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)
| Product Number | 2721-1-81 |
| Synonyms | 2-Carboxy-3'-methylbiphenyl; 2-(3-Methylphenyl)benzoic acid |
| CAS | 107412-71-5 |
| MDL Number | MFCD04039113 |
| Molecular Formula | C14H12O2 |
| Molecular Weight | 212.248 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2721-1-81
CAS: 107412-71-5
Molecule Weight: 212.248
Formula: C14H12O2
![3'-Formyl-[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 2621-1-30
CAS: 100538-35-0
Molecule Weight: 226.231
Formula: C14H10O3
PN: 2721-1-1U
CAS: 474519-95-4
Molecule Weight: 226.275
Formula: C15H14O2
![Methyl 3'-methyl-[1,1'-biphenyl]-2-carboxylate](data:image/png;base64,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)
PN: 2723-1-48
CAS: 116668-80-5
Molecule Weight: 226.275
Formula: C15H14O2
![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
![3'-(Trifluoromethyl)-[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 2821-3-X3
CAS: 408367-99-7
Molecule Weight: 266.219
Formula: C14H9F3O2
![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
Melting Point: 94-97 ℃
TSCA: Not listed on TSCA inventory
