCBD3CBB4x5cA0fSq9nhZKvotnwvr66f6sa95qKg+k5pGmABxjwCBd6677rq8D/r9999vLxIb3XZaKER0NxG3+BamerHvtsqGR5J11rNnTwLEMQIE3jnllFPyPuh6Yvnkk082X375pb1oLHQ2bf+cpaLnGXjYMJ/qw37OQ0X1l9S3Nk1MdcghhwT26ZVXXrEXxUYiQOCdCRMmBD7sKttuu23mN/UffvjBXiUW9oV1FT1RzbAnv1I92E+YqyRxwVx0wqETj9whU7JFQ6esWrXKXgUbiQCBl+677z6z++67Bz74Kk2bNjWPPPKIvUosdOup/ZyIOigNDFipo/jquHX8dketeor7Vl3RCYZONHTCYb93VNq0acOw/Y4QIPCWfvK46667zC677BLoBFSOPPJI8+6779qrRU4Pv9lPrKtoaPJK65h0vPaQ7CqqnzgfEszSiYVOMOz9UWndurV56aWX7FVQAgIE3tOUpxdddJHZYostAp2CznLPPPNMs3TpUnu1SGn4DXvsrOz+aIa9cp8eV8en47S/jamoXuIaniRr1qxZmRMKe19Udt5558yJSFLXYMoZAYLU+Pjjj81xxx0X6CBUtt9+e3PzzTfH+jOSOiSNIluoE9Uc3+PGjbNXKQs6LnsOcxXVg+ojzo5aJw5nnXVWwTbQCYdOPMo9zJNEgCB1nnvuObP//vsHOgyVfffd1zzzzDP2KpHSPBb2pFTZop93Jk6caK+SSjqOQj9Xqej4o57PI5dOFG655ZbMiYO9Lyo60fjoo4/s1eAYAYJU0sx1euBwhx12CHQeKl26dDEffvihvVpktD+ajjV3jnW7g33wwQcTe4guLO2v9rtYQOp4ddxRziRo0wmCThTsfVHRicWzzz5rr4KIECBIta+//tqcc845BX/C2Hzzzc2FF15oVqxYYa8WmQULFhR8iC5bmjdvnulwFy1aZK/qFe2f9lP7ax9Dtug4dbxx0QmBTgzs/VDRiYROKOIMMhAgKBOzZ882HTt2DHQsKg0aNMjcThrn2f+UKVOK7o+KAq9z586Z6wm+PI+g/dD+aL8KBXK26Lh0fHHRCYBOBHRCYO+L9lMnEDqRQPwIEJSVxx57zOy5556BjkblwAMPjP3WUj0F3bVr18CAgrlFPwN17949M2rt3Llz7U1ESq+n19XrF/v5TUX7r+PQ8cRFga/g1wmAvT8qCrL33nvPXg0xIkBQdvQgmcbTKtYhakymzz//3F4tUnpeRWMxbbnlloH9sYueoejdu7cZPnx45kzf1c9d2o62p+1q+4WeZbGL9lf7HffzNtOmTcsEvr0/Ks2aNcuMVoDkESAoWwsXLjR9+/YNPCGtstVWW5lBgwaZ77//3l4tUvo5ZvTo0aZDhw6BfVpfqVu3buZBOHXmujVV+37NNdeYu+++O1PUoWb/W/+uv2s5La/1tL69zfUV7Z/2M87rR6JgLzR4pYpOCHSbcFJD2SCIAEHZe/31182hhx4a6JBUGjdubB544AF7lVh8+umn5qqrrsp08IVCLs6i19d+aH+0X3FTkCv0FOyF9k0nAjohgF8IEFSMsWPHZgLD7qBUFDAzZ860V4mNzvT1LUJzaLRo0SKwf1EUvY5eT68b9zeNXArw9bWLTgDgJwIEFWVDZ7qnnnqqs2sOpdBdRbrgrwvcAwcOzNy+us8++5iaNWsG9nt9RctrPa2v7Wh72q4Pdy0psA877LDAPqsoUBT48BsBgor02Wefrfe3dl2E9/W3du3XvHnzMkVPf7/wwgtVRf+f/Zuv+6+AVlAX+tlOwX7FFVfEfm0K4RAgqGg6Gy92t49uB9ZtwXAje3dcnTp1AnWtcuKJJ2aCHelBgKDiVed5Az2oiPDW93zO7373u9ifz4EbBAjwH7qQfMEFF/DEs0MK3j/+8Y+B+lRJYoQAuEWAABaNuXTssccGOjwVxlyqHgWt5kHX1LF2HSqgFdRJ3vkFNwgQoIinn356vaO+alh55FOw3nbbbUVHSVYwxzlKMqJFgADroXknNFFVsXkn/vznP2cmusKv87T89re/DdSRim4lViCjvBAgQDV89dVXmalzC41Sq5nvLr744oqd+U4BqiC160WlXr16sc8UifgQIMBG0KCCf/jDHwIdpcouu+ySGYsqzildk7Ry5cpMcK5vrnoFL8oXAQKE8Mgjj5imTZsGOk6Vgw8+2Lz88sv2KmVDAamgVGDax66igI179F4kgwABQtKDcVdffbXZdtttA52o5s/o1auX+fe//22vlmoKRgWkfbwqe+yxh/m///s/exWUMQIEKJGmdT355JMLThq19dZbmyuvvNKbWQfDUhAqEAsdowJ0yJAh3g6dgugQIIAjmq2vXbt2gQ5WZffddzcPPvigvYr3FHwa4l1BaB+TwkTBGee86PALAQI4NmbMmKKz/WmipjfffNNexUsKPAWffQwqCso4p7eFnwgQIALffvutueyyywpOYash1vv162cWL15sr+YFBVyxGRMVjPfdd5+9CioUARIlDdWg2e769DFm//2N2WknY2rVMqZ+/V//v2dPY+6/35jly+01USY0u98JJ5wQ6IhVNM3sDTfcYNasWWOvloglS5Zkgq3QnCMKQgWighHIIkCioIuJw4YZs8MOa2t4kw2X7bc3ZujQX9dDWZo8ebJp1apVoGNWad68uXniiSfsVWKjAFOQFZs3/X/+538y84sANgLENY3W2r59MCSqU37/e2OWLrW3iDKhUWdvv/32tV9A6+d10NlyzDHHmA8++MBeLVJPPvlkJsDsfVFR4L344ov2KkAVAsQl/RS17775ofCb3xgzaJAxr7xizMKFOt3TlGzGvPqqMVdeaczuu+cvv/bDbJYts7eMMrJ87ftkwIABBUeq1b9pnvJlEb8HFFR/+tOfAq+vooBT0DHMOjaEAHHp+OPzw+D//T/dB2kvlW/1amMuvzx/vT//2V4KZWjOnDmmU6dOgQ5cZccdd8zMX+562HgF03nnnVc0vBRsCjigOggQV8aNyw+BESPsJdZv9Oj89ceOtZdAmZo0aZLZe++9Ax26SsuWLTNznZdKQaRAUjDZr6GiIFOgARuDAHGlVat1nX/fvvZfq+fUU9dtY23HgcqhC9nDhg0reiG7W7duoS9kK4AURPY2VRRcCjAgDALEhZdeWtfxb7ml7oe0l6geraf1s9uaNs1eAmVOt9KefvrpRW+lvfTSS6t9K60CR8Fjb0dFQaXA8uUWYqQTAeKCLoZnO/2TT7b/unG0fnZb2i4q0ttvv20OP/zwQMev0rBhQ3Pvvffaq1RRwChoij3EqIBSUAGlIkBc6NhxXac/Zoz9142j9bPb0nZR0R566CHTpEmTQBCotG3b1kyfPj1veQWLAsZeVkWB9NZbb+UtD5SCAHGhWbN1nX6pFyL1HEB2W3vuaf8VFWj16tVm8ODBZptttgmEggY07NOnT+ZBRAWK/XcVBdC//vUve7NAyQgQF+rVW9fpl3r/vh4kzG5LT6gD/zF//nzTu3fvgkOqFyoKHI2kqwACokCAuLDZZus6/VLnftb62W1pu4DllVdeMW3atAkERrYoYBQ05TaZFfxDgLjANxDETNPK3nPPPWarrbbKC4/99tsvEzBAHAgQF5o2Xdfpu7wGomsrwHpcd911eQHCXOSIEwHiwlFHrev0Xd6Fpe0C63HTTTflBcisWbPsRYDIECAuaLDEbKdf6nMgp5yyblt//7v9VyAPAYIkESAuTJ26rtOvXTv8k+hfffXr+tltabvAehAgSBIB4kqLFus6/tNOs/9aPf36rduGtgdsAAGCJBEgrmj03GznrzJqlL3E+t11V/76muoW2AACBEkiQFzq2jU/BC677Nf5PtZH09jqWkeNGuvW69LFXgooiABBkggQlzSdrWYUzA2Rxo1/DQjNQLh48a8zEuoayWuvGTN4sDFNmuQvr+FLmNYW1USAIEkEiGu6EK65zXNDobqlbdvwF+BRkQgQJIkAiYJ+lrr++l+fJLdDolCpW9eYa6/d8M9dgIUAQZIIkCitWPHrxfBevYzZbz9j6tc3plYtY3bc0Zh99zWmRw9j7ruv9OFPULEIECSJAAFSjABBkggQIMUIECSJAAFSjABBkggQIMUIECSJAAFSjABBkggQIMUIECSJAAFSjABBkggQIMUIECSJAAFSjABBkggQIMUIECSJAInLL78YM2CAMQceaMzw4fZfN+z994058khj/vhHYz780P4rKhQBgiQRIHF5/PF1gyduuqkx8+fbS6xfp07r1v/v/7b/igpFgCBJBEhcRo5cFwAqr79uL7F+LVuuW1fDvgOGAEGyCJC4ECCIAAGCJBEgcSFAEAECBEkiQOJCgCACBAiSRIDEhQBBBAgQJIkAiQsBgggQIEgSARIXAgQRIECQJAIkLgQIIkCAIEkESFwIEESAAEGSCJC4ECCIAAGCJBEgcSFAEAECBEkiQOJCgCACBAiSRIDEhQBBBAgQJIkAiQsBgggQIEgSARIXAgQRIECQJAIkLgQIIkCAIEkESFwIEESAAEGSCJC4ECCIAAGCJBEgcSFAEAECBEkiQOJCgCACBAiSRIDEhQBBBAgQJIkAiQsBgggQIEgSARIXAgQRIECQJAIkLgQIIkCAIEkESFwIEESAAEGSCJC4ECCIAAGCJBEgcSFAEAECBEkiQOJCgCACBAiSRIDEhQBBBAgQJIkAicmXawNkytoPeLas3MgAmbk2QLLrvkmA4D8IECSJAInJa2sD5PK1H/Bsmb+RAXLb2gDJrns7AYL/IECQJAIkJo+uDZBD1n7As+WDjQyQPmsDJLtuPwIE/0GAIEkESExGrg2Q3A/66xsZIC3XBkh23bYECP6DAEGSCJCYECCIAgGCJBEgMSFAEAUCBEkiQGJCgCAKBAiSRIDEhABBFAgQJIkAiQkBgigQIEgSARITAgRRIECQJAIkJgQIokCAIEkESEwIEESBAEGSCJCYECCIAgGCJBEgMSFAEAUCBEkiQGJCgCAKBAiSRIDEhABBFAgQJIkAiQkBgigQIEgSARITAgRRIECQJAIkJgQIokCAIEkESEwIEESBAEGSCJCYECCIAgGCJBEgMSFAEAUCBEkiQGJSaoAccMABVesecsgh9p9RoQgQJIkAiUmpAXLmmWdWrTtgwAD7z6hQBAiSRIDEpNQAWb16tbn11lvNiBEjzJo1a+w/o0IRIEgSARKTUgMEKIQAQZIIkJgQIIgCAYIkESAxIUAQBQIESSJAYkKAIAoECJJEgMSEAEEUCBAkiQCJCQGCKBAgSBIBEhMCBFEgQJAkAiQm119/fd4H/ZprrrEXATbKDz/8YI466qi899WNN95oLwZEhgCJyV/+8pe8D7pKhw4dzJtvvmkvCmzQI488Ypo2bRp4T6kceeSR5t1337VXAZwjQGIyffp0U6NGjcCHvWbNmqZfv35myZIl9ipAgIJBAWG/j+yy2WabZYa/+eqrr+xNAM4QIDGaMWNG5luH/WFXqVu3rrnhhhsYpgQFLV26NBMICgb7vVOrVi3TqFGjwL+rbL/99ubmm282P/74o71JoGQESAImT55sWrVqFfiwqzRv3tw88cQT9iqoUOr4FQAKAvu9onLccceZjz76KLPsc889Z/bff//AMir77ruvefrpp62tA6UhQBLy888/m9tvv93Ur18/8GFXOeaYY8wHH3xgr4YK8swzz2Q6fvu9oaKgUGDYfvrpp8ygmzvssENgHZVjjz3WfPjhh/ZqQCgESMKWL1+eGZ5dP0PYH3b923nnnWeWLVtmr4Yypg6+S5cugfeDioJBAaGgWJ+vv/7anHPOOQV/8tp8883NhRdeaFasWGGvBmwUAsQTc+bMMZ06dQp82FV23HHHzHMkG+o0kG7q0NWxq4O33wMKAgWCgmFjzJ4923Ts2DGwPZUGDRqYO+64I/NtGAiDAPHMpEmTzN577x34sKtoWtsXXnjBXgUppw5cHbk6dLvNVRQACoJSPPbYY2bPPfcMbFvlwAMPNFOnTrVXATaIAPGQ7sQaNmxY5s4s+8Ou0q1bNzNv3jx7NaTQtGnTMh243cYqzZo1y3T8rujBw+uuu85st912gddSOemkk8znn39urwYURYB4TM+GnH766ZlnRewP+5ZbbmkuvfRS8+2339qrIQXUUavDtttVRR28Onp1+FFYtGiR6du3r9l0000Dr73VVluZQYMGme+//95eDQggQFLg7bffNocffnjgw67SsGFDc++999qrwFPqmNVBq6O221Idujr2hQsX2qtFYubMmebQQw8N7IdK48aNzdixY+1VgDwESIo89NBDpkmTJoEPu0rbtm0zT7vDXw888ECmY7bbTkUdeVIDbPq6X/AfAZIyq1evNoMHDzbbbLNN4MOuoVL69Olj5s+fb6+GBKXhTN+nb0ZIDwIkpRQSvXv3Lji+lsLlH//4RyZskBxdazj11FNTda0hyWszSB8CJOVeeeUV06ZNm8CHXWWPPfYwDz/8sL0KIladu50+++wzezWv6LbeYneH6XZgl3eHIb0IkDLwyy+/mHvuucfsuuuugQ+7yhFHHGHeeecdezVEoJyet4jj+RSkGwFSRlauXGkuueQSs8UWWwQ+7LoV+IwzzmB474iU8xPfUTwhj/JAgJShTz75xBx//PGBD7tKvXr1MrPWMby3G9kxpwqNZaYO94ILLiibMadcjNGF8kKAlLHnn3/etGjRIvBhV9FwKU899ZS9CqpJHeVtt91WkaPealj4jR0lGOWJAClz6uiGDx+eGZDR/rCrdO7c2cydO9deDevBvBvVm6fk448/tldDmSFAKoSGhP/rX/9a9KeWgQMHZoaWR3HqEP/85z8H6k+lUmf+W99MiboWd/HFF5tvvvnGXg1lggCpMO+//745+uijAx92lZ122smMGjUqtRd7o6IOUB1hoZsTmHv8V+ubq32XXXYxd911V+ZuQZQXAqRCPf7442avvfYKfNhVDjjgADNlyhR7lYqjDu/uu+/OdIB2Han84Q9/yHScWOeRRx4xTZs2DdSVSuvWrc3LL79sr4IUI0AqmIaNHzp0qKlTp07gw67SvXt38+mnn9qrVQR1dAcffHCgTlTUQaqjRGF6kPLqq6822267baDuVHr16mW++OILezWkEAECs3jxYnPaaacVHDa+du3a5vLLLzffffedvVpZ+ve//53p4AoNEaMOcciQIQzlUU1ffvmlOfnkkwsO5bL11lubK6+80qxatcpeDSlCgKDKG2+8Ydq3bx/4sKv85je/Mffff7+9StlQR6YOTR2bfewKE3WECxYssFdDNcyYMcMccsghgXpV2X333c348ePtVZASBAgCxo0bZ3bbbbfAh13l97//vXnttdfsVVLtwQcfzHRk9rGqtGvXLtMBonRjxowxjRo1CtSxik5c3nzzTXsVeI4AQUE6I//73/9e8IxcP0mccsopmZ8o0kwdVocOHQLHp6KO7r777rNX8YIu7mtKYxWF+QsvvFBV9P/Zv/l415N+Cr3ssssyP43ada6fUPv165f5SRXpQIBgvXSxs2fPnoEPu4pGm73mmmtSd01AHZQ6qkLXfDRVsDq4pKcK1rhmmshJc4XoFuL//u//zjy8WGg8qvUVLa/1tL62o+1pu9p+knRzxgknnBDYX5W6deuaG264IXOTB/xGgKBaXnrppcxtmPaHXUV3JT366KP2Kt5Rh6SOSR2UfQwq6tCSuutM+6Zbp6+44orM5FOFHvh0WbR9vY5eT6+bVGc9efLkzG3j9v6p6DbzJ554wl4FHiFAUG36SUQPhO28886BD7uKHiSbNWuWvZoX1BE1b948sM8qrVq1ynRkcdMDiqNHjzadOnUqOMNknEWvr/3Q/sT95LgeXNUDrPXr1w/sl8oxxxxjPvjgA3s1eIAAwUZTB3PRRRcVfTL7rLPOygxx4QN1POqA7P1UUYd1++23x/7kvcbS0myShaaPLVZ0LUpn6ieeeKI577zzMrMZatZJPeioom+A2f/Wv+vvWk7La71C17KKFe2X9i/uQRE1lM75559f8Gc6fWPq379/Zkge+IMAQWgfffSR6dq1a+DDrqKxoW655ZbExoZSR6MOtNBPQfq3AQMGxDr2l/ZHc9kXu7stt+jakgYj1LD7Tz75pLPZC7UdbU/b1faLzZiYW7S/2u84O+45c+Zkvg3Z+6KiQUFHjBjBsPGeIEBQsmeffdbst99+gQ+7iv79mWeesVeJjDqWkSNHFh19WB2TOqi4aL4QPYhZ7LqLir61HX744ZmOWlMUx/WNSK+j19Pr6vULDYiYLdp/HUecE0dNmjQpM+2AvS8qLVu2zNx1hmQRIHBC3zT++c9/Fp0fQ99U9I0lSupQ1LHYr62ijkgdUlz0E96ll15adJgYFYXr9ddf783t0NoP7U+xkwEVHY+OK66fKHVxf9iwYZmJ0Ox9UenWrVvmlmUkgwCBU+pYzj777IJns/pt+29/+5vzi7TqQNSR2K+nojNndUBx3WWkGw30E0uxbxwaDkWj9/r+cKL2T/tZbDwrHZ+OM65nTZYsWWJOP/30ordeayrnpG+9rkQECCLx3nvvmaOOOirwYVfRXVx33nlnyZ2POgydDasDsV9DHY06HHU8cdHIvMWG7ND1BnVycZ25u6L91X4Xu16i441zROK3334783ObvR8qDRs2NPfee6+9CiJEgCBSEyZMMM2aNQt82FUOOuggM23aNHuValFHoQ7D3qaKOhh1NHH5/vvvM3elFbpgr5989GBinNcOoqD913EU+klOx63jVz3E5aGHHjJNmjQJ7ItK27ZtzfTp0+1VEAECBJHTk+rXXntt0bPYHj16mM8//9xerSB1DOog7G2oqENRxxInPfdS6EKvhnv53//939QHh03Ho+MqNMKu6iHO54BWr16duQGg0DM0GgCzT58+Zv78+fZqcIgAQWwWLlxo+vbtW7Dz0bMHGnur2FmsOgJ1CIWGWVcHoo5EHUqcNFZWoecrWrRokbm7qZzp+HSc9rGrPuIeQ2xD7w09FxP3e6NSECCIncZi0qi+9oddpXHjxpnRgLP0wVcHUOwsUw+8xX2WqX0644wzAvujzvO6665L7NmXuOk4dbyFQlT1E3enrW+nbdq0CeyLir6dPvzww/YqKBEBgsRofhHNM2J/2FUOO+ywzC2le+yxR+BvKuookjjL15wgunZj748GLKzU4TZ03Dp+u05UT3HPoaIbM+655x6z6667BvZH5Ygjjoj1+li5I0CQKA3vrQH9Cg3vXaioY1AHUeodXGF8/PHHBQNN34IqZcbGYnT8qge7blRfqre4abRh3T1WaLgdFd0hiNIRIPCChtnQuE32Bz1b1BGoQ0hqGHLdqrrLLrsE9knPQmAd1Yfdaave4rzVN9cnn3xijj/++MD7SaVSvzG6RIDAKxpavEGDBnkfdP3soI4gKfptXWN75e6Thkp59dVX7UWxlurFHkpG9ZfkrbUapcA+AeCnrNIRIPCOhkTJ/aC/9dZb9iKxmTp1auACvmYrnD17tr0ocqh+7OlrVY+qz6Tomlru/vANpHQECLxz6623ehEg6gTtbx577rlnYpNOpY3qSfWVW3+qz6TCV5OJESBuESDwjg8BoluD7aHXNVCjnmVB9am+7AEuVa9x33otBIh7BAi8k3SArFixIjNLYe4+6Ew6znG1yonqzf4movpVPceJAHGPAIF3kgwQzSdiDwK50047JXIrajlR/akec+tV9RznxFAEiHsECLyTZIBodN/c19ZT1q+99pq9GEJQPdpPrau+40KAuEeAwDtJBcjzzz+fN9+E5jTRFLBwR/WZO1eM6lv1HgcCxD0CBN5JIkD0O709/MWQIUPsxeCA6jW3nlXvcVxfIkDcI0DgnbgDRMOidO7cOe819ft8XHOTVxrVq32dSfUf9fA0BIh7BAi8E3eADB8+PO/1dLHXl3nKy5Xq176ornaIEgHiHgEC78QZIPrpJPdhQc1VMmnSJHsxRED1nDs3jNohyp+yCBD3CBB4J84A6devX95rnXXWWfYiiJDqO7f+1R5RIUDcI0DgnbgCZMaMGXlnwPpJZdmyZfZiiJDqO/enLLWH2iUKBIh7BAi8E0eA6ILtwQcfnPc6d9xxh70YYqB6z20HtUsUF9QJEPcIEHgnjgDRbIi5r9G2bdtIOi1smOpd9Z/bHmof1wgQ9wgQeCfqAFGH9dvf/rZq+/rZRPO0Izmq/9yfE9U+rgOdAHGPAIF3og6Qxx57LG/73bp1sxdBAtQOue2idnKJAHGPAIF3og6Qdu3aVW27Ro0aZubMmfYiSIDaQe2RbRu1k0sEiHsECLwTZYBoatPcbR999NH2IkiQ2iO3fdRerhAg7hEg8E6UAWIPWeKyg0Lp7IBXe7lCgLhHgMA7UQWIZsfLHQnW9U8kcCP3J0a1l6tZIAkQ9wgQeCeqALnxxhvztnvnnXfai8ADapfcdlK7uUCAuEeAwDtRBchBBx1Utc3atWvHPqUqqkftovbJtpXazQUCxD0CBN6JIkDef//9vG12797dXgQeUfvktpfar1QEiHsECLwTRYBccskleducOHGivQg8ovbJbS+1X6kIEPcIEHgnigBp2bJl1fbq169v1qxZYy8Cj6h91E7ZNlP7lYoAcY8AgXdcB8hXX32VN0xG79697UXgIbVTts3UfmrHUhAg7hEg8I7rAHn44YfztsfdV+lg342ldiwFAeIeAQLvuA6Qs88+O297n3zyib0IPKR2ym03tWMpCBD3CBB4x3WA7LffflXb2n333e0/w2Nqr2zbqR1LQYC4R4DAOy4DRHNs5w7Qd8opp9iLwGNqr2zbqR1LmTOdAHGPAIF3XAbIiy++mLetUaNG2YvAY2qv3PZTe4ZFgLhHgMA7LgPk9ttvz9vW1KlT7UXgMbVXbvupPcMiQNwjQOAdlwEycODAvG0tWrTIXgQeU3vltp/aMywCxD0CBN5xGSDHHnts1Xbq1atn/xkpoHbLtqHaMywCxD0CBN5xGSB77bVX1XbatGlj/xkpoHbLtqHaMywCxD0CBN5xFSC//PKLqVWrVtV2+vTpYy+CFFC7ZdtQ7al2DYMAcY8AgXdcBcjKlSvztnP++efbiyAF1G657ah2DYMAcY8AgXdcBciCBQvytjNo0CB7EaSA2i23HdWuYRAg7hEg8I6rAJkzZ07edtSBIH3sjl/tGoa9HQKkdAQIvOMqQF5//fW87YwcOdJeBCmgdsttR7VrGASIewQIvOMqQOyn0MeOHWsvghRQu+W2Y9in0QkQ9wgQeMdVgDz55JN523n00UftRZACarfcdlS7hkGAuEeAwDuuAoRvIOWBbyD+IkDgHVcBMnPmzLztcA0knexrIGrXMAgQ9wgQeMdVgNh3YQ0dOtReBCmgdsttR+7C8gcBAu+4ChCeAykPPAfiLwIE3nEVIDyJXh54Et1fBAi84ypA7LGwevfubS+CFFC7ZduQsbD8QoDAO64CRJo3b161nYMPPtj+M1JA7ZZtQ7VnWASIewQIvOMyQLp06VK1nbp169p/Rgqo3bJtqPYMiwBxjwCBd1wGiD0j4cKFC+1F4DG1V277MSOhXwgQeMdlgIwaNSpvW5MnT7YXgcfUXrntp/YMiwBxjwCBd1wGyJQpU/K2xcOE6WI/RKj2DIsAcY8AgXdcBsjSpUtNjRo1qrbFnVjpknsHltpR7RkWAeIeAQLvuAwQadGiRdW2GjVqZP8ZHlN7ZdtO7VgKAsQ9AgTecR0g/fv3z9ve3Llz7UXgIbVTbrupHUtBgLhHgMA7rgNkwoQJedsbMWKEvQg8pHbKbTe1YykIEPcIEHjHdYAsW7bM1KxZs2p73bt3txeBh9RO2TZT+6kdS0GAuEeAwDuuA0Rat25dtb06deqYVatW2YvAI2oftVO2zdR+pSJA3CNA4J0oAmTw4MF52xw3bpy9CDyi9sltL7VfqQgQ9wgQeCeKAJk3b17e7bydO3e2F4FH1D7ZtlK7qf1KRYC4R4DAO1EEiHTo0KFqm5tttplZtGiRvQg8oHZR+2TbSu3mAgHiHgEC70QVIKNHj87b7o033mgvAg+oXXLbSe3mAgHiHgEC70QVIMuXLze1a9eu2q6GBv/555/txZAgtUfuEPxqL7WbCwSIewQIvBNVgEivXr3ytj1+/Hh7ESRI7ZHbPmovVwgQ9wgQeCfKAHnnnXfyLqa3atUq9Ax3cEvtoPbIto3aSe3lCgHiHgEC70QZINK1a9e87U+cONFeBAlQO+S2i9rJJQLEPQIE3ok6QGbMmJG3/bZt29qLIAFqh9x2UTu5RIC4R4DAO1EHiHTs2DHvNXiwMFn2g4NqH9cIEPcIEHgnjgCxJ5pq2LCh+eabb+zFEAPVu+o/tz1KmTiqGALEPQIE3okjQOSkk07Ke50BAwbYiyAGqvfcdlC7RIEAcY8AgXfiCpAFCxaY7bbbrup19PSzy7t+sGGq79ynztUeapcoECDuESDwTlwBIvZTz+3atTM//vijvRgioHpWfefWf5SjAxAg7hEg8E6cAfLTTz+Zli1b5r3exRdfbC+GCKiec+td7aD2iAoB4h4BAu/EGSAyffp0U6tWrarX23TTTc1TTz1lLwaHVL+q52ydq/7VDlEiQNwjQOCduANErr322rzXrF+/vpk/f769GBxQvap+c+tb9R81AsQ9AgTeSSJANIxGp06d8l63ffv2Zs2aNfaiKIHqU/WaW8+q9ziGkyFA3CNA4J0kAkSWLFliGjVqlPfaPXr0iKVzqwSqR9Vnbv2qvlXvcSBA3CNA4J2kAkSmTp2ad1upSv/+/e3FEILqMbdeVc+q77gQIO4RIPBOkgEid9xxR96IvSpXX321vRg2guovtz5Vv6rnOBEg7hEg8E7SASJDhgwJdHgjR460F0M1qN7sQFb9xo0AcY8AgXd8CBA599xzAyHCN5GNo/qyw0P1mgQCxD0CBN7xJUA0vao9XpaKfsvnwvr6qX7sax4qqs+kphEmQNwjQOCdQYMG5X3Qzz///MRup9XrFgoR3U2U1D75TvVi322VDY+k6kx3etnzjcyePdteDBuJAIF3Tj311EDns9dee5knnnjCXjQWOpu2f85S0fMMPGyYT/VhP+ehovpL4lubAkvfPOrWrRvYJ9cTVlUiAgTeee+99wK30mbLMccck9hPD/aFdRU9Uc2wJ79SPdhPmKskccFcdMLRvHnzwP6oNGjQwF4cIRAg8NKXX35p+vbtazbffPPAh1/jJun39WXLltmrRU63ntrhpjGdNDBgpY7iq+PW8eeObaWieor7Vl3RCcaf/vSnwPtGZccddzRXXXVVpIM2VhICBF6bM2dOYIiR3M5gxIgRsXcGevjNfmJdRUOTV9p8Ijpee0h2FdVPnA8Jik4ozjvvvLyBMbNF/6aJq5YvX26vhhIQIEiFSZMmmb333jvQMahoGPAXXnjBXiVSuihbKNh01q2Oqtynx9Xx6Tjtb2Mqqpe4hicRnUDoWROdUNj7kt0fnYjAPQIEqaELosOGDSt4QVSlW7duZt68efZqkdFFYY0iW6gT1Rzf48aNs1cpCzouew5zFdWD6iPOi+U6cbDnc8kWnXDoxAPRIUCQOjq7Pf30003NmjUDncaWW25pLr30UvPtt9/aq0VG81gU68T0887EiRPtVVJJx1Ho5yoVHX/U83nk0omCThjs/VDRCYZONJK6ZbiSECBIrbffftscfvjhgQ5ERWfI9957r71KZPQziqZjzZ1j3e5gH3zwwcQeogtL+6v9LhaQOl4dd1zXoXRioBMEnSjY+6ITCp1YxPnzWaUjQJB6Dz30kGnSpEmgQ1HRw2NxnhkvWLCg4EN02aLbStXhLlq0yF7VK9o/7Wex22BVdJw63rjohKDQT2cqOpHQCQXiRYCgLKxevdoMHjzYbLPNNoHORWMx9enTJ9aH/qZMmWI6duwY2Jds0fWCzp07Z64nrFq1yl49EdoP7Y/2q9B1nWzRcen44vLqq68GniLPFp04/Otf/7JXQUwIEJQVhYTCwh7AT0Xh8o9//CMTNnHR085du3YtuD/Zop+BunfvnrmTaO7cufYmIqXX0+vq9Yv9/Kai/ddxxPn0tr7drK8tdcIQZ1siiABBWdLPVm3atAl0PCo6a3344YftVSL17rvvmp49exb87d4ueoaid+/eZvjw4ZkzfVc/d2k72p62q+0XepbFLtpf7bf2Py4KBQV9sW+T2vc4v02iOAIEZUu3k95zzz1m1113DXREKkcccUTsv5uvWLHCjB492nTo0CGwP+srurOodevWmc78oosuygw4ec0115i77747UyZMmFD13/p3/V3LaXmtV+zW52JF+6f91P7GScG+xx57BPZHRScEr7zyir0KEkSAoOytXLnSXHLJJWaLLbYIdEq6c+eMM84wX331lb1a5D799NPMsBrq4O1hQOIuen3th/ZH+xU3PdGuQLf3S0UnADoRiPP5ElQPAYKK8cknn5jjjz8+0EGp1KtXL3PXUVLjWelMX98iNMZXixYtAvsXRdHr6PX0unF/08hScCvACz3To8BX8OsEAH4iQFBx9PRysU5aTy/7MLru119/nRlLShe4Bw4caLp06WL22Wefgh3t+oqW13paX9vR9rRdbT9JCmoFtoLb3mcVBb0CH34jQFCR9OCbBmIsNn6SbmX1dfykH374IfMktopuFlAgZov+P/s3LecjBXSxcc0U7M8//7y9CjxFgKCiaQTXv/71rwVHcNVQ8poNkRFc3dAtw//1X/8VqGcVBbnuDovriXa4QYAAa73//vvm6KOPDnRsKjvttJMZNWpU6oYh8YUCWD+fFZvbRQGexNwuKB0BAuR4/PHHM9Pn2h2dygEHHBDrE9hpp8DVrcAKYLsuVRTYCm6kFwECWDSK69ChQ02dOnUCnZ6KntpO4lbXNFHQKnDtulNRQCuokX4ECFDE4sWLzWmnnVbwzqfatWubyy+/3Hz33Xf2ahVNwaqAtetLRYGsYGaY9fJBgAAb8MYbb5j27dsHOkQVDQcyZswYe5WKoyBVoCpY7TpSACuIFcgoLwQIUE3jx483u+22W6CDVDnkkEPMa6+9Zq9SEe6//37zm9/8JlAnKgpeBTDKEwECbAQNef73v//dbL311oHOUsOBnHLKKebLL7+0VytLCszf//73gXpQUdCW65S+WIcAAUL44osvMgMV2h2nyrbbbpsZ0NDXB/lKpYBUUBYav0vBqoD9/vvv7dVQhggQoAQvvfRSZhBCuyNVadq0qXn00UftVVJLgahgLDZviAJVwYrKQYAAJdIosXfddZfZeeedA52qypFHHmlmzZplr5YqCkIFon1sKgcddFAmSFF5CBDAkW+++SYzB0ehYeM1RexZZ51lli5daq/mNQXfUUcdFTgeFQWmgpNh1isXAQI49tFHH5njjjsu0OGqbL/99uaWW25JbNj46lLQKfAKzY2ugFRQKjBR2QgQICLPPvus2X///QMdsMq+++5rnnnmGXuVxCnYFHAKOnufVTQvugISEAIEiJA65FtvvdXssMMOgc5YRfN0fPjhh/ZqiVCg7bfffoF9VNG/KxCBXAQIEAP9JHT22WcX/ElIo9ReeOGFic0KqG8U+mZh75eKvon885//9P4nNySDAAFi9N577xW9KN2gQQNz5513xjZsvK5h/O1vfys4zLqCToGXtov+iBcBAiRA85A3a9Ys0HGr6LbYadOm2as4o7umFFTFbjtWwCnogA0hQICE6MG8a6+9tuiDeT169DCff/65vVpJFEwKKPu1VBRoCjaguggQIGELFy40ffv2LTg0yFZbbWUGDRpU8tAgCiIFkr19FQWYgqxch15BdAgQwBOvv/560cEJGzdubB544AF7lQ1S8GhsKgWRvc3s4I8KMCAMAgTwzNixY4sOj37YYYeZmTNn2qsUpNFwiw0/r6BSYAGlIEAAD2mCpiuuuKLgBE365nDqqaeaRYsW2atlKGAUNPZ6Kgomzd8BuECAAB777LPPzIknnhgIAhVNEXv99ddXTRGrQFGwFLqWoiBSIDEFL1wiQIAUmDp1qvnd734XCAYV3T2li/AKFPtvKgogBRHgGgECpIQeMBw9erTZaaedAiFRqChwpkyZYm8GcIYAAVJGQ55ccMEFBZ8gV1HAKGjieqIdlYsAAVJq7ty5pn379lXBUaNGDXPeeeclNqYWKg8BAqTcbbfdZo4++mh+rkLsCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAofx/okFwjS6DaPAAAAAASUVORK5CYII=)
PN: 2615-3-X3
CAS: 192863-46-0
Molecule Weight: 200.212
Formula: C13H9FO
![2'-Fluoro-[1,1'-biphenyl]-2-carbaldehyde](data:image/png;base64,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)
PN: 2615-3-X1
CAS: 223575-95-9
Molecule Weight: 200.212
Formula: C13H9FO
PN: 3637-3-0R
CAS: 1352318-38-7
Molecule Weight: 197.212
Formula: C13H8FN
TSCA: Not listed on TSCA inventory