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)
| Product Number | 2621-5-Y9 |
| Synonyms | 2-(4-Chlorophenyl)benzoic acid; 2-Carboxy-4'-chlorobiphenyl |
| CAS | 7079-15-4 |
| MDL Number | MFCD03426504 |
| Molecular Formula | C13H9ClO2 |
| Molecular Weight | 232.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-5-Y9
CAS: 7079-15-4
Molecule Weight: 232.66
Formula: C13H9ClO2
![2'-Chloro-[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 2621-5-Y8
CAS: 14498-95-4
Molecule Weight: 232.66
Formula: C13H9ClO2
![4'-Methyl-[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACKRAAAikQE37tIiAAACLXpUWHRtb2xTb3VyY2UAAHicjZVtb9owEMe/ysmvhx07IQEEVGjVpEmtKq2dtHeTSQyNROzKCU/ffueEQBLaZJDozPn/89l3tpk/nLIdHJTNU6MXhFOPgNKxSVK9XZDfbz9GE/KwnMcoQqHOF+S9KD5mjB2PRxq/q0yejKaxyUjVPzvlaUtz9KmxWyY8j7M/z0+vJTNKdV5IHSuk8nSWl84nE8uinMUXIVgm7SHVrJKzzB6q0f4Kzz0ePeUJua3lO/atEIVNulOwMTaTBRyER/HxvsFWaWVloRJYn9Ht0wDXvpw/P5p4nyldYNONkMZy91rYfYyOzOxUvMfBsPHzcUEyjoAsTLayVp7BtZxbcpACpA8yADkGGYKMQE5ATkFyD1/s5yjgqOAo4ajhIeZ9p1zgt/OHwtnD198XeMHECVcu3/cjuBhBwzAKanNx4lrxU5v/V44u3qutxATOGHfk0ShyIkF97qxPvYmzAQ2Fs2PqT5u/6/6QTn1nIxqVQaZUBGUwjMqbjlpQA/WAlR/Tzq55X87XRieNJqTJgqw5KQvyS21ycakJAWMTZTFvbgAnbQKiDbgKXoHVZ4DfBly9+4GgDbjd0Q+M24DbS/1A2AbczusHortFDwCTuylN+tM6bQPuGPRH4F6bKE/NANItdnnKBphOvatTOcB0Sl6d4gEmuEvAINKpe3VR9KeZd0pfXSwDTPQJc9th4sawxhFj9TWIzbsrkjXuT4b/Gst/7ZnYmY5TLkgAAFDiSURBVHhe7d0L/FRz4v9xJEp0U4iupFCKVrnblhKRyrqmkuvPZV1qJdsuKmVLiIhQLovK2vVILu3KErls5F5/ChVZhSJFuX/+3/d8zbcznzPz/c535pwzZ+bzej4en8dj15zPmTPn05z3d875XDYzAADkYDP7PwAAkA0CBACQEwIEAJATAgQAkBMCBACQEwIEAJATAgQAkBMCBACQEwIEAJATAgQAkBMCBACQEwIEAJATAgQAkBMCBACQEwIEAJATAgQAkBMCBACQEwIEAJATAgQAkBMCBACQEwIEAJATAgQAkBMCBACQEwIEAJATAgQAkBMCBACQEwIEAJATAgQAkBMCBACQEwIEAJATAgQAkBMCBACQEwIEAJATAgQAkBMCBEAgfvrpJ/PUU0+Zyy+/3Bx44IGmZcuWZttttzVbbbWVady4sWnfvr3p16+fmThxolmxYoVdPcVmm21WUXKRb31kh7MLIC+//PKLeeCBB0ybNm1SLtyVlc0339x0797dPPfcc/buEvINgHzrIzucXQA5++abb0zfvn19AVGdkk5Vr1cl3/rIDmcXQE4UHp06dUq5WO+www6JW1izZ882H330UWKbDRs2mGXLlpk5c+aYoUOHmt12263KC3xVr1cl3/rIDmcXQE5OPfXUiou0bkldeeWV5ttvv7U38/n555/NtGnTKoIknXwDIN/6yA5nF0C1/eMf/0gJj+nTp9ubVGn9+vWmf//+9n9OyDcA8q2P7HB2AVSb99bVZZddZr+ct3wDIN/6yA5nF0C1vPTSSxUX57p165qvv/7a3iRv+QZAvvWRHc4ugGoZNWpUxcX5/PPPt18ORL4BkG99ZIezC6BaunXrVnFxfuihh+yXA5FvAORbH9nh7AKoltatW1dcnN9//3375UB4AyDfgvBwdgFUS8OGDSsuzl999ZX9ciDsEMinIDycXQDVsuWWW1ZcnH/88Uf75UDYIZBPQXg4uwCqpUGDBhUX5yh+geQi3/rIDmcXQLV4n4F88MEH9suByDcA8q2P7HB2AVTLEUccUXFx/vvf/26/HIh8A6Cy+nrwrynljz32WNO2bdvElPO1atVKTK0ycOBA8/LLL9tVkIH/7AJAJUaOHFlxcb7gggvslwNRWQBko7L63tfSFU3N8qc//cmuhjT8ZxcAKvHiiy9WXGzr1atn1q1bZ2+St8oCIBuV1d9nn33MuHHjEr80Pvvss8SMwe+8844ZPHhwSgeBe++9164Ki//sAkAV9t1334oLraZvD1plAZCNXOuPHTu2ot5vfvMb+2VYqnd2AaCMnn0kL7S65fPwww/bm1RJs/HqmUM6uQZAUq71P/nkk4p6tWvXtl+GpXpnFwB+ddJJJ1VcbLfYYgszYsSIxOJRVdF6IJoCJdmbK51cAyAp1/q6pZWst/3229svw1K9swsAv9IviI4dO6ZcrHfaaSczbNgw8+9//9t8/PHHiQWmFCrLly83Tz/9dOLhtHo+VXWBr+r1quRaf9KkSRX1zjrrLPtlWKp3dgHAQw/QjzvuuJQLdnVLOlW9XpXq1N+4caNZvHhx4heUuvOqTpcuXcyaNWvsTWGp+uwCQCV0S+q+++5LGWBYVdFzkx49epjnn3/e3l1CdQIgnWzq28ekooWybr75ZvPDDz/YmyONzGcXAKpB82Lp1pVWKDzggANMixYtTJ06dUzNmjVNo0aNTPv27U2/fv3Mrbfeav73v//Z1VNkEwCVyaa+HR4q9evXTxzj/Pnz7c2RRuazCwAO+P77782yZcvMXXfdZXbddddEkGg8yJgxY+xNYSFAAOBXWp5XAw2Tv0imT59ubwIPAgQAPObMmVMRIJ07d7ZfhgcBAgAe6nqcDBD1ykJmBAgAeKhrcjJANNcXMiNAAMDjySefrAiQ/fff334ZHgQIAPxKD9E7dOhQESA33XSTvQk8CBAAzthjjz3M8OHDzdy5cxMLS2k6FnXjXbp0aUo3XpX99tuPAYVVIEAAOCMZDlWVXr16mS+//NKuDgsBAiAUCxYsSEyPHidaw10TJvbp08e0a9fONGzYMDFoUCPQNf7jvPPOyzi9CvwIEACB04VYf8lvvfXW5rnnnrNfRokgQAAETnNgJW8HhbVuOgqPAAEQOO/a4qyrUboIEACBI0DcQIAACBwB4gYCBEDgCBA3ECAAAkeAuIEAARA4AsQNBAiAwBEgbiBAAASOAHEDAQIgcASIGwgQAIEjQNxAgAAIHAHiBgIEQOAIEDcQIAACR4C4gQABEDgCxA0ECIDAESBuIEAABI4AcQMBAiBwBIgbCBAAgSNA3ECAAAgcAeIGAgRA4AgQNxAgAAJHgLiBAAEQOALEDQQIgMARIG4gQAAEjgBxAwECIHAEiBsIEACBI0DcQIAACBwB4gYCBEDgCBA3ECAAAkeAuIEAARA4AsQNBAiAwBEgbiBAAASOAHEDAQIgcASIGwgQAIEjQNxAgAAIHAHiBgIEQOAIEDcQIAACR4C4gQABEDgCxA0ECIDAESBuIEAABI4AcQMBAiBwBIgbCBAAgSNA3ECAAAgcAeIGAgRA4AgQNxAgAAJHgLiBAAEQOALEDQQIgMARIG4gQAAEjgBxAwECIHAEiBsIEACBI0DcQIAACBwB4gYCBEDgCBA3ECAAAkeAuIEAARA4AsQNBAiAwBEgbiBAAASOAHEDAQIgcASIGwgQAIEjQNxAgAAIHAHiBgIEQOAIEDcQIAACt8UWW1QEyCmnnGK/jBJBgAAIzNKlS83xxx9fER4qNWrUMGPHjjXff/+9vTmKHAECIG/r1683w4cPN1tvvXVKeHhL69atzcyZM+2qKGIECICc/fLLL+a+++4zO++8sy8wMpVu3bqZhQsX2rtCESJAAOTk5ZdfNvvvv78vIFR23XVX8+CDD5orrrgi7a8SPWT/wx/+YNasWWPvFkWEAAFQLZ988okZMGCA2XzzzX3BsN1225lrr7025XnHBx98YPr06ePbVqVhw4bm1ltvNT/++KPnHVAsCBAAWfnuu+/MNddcY7bddltfEChMTj/9dPPpp5/a1So8/fTTpn379r66Ku3atUu8juJCgACo0sMPP2xatWrlu/CrHHjggWb+/Pl2lbR++uknM2nSJLP99tv79qPSu3fvxC8WFAcCBEBGb775punatavvQq+yyy67mPvvv9+ukhU9+9AzEO+Aw2TZaqutzLBhw8y6devsaogZAgSAzxdffGHOPffcxBgO+wJfq1Ytc+WVV5pvvvnGrlZtixYtSvTKst9DZaeddjJ33313oqcX4okAAVDhhx9+MBMmTDD169f3XdBVTjzxRLNs2TK7Wt4effTRxDgR+/1U9ttvP/Piiy/aVRADBAiAhNmzZ5s99tjDdwFX2WeffczcuXPtKoFSz61x48aZunXr+t5fpV+/fmbFihV2NRQQAQI4bvHixaZnz56+C7ZK48aNzZ133ml+/vlnu1poVq1aZc4888yU+bSSZZtttjEjR440GzZssKuhAAgQwFFr1641Q4YMMTVr1vRdqPXf9NpXX31lV4vMggULzMEHH+w7NpUWLVqYGTNm2FUQMQIEcIx+TehXhX5d2BdmlaOPPtq89957drWCmTZtmmnWrJnvOFUOPfRQ8/rrr9tVEBECBHCInmPoeYZ9IVZp27atefLJJ+0qsfDtt9+aq6++2tSuXdt33LrVdfbZZ5vPPvvMroaQESCAA9RzSj2o7Iuvinpc3XjjjYkeWHH30UcfJdYXsT+DSr169cz48eOL4nOUCgIEKGEaq6ExGxq7YV9wNcZDYz005qPYzJs3z3Tq1Mn3mVR2331389hjj9lVEAICBChRGiXetGlT3wVWRaPLNcq8mOlZzpQpU8yOO+7o+3wqPXr0MO+++65dDQEiQIAS88orryTmp7IvqCotW7ZMzGtVSr7++mszdOjQxBQo9udVb7JLLrnEfPnll3Y1BIAAAUqEZsIdNGhQ2mnW69Spk5hJd+PGjXa1krFkyRLTq1cv32dXadSokbn99tsTkzkiOAQIUOQ0gltrcGgtDvvCqTDR2h1aw8MVTz31lNlzzz1950Jl7733Ns8884xdBTkiQIAi9sgjjyRW/7MvlCpdunRJrBroIi1QdfPNN5sGDRr4zovK8ccfb5YuXWpXQzURIEAReuedd8zhhx/uuzCqaH3ye++9l1lsy6xevdqcf/75aaeN11K7w4cPN+vXr7erIUsECFBEdEG84IILuCBWU1WBe9999xG4OSBAgCKgWzITJ06s9JbMhx9+aFeDpbJbfvvvv7+zt/xyRYAAMcdD4WDR6SA4BAgQU5V1S9Wa4nRLzY+6PZ9++ulpuz1vu+22iW7P3333nV0NHgQIEDNVDYy7+OKLGRgXoPnz5zs18DJIBAgQE5qaY+rUqRmn5jjyyCNjOzWHbgtpwkYVXZCfffbZiqL/n3xN28VVqU/9EgYCBIiBYpgcUL96XnjhhcRaIpdddpnp3bt34tmMJmW0j7myou1VT/W1H+1P+43Dr6pSnXwyLAQIUEBxnp5ct9JmzZplBg8ebDp27Og7vjCK3kfvp/fV+xdKqUx/HzYCBCiA5AJJWuPbvkBpgaSzzjqrIAskKdDGjBmTGMVe3V8WQRe9v45Dx6PjKoRiXYArKgQIEDEt0dq8eXPfBUmlEEu0rlu3ztx9992J+/zpeiRlKvpLvHPnzua0004zV1xxhRkxYoQZO3ZsYhS8in5FJP+3/rte13baXvVU395npqLj0vHpOHW8UapqCeCePXuaxYsX29WcQIAAEVmwYIE55JBDfBcglRYtWpgZM2bYVUK1cOFCM3DgwLTLxNpFD5c1PkJdh59//vnAfh1pP9qf9qv9Z3qI7S06Xh23jj9Ka9euNUOGDEn0hLOPSf9Nr2kblxAgQMhWrVplzjzzzMStKfvCo1tYI0eONBs2bLCrhUZB1rdv30p/bdStW9ecfPLJZvLkyZH/da330/vq/XUc9rEli45fn0OfJ0o6Pv3qsI9HRb9S9GtFv1pcQIAAIVGX1XHjxmW8CPbr1898/PHHdrXQvPjii+aoo47yHUeyaH4tXRinT58em3VDdBw6Hh1Xuvm/kkWfS58vSrNnz048B7GPRUXPTfT8pNQRIEAIHn30UdO6dWvfhUVlv/32S3RbjYp+Aen2kH0cydKmTRszYcKExHZxpuPTcep47c+QLPqcUX4O9cRSj6xMz3PUk0s9ukoVAQIEaNGiRaZ79+6+C4nKTjvtlHgIHNWsr5rm5JZbbsl4cevQoUPiuUux3W7R8eq4dfz2Z1LR59XnjnKaF40N0RiRdD3XNKZEY0s0xqTUECBAADQI7qKLLkp7m0VTkgwbNizS3kNaF33ffff1HYuKZp3VL6RSoM+hz2N/RhV9fp2HKGm0unqL2ceisssuuyRGu5cSAgTIg/7KnTRpUmJyQ/uCoaLR1h988IFdLVTXX3992p5CWvdCXYhLkT6XPp/9mXUedD6ipvmzNI+WfTwqmndL07uUAgIEyNHTTz9t2rdv77tAqLRr187MmTPHrhKqNWvWmGOPPdZ3LPpVdOmllxZ0ZHcU9Pn0OdP9CtR50fmJkmby1Yy+mtnXPh71INNMwJoRuJgRIEA16RdFnz59fBcFlYYNG5pbb701sQBUlNQDKd3gRN3eeeutt+zNS5o+b7rbWjo/UffUEq0toof76bpNa00SrU0S50kmK0OAAFnSc46jjz467e0h/dV74YUXRv5Xrmikt31MulhdfvnlkQdZXOhz6/PbF22dJ52vQtBqh+mCTaVRo0aJICk2BAiQpWbNmvm++CrdunWLfFR00nXXXee7SOpi9MQTT9ibOknnQefDe350vnTeCkE98LT+errnNSqa7qWYECBAluwumhrnMXPmTHuzSOhCpKkz7AuQpkpZsWKFvbnTdD7STSGj8xdVl2rb+vXrzfDhw83WW2/ta79iQoAAWfI+DNVa5IW6b63bM/379/ddEDX1R6GOKe50XnR+7HOm81jI23z65eo9nrPPPtveJNYIECBL3lshJ5xwgv1yJPQXc7rw0BiUYhsQGDWdH50n+9zpfBbyl4j3WP74xz/am8QaAQJkKQ4Bku621ejRo+3NUAmdL/sc6rwWAgECOKLQAaKJGe0L32233WZvhizovNnnUuc3agQI4IhCBoi6ntq9rfjlkR/7l4jOb9RdfAkQwBGFChANfrPHeehePvJnPxPReY5ysCEBAjiiEAGigYn2CHP1JuKBeTB0Hu3eWTrfUQ0IJUAAR0QdIOoZ1KtXr5QLjMYJ0FU3WDqf9jgRnfcoemYRIIAjog4QzSLrvbjo/RkkGA6dV3vEehSz+BIggCOiDBCtY+F97qH11JmeJFw6v95163X+w15PhAABHBFVgGiNEXsxKE0MiPDpPHvPu9ohzJUNCRDAEVEFiJZj9V5UNINrIafbcInOsz1jrtojLAQI4IgoAmTVqlWmXr16Fe+jaeK1TCqio/PtXZRK7aF2CQMBAjgiigCx57nSCnuIns67tx3ULmEgQABHhB0gGsDmHW3epEmTkl+GNq503nX+k22hdgljgCEBAjgi7ADp0aNHysVk2rRp9iaIkM6/tz3UPkEjQABHhBkgCxYsSLmQ6EEuCs9+oK52ChIBAjgizADp27dvyoVk1qxZ9iYoALWDt13UTkEiQABHhBUgWpXOO4CtQ4cOkUyjgaqpHdQeybZRO6m9gkKAAI4IK0AGDhyYchGZMWOGvQkKSO3hbR+1V1AIEMARYQSIevvUrl27Yr9t2rRhpt2YUXuoXZJtpPYKqnccAQI4IowAmTp1asoFZMKECfYmiAG1i7ed1G5BIEAAR4QRIF27dq3Yp0Y/hzXiGflRu3hHp6vdgkCAAI4IOkCWL1+e8vC8Z8+e9iaIEbVPsq3Ubmq/fBEggCOCDpAxY8akXDymT59ub4IYUft420vtly8CBHBE0AHSpUuXiv3VrVvXbNiwwd4EMaL2UTsl20ztly8CBHBEkAGydu1aU6NGjYr9nXTSSfYmiCG1U7LN1H5qx3wQIIAjggwQe4Tz5MmT7U0QQ2onb7vlO2MAAQI4IsgAGTx4cMqFY/HixfYmiCG1k7fd1I75IEAARwQZIB07dqzYV9OmTe2XEWNqr2TbqR3zQYAAjggqQNasWZPSfXfAgAH2JogxtVey7dSOas9cESCAI4IKkHnz5qVcNO644w57E8SY2svbfmrPXBEggCOCCpApU6akXDSee+45exPEmNrL235qz1wRIIAjggqQoUOHplw0mL6kuKi9vO2n9swVAQI4IqgAOe644yr2U79+fftlFAG1W7IN1Z65IkAARwQVIG3btq3YD0vXFifvUrdqz1wRIIAjgggQrXBXs2bNiv3QA6s4eXtiqT1zXUGSAAEcEUSAFPsFA+XUbt52VLvmotj/PRAgQJaCCJCVK1emXDBGjBhhb4IioHbztqPaNRcECOCIIAJkyZIlKReMG264wd4ERUDt5m1HtWsuCBDAEUEEyGuvvZZywbjzzjvtTVAE1G7edlS75oIAARwRRIDMnTs35YIxbdo0exMUAbWbtx3VrrkgQABHBBEgs2fPTrlgzJw5094ERUDt5m1HtWsuCBDAEUEECL9ASgO/QMoRIECWgggQnoGUBp6BlCNAgCwFESD0wioN9MIqR4AAWQoiQBgHUhoYB1KOAAGyFESAFPsFA+UYiV6OAAGyFESAMBdWaWAurHIECJClIAJEmI23+DEbbzkCBMhSUAHCeiDFj/VAyhEgQJaCChBWJCxurEi4CQECZCmoAGFN9OLGmuibECBAloIKkHnz5qVcNO644w57E8SY2svbfmrPXBEggCOCCpA1a9aYLbbYomJf9MQqLt4eWGpHtWeuCBDAEUEFiHTs2LFiX02bNrVfRoypvZJtp3bMBwECOCLIABk8eHDKhWPx4sX2JoghtZO33dSO+SBAAEcEGSCzZs1KuXBMnjzZ3gQxpHbytpvaMR8ECOCIIANk7dq1pkaNGhX7O+mkk+xNEENqp2Sbqf3UjvkgQABHBBkg0qVLl4r91a1b12zYsMHeBDGi9lE7JdtM7ZcvAgRwRNABMmbMmJSLx/Tp0+1NECNqH297qf3yRYAAjgg6QJYvX57Snbdnz572JogRtU+yrdRuar98ESCAI4IOEOnatWvFPrfcckumNYkptYvaJ9lWarcgECCAI8IIkKlTp6ZcQCZMmGBvghhQu3jbSe0WBAIEcEQYAfL111+b2rVrV+y3TZs25ueff7Y3QwGpPdQuyTZSe6ndgkCAAI4II0Bk4MCBKReRGTNm2JuggNQe3vZRewWFAAEcEVaALFy4MOVheocOHXJe4Q7BUjuoPZJto3ZSewWFAAEcEVaASN++fVMuJPmOcEYw7BkD1E5BIkAAR4QZIAsWLEi5kLDUbTx4l65VUTsFiQABHBFmgEiPHj1SLibTpk2zN0GEdP697aH2CRoBAjgi7AB58cUXzeabb17xHk2aNAmstw+qR+dd5z/ZFmoXtU/QCBDAEWEHiPTv3z/lgnLppZfamyACOu/edlC7hIEAARwRRYBoxHO9evUq3kejn9988017M4RI59s76lztEdYMAQQI4IgoAkRuueWWlIuKHuT++OOP9mYIgc6z/eBc7REWAgRwRFQB8tNPP5l999035cJy+eWX25shBDrP3vOudlB7hIUAARwRVYDIK6+8YmrWrFnxfhrA9sQTT9ibIUA6v94BnTr/aocwESCAI6IMELn++utTLi56/xUrVtibIQA6r972VdH5DxsBAjgi6gDRNBq9evVKucAccsgh5vvvv7c3RR50PnVevedZ5z2K6WQIEMARUQeIrFmzxjRv3jzlInPyySczY29AdB51Pr3nV+db5z0KBAjgiEIEiGgAm/d5iMpFF11kb4Yc6Dx6z6vOcxgDBjMhQABHFCpA5N57700Zpa4yevRoezNUg86f93zq/Oo8R4kAARxRyACRcePGpVxsVG677TZ7M2RB580+lzq/USNAAEcUOkBkyJAhvgsfv0Sqx/7loaLzWggECOCIOASIegbZ82Wp6F4+D9Yrp/NjP/NQ0fmMosdVOgQI4AjvHFWHHnqo/XJkNN1GuhBRbyK6+Kan82L3tkqGRyGnifn8889TjufCCy+0N4k1AgTIUo0aNVK+7Mcee6xZsmSJvVkk9BdzuttZGs/AYMNUOh/2OA8Vnb9C/fIQrbVud9E+7LDD7M1ijQABslS/fn3fRWirrbYyl112mVm7dq29eSSuu+46X+8s3Wpj2pNyOg/2CHOdL523Qnn99dcTv2Dtf0sqZ511lr15rBEgQJZeffVV06JFC9+XXmWHHXYwU6ZMKchzCHU9tceJ6CKpiQELeXumkPS59fntcNV5irqrbtJnn31mzj777JT5tpJF08cfc8wxoU7cGAYCBKimxx9/3LRp08Z3EVDp1KmTef755+0qodPgN/t2iIqmJn/rrbfszUuaPq89JbuKzk+UgwSTfvjhBzN+/PiUZ2jecsopp5iPPvrIrlYUCBAgB7ooaLK9TBcFPbCN+qKg6Tf0XMY+Fv11qxX2Sn15XH0+fU7vYlDJovMS1fQkXlX9sTFv3jy7SlEhQIA8qBeNbkvYD9hVateuba666irz7bff2tVCpWCzb2mp7LzzzmbatGn25iVBn0ufz/7MOg9RzKpre/fdd02PHj18x6NSyNudQSNAgADowah60NgXC5VmzZqZBx980K4SKq1jYS9KlSy6vfPoo4/aVYqSPke621Uq+vxhr+dh+/LLL80ll1ySNsDV4WLo0KEl9UuQAAEC9NBDD2V80H7wwQcnHsRHRQ9ktRxrut5jKh06dEh0JS22v4R1vDpuHb/9mVT0efW5o3wgrfe6/fbbfT2+kkXTwxeqy3eYCBAgYBs3bjSjRo0yderU8V1I1APnjDPOMCtXrrSrhWbVqlVmwIABvmNJFt2jnzBhQmK7ONPx6TgzPVNQ0eeM+nM888wzZu+99/Ydi8qee+5p/v3vf9tVSgYBAoREA9hOO+0030VFpW7dumbs2LGRjhxXD6SjjjrKdyzJoofPPXv2NNOnT0+EYBzoOHQ8Oq50D8eTRZ8r6h5WS5cuNccff7zvWFQaNGhgbr755pLvRk2AACHTha1z586+i4xK69atzcyZM+0qoVqwYIHp27evb4yEtyjg1JNs8uTJZvHixfYuQqX30/vq/XUc9rEli45fn0OfJ0qav2r48OFm66239h2TQu788883q1evtquVJAIEiICmzLjnnnvMTjvt5LvoqHTr1s0sXLjQrhYqvd/AgQMTvcXs47FL06ZNE7eHdJ9f41w0KC4I2o/2p/1q/3of+73touPVcUd9vtSG9913X9reXiqHH364eeedd+xqJY0AASK0bt06c8UVV2T86/UPf/hD5OMVdEx333236dq1a6W/Suyih9X6ZaXbdPpMI0aMSNyW00hvlVmzZlX8b/13va7ttL3qZXq4n67ouHR8Ok4db9RefvnljL29dt11V/PII4/YVZxAgAAF8MEHH5g+ffr4LkYqDRs2NLfeemtB7p9r8OOYMWNMly5d0o5tibLo/XUcOp6oB2UmffLJJ4lfRumCdbvttjPXXnttpM+x4oYAAQro6aefNu3bt/ddnFTatWtn5syZY1eJjMYr6FfE4MGDTceOHX3HF0bR++j99L6FHC/x3XffmWuuucZsu+22vmNUmJx++unm008/tas5hwABCkxjCCZNmmS2335738VKpXfv3olfLIWmQXIvvPCCufPOOxMzEOu41E21ur9UtL3qqb72o/1pv9p/HDz88MOmVatWvuNWOfDAA838+fPtKs4iQICY0LMPrZiXrruqRjEPGzasIPf/s6HbOMuWLUsUXWCfffbZiqL/n3wtzrd73nzzzcRzFvvcq+yyyy7m/vvvt6s4jwABYmbRokWme/fuvouYinpx6UFyIRdCKjVffPGFOffcc9P+kqpVq5a58sorzTfffGNXgyFAgNjSPE8aJ2Jf1FT222+/xG0f5E4zKmtke6beYCeeeGLiVxMyI0CAGNMtn3HjxmUcUNevXz/z8ccf29VQhdmzZ5u2bdv6zqfKPvvsY+bOnWtXQRoECFAENL/TmWeemXY1u2222caMHDnSbNiwwa4Gi0a5a1oU+xyqNG7cOPFAv9gmlywkAgQoIpq245BDDvFd/FQ0C7BmqYWf1qwfMmRI2mnW9d/0WqHWtS9mBAhQhLSAktYZsS+GKoceemhifRKUT/2uXxX6dWGfJxX9GnnvvffsasgSAQIUKa10ePXVV6edy0q3urRSYlBzVhUjPcfQ8wz73Kjo+ceTTz5pV0E1ESBAkdM0H6eccorvIqmiNdvHjx+f6HHkCvWcUg8q+1yoqMfVjTfe6NT5CBMBApSIefPmmU6dOvkumiq77767eeyxx+wqJUVjNTRmQ2M37M+vMR4a66ExHwgOAQKUEN3znzJlitlxxx19F1GVI4880rz77rt2taKnUeKZpoLX6HKNMkfwCBCgBGkiwqFDhyamQLEvqOp1dMkll8Rm7ql8vPLKK4n5qezPqNKyZcvEvFYIDwEClLAlS5aYXr16+S6uKo0aNUos5KTJHIuNZsIdNGhQ2mnWNYOuZtKNy7K8pYwAARzw1FNPJWbAtS+2Knvvvbd55pln7CqxpJH5WoNDa3HYn0NhorU7tIYHokGAAI7QAlUTJ040DRo08F18VY4//nizdOlSu1psaNU/rf5nH7eKFp7SqoGIFgHiGi3SM326MQMHGtO+vTE77GBMzZrGNG5c/v9PO82YBx/U0F27ZuXKvsQVJRf51kfWVq9ebc4///y008Zrqd3hw4eb9evX29UKRuuMa71x+1hVtD65lsxlduLC4NvqCq3DMGGCMdtvn3qxzlQaNjTm+uvL62XDWzcX+dZHtVV1Yb7vvvsKemEutqBzEd9WF6i3zWGH+UMim3LwwVrpyN6jn7dOLvKtj5zF7dZQNrfaPvzwQ7saCoBva6nTrai99kq9QDdrZsyIEcbowrBqlRZGMEZTXmipzlGjjGnZMnX7tm2N+eore8+pvNvnIt/6yEtcHk6XysN+V/BtLXW//33qxbnsZ7+pqnvjd98Zc9VVqfX69rW3SuXdNhf51kcg1D329NNPr7R77Hf69xGwyroba634Yu1uXOr4tpYyTe3tvTBPnmxvUbkpU1LrT5tmb7GJd7tc5FsfgYpqgF5VAx4vvvjikhjwWKr4tpayffbZdFE+80z71eycddamfXTsaL+6Sb4BkG99hCKsKUI05crUqVOdm3Kl1PBtLVUvvrjpglyrljG5TiKneqqf3FemdbiTr6vkIt/6CE3QkxS6PuljKeHbWqr0MDx5QR40yH61elQ/uS/tN518AyDf+ghdvtOkM+186eHbWqq6d990QX7gAfvV6lH95L6033SSr6vkIt/6iEx1F2pKLnyltdvt7bXw1VlnneX0wlfFjG9rqWrdetMFefFi+9Xq0ZKfyX3tvrv9ajlvAORbEHvZLBW7uOzfnZbebd68ue91FZbeLX58W0tVgwabLshVjeGoigYSJvelEerpJF8PoqBorF271gwZMiTRY8oOiEylRYsWZoZ6CKLo8W0tVVtuuemC/OOP9qvVo/rJfWm/6SRfD6Kg6OjXhn512GHhLbqFNXLkSLNhwwa7OooU39ZSVchfILnItz5iYfbs2YnnIHZ49OvXz3z88cf25ihyfFtL1W67bbogB/kMRM9W0sk3APKtj9hQTyo9HE+GR/dMHS9Q9Pi2lqpu3TZdkIPshaX9ppNvAORbH7HinUFXvaxQmvi2lipNlpi8IOc7DuSMMzbta+RI+9Vy+QZAvvURKwSIG/i2lqp58zZdkGvXzn0k+urV5fWT+9J+08k3APKtj1ghQNzAt7WUdeiw6aJ89tn2q9k555xN+9D+Msk3APKtj1ghQNzAt7WUafZc74X5rrvsLSp3zz2p9bXUbSb5BkC+9RErBIgb+LaWut69Uy/OV15Zvt5HZbSMrZ51bL75pnrHHWdvlSrfAMi3PmKFAHED39ZSp7UUtKKg9wLdvHl5QGgFws8/L1+RUM9IXn3VmNGjjWnVKnV7TV9S1bK2+QZAvvURKwSIG/i2ukAPwrW2ufcinW054IDsHsB76+Qi3/qIFQLEDXxbXaHbUuPHl48kt0MiXalf35hx46q+3ZWUbwDkWx+xQoC4gW+ra77+uvxheP/+xrRrZ0zjxsbUrGlMo0bG7LWXMf36aRm66k9/km8A5FsfsUKAuIFvK4DAESBuIEAABI4AcQMBAiBwBIgbCBAAgSNA3ECAAAgcAeIGAgRA4AgQNxAgAAJHgLiBAAEQOALEDQQIgMARIG4gQAAEjgBxAwHiupUrjbn4YmOGDTNm3Tr7VSAnBIgbCBDXaZ2PzX6dg0pBAgSAAHEDAeK61q03BUi3bvarQE4IEDcQIK4jQBACAsQNBIjrCBCEgABxAwHiOgIEISBA3ECAuI4AQQgIEDcQIK4jQBACAsQNBIjrCBCEgABxAwHiOgIEISBA3ECAuI4AQQgIEDcQIK4jQBACAsQNBIjrCBCEgABxAwHiOgIEISBA3ECAuI4AQQgIEDcQIK4jQBACAsQNBIjrCBCEgABxAwHiOgIEISBA3ECAuI4AQQgIEDcQIK4jQBACAsQNBIjrCBCEgABxAwHiOgIEISBA3ECAuI4AQQgIEDcQIK4jQBACAsQNBIjrCBCEgABxAwHiOgIEISBA3ECAuI4AQQgIEDcQIK4jQBACAsQNBIjrCBCEgABxAwHiOgIEISBA3ECAuI4AQQgIEDcQII57pyxAFpR9yVWWECAICAHiBgLEcXeUBcjYsi+5ygwCBAEhQNxAgDhuYFmAdCv7kqtcToAgIASIGwgQx7UuC5DkF70bAYKAECBuIEAcR4AgDASIGwgQxxEgCAMB4gYCxHEECMJAgLiBAHEcAYIwECBuIEAcR4AgDASIGwgQxxEgCAMB4gYCxHEECMJAgLiBAHEcAYIwECBuIEAcR4AgDASIGwgQxxEgCAMB4gYCxHEECMJAgLiBAHEcAYIwECBuIEAcR4AgDASIGwgQxxEgCAMB4gYCxHEECMJAgLiBAHEcAYIwECBuIEAcR4AgDASIGwgQxxEgCAMB4gYCxHEECMJAgLiBAHHYmjVrTL169Sq+6J06dbI3AXJCgLiBAHHQjz/+aCZOnGgaNmxY8SVX2WGHHexNgZwQIG4gQBzz1FNPmb322islOJJFt7OAIBAgbiBAHPH++++b4447zhca3sIzEASFAHEDAVLivv76a3P55ZebrbbayhcYNWvWNPXr1ydAEDgCxA0ESIn6+eefzdSpU82OO+7oCw6VI4880vy///f/6IWFUBAgbiBAStC8efPMb37zG19oqOy+++7mscceq9iWAEEYCBA3ECAl5OOPPzannnqqLzRU1F13/Pjx5vvvv0+pQ4AgDASIGwiQErBhwwYzYsQIs8022/iCY4sttkh8gT/77DO7WgIBgjAQIG4gQIrctGnTTPPmzX3BoXLooYea1157za6SwvuMpFWrVuabb76xNwGq5aOPPjKbb755xb+rvffe2/zwww/2ZigBBEiRUjAccsghvtBQUaBMnz7drpJWrVq1Uurusssu5m9/+5u9GVClb7/91lx11VWmdu3avn+Tbdu2NU888YRdBUWOACkyuhV15plnJm5N2V9S3cLSrSzd0spWu3btfPtROeCAA8z8+fPtzYG0HnzwQdOsWTPfvyO7HHXUUea9996zq6NIESBFQg+/r7vuOlO3bl3fl1KlX79+iYfo1bVx40Zz4okn+n6JqOg2xOmnn24+/fRTuxqQ8Oqrr5qDDz7Y929HRb9EatSo4fvvGn80ePBg89VXX9m7Q5EhQIrArFmzEt1v7S+iirrrvvDCC3aVavvf//5nBg4cmHLv2vuF79Wrl/nuu+/sanDUypUrzRlnnJH2l3CdOnXMqFGjEn+cLF682BxzzDG+bVQaNWpk7rjjDvPTTz/Zu0eRIEBiTAP9unfv7vviqejh9913350YMBik//73v2b//ff3vZ+KJlv85z//aVeBQ/RLeOzYsRl/CZ922mlmxYoVdjXzr3/9y+yxxx6+7VU6duxonn32WbsKigABEkNffvmlueiii1K6QiaLpiTR1CSaoiQM+qtRfz1uvfXWvvdOlt/97nfm7bfftquixM2cOTOl27e3dO7c2bz44ot2lRSaBfqmm24yDRo08NVXOeGEE8yyZcvsaogxAiRG9FN+0qRJZvvtt/d9uVQ0GaImRQzLww8/bFq2bOl733RF97bPO+88s3r1ans3KDELFy5MjBGy/w2o7LTTTuaee+4xv/zyi10toy+++CLxbyfd8xE9i/vLX/5Cd/IiQYDExH/+8x/Tvn173xdKRdOvz5kzx64SmDfffNN07drV974qTZs2NTfeeKP5/e9/73tNRX9N6q9K/XWJ0qIFxy688MK0v4T1C/WKK64w69ats6tl7a233kr8mrX3rUJ38uJAgBTY5x9+aP7Qt6/vC6SiBZ9uueWW0C7O+kvw3HPPzfiX4JVXXpnyl6DuU3fo0MG3rcqee+5p/v3vf3v2jmKlf2+33nqrb8GxZOnTp4/54IMP7Go5+8c//pEYxGq/j4q6k+u5HOKJACmQX8r+cnv/T38yY8r+kju67ItS3/Ol0V98+stPfwGGQaOC9avCO5W7t6hbb6Z70brNNnny5EQPGrueyrHHHmuWLFliV0OR0C/dTGOD9Av56aeftqsEQj38Ro8ebbbddlvf+6pnoHoIqqcg4oUAiZruFd97rzFNmpgPyr4c95eVC8rKvr9+WY444ojEPeewPPnkk4lRwfaXVGWfffYxc+fOtaukpT78l156aaKLr70fPei/7LLLzNq1a+1qiCn9oujdu7evLVX0TE7P5qLobltZd3KFy5gxY+hOHiMESJReesmYzp3LzvpmifJzWXmhrIwvKxfstpv518yZdo3AaPTv0Ucf7ftSqjRu3NjceeedOXUJfvfddxOji+19qqjb75QpU3LaL6KhZxjDhg1Lu+CYfgmrN6B6BUZNt610+8o+JpVdd92V7uQxQYBEQf3i+/evCA5v+XS77cx7f/2r+cmaZj0o+qUwZMiQtL8U9N/0WhC/FB5//HHTpk0b33uodOrUyTz//PN2FRSQek1pHJF6UdntpaLxR4sWLbKrRUrHqAfpO++8s+/4VOhOXngESJg2bjRm1Chj6tTxBYfZYgtjBg3SkF67ViD0V79+VejXhf3FU+nZs2dilHCQ9Gzl+uuvT6w9Yr+fysknn5yYqRWFpZkL9ttvP1/7qGicx6OPPmpXKaj169ebP//5z2nHJtGdvLAIkLA89JAxLVv6g0PloIM0iZBdIzB6jqHnGfaXTUWjgWfPnm1XCdTnn39uzj777LS9uzQ/kmZs1cytiJbmStOcaXabqGhk+bhx43wLjsXJ0qVL6U4eMwRI0N54w5jf/tYfGipNmxrzwAN2jcCo55R6UNlfLhX1uJowYUKk6zK8/vrr5rDDDvMdi4pmbtUMrgifZmceOXJkxgXHNLvzqlWr7GqxVVl3cv2BpGlTEA0CJChlf3Wbc84xZX92+4Oj7K/usj+7tWCCXSsQGquhMRvpZtTVr4D/+7//S4z5KJSHyn6NtWjRwndsKprJVTO6IhwzZszIeO61nsyCBQvsKkWhqu7kmsCR7uThI0Dypb/ob7jBlP2J7w8OlZNPNmb5crtWYO6///7EqF37C6Si0eUaZR4HyTm2NFOrfZz6K1gzu2qGVwRDv/60IqV9rlW04JhWsiwFdCcvLAIkH1phrU0bf2io7LuvMc89Z9cIjBZ7OvDAA31fGhWN6tW8VnGkmVo1Y6t9zCq6D6+ZXuN8Hz7utOCY1iBPN826bmFdffXVJfn8qaru5HfddRfdyUNAgORCK6qV/WMt+9fpL40bm7J/reoGZdcKhBZ30iJPmQZaXXPNNUUx0Eozt2oGV/szqKgnkGZ+Rfb0bGv8+PEZe8CdcsopTvSA07K5mbqT71v2Rx3dyYNFgFSHVlAr+7lc9nvZHxxlP5fNH/9oTEg/l/VX+bXXXmu222473xdDYTJgwADzySef2NViTf38NZNrprEImgE2zFH5peKxxx7LuOCYxuDMmzfPrlLSsulOvjzE28ouIUCyoSkcJk82plEjf3CoHHOMMQGPqfCa9cgjidG39hdBRYs/vfzyy3aVoqLR0JrZNV0//7DnBStmum1z5JFH+s6ZihYcmzp1qtO3bdSd/JxzzqE7eYgIkKpopbSOHf2hobLHHlpqza4RmC/fftvcePjhZu80FwiNzr3vvvuqtQ5D3Gk+Js30an9WFc0Mqxli6edfvuDYxRdfnPHB8dChQ0NbcKwYvfHGG3QnDwkBkolmoz3hBH9oqDRoYMxNN2nea7tWMFavNj+ef755ruyv77+Wvd9xZaXxr//g9Vf68OHDE6NzS5VmfM20Nopmig1zbZQ4U9fV22+/PeOCY1q3nq6rmVXWnfyggw6iO3kOCBCbfvKPGGFMrVr+4NAYj/POS1zgQ6FAuvnm8oAqe7+PysqMsnJJWelSVo4//vjEaFwXVLU6o2aODXJNirh75plnzN577+07Dypai+Wpp56yqyANupMHiwCx6VnHZml+dfzud1pCzd46OFqMqexCYL/v/LLyQIcOZmHZBcRFevZR2frwmkk2n1Xx4u7DDz9M/OFgf3YVTd8xceJEbuvlgO7kwSBAbNdck3oRb9VKS6bZWwVHtxyOPdYXHInSqJHZcPvt5pcI1mGIO80Mqxli7S+7inpxaWbZUnoepFuUulWZqWPB+eefzwSCAaisO/luu+1Gd/IqECA2fSnLLlSmbVtjRo/WUmn2FsHQQ86hQ8u7/yYDI1nUTfiSS/S01K7lPM0Uq3Ei9pddRTPMaqbZYqYQvPfeezNOYX744Yebd955x66GPCS7kzdp0sR3vlXCXuStmBEgUdMzlilTjNlhB39wqPToof6Zdi146NaCZo7VrQb7y66iGWc182yxUXfsLl26+D6PirpxP/LII3aV2FCbaDJPFc2SoAkPk0X/P/lanG8L0Z28+giQKGlAV6dO/tBQ0ZQojz9u10AlNIOsZpLNNG2HZqDVTLRxpwGgGgiabnYBDRzVANI4XHjVfVi/8LTOjOaYUkcGPcBPN86isqLtVU/1tR/tT/stxMqH6VTVnfyWW27hudOvCJAoaAqJU07xh4ZKvXrGjB9fPikjcqIZZTWzrP1lV1G3Tc1IG0fqEaSpZzQFjX3cCpNBgwYlpq4pFI0lmTVrlhk8eLDp2LGj7xjDKHofvZ/et9BjWf7zn//QnbwKpRMg+sc2fboxAweaslYvv0WkZwmam0r//7TTjNGAoZCmGklLo1yvvrp8OvfNrODQioRnn63Z7+xayJFmmNXAMPvLrqKZaTVDbVxossuWLVv6jlNFk2S+8sordpVIaL6sMWPGJG6lVfeXRdBF76/j0PEUah4vupNXrvgDRD/tJ0wwZS3sv0inK2U/Qc3115fXC5PCquxi5nt/lbKLmYnRxayUaGoKzTirqSrsL7tudWmmWs1YWyiaXl/T7NvHptK0adPE9PxR071/9WLTcaW7jZapaJEy9WBSd1g9OxgxYkSi+6s6AajoV0Tyf+u/63Vtp+1VT/XtfWYqOi4dn46zEN22dXvN5e7kmRR3gOie6WGH+S/Q2ZSDD9YgA3uP+dMCPdq3/X4qLVpohR+7BkKgv1g1A639ZVfRJHuauTbK1Rm1oNe5556b9q96LQSmBcG0MFiU1LNoYNkv9nRhaxeFm57TaCS8ZrQNKoS1H+1P+9X+9T72e9tFx6vjLkTPKNe6k1dlM/s/FA3ditprr9QLtP7i1yhyTS6oJTp1gdA/9PnzjRk1yr9GubrqaobdIOj9zjyz/NaU9z1UttnGmJEjtbaoXQsh00y0mpHW/rKraAZbzWQbJoXUjTfemPGvbS1BrN5JUdIzo759+1b6a0M93DRrrVb9WxziRKHp6P30vnr/TD3tVHT8+hyFWFVRv65KuTt5too3QH7/+9SL9PDheippb5VKYzq0tKy3Xtk/wLzoVti4cabsX7o/OFT07GXFCrsWIqQZaTUzrWaotb/sKprRVjPbBu3JJ58s+xulre/9VPbZZx8zd+5cu0qoNGgu06JLKro907NnTzN9+vTEA/440HHoeHRc6W4fJYs+lz5flEq1O3l1FGeA6DbQZp6LtKYfqQ6Nw/DWz3V5z0cfNWV/hvhDQ6XsrxAT8T9oVE69ejRTre5Z2192zWx7ySWXBNKV9L333ktc8Oz3UGncuHGi22qU06yru7NuD9nHkixagGnChAmJ7eJMx6fjzLRglIo+Z9Sfo1S6k+eiOAOk7K+3stYpL7ptlIuzztq0D03XXh2LFhnTrZs/NFR22smYu+/W8Fa7FmJCM9Zq5lr7y66i3ja6H6/eN9WltbeHDBmSdpp1/Te9FuX63PoMGrOQ6fZZhw4dEl2cowyzIOh4ddw6fvszqejz6nPn0ob5qKw7udahj2t38nwUX4Dor/rNfr1Ya8bcL76wt8iO6nln3M32nuU//2nKfkv7g0NTkgwbpi4tdg3ElGaw1YA2+8uuoplvNQNuNnRB068K/bqw96OiXyNRP0dQN2At4Wofi4oWIdOUMKVAn0Ofx/6MKvr8hegOre7kCgz7eFTUnfy1116zqxSt4gsQPQzf7NeL9qBB9qvVo/rJfWm/2TjiCH949O6t4av2ligCGlGsGW01s639ZVepagp9PcfQ8wy7noqef8yePduuEjot55ruV5Dm19LFrRTpc6WbP0znQecjarplpe7kuoVlH1McupMHpfgCRBMdbvbrhfuBB+xXq0f1k/vSfrPhDbB27bT6kb0FipBmttUMt+ke1KZbxEs9p9SDyt5WRbdQdK8+ym7Conmajj32WN/x6DNdeumlBR/ZHTZ9Pn3OdG2o81KIeazUnfzUU0/1HY9KIbqTB634AsT70Drf2wLvvbdpX7vvbr+anu4Xa86qWbPCW5EQBaOZbjXjrf1lV9FfuLpVpTEbGrthv64xHhrroTEfUVMPpHS3TXR7560w17GJIX3edLe1dH6i7qmVpO7kv/nNb3zHpBJFd/KwFF+A/LpaX6LkO4ZDf5Ek96UR6sCvNPOtZsC1v+yZikZJa5R5IWikt33LSmMkLr/8cmcn/dPn1ue3x7roPOl8FUJV3cn1B0oh5z7LRfEFiPcBdr5fDtVP7kv7BTzUz18z4WpGXPvLniytWrVKzGtVKNddd53vItmoUSPzxBNP2Js6SedB58N7fnS+dN4KpbLu5OodWEyKL0D4BYKI6a/C008/PeWLrgehmkn3u7AWHKuCpstQt2D7AqRupFquFZvofKTrXqvzV8hpR95//31z9NFHpxyTpkkpJsUXILvttumiH+QzED1bASrh/SWikc+Fotsz/fv3910QNfVHHNYNiSOdF50f+5zpPBbyNp86ZtihVkyKL0C8A/iC7IWl/QKV8N4KOeGEE+yXI6G/mNOFh2aKLbYBgVHT+dF5ss+dzmehfonYAfLHP/7R3iTWii9ANFli8qKf7ziQM87YtC9NdghUIg4Bku621ejRo+3NUAmdL/scFuovfwIkaloWNnnR10JNuXaZXL06daEn7ReoRKEDRBP32Re+2267zd4MWdB5s8+lzm/UCJBC6NBh04Vfq/rl4pxzNu1D+wOqUMgAUddTu7cVvzzyY/8S0fmNuosvAVIImo4hefFXuesue4vK3XNPan2tHghUoVABosFv9jgP3ctH/uxnIjrPUQ42JEAKRfNPeUPgyivL1/uojHqo6FlH2V8aFfWOO87eCkirEAGi6TfsEebqTcQD82DoPNq9s3S+o5r2hAApFK3boBUFvSFS1vCJgNAKhJ9/Xr4ioZ6RvPqqfq8a06pV6vaaviSifygoflEHiHoG2dPOazwDXXWDpfNpjxPReY+iZxYBUkh6EJ5p/fGqygEH5P4AHk6KOkA0i6z34qL3Z5BgOHRe7RHrUcziS4AUmv4aGz++fCS5HRLpSv365UvQVnW7C7BEGSBax8L73EMj35meJFw6v95VBXX+w15PhACJC01VrYfh/fuXT7PeuLEp+xegb70xe+1lTL9+xtx/f/7Tn8BZUQWIVtKzF4PSxIAIn86z97yrHcJc2ZAAARwRVYBoOVbvRUVTkxdyug2X6DzbU8GrPcJCgACOiCJAVq1alVhoKPk+WhypUNPEu0rn27soldpD7RIGAgRwRBQBYs9zpRX2ED2dd287qF3CQIAAjgg7QDSAzTvavEmTJiW/DG1c6bzr/CfbQu0SxgBDAgRwRNgB0qNHj5SLyTTNuICC0fn3tofaJ2gECOCIMANkwYIFKRcSPchF4dkP1NVOQSJAAEeEGSB9+/ZNuZDMmjXL3gQFoHbwtovaKUgECOCIsAJk4cKFKQPYOnToEMk0Gqia2kHtkWwbtZPaKygECOCIsAJk4MCBKReRGTNm2JuggNQe3vZRewWFAAEcEUaAqLdP7dq1K/bbpk0bZtqNGbWH2iXZRmqvoHrHESCAI8IIkKlTp6ZcQCZMmGBvghhQu3jbSe0WBAIEcEQYAdK1a9eKfWr0c1gjnpEftYt3dLraLQgECOCIoANk+fLlKQ/Pe/bsaW+CGFH7JNtK7ab2yxcBAjgi6AAZM2ZMysVj+vTp9iaIEbWPt73UfvkiQABHBB0gXbp0qdhf3bp1zYYNG+xNECNqH7VTss3UfvkiQABHBBkga9euNTVq1KjY30knnWRvghhSOyXbTO2ndswHAQI4IsgAsUc4T5482d4EMaR28rZbvjMGECCAI4IMkMGDB6dcOBYvXmxvghhSO3nbTe2YDwIEcESQAdKxY8eKfTVt2tR+GTGm9kq2ndoxHwQI4IigAmTNmjUp3XcHDBhgb4IYU3sl207tqPbMFQECOCKoAJk3b17KReOOO+6wN0GMqb287af2zBUBAjgiqACZMmVKykXjueeeszdBjKm9vO2n9swVAQI4IqgAGTp0aMpFg+lLiovay9t+as9cESCAI4IKkOOOO65iP/Xr17dfRhFQuyXbUO2ZKwIEcERQAdK2bduK/bB0bXHyLnWr9swVAQI4IogA0Qp3NWvWrNgPPbCKk7cnltoz1xUkCRDAEUEESLFfMFBO7eZtR7VrLor93wMBAmQpiABZuXJlygVjxIgR9iYoAmo3bzuqXXNBgACOCCJAlixZknLBuOGGG+xNUATUbt52VLvmggABHBFEgLz22mspF4w777zT3gRFQO3mbUe1ay4IEMARQQTI3LlzUy4Y06ZNszdBEVC7edtR7ZoLAgRwRBABMnv27JQLxsyZM+1NUATUbt52VLvmggABHBFEgPALpDTwC6QcAQJkKYgA4RlIaeAZSDkCBMhSEAFCL6zSQC+scgQIkKUgAoRxIKWBcSDlCBAgS0EESLFfMFCOkejlCBAgS0EECHNhlQbmwipHgABZCiJAhNl4ix+z8ZYjQIAsBRUgrAdS/FgPpBwBAmQpqABhRcLixoqEmxAgQJaCChDWRC9urIm+CQECZCmoAJk3b17KReOOO+6wN0GMqb287af2zBUBAjgiqABZs2aN2WKLLSr2RU+s4uLtgaV2VHvmigABHBFUgEjHjh0r9tW0aVP7ZcSY2ivZdmrHfBAggCOCDJDBgwenXDgWL15sb4IYUjt5203tmA8CBHBEkAEya9aslAvH5MmT7U0QQ2onb7upHfNBgACOCDJA1q5da2rUqFGxv5NOOsneBDGkdkq2mdpP7ZgPAgRwRJABIl26dKnYX926dc2GDRvsTRAjah+1U7LN1H75IkAARwQdIGPGjEm5eEyfPt3eBDGi9vG2l9ovXwQI4IigA2T58uUp3Xl79uxpb4IYUfsk20rtpvbLFwECOCLoAJGuXbtW7HPLLbdkWpOYUruofZJtpXYLAgECOCKMAJk6dWrKBWTChAn2JogBtYu3ndRuQSBAAEeEESBff/21qV27dsV+27RpY37++Wd7MxSQ2kPtkmwjtZfaLQgECOCIMAJEBg4cmHIRmTFjhr0JCkjt4W0ftVdQCBDAEWEFyMKFC1Mepnfo0CHnFe4QLLWD2iPZNmontVdQCBDAEWEFiPTt2zflQpLvCGcEw54xQO0UJAIEcESYAbJgwYKUCwlL3caDd+laFbVTkAgQwBFhBoj06NEj5WIybdo0exNESOff2x5qn6ARIIAjwg6QF1980Wy++eYV79GkSZPAevugenTedf6TbaF2UfsEjQABHBF2gEj//v1TLiiXXnqpvQkioPPubQe1SxgIEMARUQSIRjzXq1ev4n00+vnNN9+0N0OIdL69o87VHmHNEECAAI6IIkDklltuSbmo6EHujz/+aG+GEOg82w/O1R5hIUAAR0QVID/99JPZd999Uy4sl19+ub0ZQqDz7D3vage1R1gIEMARUQWIvPLKK6ZmzZoV76cBbE888YS9GQKk8+sd0Knzr3YIEwECOCLKAJHrr78+5eKi91+xYoW9GQKg8+ptXxWd/7ARIIAjog4QTaPRq1evlAvMIYccYr7//nt7U+RB51Pn1Xuedd6jmE6GAAEcEXWAyJo1a0zz5s1TLjInn3wyM/YGROdR59N7fnW+dd6jQIAAjihEgIgGsHmfh6hcdNFF9mbIgc6j97zqPIcxYDATAgRwRKECRO69996UUeoqo0ePtjdDNej8ec+nzq/Oc5QIEMARhQwQGTduXMrFRuW2226zN0MWdN7sc6nzGzUCBHBEoQNEhgwZ4rvw8UukeuxfHio6r4VAgACOiEOAqGeQPV+Wiu7l82C9cjo/9jMPFZ3PKHpcpUOAAI6oVatWxRd9l112MR9++KG9SSQ03Ua6EFFvIrr4pqfzYve2SoZHIaeJefDBB1OO59RTT7U3iTUCBMhSjRo1Ur7sW2+9tfnTn/5k1q1bZ28aOv3FnO52lsYzMNgwlc6HPc5DReevUL883n77bfO73/3Od0w6zmJCgABZOvTQQ31feBWtG6HeO4W4GF133XW+3lm61ca0J+V0HuwR5jpfOm+FsHr1anPeeef5/hhJHtdDDz1kV4k1AgSohokTJ5oWLVr4vvwqXbp0MS+99JJdJXQKL3uciC5GmhiwkLdnCkmfW5/fDledp6i76oqO56abbjINGjTw/btROeKII8xrr71mV4s9AgSoJt1P/+tf/2q2224734VAFyzdV//kk0/saqHS4Dd7xLqKpiZ/66237M1Lmj6vPSW7is5PlIMEk/71r3+ZPffc03c8Kh06dDDPPvusXaVoECBAjlauXGkGDRqUMoNrstSpU8eMGjXKbNy40a4WGk2/ceyxx/qORYsjaYW9Ul8eV59Pn9O7GFSy6LxENT1J0pIlS9K2h4puq02ePDnUqeKjQIAAedKU3wcddJDvIqHSsmVL8/e//92uEirNImvf0lLZeeedzbRp0+zNS4I+lz6f/Zl1HqKYVddr7dq15rLLLjNbbbVV2uNRyH311Vd2taJEgAABeeCBB0zTpk19Fw2V3/72t+aNN96wq4RGoWYvSpUsur3z6KOP2lWKkj5HuttVKvr8Ya/n4aVxJlOmTDE77LCD71hUjjrqKPPuu+/a1YoaAQIE6NtvvzVXXXWVqV27tu8Cop4355xzjvn888/taqHQ7REtx1q/fn3fsajo/vuMGTOKbgCijlfHreO3P5OKPq8+d5S3h55//vmMgd2mTRvz+OOP21VKAgEChGD58uXmpJNO8l1Mkhe4G264wfzwww92tVCsWrXKDBgwwHcc3gvchAkTEtvFmY5Px6njtT9DsuhzRvk51M7pBiiq1KtXL3H7LKp2LgQCBAjRc889l/Ev07Zt20Y6XkM9kHQbxT6OZNHD5549e5rp06dH+vC/MjoOHY+OK93D8WTR54qyh1VVvzTPPvvsyH5pFhIBAoRMt1zuuusu07hxY9/FJnnxe++99+xqoVmwYIHp27evb4yEt9StWzfxl7V6Ci1evNjeRaj0fnpfvb+Owz62ZNHx63Po80RJ0480a9bMdzwqhx12WKTPugqNAAEiot45miwvU++cwYMHR9o7Z+HChWbgwIFp/4q2izoH6PbQ7bffnrjf/9lnn9m7y4n2o/1pv9p/pk4I3qLj1XHr+KP06quvmoMPPth3PCoaXFpso8iDQIAAEdNf2Mccc4zvIqSi8QF33HFHpA+ANZfX3Xffbbp27VrprxK76FlO586dzWmnnWauuOIKM2LECDN27NjESG+VWbNmVfxv/Xe9ru20veplerifrui4dHw6zqjnHtN4nzPOOCM2433ihAABCkQjlPfYYw/fRUmlY8eOBRmh/NFHH5kxY8YkpmVJN19TlEXvr+PQ8ei4oqYZBxR8mW6jKQhdn7iSAAEKqKo5krTuyLJly+xqkdDIbv2K0K01BZp9bGEUvY/eT+9byJHzM2fONK1bt/Ydn4p+PUX5wD7OCBAgBr744ouMs7RqHZK//OUv5ptvvrGrRerLL780L7zwgrnzzjsTI6179+6dmOMp3TFXVrS96qm+9qP9ab/af6HpuUq3bt18x6yy0047mXvuuacgsy7HFQECxIgmAky3ToSKFrH629/+ZleJBd3u0S8llfnz5yduvyWL/n/ytbgueKV5si688MK0XYW17oue3UT97KUYECBADP3jH/8wrVq18l3MVA444ADz3//+166CHOgW4q233moaNmzoO88qffr0MR988IFdDb8iQICY+u6778zo0aPNtttu67uwqVeSurL+73//s6shS3PmzDHt2rXznVuV9u3bm6efftquAgsBAsScQkJhka6LrcJFvZQUNsiOflHo+Yt9LlW23357M2nSpEi7URczAgQoErptpdtX9kVPZddddzX//Oc/7Srw0DOMYcOGpR3IqWcfF110USwe5BcTAgQoIuoBpAfp6da+UNED+Lffftuu5jSdMw1AVC8q+3ypdO/e3SxatMiuhiwQIEARWr9+vfnzn/+c6CFkXxDVTVZdglevXm1Xc466B++3336+c6SicR6lsi5KoRAgQBFbunSp+f3vf++7OKpocKIGKaqnkWs+/vhj069fP985UdHI8nHjxsW2S3ExIUCAEqDxFpkWWNJ0KZo2xQUbNmwwI0eONNtss43vPGguqzPPPDPS9UJKHQEClAj1HNI06JqQ0b54qmgCxyVLltjVSoZWKdSsuPbnVjnkkEMin/bdBQQIUGI0Jfyll16amCLevpCqB5KmD9HU8qXi9ddfN4ceeqjvs6o0b97cTJs2za6CgBAgQIl69913M65AuMMOOyQWuSq29dC9tJbIWWedlXaadd3CuvrqqxMrByI8BAhQ4rRsbqZ1xLXcrhZ0KiZaY3z8+PGJNcftz6NyyimnFGT6dxcRIIADdNG94YYbMl50tXzs8uXL7Wqx89hjj5ndd9/dd/wqnTp1MvPmzbOrIEQECOCQzz//3Jxzzjlpp2DXUrFXXXVVLG/76HbckUce6TtmlR133NFMnTq1qG/HFSsCBHDQG2+8YQ477DDfxVilWbNm5sEHH7SrFISmFrn44oszdggYOnRoQReech0BAjjsoYceytj19aCDDjKvvvqqXSUS6pJ8++23JyY3tI9LpVevXiXdJblYECCA4zZu3GhGjRpl6tSp47tQq4fTGWecYVauXGlXC80zzzxj9t57b9+xqGglw6eeesquggIhQAAkrFixwpx22mm+i7aKpv8YO3ZsqNN/fPjhh+b444/3vbeKpmWZOHGik9OyxBkBAiDFSy+9ZDp37uy7iKvstttuZubMmXaVvGhiyOHDh6edGFLTrF9wwQVMDBlTBAgAH02Bfs8995gmTZr4LuoqRxxxhFm4cKFdrVr0Hvfee2/GqekPP/xw884779jVECMECICMtAjTFVdckfHXwYUXXmjWrFljV6vSyy+/bLp06eLbp4oWx3rkkUfsKoghAgRAlbQMbJ8+fXwXe5WGDRuaW265JavnE5988okZMGBA2uV5t9tuO3PttdeG+pwFwSJAAGTtP//5j2nfvr3v4q/Srl07M2fOHLtKgnp6XXPNNWl7eilMBg0aZD799FO7GmKOAAFQLRqjMWnSpIxjNHr37m3ef//9iu0ffvhh07JlS992KgceeKB55ZVXPHtHMSFAAOREo8QvuuiixLMQOxg0SlzjRzJNs960aVNz//3327tEkSFAAORl0aJFpnv37r6QSFdq1aplrrzySvPNN9/Yu0ERIkAABGLWrFmmdevWvtBIlhNPPNEsW7bMroYiRoAACIx6UI0bNy7ltpZWBZw7d669KUoAAQIgcIsXL05MeKildZlmvXQRIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnBAgAICcECAAgJwQIACAnPx/EVoNPYDsFfkAAAAASUVORK5CYII=)
PN: 2721-1-58
CAS: 7148-03-0
Molecule Weight: 212.248
Formula: C14H12O2
![4'-Chloro-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2615-5-13
CAS: 153850-83-0
Molecule Weight: 216.66
Formula: C13H9ClO
![3'-Chloro-[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 2621-5-14
CAS: 73178-79-7
Molecule Weight: 232.66
Formula: C13H9ClO2
![4'-Formyl[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 2621-1-31
CAS: 112804-58-7
Molecule Weight: 226.231
Formula: C14H10O3
![2'-Formyl-[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 2629-1-V9
CAS: 6720-26-9
Molecule Weight: 226.231
Formula: C14H10O3
Melting Point: 167-169 ℃
TSCA: Not listed on TSCA inventory
HTN: 2916.39.4600
