| Product Number | 2617-1-Y5 |
| Synonyms | 4-Phenylbenzophenone; (Biphenyl-4-yl)(phenyl)methanone |
| Purity | 99 % |
| CAS | 2128-93-0 |
| MDL Number | MFCD00003079 |
| Molecular Formula | C19H14O |
| Molecular Weight | 258.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| 1 kg | 80 | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![4'-Acetyl-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2617-1-20
CAS: 230647-85-5
Molecule Weight: 224.259
Formula: C15H12O2
![1-(4'-Methyl[1,1'-biphenyl]-4-yl)ethanone](data:image/png;base64,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)
PN: 2717-1-31
CAS: 5748-38-9
Molecule Weight: 210.276
Formula: C15H14O
PN: 2617-9-08
CAS: 63242-14-8
Molecule Weight: 337.216
Formula: C19H13BrO
![1-(3'-Methyl[1,1'-biphenyl]-4-yl)ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB7yAAAe8gG17ERgAAACKXpUWHRtb2xTb3VyY2UAAHichZVtb6MwDID/ipXP14QECm1VOlWdTjpp00m3TbpvpxTSDqkkU6Bv//4c2NpCGQBVEsePndhOOn845Ts4KFtkRseEU4+A0olJM72Nydvrz9GEPCzmCSqhoi5i8l6WHzPGjscjTd5VLk9G08TkpJ6fnYqsoXP0qbFbJjyPs7/PTy8VM8p0UUqdKKSKbFZUwieTyLJaxTcuWC7tIdOsVme5PdTW/gnPfR49FSm57mWFc0tEYZPtFGyMzWUJB+FR/LwfsFVaWVmqFNZnFPs0wL0v5s+PJtnnSpfYdRayRO5eSrtPUJCbnUr2aAw7vx5jknMEZGnypbXyDK7nxJKDFCB9kAHIMcgQZARyAnIKknv4w3mOChw1OKpw1OEhxn2nnOPX84fC1cMKfsPquxcDJ2KCG8EHOPV9PwJBwzAKWqOm8BPo5Do1R40hgfPV68ijUXQ1NhLU5671qTdxbUBD4dox9ae346/5kE5910Y0qvgpFUHlEQ3yTkGtiTFnl6Av5muj05suZGlM1pxU2fijNoX4TAgBY1NlscadAad6C4gm4NJ3AUQX4N8BQb+HoAm40rgAyy5g3ARcIfUDYRNwZdcPRE3AFWk/MGkCrqT7gendpgcA7t2tyYn6Asvbya6O2ICbVr7rIznAtFJeH+EBppX1+sgPMK3E11fEQAzCDmagXHjUEbdOht2cMfZ1CWL37oJkN7cnw/+MxX8Vedf4SJcTCwAATYBJREFUeF7t3QeYVNX9//FYkCqoCIogFuRPEeygEoxYwAKCWEANViKIBpCACihoLMEgYguIURH7g5UiggVUUBSslB+KhoCKNBEQsCeeP59LZpw5d5bdvXPP7OyZ9+t57vP7xbnnzuwMez87p3zP7wwAABH8zv4PAACUBAECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQICi13/3ud8mjNKK2K4lff/3VTJs2zfzlL38xLVu2NPXq1TOVKlUyVapUMXXr1jXHH3+8GTRokHn//fftpvDV118b849/GHPqqcbst58xVauaLf8gtv7/p5xizD33GLNmjd0KpRD/bzK8FzUIorYrzuTJk02zZs3Srr+t4/DDDzcvv/yyfRn44r//NWbYMGOqV9c/um0fOudvf9vaBqUW728yCkLUIIjarij/3fJLr28VdkCU9ICHfvjBmM6dw0FR3KE2aotS4bcIpRb1Jhy1XVEGDhyYds2dd97Z9OnTx0yZMsUsX758y/3gB/P999+bFStWmNdee83ceuut5ogjjoj1NSDPnHtuejDsv78xd91lzKJFxmzaZMzmzcZ88snW7qsDDkg/949/tK+GYvBbhFKLGgRR22XywgsvpF2vQ4cO5ptvvrFPy+iDDz4wbdu2tf8zyrtHHkkPhB49jPnpJ/us3+ixnj3T2zz6qH0WtiH732QUnKhBELWdTQPmBx10UPJap512WvDfUMA0htGgwW9BoG8iJZX6rUXfShgPKbHsfpNRkKIGQdR2tldeeSV5HXVbrVu3zj4FhWby5N9CoEYNYzZssM8o2vr1W9sk2m/5douSye43GQUpahBEbWfr379/8jp9+/a1H0Yh0r+DRABE+TeR2v7KK+1HUYTsfpNRkKIGQdR2tiOPPDJ5nRdffNF+GIWoRYvfAiDKv4kpU35r37Kl/SiKkN1vMgpSahBEPbKhRYKJ63z11Vf2wyhEe+31WwBE+TexfPlv7evWtR9FEbL7TUZBssMgypGNypUrJ6+jqbqAqVTptwCI8m/i++9/a7/l3xdKJrvfZBQkOwyiHNlQiZLEdQgQBLINELVJtCdASiy732QUpKhBELWdTbWtEtehCwuBOnV+C4Ao/ybowooku99kFKSoQRC1nU3FEhPXYRAdgSOO+C0AovybYBA9kux+k1GQogZBUe0+/vhjM2zYMNOmTRtTv359U6FCBVOzZk3Trl07M378+LRzhWm8BWDVKmNefdWYH3+0H8msT5/fAiDKNFym8UZSujsAYIoOguIU1S71v2c6zj333KBwYoIq6SYeq169ulmvhWDwgwazb7hha9l1/Ts5+WT7jMwmTfotAHbZxZhvv7XPKJoWHaYuJNSiRJRI6e4AgCk6CIpTVLtDDjnE/P3vfzdvv/22Wb16tdm8ebNZsGCB6devn9lxxx2D8+9SQbz/UdmS5s2bJ691+umnU8rEB08+abZ8Bf3tRq5jyzfREvnPf7bu85Fo162bfUbRVEQx0U7lUChlUmKluwMApuggKE6Udqqgq/NV+yrVpC1/caZeTyFS0m8iKqao7jHkCW3ydcwx6cGhQxtAPfywfXbRHnoovX2vXsb8/LN91m/02OWXp7dRQUaUWMl/k4H/iRIEEqWdyrLrfE3dtV111VVp11R31pVXXmmmTp0azM7SFF8dKuf++uuvB99yWrRoUerXAEe2fNs03bsbs/326Tfx7bbb+g1CM6NKq0uX9GupOKJKt6uEu0q5f/edMYsXGzNqlDENG6af27WrfTUUg98ilFqUIJAo7dSlpfNr165tPxSMiwwYMCDtuqU5Mvn222/N3Llz6RJzSWXUb7stfdwhcWgG1OzZdouSU0B07Bi+bnGH2qgtSuV39n8AilPcTbgoUdqN2vKXos5XF1VRJkyYYJo2bZp2/W0d2lRKFX1tquqbWGOicZk33njDPgXZ0gC1/Ze/Dq3jGDdOA1x2i9LTeMjNNxuz887h57EPnXPTTVvboNRK/psM/E+UIJCStlO30+LFi80NN9wQdF1VrVo1GLfYFn1jUNeVurAUEHvttZepWLFiUPZEoXDCCSeYa6+9dpvXefPNN9Neo44uXbqYZcuW2aeitLQjoMad7Bv4ls/IDBpkzMaNdovsrVljzN13b53Jte++W2d26dhnH2NOOmnrToXqRkNk2/5NBnLIvnnr+MMf/hB0KeXCf7b8FarNqezXoBAaMmSI+Y4ujtLTXi1ao1GhQjg8tA/5kiV2C5QjBAjyhn3j1rHrrruaSy65xKzSwrIcee6558z+++8fei2qAvzYY4/ZpyMTdQmNHr11Gq4dHM2aGTN9ut0C5RABgrzzyy+/mJUrVwb7nnfq1Cm4eWsQXSvWc+XHH380t9xyS7DjoR0krVq1ytm3onJJ4dC8eTg4FCaa/cR4gzcIEOQ9jV3oxt2+fXv7Iec0BfjCCy802223XVqIbL/99uaiiy4Kgg7/o+4odUvZwbHjjsb07r21OwteIUCQ9zQ7SjdtDaaXlTlz5pijjz46LUR06BuK6nj9pKmphWrTpq0D4RoQt8OjbdutA+hx0oC7pvrGMWMLWSFAkPfWrFkT3Ky1ULCsPfroo2nl5BNHgwYNzPPPP2+f7jfdwDX1NrWUeuLQVF3Vp4rTL78Yc+edxuy669bnUAkSlCkCBHlv4MCBwU1aU3HzgWp1XXfddWkbWyUOvUbV8fLdsi3fAGa1bGk22cGhkB8+fOtiwThNm2ZM48bpz7XnnvZZyDECBGWq8ZabwuDBg4NSI5999pnZtGlTchB9ypQpwQJC3Zg1BvGqynvnkaVLl5qzzz47FCIqAHn55Zebb775xm5S7qm0TI9u3UynLZ/HyC0/6weJm7nKkagsSdzrKlR2RGNfdlDttJMxY8bYZyPHCBCUKfvmm+moVq2aeSSPi9wp/A4++ODQ695tt93M3XffHQRieafFnTfddFMwDqWfremWo9eWY/yWY13r1lsLIsZJJdb7998aFL+zwkOBomBBmSNAUKa04nzEiBGmbdu25oADDjBVqlQJVpDXqVPHHH/88cEAdS7XgESlRYj33XefqVWrVihIVGZFe5iUV0899ZTZd999036mCluOP9avb/5PJdjjpFLq999vjGqf2cGhLix1ZSFvECBAjFRSXvuYaFdFO0g6duwYdNOVFx999JE59thjQz+HQl5lZn7Q5k9xmjnTmEMPDQeHBs01eO7BNznfECCAA5988ok55ZRTQjffnXbayVx99dVB1d989fXXX5sePXqYHXbYIfT6tTvkF198YTfJjmqNqZS6HRxbnt9cdpkxa9faLZAnCBDAoRdffNE0atQodCPeY489zIMPPpi2VW9Z+/nnn83IkSPNLrvsEnq9hx9+eFBsMlaqLTZ0qDGVK4fD47jjjJk/326BPEOAAI4Vd2OeNWuW3STnch50qim2997h4NC2tM8+a5+NPEWAADmS866hEsh5V9u77xrTqlU4OKpVM+aWW1SEzG6BPEaAADlW3OD093EPTmeQ88F+1Qy7+OLM29decIExX31lt0A5QIAAZSTT9Fgd9evXN0888YR9eiwS041333330PNqunGmnRqzohXpt96aeXfAo44y5p137BYoRwgQoAzZC/RSj9atW5v3Y1ygl/MFjxMmGNOgQTg46tY1Jo8XhqLkCBAgD6hESLdu3TKWjdeGWquzKBGikitnnXVWKDhclVxZtXChefeEE8yPdnBUqmTMddepmJjdBOUUAQLkkbffftu0bNkydLNXJeLhw4eXqmx8ros+KoiuvuIK02VLMN2z5TkWpIbHlgDbkmR2E5RzBAiQZ3799Vczbty4oJyLfeNv2LChmVSCMumqHZarsvPq+rrnnnuCrjA9x0Fbjj5bjue2HN8efLAxr71mN4EnCBAgT6kysSoVqzaYHQSqHbYow0ZN2vjqqKOOCp3vauMrDbpr8D31uSpvObruvrv5cMwY8yvb13qNAAHy3JIlS0znzp1DoaAxjN69ewc7NuZ6611N89V0X/s1aVrwlVdeab5dv95uAg8RIEA5MWPGDNO8efPQTVvrRzKNc7Rq1crMnTvXvkxWtLDwmmuuCRYa2s938sknBwsTUTgIEKAc0TqO0aNHm5o1a4Zu4ImjXr165jGVComRxmXGjh1r9txzz9DzqQSKNv9C4SFAgHJI3VZ9+vQJuqjsG7q6ltTtFRcVUTziiCNCz6PaXrfffntQ6wuFiQAByrG33nrL7LXXXqGbuwbeBw0aZDZu3Gg3KTHV5jrvvPNC11Ytr0svvdSsWbPGboICQ4AAHpg8eXIwxde+2etbwoABA+zTt0m1uFSTS2Mr9vVUw+vDDz+0m6BAESCAJ9SVdNttt5kaNWqEbvwqnFgSTz75ZFCLy26vml2q3QWkIkAAz6jsSffu3dOm9Grl+bao5tYxxxwTCg7V6LrxxhuDml2AjQABPNWmTZtkEPTv399+OJAIm0yD8arN9eWXX9pNgCQCBPDU6aefngyDgQMHpj22re6uFi1amNmzZ6edD2RCgACeKipAihpwV+0t1eDSmg+gJAgQwFN2gKh2Vrt27ULBEceUXxQmAgTwVGqAaCFgpu1rVWMrzkWHKCwECOCp1ACxj2bNmpnp06fbTYBSIUAATx144IGh4FANrVGjRgU1tYBsESCAp/bZZ59kcGiabqL0OxAXAgTwVOqAuWpXAXEjQABP2bOwgLgRIICnCBC4RoAAniJA4BoBAniKAIFrBAjgKQIErhEggKcIELhGgACeIkDgGgECeIoAgWsECOApAgSuESCApwgQuEaAAJ4iQOAaAQJ4igCBawQI4CkCBK4RIICnCBC4RoAAniJA4BoBAniKAIFrBAjgKQIErhEggKcIELhGgACeIkDgGgECeIoAgWsECOApAgSuESCApwgQuEaAAJ4iQOAaAQJ4igCBawQI4CkCBK4RIICnCBC4RoAAniJA4BoBAniKAIFrBAjgKQIErhEggKcIELhGgACeIkDgGgECeIoAgWsECOApAgSuESCApwgQuEaAAJ4iQOAaAQJ4igCBawQI4CkCBK4RIICnCBC4RoAAniJA4BoBAniKAIFrBAjgKQIErhEggKcIELhGgACeIkDgGgECeIoAgWsECOApAgSuESCApwgQuEaAAJ4iQOAaAQJ4igCBawQI4CkCBK4RIICnCBC4RoAAniJA4BoBAniKAIFrBAjgKQIErhEggKcIELhGgACeIkDgGgECeIoAgWsECOApAgSuESCApwgQuEaAAJ4iQOAaAQJ4igCBawQI4CkCBK4RIICnCBC4RoAAniJA4BoBAniKAIFrBAjgKQIErhEggKcIELhGgAAe+s9//mMaNmyYDJCTTjrJPgXIGgECeGbGjBmmefPmyfBIHMcdd5yZN2+efToQGQECeGLJkiWmc+fOoeBIPXbYYQdz2WWXmbVr19rNgVIjQIBybtOmTWbw4MGmYsWKocDQN5HUrqzEseuuu5o777zT/PLLL/blgBIjQIBy6tdffzXjxo0zderUCQWEQmPSpEnBef/973/NAw88YGrXrh06r3HjxmbatGnWlYGSIUCAcujtt982LVu2DAVC9erVzfDhw81PP/1kNzEbNmwwAwYMMDvttFOoXfv27c3ixYvtJsA2ESBAObJ8+XLTrVs3s91226UFwPbbb28uueQSs3r1artJyKeffmo6dOgQChEFS//+/YOgAUqCAAHKgR9++MHcdNNNpmrVqqEbf+vWrc37779vNymWuq6aNGkSul6tWrXM/fffH3R9AdtCgAB57qmnnjL77rtv6EZfv3598+STT9qnl4oG0TWYrkF1+/qHHnqoeeONN+wmQBIBAuSpjz76yBx77LGhG3uVKlXMDTfcYL7//nu7SWSa1qvpvZrmaz9fly5dzLJly+wmAAEC5Juvv/7a9OjRI+PN/NxzzzVffPGF3SQ28+fPDxYc2s9buXJlM3ToUPPdd9/ZTVDACBAgT/z8889m5MiRZpdddgndwA8//HAza9Ysu4kzzz77rNl///1Dr6NevXrmscces09HgSJAgDzw4osvmkaNGoVu2HvssYd58MEHy2RA+8cffzS33HKLqVatWuh1tWrVysydO9duggJDgABl6JNPPjGnnHJK6AatKbVXX321+fbbb+0mObdixQpz4YUXZpw6fNFFF5mVK1faTVAgCBCgDKxfv97069fPVKhQIRQeHTt2NJ999pndpMzNmTPHHHXUUaHXu/POO5thw4ZlXLwIvxEgQA6pzPp9990XrLWwb8RNmzY1L7/8st0k7zzyyCOmbt26odffoEED8/zzz9unw2MECJAjr7/+ujn44INDN97ddtvN3H333eWqsOHmzZvNddddZypVqhT6eU444QSzcOFCuwk8RIAAji1dutScddZZoRvtjjvuaC6//HLzzTff2E3KjW39bFdccUW5/tlQPAIEcKS4v9IXLFhgNym3XnvttSK/Xd1zzz3l6tsVSo4AARx49NFHC26cIDG+s/vuu4d+bo3vvPLKK3YTlHMECBAjzVQ6+uijQzfQQpqpVB5nmCEaAgSIAWslwsrDGhdkhwABspBYra1vGPaNktXaW02ZMiXvVtkjHgQIEBH1okpOdb5uv/32Iut8vfnmm3YTlAMECFBKqlh7/PHHh26Eqlg7ZMgQKtZugyoNX3rppWVSaRjxI0CAEtKeGb169QrWONg3v3zcM2Pjxo3BOg3933zz4Ycf5myvE7hDgADF0BqGu+66K6927Vu1apV59dVXzT/+8Q/Tu3dvc9JJJwW7FuqoWLFi6HXq0H9PnNOuXbugndZoqHyKJgGUBZe7LcI9AgTYhpdeeikv9g1fvny5efjhh835559v9tprr9DriePQoPZ5550XDGzn8tuU9nu/8cYbM+73fswxx0Ta7x25QYAAGXz66aemQ4cOoRuapqD279/fbNiwwW4Su48//tgMHDgwY4Dl4jjggANM3759c3YDV0h269Yt41To7t27m9WrV9tNUMYIECCF1iYMGDAgCAr7hnrqqaeaxYsX201ipefXau5MZdPtQ2MxWuHduXPnIGjGjh1rnn766aCsiA6NfySOxH975plnzEMPPRScf8YZZ5gDDzww44I/+2jevLkZMWJETtazzJ4927Rs2TL0GmrUqGGGDx9eEIsxywsCBNhCXVEPPPCAqV27dujG1bhxYzN16lS7Saw0+0gD9JrJZT9/4tBaE63k1riF6mipdEgc9LOreu69994bFEbMNNU2cSi0zj777GAmmku//vqrGTdunKlTp07oNTRs2NBMmjTJboIyQICg4M2cOdMcdthhoRuVBs3vuOOOYA2DK59//rm57LLLMn7j0aF6WoMGDTJvvfVWbIFRHN2833333WBcQrW77NekQ91Mp59+uvPurU2bNgU/f6aJAZoIsGjRIrsJcogAQcHSzfucc84J3Zi0RqFnz57BmgVXVOZc3zgyBYdulpoWrG89uRqk35ZZs2aZP/3pT6Z69eqh16pDXXsar3FpyZIlQVed/dzqfuvTp49Zt26d3QQ5QICg4Gih3/XXX5+xu6hNmzZm3rx5dpNYqVJvph0J1cevhYhab5KPtDZD3WdaaW+/dgXh4MGDna/fmD59ejAeYz9/zZo1zejRo3P2LQ1bESAoKI8//rjZe++9Qzeg/fbbLxhgdklVaE888cTQc2vMYejQoeXmr2gNYo8ZMybj+g29jy+88ILdJFYKCYWFQsN+foWLQga5QYCgIKhP//e//33ohlOtWjVz8803B0URXdIN195YSgPSKnuu8uflkcaGdCPPtMDyj3/8YzB+4ZICV91XmWaRqbtL3V5wiwCB17Ri++KLLw7WEqTeYDQIfMEFF5ivvvrKbhIrdZfpeewb3BFHHOF8ADpXtD5DCxztn1EVeF13B4oG0tu2bRt6fo0laQDedZAVMgIEXlI3y6233ppx4PfII48077zzjt0kdlozYvfX6xvPnXfe6WVfvdaZ2GXbNc6kFfu5oKm9muJrf96aCqwpwZpdhngRIPCOBnrVF2/fSFQCROVAcnEjUX0pO7y0otz3aaf6xqVvfPZ7r5XkuQhN/eGgxYaakGC/Bu3Z7nqcq9AQIPCKppTaNw51ZVx77bU568rQPiH2ugVNF87V8+cD/cVv17Y67bTTnM/SSlC3mkLL7rrUoVX4iAcBAq/Yq6jPPPNM8+9//9s+zRmVCUnd60ID5fpGVIi0ul2r+FM/j9atW+d0tpnGmfScqa9B5V8QDwIEXkktPPjnP//ZftgpjW2kFgLUrKuJEyfapxUULZjU1r6pN/BmzZrlvHx86vRpraBHPAgQeCW1CKFu6Lmibx6p4aG6VRpUxtZxkfbt26eFiCYX5PKbiMrFJJ77oosush9GRAQIvFIWATJt2rS0tQha4DZ37lz7tIKmTbns6czqWsrVmAgB4gYBAq/kOkA++OCD4NtG4jk1TdeX9R1x0+w3O0Q0sJ6L2VkEiBsECLySywBRCfbUcuP6FqJvIyiavonYM+U0W8o1AsQNAgReyVWA6K/m1Nk9Gv/QOAiKpzGRo48+Oi1EXC82JEDcIEDglVwFiKrmpt4AVd0XJafZWalTfLVi3eUmVQSIGwQIvJKLAHn99dfT1npoimg+7NtR3midSJUqVZLvo8qguFpsSYC4QYDAK64DRH85p+6HoS1wc7FPuK+0Yj3xXupQFV8XCBA3CBB4xXWA9OjRI3l9jXu43iu9EOiGnhoiLvYTIUDcIEDgFZcB8t5776XVVurbt699CiLQoHrqeIgKYeq/xYkAcYMAgVdcBYjWMKReW5V9N27caJ+GiLRqP3Ulv7bHjRMB4gYBAq+4CpCxY8cmr6vjscces09BllI3pdIe63GWvidA3CBA4BUXAfLDDz+kLRg85phj7FMQA5VgT90eVwsO40KAuEGAwCsuAuTee+9NXlNjILnYprVQaY/1xHutLi2NO8WBAHGDAIFX4g4QrTjff//9k9fU/iJw5+effzb77rtv8v2Oq/Q6AeIGAQKvxB0gjz/+ePJ6OuL6ixhFGzNmTPL91reQOL7xESBuECDwStwBctBBByWv17ZtW/thOKB9zffee+/k+96lSxf7lFIjQNwgQOCVOANk9uzZyWvpmDFjhn0KHNE2wIn3XdsCZ7vanwBxgwCBV+IMkMsvvzx5rQMPPNB+GA5pIWH16tWT7/+IESPsU0qFAHGDAIFX4goQDebuvvvuyWsNGzbMPgWO/elPf0q+/9oCNxsEiBsECLwSV4BMmjQpeR1N3f3888/tU+DYrFmzkp+Bjmx2eiRA3CBA4JW4AqRr167J67Rp08Z+GDmg8jEHHHBA8nPIpvYYAeIGAQKvxBEg2tsjdUX0P//5T/sU5Mhf//rX5OegMImKAHGDAIFX4ggQdZUkrqGD7quy8+6776Z9FsuWLbNPKRECxA0CBF6JI0A04ydxjQYNGtgPI4f0bXC33XZLfh4PPvigfUqJECBuECDwShwB0qFDh+Q1unfvbj+MHFP5mMTncd5559kPlwgB4gYBAq9kGyCqfVWjRo3kNSjbXvZSCyzuscce9sMlQoC4QYDAK9kGyKeffppsr4Pxj7KnfUFSP5Ply5fbpxSLAHGDAIFXsg0Q7cedaF+tWrVgKinK1i+//BJsMJX4XF599VX7lGIRIG4QIPBKtgFy++23J9sfdthh9sMoI02bNk1+Lv/4xz/sh4tFgLhBgMAr2QZIz549k+3POecc+2GUkTPOOCP5ufz5z3+2Hy4WAeIGAQKvZBsgWnWeaH/99dfbD6OMDB48OPm5nHjiifbDxSJA3CBA4JVsAyS1dMbDDz9sP4wyMnbs2OTn0qhRI/vhYhEgbhAg8Eq2AaJpoon2EyZMsB9GGXnuueeSn8tee+1lP1wsAsQNAgReyTZAqlatmmw/ffp0+2GUkVdeeSX5uWh2XGkRIG4QIPBKNgGiRYTagzvRfu7cufYpKCNz5sxJfi76jFTipDQIEDcIEHglmwDZsGFDsq0OLWBDfrAXE+qzKg0CxA0CBF7JJkBWrFiRdpOKWvkV8dNnkfrZlHaPdALEDQIEXskmQPgGkr/4BpKfCBB4JZsAYQwkfzEGkp8IEHglmwARZmHlJ2Zh5ScCBF7JNkD23HPPZHvWgeQP1oHkJwIEXsk2QFiJnp9YiZ6fCBB4JdsAOe6445Lthw4daj+MMjJo0KDk50ItrPxBgMAr2QZI6o2ma9eu9sMoI507d05+Lr1797YfLhYB4gYBAq9kGyAjR45Mtj/00EPth1FGmjRpkvxcRo0aZT9cLALEDQIEXsk2QKZMmZJsrxlZ7EhY9rQjYYUKFZKfy4wZM+xTikWAuEGAwCvZBsi//vWvZHsdS5cutU9Bji1YsCDtM1HFgNIiQNwgQOCVbANEC9R22WWX5DXGjRtnn4Icu/vuu5OfR5QpvEKAuEGAwCvZBoh06tQpeY0LL7zQfhg51rFjx+Tncf7559sPlwgB4gYBAq/EESBql7hG/fr17YeRQxr/qF69evLziLo2hwBxgwCBV+IIkPnz5yevoeOzzz6zT0GOvPXWW8nPQTWwli9fbp9SIgSIGwQIvBJHgGjmVa1atZLXUR88ysbAgQOTn0PTpk3th0uMAHGDAIFX4ggQ0dhH4jotWrSwH0YOqDpy3bp1k5/DNddcY59SYgSIGwQIvBJXgKRWf9Xx8ccf26fAsalTp8b2GRAgbhAg8EpcAaLpvPXq1Utea/DgwfYpcKxLly7J91+fazYIEDcIEHglrgARdZkkrrXPPvuUehMjRLd27VpTqVKl5Pt/33332aeUCgHiBgECr8QZIAsXLkxeS8f48ePtU+DIkCFDku975cqVS72FrY0AcYMAgVfiDBBp06ZN8noHH3wwtbFyYN26daZGjRrJ971Xr172KaVGgLhBgMArcQeIPZg+efJk+xTE7Prrr0++3xUrVjRffPGFfUqpESBuECDwStwBIi1btkxeM9vBXGzb+vXr02qR6cYfBwLEDQIEXnERIBMnTkxeU8fzzz9vn4KY9OvXL/k+77TTTubzzz+3T4mEAHGDAIFXXASIxj0OOeSQ5HU1I+u7776zT0OW3n//fbPDDjsk3+c4xj4SCBA3CBB4xUWAyMyZM4NaTIlra49uxEerzo844ojk+1u7dm3zzTff2KdFRoC4QYDAK64CRFLLm6h7JZuV0UiXWgFZx6OPPmqfkhUCxA0CBF5xGSCrV682u+66a/L6rVq1CsqNIzuLFi0y1apVS76vJ554on1K1ggQNwgQeMVlgMioUaPS/lLOpsAfjNm0aZNp0qRJ8v3U6nMX5fMJEDcIEHjFdYConMlJJ52UfI7tt9/evPjii/ZpKKFzzjknLZDHjBljnxILAsQNAgRecR0goq4s7c2deJ7dd9/dfPnll/ZpKEbqXuc6LrjgAvuU2BAgbhAg8EouAkRef/31tCmnhx56qPn222/t01CESZMmmR133DH5/jVv3tzp1GgCxA0CBF7JVYDIjTfemPYX9HHHHWd+/PFH+zRYZsyYkVZpV3ueL1682D4tVgSIGwQIvJLLANF4iN2Hf+aZZ1L2fRvmzp1rdt555+T7pVpXL7/8sn1a7AgQNwgQeCWXASI//fSTadu2bVqIdO/enRDJQCvNa9asmXyf1AX47LPP2qc5QYC4QYDAK7kOENFU1NRV1Dr0TYTurN9MmzYtba2HVvU/9NBD9mnOECBuECDwivbsSNwo/vrXv9oPO7NmzRrTqFGjtBDRXiIMrJsgKFIHzHMZ7gldu3ZNPre6HREPAgReSV0prv71m2++OWffBBQi9jcRzc5avny5fWpBUDfeDTfckPZ+VKhQwYwbN84+1RltTtW7d+9gvU7iNTRr1sw+DRERIPCKpoOm3rB07LfffuaZZ56xT3VC3Vn2mIjWiRTaYsOVK1cGJUlS3wcNnqsrKxdUnFFVA1LHXBLH2WefbZ+OiAgQeGXz5s3mjDPOCL592DcOdSnNmzfPbhI7Dazbs7PU53/11VcXRO2sqVOnBtV0U3/+OnXqBIPouTB9+vTgW4b9+SvAevbsaZ+OLBAg8JI2IrJv4jo080c3ka+//tpuEit132idSOpiQx1HH320+eSTT+zTvbBx40bTt2/ftLL3Olq3bh3LtrTFWbJkiencuXPoM1e3WZ8+fYLuLMSLAIHXtI/HYYcdFrqpaNvUO+64w/z88892k1hpxXpq2RMdKgWv/URcrrzONZVft39OheeQIUOC7iSXFFx6PzN962zXrl1Q7RduECDwnr4NPPDAA6FuFR2NGzcOulxc0uB6agHGxKGdDcv79rjqEjzmmGNCP1u9evWC8HRJO0VqQF7dY/bzN2zY0EyePNlugpgRICgYmlI7YMCA4BuAfcM59dRTnZbT0M1u9OjRabPEEofWrqg2VHmi8QytdUmd3aRD/7tHjx6x7iaYyezZs03Lli1D72WNGjXMbbfd5vybJbYiQFBwPv30U9OhQ4fQzUd95X/5y1/Mhg0b7Cax0bcR7WxojxPo0BqW8ePH5/UqdtWxUreQ/dp1KAjfe+89u0msNCW6W7duofdPwaUKAKqUjNwhQFCwXnrppbTNjBJHrVq1zD//+U+nN/JZs2aZQw45JPTcOurXr28GDx6cN1vmagB82LBh5sADDwy9Vh177rmnGTt2bPAty5UffvghmJRQtWrV0POrCy1XM7yQjgBBQdO02rvuuitj15Ju8G+88YbdJFYTJkzI2BWTOFq0aBHsm+Fil75t0Sy2+++/P5j6bP+1nzj2339/c++99zpfqPnUU0+ZfffdN/T8Ctonn3zSPh05RIAAW6xdu9b06tUrVHJDR5cuXcyyZcvsJrFSRVrdrO3ntm+Y6v7SwLGmrMZJP99jjz0WdAM1aNAg9NyphxZrPvHEE85nV3344Yfm2GOPDT1/lSpVghXu33//vd0EOUaAACnmz59vjj/++NBNS/tXaEqqFiq6tHDhwmCfdc1isl+Dfag7R6VSFHB6bQqWiRMnmtdeey345rR06dLkof+t/67Hdd7QoUOD+lCa4pxa5LCoQ6vpL7/88mDw2jWNE1166aWhNTQ6zjvvvJysKUHJECBABs8991zQRWPfwHRj11/qrmn85dVXXw2+cejmbb+OXBya0aTFmJohlotZTXqO22+/PVijY78W1Rh788037SYoYwQIUASVJPnb3/6WtgFS4mjVqlWwOVKu6JuRKth26tQpuLHbryeOQzsDtm/f3owYMSIYlHY5KG6bMmVKqJqxjj322CMYoHc5oQHRESBAMVasWJFx6q2mjmpvCRUOzDVNRX7hhReC1fQau9F2uhpo1mGvzUh9vYlzdL72yBg5cmSw4E5rYHIZGAkq63LyySeHXqvW6qh2GOXw8xsBApTQnDlzglpW9s1O31A0zVXfWPKJbr4a/8jHm/D69evNlVdeGay9sd/Pjh075nzWGaIhQIBSUt2nunXrhm58mr1U3kuTuKaZW/fdd1/GcZ2mTZuaV155xW6CPEaAABFoNtZ1110XzM6yb4SaxbVgwQK7ScHTLLDUHSMTx2677Wbuueeegih17xsCBMiCuoi0QZF9U9R6Ek171fqSQqf36Kyzzsr4Hl1xxRXO62bBHQIEiIEqz2YqTaK/rrWSvBD/ut7Wt7QTTjghWPOC8o0AAWKi/n3V0FItLfuGqf59rTYvFI888kiR40Qq3wI/ECBAzDTDqF+/fhlnGJ122mlezzB65513gqq89s+drzPVkB0CBHBEaxxOOeWU0M1UaxyuuuqqvJxeG9VXX31lLrjggoxrZS6++OIyWSsD9wgQwLEXX3yxyFXWDz74YLleZa1KvLfcckvGelparf/uu+/aTeARAgTIAdV50qrvTHWeDj/88GB/kPLm2WefLdN6YSh7BAiQQ19//XWw5WumSrPnnntuuag0q7pcKoViv/7KlSsHVX6/++47uwk8RYAAZeCjjz4qd3tdaE2L6mdlCj+Vhne9ZwryDwEClKGnn366yN32tGlTPtAaFlUCzrRro/Yjcb1rI/IXAQKUMe33fdNNN2Xc77t169bmvffes5vkzLRp00zjxo1Dr6t27drBlrfleQIAskeAAHli+fLl5vzzz884FfaSSy4xq1atsps4o3Lx2hvEDg5NQe7fv7/ZsGGD3QQFiAAB8szbb79tWrZsGbp5a8On4cOHO12Mp2AYMGBAEBT28ytQtG8IkECAAHlImztp7/I6deqEbuQNGzYMtpmNk7qi1CWlrin7+dSFpa4swEaAAHls06ZNZvDgwaZixYqhG3vbtm3NokWL7CalNnPmzGAw3L6+Bs01eF6IhSBRMgQIUA4sWbLEnHHGGaGbvEqi9+7d26xbt85uUixNu9X0W/uamqar6bqUokdxCBCgHJkxY4Zp3rx56KZfs2ZNM2rUqKAicHG00E8L/rTwz76OFgjOmzfPbgJkRIAA5YxCYvTo0UFo2AHQrFkzM336dLtJ0uOPP2723nvvULv99tsvKE0ClAYBApRT6rbq06dPxrLxp59+etDtlaCihipuaJ+nIogqhqiiiEBpESBAOaeB9Hbt2oXCQQPvCphu3boFa0lSH9NaE5VfVxl2ICoCBPDE5MmTgym+dpDYhzZ80sZPQLYIEMAjKht/2223mRo1aoSCQ1vMaqtZIC4ECOCh1atXp+3NftBBB5nNmzfbpwFZIUAAT2kgPREgAwcOtB8GskaAAJ4iQOAaAQJ4igCBawQI4CkCBK4RIICnCBC4RoAAniJA4BoBAniKAIFrBAjgKQIErhEggKcIELhGgACeIkDgGgECeIoAgWsECOApAgSuESCApwgQuEaAAJ4iQOAaAQJ4igCBawQI4CkCBK4RIICnCBC4RoAAniJA4BoBAniKAIFrBAjgKQIErhEggKcIELhGgACeIkDgGgECeIoAgWsECOApAgSuESCApwgQuEaAAJ4iQOAaAQJ4igCBawQI4CkCBK4RIICnCBC4RoAAniJA4BoBAniKAIFrBAjgKQIErhEggKcIELhGgACeIkDgGgECeIoAgWsECOApAgSuESCApwgQuEaAAJ4iQOAaAQJ4igCBawQI4CkCBK4RIICnCBC4RoAAniJA4BoBAniKAIFrBAjgKQIErhEggKcIELhGgACeIkDgGgECeIoAgWsECOApAgSuESCApwgQuEaAAJ4iQOAaAQJ4igCBawQI4CkCBK4RIICnCBC4RoAAniJA4BoBAniKAIFrBAjgKQIErhEggKcIELhGgACeIkDgGgECeIoAgWsECOApAgSuESCApwgQuEaAAJ4iQOAaAQJ4igCBawQI4CkCBK4RIICnCBC4RoAAniJA4BoBAniKAIFrBAjgKQIErhEggKcIELhGgACeIkDgGgECeIoAgWsECOApAgSuESCApwgQuEaAAJ4iQOAaAQJ46uSTT04GyFVXXWU/DGSNAAE885///MeMHj3a7LDDDskAqVKlinnmmWfsU4GsECCAR6ZPn26aN2+eDA77aNOmjZk3b57dDIiEAAE8sGTJEtO5c+dQYGy33Xah/6ZvJj179jRff/21fRmgVAgQoBzbtGmTGTRokKlYsWIoKNq2bWsWLVpkZs6caQ477LDQ47vuuqu58847zc8//2xfFigRAgQoh3799Vczbtw4U6dOnVAwNGzY0EyaNCnt/P/+97/mgQceMLVr1w6d37hxYzNt2rS084GSIECAcmb27NmmZcuWoSCoXr26GT58uPnpp5/sJkkbNmwwAwYMMDvttFOoffv27c3ixYvtJkCRCBCgnFi+fLnp1q1baFxj++23N927dzerV6+2mxTp008/NR06dAiFiIKlf//+QdAAxSFAgDz3ww8/mJtuuslUrVo1dMNv3bq1ef/99+0mJfbSSy+ZJk2ahK5bq1Ytc//99wddX0BRCBAgjz311FNm3333Dd3g69evb5588kn79Eh++eUXc9dddwWD6vbzHHrooeaNN96wmwABAgTIQx999JE59thjQzd0LQi84YYbzPfff283ydratWvNZZddZnbcccfQ83bp0sUsW7bMboICR4AAeURrMy699NK0VeSJ49xzzzVffPGF3SR28+fPN8cdd1zo+StXrmyGDh1qvvvuO7sJChQBAuQBrcUYOXKk2WWXXUI37sMPP9y8+eabdhPnnn32WbP//vuHXk+9evXMY489Zp+OAkSAAGXsxRdfNI0aNQrdqPfYYw/z4IMPlulA9o8//mhuueUWU61atdDra9WqlZk7d67dBAWEAAHKyCeffGJOOeWU0I1ZU2mvvvpq8+2339pNysyKFSvMhRdemHEK8UUXXWRWrlxpN0EBIECAHFu/fr3p16+fqVChQig8OnbsaD777DO7Sd6YM2eOOeqoo0Kve+eddzbDhg3b5iJG+IcAAXJEZdbvu+8+s/vuu4duwE2bNjWvvPKK3SRvPfLII6Zu3bqhn6NBgwbm+eeft0+HpwgQIAdef/11c/DBB4duuLvttpu55557grUY5c3mzZvNddddZypVqhT6uU444QSzcOFCuwk8Q4AADi1dutScddZZoRus1lpcfvnl5ptvvrGblDuF8DMiMwIEcKC4v84XLFhgNyn3fPyWhW0jQICYFfL4gE/jPCgeAQLEhBlKvynPM81QcgQIkCXWSBStPK11QekRIEBErNIuuXxebY/oCBAgAupElV4+1vtCdggQoBSoVJu9fKg4jHgQIEAJaK+MXr16lau9MjS+oDUa+TrO8OGHH+Z8zxPEiwABtiFfd+vTnuYvvPCCueOOO4Jg07ci7VyoQ4P39mvVof+eOEfna/ModSlNnjzZLF682Pz666/20+RELnZdhBsECFCEfNovXF1nd955p+nUqZOpUaNG6DXFcVSvXt20b9/ejBgxIthnPZeB4nLfd7hDgAAW/XXfoUOH0I1MU0/79+9vNmzYYDeJncLp1VdfDaYHZ1qUl4tDQXXOOeeYSZMmBQPgubB8+XLTrVu3jFOiu3fvblavXm03QRkiQID/UTAMGDAgCAr7Zqq/zNXN45oKEF5zzTXBbC77NdiH/lpXN5rGYIYMGWLGjRtnJk6caF577bWga03jH4lD/1v/XY/rPA34d+3a1Rx22GEZpyHbh0JMda1mz55tv2Qn9DwtW7YMvQ59Sxo+fHhBLcrMZwQICp7+2n/ggQdM7dq1Qzesxo0bm2nTptlNYvfyyy+bNm3ahJ4/9dCYgL6RKACWLFliXyIrmgSg6cf6K18lV+znTj2aN29unnjiiaBsiUvqQtPPWqdOndBraNiwYfDNCGWLAEFBmzlzZvBXuH2D0qC5Bqhdd91MmDAh41/aiaNFixbm7rvvznnpj88//zwY51Go2d1JiUPrYO69995gQaVLmzZtMoMGDTIVK1YMvYa2bduaRYsW2U2QIwQICpJukOrCsW9IWpvQs2fPYK2CS7NmzTKHHHJI6Pl16JvG4MGDzccff2w3KxNal6FaXgceeGDoterYc889zdixY50PuutbV+fOnUPPr3pbvXv3NuvWrbObwDECBAVFC/2uv/76YOGffSPSX9vz5s2zm8RqzZo1Getm6VAp9PHjx+d0dldpzZgxw7Rr1y702nWokOR7771nN4nd9OnTg240+/lr1qxpRo8e7bxrDb8hQFAwHn/8cbP33nuHbjz77befeeaZZ+zTY6W/znVzy7SeRDfe8tafr2m1Z555ZmjNif53jx49nG8ipZDQ+6nQsN/PZs2aBSED9wgQeO/dd981v//970M3Gs0+uvnmm5334etbx0knnRR6/n322afc7w+ib2zHHHNM6GfTLDJtMOWauq369OmTsWy8urvinmyAdAQIvLVq1Spz8cUXh/5KVvfRBRdcYL766iu7Sex0E91rr73Snl/ThDUo7FPdrEcffTT0c2o8SdOLc9GlpIH0TF1rGnjXe71x40a7CWJAgMA7WiNw6623BmsG7BvKkUcead555x27Sew0jnHjjTeGCgYeffTRwR4ZPtJNum/fvqHxHa0kz1WBRJVl0RRf+3PXVGBNCXY90F9oCBB4RXWVMg2Q66/jhx9+OCc3EAWYVnCnPr9uqtpAqRD2BZ86dWpoTY1u4LkqR6L3X4sNM5V8USn5XAz0FwoCBF5RnarUG4a6MK699tpgLUEu6Hm0NiH1NWgVtzZUKiTahfHEE09Mex+0tW8uFmUmqOyJFkbaXZjaewTxIEDgldRVy5oW++9//9s+xRkNlh9xxBFpNyuVGlF9p0KkbjyVZU99PzTYra6kXNI3n9R/F9otEvEgQOAVjXEkbhSqXpsrCg97y1atK8nXvThy6aGHHgrto5LLz0ZUuj7x3NqnHvEgQOAVranI9U1K3Vb2Nw+tkXA9Pbg8UddVatFGjQkpWHKFAHGDAIFXch0gGrC1xzzU757Pq8nLirqSUhf+aYaa9pbPBQLEDQIEXsllgCgk7NlW+uZBeBRt7ty5wWB64v3SJAdVInaNAHGDAIFXchkgWueRGh7aJpZuq+KpnlalSpWS75vW67jea4UAcYMAgVdyFSBaYZ66SFCzrRgwLznV/kodWFdxRJcr8wkQNwgQeCUXAaL1BallO7TO48svv7RPQzG0z0niPdSh8jKuECBuECDwiusA0fhGamFELVIrtEWCcbLHkMaMGWOfEgsCxA0CBF5xHSCjRo1Ku+Fp/3JEpynQTZo0Sb6fGhtxsfsiAeIGAQKvuAwQdV2l7uehFc2FUNvKNVXSTV0johIocSNA3CBA4BWXAaKdBBPXVkn2fNly1gf6rBLvrQ6Vh48TAeIGAQKvuAqQmTNnppUp1x4TiI/2DEldza9qvnHuakiAuEGAwCsuAkQl4A855JDkdbWToMspp4VKK9VTp0b36tXLPiUyAsQNAgRecREgEydOTF5TR3nfhjaf9evXL/k+q5vw888/t0+JhABxgwCBV1wESMuWLZPX1PXhzvr164NNnxLvt278cSBA3CBA4JW4A+SVV15JXk+HtkyFW9dff33y/VatrDi2wyVA3CBA4JW4A0R7eiSupw2qcrElbqFbt25d2na0cYyFECBuECDwSpwBsnDhwuS1dIwfP94+BY4MGTIk+b5rj/sNGzbYp5QKAeIGAQKvxBkgWmWeuJZmXlGmPXfWrl2bVrH3vvvus08pFQLEDQIEXokrQBQW9erVS15r8ODB9ilwrEuXLsn3P9vJCwSIGwQIvBJXgNiD56w6z72pU6fG9hkQIG4QIPBKXAGSWrakRYsW9sPIAa1Or1u3bvJzyKZwJQHiBgECr8QRIJppVatWreR1tG8FysbAgQOTn0PTpk3th0uMAHGDAIFX4giQ+fPnJ6+hw0V5cZTMW2+9lfwcVIts+fLl9iklQoC4QYDAK3EESGpl2Pr169sPI4dULl97pic+j4cfftg+pUQIEDcIEHgljgDp1KlT8hoaC0HZ6tixY/LzOP/88+2HS4QAcYMAgVeyDRBN302txTRu3Dj7FORY6t7p2os+CgLEDQIEXsk2QP71r38l2+tYunSpfQpybMGCBWmfyYoVK+xTikWAuEGAwCvZBsiUKVOS7atWrUrtqzygcZAKFSokP5cZM2bYpxSLAHGDAIFXsg2QkSNHJtsfeuih9sMoI02aNEl+LqNGjbIfLhYB4gYBAq9kGyCpN5quXbvaD6OMdO7cOfm59O7d2364WASIGwQIvJJtgBx33HHJ9kOHDrUfRhnRHvSJz+XEE0+0Hy4WAeIGAQKvZBsgBxxwQLJ91DUHiN/YsWOTn0ujRo3sh4tFgLhBgMAr2QbInnvumWw/YcIE+2GUkeeeey75uUSZykuAuEGAwCvZBohmXiXaT58+3X4YZSS1OnK1atXsh4tFgLhBgMAr2QSIqr+q3lKi/dy5c+1TUEbmzJmT/Fz0GZV2cy8CxA0CBF7JJkC0bWqirY5FixbZp6CM6LNI/WxKu8UtAeIGAQKvZBMgK1euTLtJLVu2zD4FZUSfRepno8+qNAgQNwgQeCWbAOEbSP7iG0h+IkDglWwChDGQ/MUYSH4iQOCVbAJEmIWVn5iFlZ8IEHgl2wBhHUh+Yh1IfiJA4JVsA4SV6PmJlej5iQCBV7INEGph5SdqYeUnAgReyTZAqMabn6jGm58IEHgl2wBhP5D8xH4g+YkAgVeyDRB2JMw/7EiYvwgQeCXbAGFP9PzDnuj5iwCBV7INEC1Q22WXXZLXGDdunH0Kcuzuu+9Ofh5RpvAKAeIGAQKvZBsg0qlTp+Q1LrzwQvth5FjHjh2Tn8f5559vP1wiBIgbBAi8EkeAqF3iGvXr17cfRg5p/KN69erJzyPq2hwCxA0CBF6JI0Dmz5+fvIaOzz77zD4FOfLWW28lPwfVwFq+fLl9SokQIG4QIPBKHAGimVe1atVKXkd98CgbAwcOTH4OTZs2tR8uMQLEDQIEXokjQERjH4nrtGjRwn4YOaDqyHXr1k1+Dtdcc419SokRIG4QIPBKXAGSWv1Vx8cff2yfAsemTp0a22dAgLhBgMArcQWIpvPWq1cvea3Bgwfbp8CxLl26JN9/fa7ZIEDcIEDglbgCRNRlkrjWPvvsU+pNjBDd2rVrTaVKlZLv/3333WefUioEiBsECLwSZ4AsXLgweS0d48ePt0+BI0OGDEm+75UrVy71FrY2AsQNAgReiTNApE2bNsnrHXzwwdTGyoF169aZGjVqJN/3Xr162aeUGgHiBgECr8QdIPZg+uTJk+1TELPrr78++X5XrFjRfPHFF/YppUaAuEGAwCtxB4i0bNkyec1sB3OxbevXr0+rRaYbfxwIEDcIEHjFRYBMnDgxeU0dzz//vH0KYtKvX7/k+7zTTjuZzz//3D4lEgLEDQIEXnERIBr3OOSQQ5LX1Yys7777zj4NWXr//ffNDjvskHyf4xj7SCBA3CBA4BUXASIzZ84MajElrq09uhEfrTo/4ogjku9v7dq1zTfffGOfFhkB4gYBAq+4ChBJLW+i7pVsVkYjXWoFZB2PPvqofUpWCBA3CBB4xWWArF692uy6667J67dq1SooN47sLFq0yFSrVi35vp544on2KVkjQNwgQOAVlwEio0aNSvtLOZsCfzBm06ZNpkmTJsn3U6vPXZTPJ0DcIEDgFdcBonImJ510UvI5tt9+e/Piiy/ap6GEzjnnnLRAHjNmjH1KLAgQNwgQeMV1gIi6srQ3d+J5dt99d/Pll1/ap6EYqXud67jgggvsU2JDgLhBgMAruQgQef3119OmnB566KHm22+/tU9DESZNmmR23HHH5PvXvHlzp1OjCRA3CBB4JVcBIjfeeGPaX9DHHXec+fHHH+3TYJkxY0ZapV3teb548WL7tFgRIG4QIPBKLgNE4yF2H/6ZZ55J2fdtmDt3rtl5552T75dqXb388sv2abEjQNwgQOCVXAaI/PTTT6Zt27ZpIdK9e3dCJAOtNK9Zs2byfVIX4LPPPmuf5gQB4gYBAq/kOkBEU1FTV1Hr0DcRurN+M23atLS1HlrV/9BDD9mnOUOAuEGAwCtHHnlkzgNE1qxZYxo1apQWItpLhIF1EwRF6oB5rj8bIUDcIEDgDQ3OVqhQIXmjaNq0qfnqq6/s05xRiNjfRDQ7a/ny5fapBUHdeDfccEPa+6HPZ9y4cfapTmmle+r+9q1bt7ZPQUQECMq9JUuWmDPOOCPtRpU41G1y880356w7Sd1Z9piI1okU2mLDlStXBiVJUt8HDZ6rKytXtLNh7969Q99+FOqIBwGCcks368GDBwczeezgsI/99tvPPP300/YlnNDAuj07S33+V199dUHUzpo6dWpQTTf1569Tp04wiJ4LquyrkjOpA/aJQ39QvPXWW3YTRESAoNzR/hzqBtFNyb5BNGzYMAgKbYtauXLl0OMal5g3b559ydip+0brRFIXG+o4+uijzSeffGKf7oWNGzeavn37ppW916Euozi2pS2J6dOnm2bNmoU+d4XJ6NGjg3BBfAgQlCtvv/122haziUOL0YYPHx789Z+g3ezsbwI6dFPv2bOn+frrr1Ou7IZWrKeWPdGhUvDaT8TlyutcU/l1++fU+zxkyJCc3LTVjdm5c+fQZ60xlz59+gTdWYgfAYJyQQPR559/fuivWxUzvOSSS8yqVavsJkmzZs0yhx12WOjmor2377jjDvPzzz/bTWKlwfXUAoyJQzsblvftcfVt7phjjgn9bBq0Vni6pm89CuNM3Zjt2rULBtDhDgGCvPbDDz+Ym266yVStWjV0g1DXyHvvvWc3yUhdSg888ECob15H48aNg357l9Ttpi6U1P1EEofWrqg2VHmi8QytdVGAp/4s+t89evSIdTfBTPR+anpwUd2YkydPtpvAAQIEeUtjGfvuu2/oBlG/fn3zxBNP2KeXiNZlXHXVVUE3kn3dU0891XlNJn0b0c6G9jcpHQcffLAZP358Xq9i11Rp/WVvv3YdCsKSBno2Zs+ebVq0aBF6/ho1apjbbrvN+TdK/IYAQd756KOPzLHHHhu6QVSpUiVYV/D999/bTUrt008/NaeddlroOdRn/pe//MVs2LDBbhIrdasdcsghoefXoYDU7LJ82TJXA+DDhg0zBx54YOi16thzzz3N2LFjg28FLqlkfrdu3ULPr289Kh+jMvvILQIEeUOD2ur+sGcu6Tj33HODQfG4vfTSS2k74iWOWrVqmX/+85/Ovw1MmDAh46SAxKG/tLVvhotd+rZF7/X9998fzFrL9G1Jx/7772/uvfde52ts1I2pGW2ZujE1/pKr6cEII0BQ5tTlMHLkyGBQ275BHH744cFf6y5pbcZdd92VcXxC3xLeeOMNu0nsVJFWN2v7+VMPfTNR95emMGvWUZyWLVtmHnvsseAv+QYNGoSeO/XQ3h3qQszF7Cp16RXVjfnkk0/apyPHCBCUKa3QtmtI6dhjjz3Mgw8+6PwbQKq1a9eaXr16hVYu6+jSpUtwk3Vt4cKFwT7rqaU3ijr0F7lWVeu1abqsgmXixInmtddeC0Jv6dKlyUP/W/9dj+u8oUOHmq5duwaz01KLHBZ1aDX95ZdfHow/5MKHH37ovBsT2SNAUCa0mO6UU04J3SA0uK1B7rIsQjh//nxz/PHHh16bNkHSjXrz5s12k9gpOF999dXgG4du3vZrycWhQWmto9EMsVwNTGuSwaWXXpqxG/O8887L2YJElAwBgpxav3696devX1rRw8ShQe1c9/Vvy3PPPRf089uvU98OtHAulxRqqmDbqVOn4MZuv6Y4Di3GbN++vRkxYkQwruB6UDyVAur222/P2I2pApVvvvmm3QR5gABBTqi/XIPSGpy2bxCqmpuLXemi0Mr2v/3tb2m76CUOlSXRDntlQbPIXnjhhWAhpLrdtJ2uxgp02GszEof+e+Icna8S5xp70poJTV/OZWCkmjJlivl//+//hV5vrmZ3IToCBM5pRXKmKau77bZbMMOoPBQYXLFiRcb1G/rf2l9Cj+cbdQNq/KMsuwO3Rd2YJ598cujfhboxNQ6kVebIbwQInNHN6+yzzw7dIDRIrQFZDVqXN3PmzAm+edg/k76h6JtKai0uZKZuzCuvvDJjN2bHjh3zqhsT20aAIHYaZL7uuuuCQWf7BqHB6QULFthNyh2NgdStWzf082kKrMZOEKZuzDFjxmScFKBuzFdeecVugjxHgCBW27qxlvfCgTYFpWZl+RyUcdEUYpVqsd8ndWPec8895aIbE2EECGKxra4dlcHwuWvHx666uOi9OeusszK+N1dccYXzootwiwBBVsrj4LIrPkwWiMu2ujFPOOGEYMEkyj8CBJHk6/TWsqYFgEVNV1bNrXydrhynRx55pMhuTNX+gj8IEJTathbYqZ4STFDNV1V9M800yrcFk3F55513gpLu9s+rBYq33nqr192YhYoAQYnlQ4mP8kZrHbTPiP2e5UPJlrh89dVX5oILLgh1Y2rh4sUXX2xWrlxpN4EnCBAUKx+KDJZ3+VQ0Mi4q437LLbdkLMbYqlUr8+6779pN4BkCBEXKhzLnPinrsvVxevbZZ81+++0X+jn23ntvujELCAGCjMp6oyWflcXGWXGZN29eUEfLft2VK1cOSsR/9913dhN4jABBGhXp69ChQ+gGkautXguJtu7NtIlUPu55oW5MFV/MFHraV4RuzMJEgJRQ6i9MaURtVxKqUjpt2rTgxq5tUTULSgPaugFpGqUGvAcNGlSiLT81mKtBXQ3u2jcIDQKrWivcePrpp4vcdU87/5UldWOqjHymbkxtZjVz5ky7CQpI/Hc1T0UNgqjtiqMS3M2aNQv9Uhd1qI+9qDUIKj9Su3btUJvGjRubqVOn2qfDAe37fdNNN2UckG7durV577337CbO6Y8T/RuwX4/+rWi/dLoxEe9dzWOpv0ClEbVdUfRLq28V9i91SQ+bNuqxz9Egr/aZyNUudPjN8uXLzfnnn59xSuwll1xiVq1aZTeJnb5tamMp+9+Fvp3279+fbkwkhe8oyGhbN+FtidquKAMHDky7plaC9+nTJ9iURzcf/SWrvnOVEFEBOy3g0o5uRb0GVUBNPKb+7Z49ewaDvChbb7/9dtAtmfpZ69CivL///e9OFuUpGBQQmboxFSgaHwNShe8oyCj1l6k0orbLRDvQpV5Pg90lLUb3wQcfmLZt29r/OaBqqCr6pxk2yB8a4xo3bpzZa6+9Qjf0Aw44INirPA76VqsuqaK6MdWVBWSS/V2tQEQNgqjtbLqZHHTQQclrqRwGW30Whk2bNpnBgwebihUrhm7w+qPg//7v/+wmJaZBcA2G29fVoLkGzwupACRKL7u7WgGJGgRR29lSu5rUbbVu3Tr7FHhuyZIl5owzzgjd7FUhoHfv3qX6N6Fpt5p+a19L3ZiarlvIJehRctnd1QpI1CCI2s6mvunEdfr27Ws/jAIyY8YM07x589DNv2bNmmbUqFHBzn9F0UI/LfjTwj+7vRYIqt4ZUFLZ3dUKSNQgiNrOduSRRyavo7pKKGwKiXvvvTcIDTsINL17+vTpdpOgxIjWCtnnq7KySpMApZXdXa2A2L90UY5spP7iq/opIOq20iy8TGXjTz/9dPOvf/0rKGqo4ob241pzomKIKooIRJHdXa2A2L98UY5spHY5aKoukOrjjz827dq1C/2b05iGvaZE/1vl1/lDBNnK7q5WQOxfzChHNlK3BiVAUBRVKGjYsGHo317i0IZP2vgJiEN2d7UCEjUIorazpW4Ryl+O2BZVELjtttvSpv2quoC2mgXilN1drYBEDYKo7Wypq5IZREdJLF261Bx77LGmY8eOZuPGjfbDQNayu6sVkKhBUFQ79VkPGzYsKOetqqsaBNWMGvVjjx8/Pu1cYRovgHxTurthASsqCIpTVLvU/57p0MZCqdVOVUk38ZjqIa1fvz7lagCQe6W7GxawooKgOEW105awKoqnonmrV682mzdvNgsWLDD9+vVL7j2u7WQTVLYkdfGYpmhSygRAWSrd3bCAFRUExYnSThV0db5qX6VS8bzU6ylESvpNRMUU1T0GAHEp+V2twEUJAonSTmXZdb6m7tq0a2DqNdWddeWVVwYbP2l2lqb46lA599dffz34ltOiRYtSvwYAKA53lBKKEgQSpZ26tHS+ymvbNC4yYMCAtOuW5gCAuHBHKaGoN+Eo7VQQT+eri6ooEyZMME2bNg0FRFGHNpVSRV8AiEvJ72oFLkoQSEnbqdtJW4necMMNQddV1apVg3GLbdEgurqu1IWlgNDGQ1o8prInWnh4wgknmGuvvbbY6wBAFNu+q8E5+5uCjj/84Q9m7ty59qkAkFcIkDJmh4cO7QZ3ySWXmFWrVtmnA0DeIEDyhLYOXblyZbDveadOnYIg0SC6VqwDQD4iQPKUxi4UIu3bt7cfAoC8QIDkKW0UpADRYDoA5CMCJE+tWbMmCBAtFASAfESA5KmBAwcGAaKpuACQjwiQMtC4cWMzePDgoNTIZ599ZjZt2pQcRJ8yZUqwgFDhoa1HX331Vbs5AOQFAqQM2NN2Mx3VqlVjBzkAeY0AKQNacT5ixAjTtm1bc8ABB5gqVaoEK8jr1Kljjj/++GCjKdaAAMh3BAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQCQECAIiEAAEAREKAAAAiIUAAAJEQIACASAgQAEAkBAgAIBICBAAQyf8HZN3gdBh7LooAAAAASUVORK5CYII=)
PN: 2717-1-30
CAS: 76650-29-8
Molecule Weight: 210.276
Formula: C15H14O
![1-(4'-Fluoro[1,1-biphenyl]-4-yl)ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABvmAAAb5gFX9j70AAACMHpUWHRtb2xTb3VyY2UAAHichZVtj6IwEMe/yqSvz5aWJzXixrjZ5JLdXHK7m9y7S4Xqkki7AdaHb39TWBWQAwVbpv/flM5M6+LhlO3hoPIiNToinDoElI5NkupdRN7fniZT8rBcxChCoS4i8lGWn3PGjscjjT9UJk9G09hkpB6fn4q0pTm61OQ7JhyHsz8vz68VM0l1UUodK6SKdF5UxmcTy7J6i/9MwTKZH1LNajnL8kPt7a9w7OXQU5GQ21rWOLZCFLbpXsHW5Jks4SAcipfzA3ZKq1yWKoHNGc0u9XDty8XLo4m/MqVL7FoPaSz3r2X+FaMhM3sVf6Ez7Px8jEjGEZClyVZ5Ls9ge9YsOUgB0gXpgfRBBiBDkFOQM5DcwRvHOQo4KjhKOGp4gHHfKzvx2/lT4dvDGn7Buuf7ZH8xcCIiuBD8AKeu64YgaBCEXuepbfwGerm2sg8gcL5NOnFoGN58TQR1uW1d6kxt69FA2Nan7qz5fBkP6My1bUjDip9R4dmWo8PKEefU95sjtRJDzq4xXy42RieNLqRJRDacVMn4rbaF+M4HAZMnKscStw6stAmINmCzdwVEH+DeAd7wDF4bsJVxBVZ9gN8GbB0NA0EbsFU3DIRtwNboMDBtA7aih4HZ3aJHAO7cvZM1DQWWd5Nd7bCRaTr5rnfkCNNJeb2DR5hO1usdP7Iev4cZqRXeyf3lRBlkwp649TKsscfY5QzE7t35yBqHJ8O/jOU/5uLX2FyGUW8AAEHWSURBVHhe7d0J3FXT/sdxJZqUJkOhEhrMKVOKyKwM6bruNWUMmRPXlOFycfHHNWRWRBkzz1NXEZUpQypSJEpF0kBa/767e077rPM0nH3WOs85Z33er9d+vdReezirx/4+Z6+9fns1AwBAAqvZfwEAwKogQAAAiRAgAIBECBAAQCIECAAgEQIEAJAIAQIASIQAAQAkQoAAABIhQAAAiRAgAIBECBAAQCIECAAgEQIEAJAIAQIASIQAAQAkQoAAABIhQAAAiRAgAIBECBAAQCIECAAgEQIEAJAIAQIASIQAAQAkQoAAABIhQAAAiRAgZWi11VZLL6si1/YAIFwxylCugZBr+1U1fPhw06dPH9OuXTuz/vrrmzXWWMOsvfbapnXr1qZnz55m6NChZtGiRfZmKAV//GHMoEHGHHaYMS1aGFO79tJF//2XvxjzwAPG/P67vRXKjNsrBopCroGQa/uVmThxounSpUvGfpe3NG/e3Dz99NP2LlDM/vtfY1q10g/OipeWLZe2Rdlyc8VAUck1EHJtvyL61tGgQYP0/jp27Ljkl9EHzKRJk8y8efPMrFmzzOjRo82FF15o1l13XWfHRYE8+aQx1asvDYiqVY056SRj3n3XmF9+MWbOHGPef9+YU09duk5t1HbJN02UJ/7PLUO5BkKu7Zdn8uTJplGjRtF+qi65gNx22212kwwKk6OPPjrv46JAvvjCmFq1lgXDiy/aLZZ59VVjatRY2la3tsaNs1ugDPB/bhnKNRBybb88+++/f3o/V155pb16uS644AL7r1CMdttt2e2pW2+112br339Z+86d7bUoA/ldMVCUcg2EXNtX5KOPPkrvQ+MaDI6XmVGjloWBxjb+/NNukU1t4mMl2gfKSvIrBopWroGQa/uKXHTRRel9XHHFFfZqlLrzz18WBDl8u4zaprb7xz/stShxya8YKFrxQMh1SapTp07pfbz11lv2apS6XXZZFgS5/PuqbWq7JT8jKC/JrxgoWnYo5LIktcEGG6T38cMPP9irUeqaNFkWBD/+aK9dPv0spLZb8jOC8pL8ioGilWsg5Nq+IjVq1EjvY8GCBfZqlLrUE1Vacvn3VdvUdjVr2mtR4pJfMVC0cg2EXNtXhAApcwQIKpD8ioGilWsg5Nq+ItzCKnONGy8LAm5h4X+SXzFQtHINhFzbV4RB9BIzYsTSOlY33WSvqZiLQfSOHe21KHHJrxgoWrkGQkXtx44dG03wa9++fVSapHr16mbTTTc1p5xySjTj3MZjvCXi22+NOeKIZRd1LRMn2q2yJX2M96qrlm3HY7xlZ9WuMCgpFQXCilTUPv539qKKumPGjIntwZgPP/wwvb5FixZMJCw28+cbo2BXWRH9O6eWjTc25rff7NbZ3ntv2TaaHLgqEwkXLzamdetl2zGRsOys2hUGJaWiQFiRitpvtdVW0TeJYcOGmSlTpiy5/syPvpXsueeeUTvdsrLtt99+6f1cffXV9urlUmFFePTII8Y0a5YZHGuuaUyfPsb8/LPdevl0Cyq1vcqUrMyddy5rrzIoKDurdoVBSakoEFYkl/bffvtt1K5mBU/UfPPNN+lKvKuvvrq544477CYZZs+ebY455pgKj/vnkt9wv//+e/uvkYsl3wrNrrtmBoeWAw4w5ssv7dYr99lnS5+k0j70VNYrr9gtlnnjjWVtVYBRhRhRdrL/z0XJyyUQJJf206ZNi9o1bdrUXhXRN5b69eun97frkgvYoEGDonDRtxiFhm5/XXLJJdFLppZ33D322CP6+7322st8/vnn9mqsyPTpxpxwglmS4pnBodtJL71kt87NY48t/fai/alk+8knL729pVLuv/669DbVaactO7aq9qoEPMpS9v+5KHm5BIKsSnuNaXy55LfWrl27Ru2uueYau0na+PHjTefOnTP2u7xF4yXPPPNMxvYLFy6M3l6YaqP/PuOMM6Ly71gBvQHw+uuNWXvtzOBYEujR01Z6i6ALerJqs80yj1HRojZLfqFA+Vr+FQP4n/gFX/M9br75ZrtJhd5++21z9tlnm+222y56eZSCoG7duqZNmzbRK20VHMsbbL/rrrtMnTp1Mo7dsGFDc/vtty93m6A999zSKrnxC7i+BfTqZcyMGXbr/Cms9NraHj2WDsTrNpWW5s2NOfRQXmkbCAIEKxW/iFerVi26vfSu3kLnmcZAFDRVqlTJOIctt9zSvP7663bzMGlsYd99s3/71/s3Pv7Ybg04RYBglfzxxx/R/I9bb701GijXIPmreutcAbz//vtm5513zggRLYcccoj56quv7OZhmD3bmLPOMku+1mUGh74NPP643RrwggBBzl588cXoAq5JhoX04IMPmg033DAjRDTBURMef9UAbgh0+05PtzVqlBkca621dIJfLnWqgDwRIMjZb7/9Fl28K3qU17e5c+dGT3DFizdqady4sRkwYIBZrMlr5erNN43ZeuvM4KhSxZijjzZm6lS7dTK67XXQQUsXPc0FrAABgpy9/PLL0UW7mSanVZJJkyaZv/zlLxkhomWHHXYw77zzjt28pM3++mvztQam48GhZaedjBk50m6ejAbaNeAef/T3xhvtVkAGAgQVateunbnzzjvNJ598Yn7++efoN389xnvttdeaevXqRRfr81UfqZKpcOO2226bESIadD/yyCPNd999ZzcvKbotd/VFF5njq1c3Dy35XD+lLux6uZOecnLxbUtPSiko9KhvPJz057Fj7dZABgIEFbJ/s7cXPYmlW1nFQLPW9djvOuusk3GOtWvXjsqxaAJjKdFtuIEDBy7JiSbR59hhyXLxkmWEJuUtCZRowp4LmlQYr1WlRd9ATjyR21dYJQQIKvTxxx+bvn37RnM4NLNcczg0zrD//vtHM8t10S42+qZ0zjnnZExC1NK8eXPz6KOP2s2L0siRI82OO+6Ycf51lizXH3qomfP113bzZFTGROVM4sGhRWVPVP4EWEUECMqObrUp6OxvTbvttltUNbgYTZ061Rx99NFZc1623npr86YGz11Q4UQVUEyVIkktGstSwUUgRwQIypYeN27dunXGBVnzV0488UQzw8fs7AT0+t8rr7zSrLXWWhnn2ahRo6gYpZNZ9/q2ePfdxqyzTmZwqLS7SryX2C0+FA8CBGXt999/NzfeeGN64D+16M833HBDtL6yPP7442bjjTfOOC/dfjvrrLOiopNOqBZV27bZt6v0Uim9XArIAwGCIOgbR69evaJvIPELdqtWrczzzz9vN/dK40sVFZvcd999zReuyp5/883SV9bawbH99saU2WPOqDwECILy0UcfVXjx1suwxo0bZzd3ankh1rJlS3chpifj+vVb9i6O1NK4sTH33+/m0V/gfwgQBOmxxx6r8PaRqgc7u330P6nbaPH3pGjRq4Gvv/56d7fRBg0yZsMNM4NDj/7qXeR6XwfgGAGCYK1oAFuTKF0MYL/00kvLHcif7mquxfvvG9OhQ/btqoMPNmbiRLs14AwBguBpxvpRRx2V9QjtNttsk/gRWj1KfMABB2TsT4ve0OjqUeJfpk0zH/fsaRbpzYDx4NhyS2Mod48CIECA/9E7TuxJfFp69OgR1d5aFZrM2KdPH7Pmmmtm7EN1wx5xNNdCb2y8+uqrzUF16pjrl+x7bCo4GjY05rbbllbsBQqAAAFi7DIiqUXVfy+++OKoJlhFNDP/7rvv9l5OZejQoWaTTTaJ9r3RkuWEJctj1aqZ+aefbgyv/EWBESBABVTI8MILL4zeNxIPBL3S9wEVMowZNmyYadu2bUY7LUcccYT51tFci7Fjx5ouXbpkHeOsvfYy0z/7zG4OFAQBAqzA119/bbp375514d5pp53M008/bQ477LCsddtvv70ZMWKEvatEZs6caU499dToVcLxY2y66abRO+WBykSAAKvgjTfeiOpS2WERX1Rs8v7773fyUiu9Qvg///lP9Prg+DHq1q0bldTXOAhQ2QgQYBXpsd7+/ftHj/na4aFCja7qa+ld85tvvnnG/qtWrWqOO+4488MPP9jNgUpDgAA5mjVrVoXjES1atDBPPPGE3XyVTZgwwRx44IFZ++3YsaMZPXq03RyodAQIkJDqVu2zzz5ZF3yNgagS8Kr65ZdfzHnnnZf16G/Tpk3Nww8/bDcHigYBAuTpueeei+pZ2UGiWegrokd/7733XrPeeutlbFerVi1z6aWXmnnz5tmbAEWFAAEcUD0r1bWKP/bbT0UNl2P48OHRe+ft0Pnb3/5mJk+ebDcHihIBAjikarupMBgyZIi92kyZMiUKCTs4FCZvv/223RwoagQI4JBeBlVRgOh21GWXXRbdnooHh25f6TZWMb5jHlgZAgRwqKIAGTx4cDQgHg8ODZj37ds3GkAHShUBAjgUDxAVPNQjuPbtqm7dukWP7AKljgABHIoHiF0evk2bNuaVV16xNwFKFgECOFTRALnKkagsicqTAOWEAAEcir9PRG8eVCHEn376yW4GlAUCBHBI9apSAXLdddfZq4GyQoAADlX0FBZQrggQwCECBCEhQACHCBCEhAABHCJAEBICBHCIAEFICBDAIQIEISFAAIcIEISEAAEcIkAQEgIEcIgAQUgIEMAhAgQhIUAAhwgQhIQAARwiQBASAgRwiABBSAgQwCECBCEhQACHCBCEhAABHCJAEBICBHCIAEFICBDAIQIEISFAAIcIEISEAAEcIkAQEgIEcIgAQUgIEMAhAgQhIUAAhwgQhIQAARwiQBASAgRwiABBSAgQwCECBCEhQACHCBCEhAABHCJAEBICBHCIAEFICBDAIQIEISFAAIcIEISEAAEcIkAQEgIEcIgAQUgIEMAhAgQhIUAAhwgQhIQAARwiQBASAgRwiABBSAgQwCECBCEhQACHCBCEhAABHCJAEBICBHCIAEFICBDAIQIEISFAAIcIEISEAAEcIkAQEgIEcIgAQUgIEMAhAgQhIUAAhwgQhIQAARwiQBASAgRwiABBSAgQwCECBCEhQACHCBCEhAABHCJAEBICBHCIAEFICBDAIQIEISFAAIcIEISEAAEcIkAQEgIEcIgAQUgIEMAhAgQhIUAAhwgQhIQAARw6/fTTCRAEgwABHHnuuedMrVq10gHSokUL8/HHH9vNgLJBgAB5+uKLL8w+++yTDo74svrqq5uTTz7ZzJgxw94MKHkECJDQ7NmzzZlnnmnWWGONjNBYa621TI0aNTL+rn79+uamm24yf/zxh70boGQRIECOFi1aZPr3728aNWqUFRxXXXWVWbBggZk+fbo54YQTom8g8TatW7c2L730kr1LoCQRIEAO3nzzTbP11ltnhEKVKlXM0UcfbaZOnWo3Nx9++KHZddddM9prOeCAA8yXX35pNwdKCgECrIKvv/7aHHrooVlBsNNOO5mRI0fazbM88sgjplmzZhnbrrnmmqZPnz7m559/tpsDJYEAAVbg119/NRdddJGpXr16xsV/gw02MA888IDdfIXmz59vrrjiClO7du2Mfa2zzjrm7rvvNn/++ae9CVDUCBCgAosXLzYDBw40TZo0ybjYa3BcgTJ37lx7k1X27bffmiOOOCLr20zbtm3NsGHD7OZA0SJAAItuSe24445ZF/gePXqYSZMm2c0TGzFihNl+++2zjnPYYYeZb775xm4OFB0CBPgfDYIfddRR0aB4/IK+zTbbRIPnPuibzv3332/WX3/9jGPWrFnT9OvXz/z222/2JkDRIEAQPD12e+WVV0aP4cYv4npM94477oge2/Vtzpw55h//+EfWWMuGG25oBg0aZDcHigIBgqA9/vjjZuONN864aGtioIoiaqJgoU2cONEcfPDBGeejpUOHDub999+3mwOVigBBkFSjqnPnzlkX6n333deMGzfObl5wr732mtlyyy0zzq1q1aqmZ8+eZtq0aXZzoFIQIAiKalL16tUra4Z4y5YtzfPPP283r1S6dXbbbbeZhg0bZpxrnTp1zNVXX20WLlxobwIUFAGCIPz+++/mxhtvNPXq1cu4GOvPN9xwQ7S+WM2aNSsqE1+tWrWMc99kk03M0KFD7eZAwRAgKHsvvvhiVIMqfvHVN5ATTzwxqllVKj777DOz1157ZXwOLV26dDGffvqp3RzwjgBB2VKtqf333z/rgrvbbrtFNapK1dNPP2023XTTjM+kbye9e/c2M2fOtJsD3hAgKDuqLXXOOedEtabiF9nmzZtHNanKgcY/rr32WlO3bt2Mz9igQQNzyy23UDYeBUGAoGyolpRqSqm2VPyiqtpTqkGlWlTl5ocffjDHHXdc9IRW/DNvvvnm5tVXX7WbA04RICgLqiG17bbbZlxEtRx55JFR7alyN3r0aNOxY8esz3/ggQeaCRMm2M0BJwgQlDTVjFLtKPvCqRpT77zzjt287D388MOmadOmGX2hW3nnnXee+eWXX+zmQF4IEJQkVcO95JJLsl4d27hx46i2lGpMhUr1sy699FJTq1atjL5Zb731zL333kvZeDhDgKDkqDaUakTFL46qIXXBBRdENaWw1OTJk83hhx+e9e2sXbt2Zvjw4XZzIGcECEqGakGpJpR9QVTtqK+++spu7sVPP/1k3n333eg3ed0W0rFVEkVvJtRTXlrWXnvt9H/r77Ve7dRe22l77adQ3n77bbPddttl9dvf/vY3M2XKFLs5sMoIEBQ91X5SDSj7SSPVinr99dft5k7pAqsXS+n49itp8120P+1X+/d9IddtK4WXbmPFz0G3uS677DIzb948exNgpQgQFC3NdVDNJ9V+il/0VBtKNaJ8lVlXRVyNIWy22WZZF32fi46n4+r4vmggvW/fvllzZDTwPnjwYLs5sEIECIqSajyp1lP8IqfZ1qoJpdpQrmnspH///hXeIosvKv3erVu3aKKi3hWix4f1lkIt9m/x+nNqndqpvbbT9nYJeXvReeh8fI3pjB8/PjoP+7h6FHjMmDF2c6BCBAiKytixY6PaTvaFTTWgPv/8c7t53lT6Q7/1169fP+uYWnzeZlqV22M6L52frxIlr7zyimnTpk3GMXWr8Pjjjzc//vij3RzIQICgKOgCeeqpp2ZVnNVtnWeeecZunjeVdT/33HOz3kKoRW8iVF0pvRu9kHQ8HVfHt89J56nz1Xm7prIn//nPf7JCVA8D/Pvf/6ZsPJaLAEGlSl28VMMpfvFSjScfFy8NJuvWkH2x1KKnpZ566innx8yVjq/zqOiFVzpvnb+PuRx6MqyQIY7SR4Cg0uj2iWo2xS9Wun2i2k6q8eTaqFGjohnq9kVZFXuLdV6EzquiisL6HPo8Pug24h577JF1zL333tvLbUSULgIEBafaTMsbwFVNJ9f0LUeTDO3HgEtpwFjnade60ufR5/JVeffJJ580LVq0yDim3hd/xhlneHmQAaWHAEHB6BFSTaar6BFS1XDyQYUU7QvvuuuuawYMGGA3LQk6b52/HYS+Ckbqdtq//vWvCh+lvv322709So3SQIDAu8qaxPbCCy9kDUifcMIJZvbs2XbTkqLz1+eIfy59Tn1eX77//vvoabEqVapkHHerrbbyPpkTxYsAgVf6ZtGkSZOMi44W32U09NuxXlubOp4G5cttopw+T/yFUvq8+tw+qZzMzjvvnPXvqbGsUn7LI5IhQOCNbm/Yv7GqkJ9qM/mkeRPxY7Zt27Zs34mhz6XPF/+8+vy+Pfjgg1kFLfUiL4SFAIE3mkWdurjot2PfpcS175NPPjnjota9e/eyfBNhnD6fPmf8c6sffPa1qKS+5qakjlmvXj27CcocAQJvfv311/TFRWVJfLPDo1evXsEM8upz6vPaIeKb5o6kjqfbWAgLAQJv4gGiyWg+2bet+vXrZzcJgj53vB98386KB4iqIyMsBAi8KVSAaOCY8FjGDhGfA+sESNgIEHhTiADRo6vxp610Gwcm43aW+sfXI74ESNgIEHjjO0A0eS4+z0MDyb4HjkuF+iE+sK5+8jHZkAAJGwECb3wGiMp3xGeY61HWcn/aKlfqj/gjvuov12VPCJCwESDwxmeAqAZUat+aTFeu8zzypX6JTzZUv7lEgISNAIE3vgJEVWjjhRGHDBliN0GM+ifVV+o3l1V8CZCwESDwxkeA6N5++/bt0/tVTSisXLx2lvrP1VgRARI2AgTe+AgQvUwptU9VpaWs+KpRP8Wr+KofXSBAwkaAwBvXATJ9+vSMNwmWakn2yqL+SvWd+lH9mS8CJGwECLxxHSB9+/ZN769Tp05m8eLFdhOsgPpL/ZbqQ/VnvgiQsBEg8MZlgMycOTP9UiNV+PXx5sIQqN9SFZLVn+rXfBAgYSNA4I3LAInXutI7wpFc/B3r+dbKIkDCRoDAG1cBorLw8bGP4cOH202QA/Vfqi/Vr+rfpAiQsBEg8MZVgMSfvOrcubO9GgmoH1N9ms8TWQRI2AgQeOMqQDp06JDez9ChQ+3VSED9mOpT9W9SBEjYCBB44yJAVIojNeirgoALFy60myAB9WOqEKX6N2kpGAIkbAQIvHERIPHB8969e9urkQf1Z6pvkw6mEyBhI0DgjYsAadWqVXofI0eOtFcjD+rPVN+qn5MgQMJGgMCbfANE769Ibd+0aVN7NRxQv6b6OMn7QgiQsBEg8CbfABk4cGB6+549e9qr4YD6NdXH6u9cESBhI0DgTb4Bku/FDSuXb0gTIGEjQOBNvgHSrFmz9PZJbq9g5eK3CdXfuSJAwkaAwJt8AmTGjBnpbVu0aGGvhkPq31Rfq99zQYCEjQCBN/kEyIgRI9Lbdu3a1V4Nh9S/qb5Wv+eCAAkbAQJv8gmQ++67L71tnz597NVwSP2b6mv1ey4IkLARIPAmnwA5//zz09vedddd9mo4pP5N9bX6PRcESNgIEHiTT4B07949ve1bb71lr4ZD6t9UX6vfc0GAhI0AgTf5BEi8Wuy4cePs1XBI/Zvq61yrHRMgYSNA4E0+AdKuXbv0tlOnTrVXwyH1b6qv1e+5IEDCRoDAm3wCpGXLlult83nhEVZO/Zvqa/V7LgiQsBEg8CafAGnSpEm0XdWqVc3ixYvt1XBI/at+Vn+r33NBgISNAIE3+QRIvXr1ou1q1qxpr4IH6mf1t/o9FwRI2AgQeJNPgPANpHD4BoKkCBB4k0+AMAZSOIyBICkCBN7kEyA8hVU4PIWFpAgQeJNPgDAPpHCYB4KkCBB4k0+AMBO9cJiJjqQIEHiTT4BQC6twqIWFpAgQeJNPgFCNt3CoxoukCBB4k0+A8D6QwuF9IEiKAIE3+QQIbyQsHN5IiKQIEHiTT4AI70T3j3eiIx8ECLzJN0B69uyZ3n7gwIH2ajigfk31sfo7VwRI2AgQeJNvgOR7ccPK5RvSBEjYCBB4k2+AxG+vNG3a1F4NB9SvqT5OcpuQAAkbAQJv8g0QadWqVXofI0eOtFcjD+rPVN+qn5MgQMJGgMAbFwFy6aWXpvfRu3dvezXyoP5M9a36OQkCJGwECLxxESATJkwwVapUifbRqFEjs3DhQrsJElA/qj/Vr+pf9XMSBEjYCBB44yJApEOHDun9DB061F6NBNSPqT5V/yZFgISNAIE3rgKkf//+6f3kWi0WFYtXO1b/JkWAhI0AgTeuAkQvPKpfv356X8OHD7ebIAfqv1Rfql/zeWEXARI2AgTeuAoQiQ+m77///vZq5ED9l+rLpIPnKQRI2AgQeOMyQGbOnGnq1KkT7UuDvqNHj7abYBWo31IPJag/1a/5IEDCRoDAG5cBIn379k3vr1OnTmbx4sV2E6yA+kv9lupD9We+CJCwESDwxnWATJ8+PWMsZMCAAXYTrID6K9V36kf1Z74IkLARIPDGdYBI/Imsdddd18yaNctuggqon9Rfqb7L58mrOAIkbAQIvPERIH/++adp3759er8nnHCC3QQVUD+l+kz9p350gQAJGwECb3wEiIwaNcpUrVo1ve8hQ4bYTRCj/kn1lfpN/ecKARI2AgTe+AoQueCCC9L7rlu3buJSHOVO/aL+SfWV+s0lAiRsBAi88Rkgf/zxh+nYsWN6/23btjXz58+3mwVN/aF+SfWR+kv95hIBEjYCBN74DBDR+ytSBQG1dO/e3dm9/VKnflB/pPpG/ZTkfR8rQ4CEjQCBN74DRF544QWz+uqrp4/Tq1cvu0mQ1A+pPlH/qJ98IEDCRoDAm0IEiNx+++3p42jp16+f3SQo+vzx/lD/+EKAhI0AgTeFChCJ18oKOUTs8Mi31tXKECBhI0DgTSEDRE4++eSMi6du4yxatMhuVpb0OeO3rbSoP3wjQMJGgMCbeIBssMEG9mrnNHBsh4gGksv96Sx9vviAeSo8CvFAwY8//pg+5qabbmqvRpkjQOBNPEC0dO3a1YwfP95u5px9O0uPspbrPBF9rvijulp837ZKefPNN6NvHanj1q5d226CMkeAwKtUCfbUsuaaa5pzzz3X/Pzzz3ZTpzRwHH86S5PpBg8ebDcrafo88UmC+rw+B8xTJk2aZHr06JHx76qlXbt2dlOUOQIEXs2ePducfvrpplatWhkXGxX2u+eee7zeZtGjq/F5IlpUE0rnVMp0/vHaVlr0OX09qpsyd+5cc9FFF5kaNWpkHLtx48bmmmuuobx+gAgQFIQmsR1xxBFZv7Xq9st///tfu7kzOm58xnoqvEq1FLzOO15VV4s+n49JgnEPPPBANI4VP2716tWjQNGtSoSJAEFBjRgxIqOabmr561//ar755hu7uRMq36EaUPECjKkL75gxY+zmRUnnaQehPo8+l+vyJHEjR440O+20U9a/16GHHmq+/vpruzkCQ4Cg4HSr47777jPrr79+xkWpZs2a0TyG3377zd7ECVWh3X777bMuhnpH+PDhw+3mRUHnFX+HeWrR53BZVdc2depUc/TRR6dff5tatt5662jwHBACBJVmzpw55vzzz48G1uMXqY022sg89NBDdnMnNOailynF32yYWjp37myeeuops3DhQnuzgtLxdR46H/scdd46f19jRwsWLDBXXnmlWWuttTKOqzGWO+64I5h5NVg1BAgq3cSJE81BBx2UdbHcZZddvP2WPWPGjOhpMPtCmbpY9u7dO7p9U0g6no5rD/xr0XnqfHXevjzxxBNm4403zjjuGmusYc4888ySf/AAfhAgKBqvvfaa2WKLLTIuYLrPf+yxx5pp06bZzZ2YOXNmNG+iom8kWpo1a2Z69uxpBg4caKZMmWJvnhftT/vV/nUc+9hadF46P52nLx9//LHZfffds469zz77mC+++MJuDqQRICgqGhC+9dZbTYMGDTIuZprvoEdFfd1e0u003Rrq0KFD1oU0vug39G7duplzzjknuqUzbNiwaF6Elnnz5mXsU39OrVM7tdd22t7+Td9edB46H52XLypDohnr8fkyWlq2bGmee+45uzmQhQBBUdJv3KeddpqpVq1axsVN5TI0PuCTbqnpt37V77Iv7D4XHU/H1fF9UkjfdNNNWd+61l57bXP99deb33//3d4EqBABgqL22WefmT333DPrYqu/+/TTT+3mzq3Kbaaki8/bY8vz0ksvmdatW2ech76BaGLi9OnT7ebAChEgKAlPP/109O0jfuHTtxMNOvscH7Dpts+7775r7r33XnPeeeeZgw8+OHpaSnMlmjdvHi36TT713/p7rVc7tdd22l77KaQvv/zSHHDAAVkhtuuuu5oPPvjAbg6sEgIEJUPjHxoHidd/0qLxEo2b+JxQV6pUc6xPnz5Zj0rr288jjzxiNwdyQoCg5Pzwww/Rk1n2zHI9wfXqq6/azYOkeSJ33313VtkTVcy9/PLLy77EPQqDAEHJ0hwRzRWxb8toTonvgehipie+7BLvWlSLzHfNLISFAEHJ06x1zV6PXyx1y0az3H0+BltsVEtMNcXs4FDZE9UgA1wjQFAWVD9Lj8Cqnlb84ql6W6q7Vc6lxvXZVUOsos9+//33l/VnR+UiQFBWJk+ebA4//PCs38JVAbhYCybmY9CgQWbDDTfM+Kwqs/6Pf/wjqG9fqBwECMqS3jGy3XbbZQXJ3//+94LNufBJ4z8VzZrX48Ihj/+gsAgQlC09iaS3HtpPIuntiHoSyS49UgpUE6yiJ9D0bnLVEgMKiQBB2fvll1+iSrYVzYUYMmSI3bwoaQ7M1VdfnfWO+YYNGzIHBpWGAEEwxo8fb7p27Zp126dTp05FPRtbtb822WSTjHPWLHzVCivkLHzARoAgOC+//LJp06ZNxgVZt4SOP/548+OPP9rNK41qfXXp0iUr8FQHTDXCgMpGgCBIuuVz8803V1iR9rrrrqvUirT6VqEaXxVVIlZNMKBYECAImooannLKKVkXa5VWf/bZZ+3mXinUbrnllgrfhXLttdd6excKkBQBAizxySefmD322CPrdtHee+9dkLfyqYbX5ptvnnFs3VY77rjjotpfQDEiQIAYvRe8RYsWGRdyvRf8jDPOMLNmzbKb523ChAnmwAMPzAou1fgaPXq03RwoKgQIYFmwYIG56qqrKnxkVq+ZXbRokb1JzvRosd4PYj9arJpeDz/8sN0cKEoECLAc33//vTnmmGNMlSpVMi7yW221lXnjjTfs5qtEkxtVm2u99dbL2KfqWKmWl+paAaWCAAFW4r333jM777xz1m2m7t27m6+++spuvlyqxdWuXbus/ah2l2p4AaWGAAFW0YMPPmg22GCDjIu/ChdeeOGF5tdff7Wbp6n2lmpw2cGhWl1vv/223RwoGQQIkIO5c+eaiy++2NSoUSMjDJo0aWIGDBiQUTpdtbYuu+yyqPZWvK1qc6lGl25nAaWMAAESmDRpkunRo0fWt4oddtjBvPvuu2bw4MGmadOmGes0YN63b99oAB0oBwQIkIe33nrLbLPNNllBYi/dunWLanEB5YQAAfKkx3rvvPNOs84662QFh2puqfYWUI4IEMCR2bNnRyVQUuFx2GGHUWYdZY0AARw666yz0gFSKu8aAZIiQACHCBCEhAABHCJAEBICBHCIAEFICBDAIQIEISFAAIcIEISEAAEcIkAQEgIEcIgAQUgIEMAhAgQhIUAAhwgQhIQAARwiQBASAgRwiABBSAgQwCECBCEhQACHCBCEhAABHCJAEBICBHCIAEFICBDAIQIEISFAAIcIEISEAAEcIkAQEgIEcIgAQUgIEMAhAgQhIUAAhwgQhIQAARwiQBASAgRwiABBSAgQwCECBCEhQACHCBCEhAABHCJAEBICBHCIAEFICBDAIQIEISFAAIcIEISEAAEcIkAQEgIEcIgAQUgIEMAhAgQhIUAAhwgQhIQAARwiQBASAgRwiABBSAgQwCECBCEhQACHCBCEhAABHCJAEBICBHCIAEFICBDAIQIEISFAAIcIEISEAAEcIkAQEgIEcIgAQUgIEMAhAgQhIUAAhwgQhIQAARwiQBASAgRwiABBSAgQwCECBCEhQACHCBCEhAABHCJAEBICBHCIAEFICBDAIQIEISFAAIcIEISEAAEcIkAQEgIEcIgAQUgIEMAhAgQhIUAAhwgQhIQAARwiQBASAgRwiABBSAgQwCECBCEhQACHCBCEhAABHCJAEBICBHCIAEFICBDAIQIEISFAAIcIEISEAAEcIkAQEgIEcGjXXXdNB8jFF19srwbKCgECODBmzBjTsWPHdHhoqVKlijnyyCPNd999ZzcHygIBAuThxx9/NMcdd5ypWrVqRnjEl9q1a5t//vOfZv78+fbmQEkjQIAEFi5caP7973+bunXrZoRFgwYNzLXXXhuNhayxxhoZ65o3b24effRRe1dAySJAgBw988wzZrPNNssIh2rVqplTTz3V/PTTT+l2X375pdl///2zvpHstttu5sMPP4ztEShNBAiwij7//HOz1157ZQVCly5dzNixY+3maS+++KJp1apVxjarr766OfHEE82MGTPs5kDJIECAlZg1a5Y5/fTTo28Z8RDYZJNNzNChQ+3mFfr999/NjTfeaOrVq5exD/35hhtuiNYDpYYAAZZj0aJF5rbbbjMNGzbMuOjXqVPHXH311dE4SK70jeOkk06KvoHE96lvKC+88ILdHChqBAhQgddff91sueWWGRd5PWnVs2dPM23aNLt5zj766CPTuXPnjP1r2W+//cy4cePs5kBRIkCAmK+++soccsghWRf2Dh06mPfff99unrfHHnvMbLzxxhnH0tNbZ599tpk9e7bdHCgqBAiwxJw5c8wFF1xgqlevnnEx33DDDc2gQYPs5k4tWLAgmiey1lprZRy7UaNG5s4774xupQHFiABB0BYvXmzuv/9+07hx44yLd40aNcwll1xi5s6da2/ijWasH3XUUdEM9vi5bLPNNubNN9+0mwOVjgBBsN555x2z/fbbZ1ystRx22GHmm2++sZsXzLvvvmt23HHHrPPq0aOHmTRpkt0cqDQECILz7bffRjWq7Av0tttua4YNG2Y3rxT6ZjRw4EDTpEmTjHPUNyMVaSzkNyNgeQgQBEO1qK644oqoNlX8orzOOuuYu+66y/z555/2JpXu119/NRdeeGHW2MwGG2xgHnjgAbs5UFAECILwyCOPRLWo4hdhPe10zjnnmJ9//tluXnS+/vpr071796xvTTvttJN577337OZAQRAgKGuqOaXaU/aFVzWqVKuq1Lzxxhtmq622yvgsGnQ/5phjzPfff283B7wiQFCWpk+fHtWasmd8t27dOqpNVcr0WG///v2jx3zjn02PAV911VXRY8FAIRAgKCuqKaXaUhXVnFItqnKqOaUaXWeeeWZW2fgWLVqYJ554wm4OOEeAoGw8//zzpmXLlhkXU30D6dWrV1lXvf3iiy/MPvvsk/G5tey+++7mk08+sZsDzhAgKHmqHbXvvvtmXUBVa+rjjz+2m5etZ599tsIAPfnkkzPeUwK4QoCgZKlWVEVv/lNtqccff9xuHgTdorvuuuvM2muvndEn9evXNzfddJP5448/7E2AxAgQlBwNIt9xxx0VDiJfeeWVDCKbpe9qP+GEE7Le1d6mTRvz8ssv282BRAgQlBTVhFJtqPhFUY+xqobU1KlT7ebB++CDD0ynTp0y+ktL165dzfjx4+3mQE4IEJQE1YBSLSj7QqiaUSNHjrSbe6OxBNWquvfee815551nDj744GisRRP6NFFRi24fpf5bf6/1aqf22k7bF3pMYsiQIaZZs2YZfbfmmmuac889tyQmUqI4ESAoaqr5pNpPqgEVv/ipRpRqRalmlE9TpkyJjqMXSdkX4HwX7U/71f51HN/mzZtnLr/8clOrVq2M81h33XXNPffcU5SlXFDcCBAULdV6Us2n+MVONaEuuuiiqEaULxMnTjSXXnqp2WyzzbIu+j4XHU/H1fF9UjHJI444Iuv42223nfnvf/9rNweWiwBB0dEtKd36sS9whx56aFQTyge9UEqzu/XmQfu48UVPeHXr1i2qoaWBfFXv1e01LfoNP05/Tq1TO7XXdtrefguhveg8dD46L19GjBhh2rdvn3Xsv/71r2by5Ml2cyALAYKioUHwo48+OuuFSltvvbW3FyrNnDkz+q1fj7naF1ItPm8zrcrtMZ2Xzk/n6YNuAd53331m/fXXzzhuzZo1Tb9+/cxvv/1mbwKkESCodHrsVjWcKnqlq34L9/FKV81M1wCyfczUcXv37l3QwXnR8XRc+/FkLTpPna+vGfX6pnP++edHA+vx42600UbmoYcespsDEQIElUo1m+zbOZoYqBpPmijomgaKFUoVfePQ01JPPfWUWbhwob1ZQen4Og+dj32OOm+dv68Bb42/HHTQQVnH3WWXXcyoUaPs5ggcAYJKoRIjqtVkX6hU00m1nXzQBbCiV9iqtPvw4cPt5kVB56Xzs89Zn8PnBf21114zW2yxRcYxNSnx2GOPNdOmTbObI1AECApK8x9Um8kus64aTs8995zd3AmV77jggguyZmV37NjRjBkzxm5elHSeOl/7gq7P5as8ifZ76623mgYNGmQct27duuaaa66p9G9qqHwECApCFyPVYrJvHWnS3fXXX++tzLoeWbUvvJr3MGDAALtpSdB56/ztINTn9EUD+KeddpqpVq1axnE33XTT6FYbwkWAwLuXXnopepFT/OKjbyCq1aQXP/nywgsvZA1I65g+xlYKSeevzxH/XPqc+rw+ffbZZ2bPPffMOK4W/d2nn35qN0cACBB4tfnmm2ddcHbdddeoRpNPt99+e8ZtMt12GTx4sN2spOnz6HOlPqM+rz63b/rWoW8f9r+r6pEhLAQIvNEcgvgFRnMdHnnkEbuZc5o3ET9u27ZtzYQJE+xmZUGfS58v/nn1+X3T+IfGQerUqZM+bu3ate1mKHMECLxRuZHUxaVhw4Zm/vz5dhOn9GirBujjF9Pu3bt7P25l0+fT54x/bvWDr0d94/TEXOqYTZs2tVejzBEg8CYeIKrz5JsdHnqVrY9JiMVIn1Of1w4R3/RUXep4W265pb0aZY4AgTeFDBD7tpXKcIRInzveD75vZxEgYSNA4E2hAkQDx4THMnaI+BxYJ0DCRoDAm0IEiB5djT9tpds4MBm3s9Q/vh7xJUDCRoDAG98Boslz8XkeGkguxMBxKVA/xAfW1U8+JhsSIGEjQOCNzwDRzPb4DHM9ylruT1vlSv0Rf8RX/eW67AkBEjYCBN74DBDVgErtW5PpynWeR77UL/HJhuo3lwiQsBEg8MZXgKgKbbww4pAhQ+wmiFH/pPpK/eayii8BEjYCBN74CBDd24+/hlU1obBy8dpZ6j9XY0UESNgIEHjjI0D0MqXUPlWVdtasWXYTVED9FK/iq350gQAJGwECb1wHiCr3xsvBl2pJ9sqi/kr1nfrRRSVkAiRsBAi8cR0gffv2Te+vU6dOZvHixXYTrID6S/2W6kP1Z74IkLARIPDGZYDopUapyq9VqlQxo0ePtptgFajf1H/qR/Wn+jUfBEjYCBB44zJA4rWu9I5wJBd/x3q+tbIIkLARIPDGVYDMmTMnY+xj+PDhdhPkQP2X6kv1q/o3KQIkbAQIvHEVIPEnrzp37myvRgLqx1Sf5vNEFgESNgIE3rgKkA4dOqT3M3ToUHs1ElA/pvpU/ZsUARI2AgTeuAgQleJIDfqqIKBepYr8qR9ThSjVv0lLwRAgYSNA4I2LAIkPnvfu3dtejTyoP1N9m3QwnQAJGwECb1wESKtWrdL7GDlypL0aeVB/pvpW/ZwEARI2AgTe5Bsgen9FavumTZvaq+GA+jXVx0neF0KAhI0AgTf5BsjAgQPT2/fs2dNeDQfUr6k+Vn/nigAJGwECb/INkHwvbli5fEOaAAkbAQJv8g2QZs2apbdPcnsFKxe/Taj+zhUBEjYCBN7kEyAzZsxIb9uiRQt7NRxS/6b6Wv2eCwIkbAQIvMknQEaMGJHetmvXrvZqOKT+TfW1+j0XBEjYCBB4k0+A3Hfffelt+/TpY6+GQ+rfVF+r33NBgISNAIE3+QTI+eefn972rrvuslfDIfVvqq/V77kgQMJGgMCbfAKke/fu6W3feustezUcUv+m+lr9ngsCJGwECLzJJ0Di1WLHjRtnr4ZD6t9UX+da7ZgACRsBAm/yCZB27dqlt506daq9Gg6pf1N9rX7PBQESNgIE3uQTIC1btkxvm88Lj7By6t9UX6vfc0GAhI0AgTf5BEiTJk2i7apWrWoWL15sr4ZD6l/1s/pb/Z4LAiRsBAi8ySdA6tWrF21Xs2ZNexU8UD+rv9XvuSBAwkaAwJt8AoRvIIXDNxAkRYDAm3wChDGQwmEMBEkRIPAmnwDhKazC4SksJEWAwJt8AoR5IIXDPBAkRYDAm3wChJnohcNMdCRFgMCbfAKEWliFQy0sJEWAwJt8AoRqvIVDNV4kRYDAm3wChPeBFA7vA0FSBAi8ySdAeCNh4fBGQiRFgMCbfAJEeCe6f7wTHfkgQOBNvgHSs2fP9PYDBw60V8MB9Wuqj9XfuSJAwkaAwJt8AyTfixtWLt+QJkDCRoDAm3wDJH57pWnTpvZqOKB+TfVxktuEBEjYCBB4k2+ASKtWrdL7GDlypL0aeVB/pvpW/ZwEARI2AgTeuAiQSy+9NL2P3r1726uRB/Vnqm/Vz0kQIGEjQOCNiwCZMGGCqVKlSrSPRo0amYULF9pNkID6Uf2pflX/qp+TIEDCRoDAGxcBIh06dEjvZ+jQofZqJKB+TPWp+jcpAiRsBAi8cRUg/fv3T+8n12qxqFi82rH6NykCJGwECLxxFSB64VH9+vXT+xo+fLjdBDlQ/6X6Uv2azwu7CJCwESDwxlWASHwwff/997dXIwfqv1RfJh08TyFAwkaAwBuXATJz5kxTp06daF8a9B09erTdBKtA/ZZ6KEH9qX7NBwESNgIE3rgMEOnbt296f506dTKLFy+2m2AF1F/qt1Qfqj/zRYCEjQCBN64DZPr06RljIQMGDLCbYAXUX6m+Uz+qP/NFgISNAIE3rgNE4k9krbvuumbWrFl2E1RA/aT+SvVdPk9exREgYSNA4I2PAPnzzz9N+/bt0/s94YQT7CaogPop1WfqP/WjCwRI2AgQeOMjQGTUqFGmatWq6X0PGTLEboIY9U+qr9Rv6j9XCJCwESDwxleAyAUXXJDed926dROX4ih36hf1T6qv1G8uESBhI0Dgjc8A+eOPP0zHjh3T+2/btq2ZP3++3Sxo6g/1S6qP1F/qN5cIkLARIPDGZ4CI3l+RKgiopXv37s7u7Zc69YP6I9U36qck7/tYGQIkbAQIvPEdIPLCCy+Y1VdfPX2cXr162U2CpH5I9Yn6R/3kAwESNgIE3hQiQOT2229PH0dLv3797CZB0eeP94f6xxcCJGwECLwpVIBIvFZWyCFih0e+ta5WhgAJGwECbwoZIHLyySdnXDx1G2fRokV2s7Kkzxm/baVF/eEbARI2AgTexAOkZs2a5qOPPrKbOKWBYztENJBc7k9n6fPFB8xT4VGIBwoefvjh9DHXWWcdezXKHAECbxYsWJBxUdNg7kknnWRmzJhhN3XKvp2lR1nLdZ6IPlf8UV0tvm9byeeff2723nvvjONqvgnCQoDAK/0mvMYaa2RcaOrVq2f+7//+z/z+++92c2c0cBx/OksXt8GDB9vNSpo+T3ySoD6vzwFzUU2tM844I+vftFatWuaee+6xm6PMESDwTt849M0jfkHX0qpVK2+Pl4r2HZ8nokU1oWbPnm03LSk6/3htKy36nD77UmMsCqeGDRtmHFfvFPnXv/5lFi5caG+CABAgKBiNgey2224ZFyAtekPeuHHj7OZOaPJcfMa6FlWlLdVS8DrveFVdLfp8PiYJprz++utmq622yjimXkp1zDHHmO+//95ujoAQICi4Rx991DRv3jzjgqRbIuecc475+eef7eZ5U/kO1YCKF2BMXXjHjBljNy9KOk87CPV59LlclydJ+eqrr8whhxyScUwtO++8s3nvvffs5ggQAYJKoSeH/vnPf5ratWtnXJz0JM9dd93l5QkiVaHdfvvtsy6I+gY0fPhwu3lR0HnF32GeWvQ5XFbVjdPTcwqm6tWrZxxzgw02MA8++KDdHAEjQFCpvvvuO3PkkUem39OdWrbddlvz1ltv2c3zpmDSy5TibzZMLZ07dzZPPfVUpd/P1/F1Hjof+xx13jp/HwGrV97qFlnjxo0zjlmjRg1zySWXmLlz59qbIHAECIrCO++8Y3bYYYesC+Zf/vIXM2nSJLt53jSwf+6555q11lor65gakO7du7cZOXKkvZlXOp6Oaw/8a9F56nx9PQJd6P5HeSBAUDQq4zfgmTNnRvMmKvpGoqVZs2amZ8+eZuDAgWbKlCn25nnR/rRf7V/HsY+tReel89N5+lDob4AoLwQIio7uwV944YUFvQc/Z86c6NZQhw4dsi7i8WXjjTc23bp1iwb877jjDjNs2LDoN3Qt8+bNy9in/pxap3Zqr+20vfZj7zu+6Dx0PjovHypjDArlhwBB0aqsp4AmTpwY/dav+l32sX0uOp6Oq+P7VOin4FC+CBAUvcqch7Aqt5mSLj5vj1WkMubhoLwRICgJxTITWtVn3333XXPvvfea8847zxx88MHR01I77bRT9Fu9lrXXXjv93/p7rVc7tdd22l77KZTKqgSA8keAoKQsrxZTixYtzJNPPmk3D5pqjanmmGqPxfuqELXIEAYCBCWpomqwWvbYYw8zduxYu3lw9M1C3zDifVOoasgIBwGCkvbss89mDXZXq1bNnHLKKQW9TVQsNJax3377ZQWrbqP5fh8LwkOAoOTpVsx1110XjT3EL5qaQ3HzzTd7qxVVTFSh9+yzz866tadxmMcee8xuDjhBgKBs/Pjjj+b444/PKprYpk0b8/LLL9vNy4IeLrjzzjuzZq9r5rrmeZT72xhRuQgQlB1Vru3UqVPWbRxN4Bs/frzdvGRppvg222yT8Rn1ePNRRx0VzTAHfCNAULb0xr6mTZtmXGDXXHNN07dvX/PLL7/YzUuGZrb36NEjKyBVy0qPCAOFQoCgrKmcyGWXXRa9cjV+sdVLmfQK1lIq2aFaYBdffHFUGyz+WZo0aRJNRlQtMaCQCBAEQTO9//73v2f91r7ddtuZt99+225edFQDTLXA4ueuWmGqGabaYUBlIEAQFL2gqX379llBcvjhh5vJkyfbzSudan5pNrt9vt27d49qhQGViQBBcHTb6r777jPrrbdexkW5Zs2aUTHD3377zd6k4FTjS7W+7DLrqgn2xhtv2M2BSkGAIFgaSFd9Kg2sxy/SG220kXnooYfs5gWxYMECc9VVV0U1vuLnpBpgKu+ux3aBYkGAIHgTJkwwBx54YNZtol122cWMHj3abu7NE088EdX0ip+DJgaeeeaZUQ0woNgQIMD/vPrqq2bzzTfPuIBrUuJxxx1nfvjhB7u5M5988onZfffdswJMtb6++OILuzlQNAgQIEZlT2655RbToEGDjIt53bp1zbXXXuu0bLxqdalml2p3xY+l2l6q8QUUOwIEqIDeQd67d++si/umm25qnn76abt5ThRSqtFlv4ddtbxU04sy6ygVBAiwAp9++qnp0qVL1u2lPffc03z22Wd285VSTS7V5orvS7fJVMNLtbyAUkKAAKvgqaeeMptssknGhV/fTk477bTo28rKqAZX165ds4JINbs++OADuzlQEggQYBVp/OOaa66p8BHbW2+9tcKy8XpU+Nxzz816VFjvQx8yZIjdHCgpBAiQo2nTppljjz02q2z8FltsYV577bWojSYrqtaWam7F26gm1+WXXx7V6AJKHQECJDRq1CjToUOHrNtSKpXSunXrrL9XLS7V5ALKBQEC5GnQoEFmww03zAqMeKCoBhdQbggQwAHVz+rXr1/GbS29FVA1tyizjnJFgAAO6W2AqQBReADljAABHDrrrLPSAcJTVih3BAjgEAGCkBAggEMECEJCgAAOESAICQECOESAICQECOAQAYKQECCAQwQIQkKAAA4RIAgJAQI4RIAgJAQI4BABgpAQIIBDBAhCQoAADhEgCAkBAjhEgCAkBAjgEAGCkBAggEMECEJCgAAOESAICQECOESAICQECOAQAYKQECCAQwQIQkKAAA4RIAgJAQI4RIAgJAQI4BABgpAQIIBDBAhCQoAADhEgCAkBAjh0xcVnmebrrhYtzz5FgKC8ESCAQ/fdeJbpvuNq0TL8VQIE5Y0AARx6ZeBZ5srDV4uWz94hQFDeCBDAoXceOcvcedJq0TJxFAGC8kaAAA4RIAgJAQI4RIAgJAQI4BABgpAQIIBDBAhCQoAADhEgCAkBAjhEgCAkBAjgEAGCkBAggEMECEJCgAAOESAICQECOESAICQECOAQAYKQECCAQwQIQkKAAA4RIAgJAQI4RIAgJAQI4BABgpAQIIBDBAhCQoAADhEgCAkBAjhEgCAkBAjgEAGCkBAggEMECEJCgAAOESAICQECOPTeE+enA2TSB0/aq4GyQoAADs2a+ql59NLNzbPXdza/z59jrwbKCgECAEiEAAEAJEKAAAASIUAAAIkQIACARAgQAEAiBAgAIBECBMhTauLgqixAOeEnGsiTHRIrWoBywk80kCcCAqHiJx7IEwGCUPETD+SJAEGo+IkH8kSAIFT8xAN5IkAQKn7igTwRIAgVP/FAnuIBsqIFKDf8VAN5soNieQtQbvipBvJESCBU/MQDeSJAECp+4oE8ESAIFT/xQJ4IEISKn3ggTwQIQsVPPJAnAgSh4iceyBMBglDxEw/kiQBBqPiJB/JEgCBU/MQDeSJAECp+4gEAiRAgAIBECBAAQCIECAAgEQIEAJAIAQIASIQAAQAkQoAAABIhQAAAiRAgAIBECBAAQCIECAAgEQIEAJAIAQIASIQAAQAkQoAAABIhQAAAiRAgAIBECBAAQCIECAAgEQIEAJAIAQIASIQAAQAkQoAAABIhQAAAiRAgAIBECBAAQCIECAAgkf8Ha47x/62iIoMAAAAASUVORK5CYII=)
PN: 2617-3-97
CAS: 720-74-1
Molecule Weight: 214.239
Formula: C14H11FO
Melting Point: 98-103 ℃
Boiling Point: 419-420 ℃
Hazard Statement: H315-H319-H335
TSCA: Listed on TSCA inventory
HTN: 2914.39.9000
EINECS: 218-345-2
