![3-[(1H,1H,7H-Perfluoroheptyl)amino]phenol](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABDWAAAQ1gGCmLSxAAAC73pUWHRtb2xTb3VyY2UAAHichZZtb5swEMe/isXrxfiBxypJVbWqNKndpLWT9m5yCW2RAlRAk/Tb739A00AYDglnjv/v4rPPhuXlId+yXVrVWVmsHMmFw9IiKTdZ8bJyfj/eLiLncr1MIIKwqFfOa9O8Xbjufr/nyWuam0NZ8KTMne7+xaHOBpq95mX14iohpPvn/u6hZRZZUTemSFJQdXZRt867MjFN24v//IWbm2qXFW4nd/Nq10X7qwR9BT/UG+crl2vcuwLKnrNtyp7LKjcN2ynB8RXf2EtapJVp0g17+oBbcw+5r5f3N2XynqdFgyZFyBKzfWiq9wSOvNymyTuCofH9ZuXkEoBpyvyqqswHoxa5jWRGMaOZ8ZjxmQmYCZmJmImZkQI/3JcQSCgkJBIaCZGESkImoVPQKYoDnYJOQaegU9CpEHO0TamTjx9v6cr5ya6Px4/2fIvDcsbQK5pwrXXIeqN4EITep+mdGC182KK/PNpetcDIabKSRzFZjKNAmrBhSFZzpcn64DxwAZeCrMf9oLsOgghciDhkfcQhGyEOhgA2DMmGiEM2Rhw/+rJSIEDs9f102AfS0jzy0WfF8c8CifgeZfCZiUBE2NHlolejwyLqEg69QFNHPUkJ90Gh8yX5fS4j3SYSqI5TUeePffIj4Vi0AyF88gc8VLobgKDzR4r8SDzu/LEmf8S9tj+9rus9Ks09ltp6+VQWm5MmyzYr50k6bQ3+Sp9r1Zehw8pqk1aYaApA0lNADQEq2iNwNQXoIUAlPg94Q4AWxDzgDwFaPvNAMARosc0nHQ4BWprzQDQEaCHPA/EQaJf9PEH3x4i0IPIcsUy3HM13twlZGD3BeBbGm2B8CzOa+G5TtDDBBGOZfRlOMJYCkKMK6DZpCxOfM8pSBUpMMJYyUKMy6B4aFma87omx1IHSE4ylDtSoDrqHmIXxJxhLHajzPUCF87uGCs+2vmnEPdlp3c8XADTPXg7ckzcHF+9L63+Y+6DwKxY3+QAAN+1JREFUeF7t3Qm8zdX+/3ElRJQkU5Giklsp+hkabkR1m/iRQrf4azBWkq6uyHAlbgPRKEOmDEUplZDhIpSITJkzj8fMMR2fv8/yO+eyOsfZe+3hfL/f/Xo+HudR9lr7u7/72Hu9fb9ryiYAADjIZj8AAEAoCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAgVhYuFGnQQKRoUZEcOU79t359kQUL7JonW+MQmuNQ6sSRt84GAIJi1CiRQoVE3nlHZP16kaNHRTZsEOndW6Rw4VPlpwslHEKpE0feOhsACIKVK0UuvVRk0SK75BR9vGDBU/VShRIOodSJI2+dDQAEQYsWIp0724+eScu1XqpQwiGUOnHkrbMBgCC45hqRxYvtR8+kVyFaL1Uo4RBKnTjy1tkAQBCcf75IcrL96JkOHRLJnfu/f9ZwCOXHQ7x1NgAQBK4BkplQ6sSRt84GAIKAW1gAACfNm4t06WI/eiY60QEAf7J8+alhupkN412x4r+PhRIOodSJI2+dDQAExfDhpyYS6sRBnUCoEwk3bhTp0+fU41p+ulDCIZQ6ceStswGAIPn1V5F69USKFDm1lInOQNc/z59v1wwtHEKpE0feOhsAgG8QIAAAJwQIAMAJAQIAcEKAAACcECAAEGuzZok0bSpy/Lhd4msECADEWsuWp4bgLltml/gaAQIAsaZLlmiALFlil/gaAQIAsUaAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAABffngyQLicDZDsBAgAIR4uTAZLtZIAsIUAAAOEgQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADg5JlnniFAAADhGTVqlOTKlcsESPXq1WXt2rV2Fd8iQAAgBubPny9//etfTXDkyJFDChQoYP7//PPPlw4dOsiBAwfsp/gOAQIAUbR9+3Z5+umnJXv27CYwateuLatXrzZln376qRQvXtw8ftlll8mQIUOsZ/sLAQIAUXD06FF566235KKLLjIBcf3118vkyZPtanLw4EHp1KmT5M6d29SrXLmy/PTTT3Y1XyBAACBC33zzjVxzzTUmEC655BJ5//335fjx43a1M6xbt07q169vnnPOOedIo0aNZPPmzXY1TyNAAMDRsmXL5N577zUhcN5558lzzz0nu3btsqud1fTp06V8+fLmGHnz5pVu3brJ4cOH7WqeRIAAQJh2794trVq1Mp3j2vDffffdsnTpUrtayFJSUqR///5SqFAhc7yrrrpKxowZY1fzHAIEAEKkt6U++ugjKViwoGnor776avn666/tas727t0rL730kuTMmdMcv1q1avLbb7/Z1TyDAAGAEEydOlVuvPFG07BfeOGF8sYbb8iRI0fsalGxYsUKefDBB9NujTVr1kx27txpV8tyBAgAnMWaNWvk4YcfNo35ueeeK08++aRs27bNrhYTEyZMkOuuu8689sUXXyy9e/eWY8eO2dWyDAECAOnYv3+/tG/fPm0W+e233y7z5s2zq8WcBoYGhwaInocGigaLFxAgAHCaEydOyODBg6VYsWKmwS5RooQMHz7crhZ3egurefPm5paWnpfe4tJbXVmJAAGA/zNnzhypVKmSaaDz5MkjnTt3lkOHDtnVspR2qmvnup6jdrZrp/uePXvsanFBgABIeJs2bZKGDRuaCX3aMDdo0EDWr19vVwuLNuo///yz6XwfOXKkDBo0yPxX/6yPR9ro6zBfHe6r56vDf3UYsA4HjicCBEDC0gl7r732mpnApw1xhQoVZMaMGXa1TGnDrcuRdO/e3UwsTJ3PkdmP1tP6+jx9frgBoOevEw/z5ctnjqcTEnViYrwQIAAS0ujRo+XKK680DW/hwoVlwIABYTfgOnnw5ZdfNgsjnh4MpUuXlgceeEBat25tboN98MEH5gpE/6t/1se1XOud/jw9jh4v3EmJugSKLoWSegVVr149s1RKrBEgABLKwoULpWrVqqah1T6Etm3bmgl84Zg9e3baPA390RFSugKv7v2xY8cOu/pZaX19nj4/daSV/ujx9XXCoVcxujijPl8Xa+zYsaNZvDFWCBAACUEb6qZNm6Yts/7QQw/JypUr7WpnpZtB1axZM62Rv/POO+Xzzz+P2tpVehw9nh439TX09cLdhGro0KFpV0W6fLwuIx8LBAiAQNNl1nv16iX58+c3DWrZsmVl4sSJdrWz0ltbPXr0MCOz9Bg6CirWfQ16/NTRVvq6+vrh3GLTDat04yrdwEqPcdttt8ncuXPtahEhQAAE1vjx46VMmTKmAdUdAfv06RP2TO6tW7dKjRo1zDGKFi0a9zkh+nr6uvr6eh56PuHQq5e6deua5+tM+saNG4d9jIwQIAACR2eM33///abR1Il3LVq0kKSkJLtapnRb2tTGu1atWmYV3qygr6uvnxpiel7hmjZtmpQrV84cQ9fy6tKlS8S33ggQAIGiS5CkjkaqXr26LFq0yK4SEp2voQ2t9pnoToNeoOeh56PnpecXLl1NuG/fvmbTK/39VKxY0a4SFgIEQKDo7RltHHXtKldTpkwxfQe6DpZ2anuJno+el56fnqcLHTyQekssEgQIgEBJDZBHH33ULgqJ3h7Sf+FrIz1p0iS72BP0vPT89Dxdbmdt377d/I4eeeQRuygsBAiAQIkkQPS5uoii3iby2pWHTc9Pz1PPN9xOcQIEANLhGiA6RDZ1tNXbb79tF3uSnmfqrahwhvgSIACQDtcA0XkWqaOt/CR1dJaef6gIEABIh0uA6FwJnaynQ2R37dplF3uanq+et55/qDPWCRAASIdLgKQuTxLvSYLRouet56/vIxQECACkI9wA0QULtb4usOhnqQtEhrIAIwECAOkIN0BSV9WN9dpWsabnr+9D309mCBAASEc4AaL7buisdV39Ngj0fej7yWw/EQIEANIRToDo5k1a1+tzPkKl70Pfj76vsyFAACAdoQaIzpu4/PLLzSZOkS4q6BX6PvT96Ps627wQAgQA0hFqgOjufVpPdwIMEn0/+r70/WWEAAGAdIQaIN27dzf1dDvZINH3o+9L319GCBAASEeoAXLPPfeYDmdtTINE34++L31/GSFAACAdoQZIkSJFpFSpUvbDgaDvS99fRggQAEhHKAGyZ88eU0d3LQyi1N0Y9X2mhwABgHSEEiBz5841dVq3bm0XBYK+L31/+j7TQ4AAQDpCCZCJEyeaOt26dbOLAkHfl74/fZ/pIUAAIB2hBMjo0aNNnT59+thFgaDvS9+fvs/0ECAAkI5QAmTo0KGmTv/+/e2iQND3pe9P32d6CBAASEcoAcIVCAECAH8SSoDQB0KAAMCfhBIgjMIiQADgT0IJEOaBECAA8CehBIhiJjoBAgBnCDVAWAuLAAGAM4QaIKzGS4AAwBlCDRD2AyFAAOAMoQYIOxISIABwhlADRLEnOgECAGnCCZClS5eaDuc777zTLvIlfR/6fvR9nQ0BAgDpCCdA1IMPPmjqT58+3S7yFT1/fR/6fjJDgABAOsINkNmzZ5v6VatWtYt8Rc9f34e+n8wQIACQjnADRNWsWdM8Z/jw4XaRL+h56/nr+wgFAQIA6XAJkLVr10qePHmkaNGismvXLrvY0/R89bz1/PV9hIIAAYB0uASI6tGjh3lerVq17CJP0/PV89bzDxUBAgDpcA0QnTdRo0YN89y3337bLvYkPU89Xz3vs837sBEgAJAO1wBR+txixYpJ9uzZPT83RM9Pz1PPV887HAQIAKQjkgBR8+fPlwsvvFBy5colkyZNsos9Qc9Lz0/PU883XAQIAKQj0gBRU6ZMkfPPP9800l67EtHz0fPS89PzdEGAAIDl+PHj8uabb5rGUf91vnjxYrtKyKZOnWqOobeJ3nrrLbs4S+h56Pnoeen5udC+kp49e5rfUbly5ezisBAgAAJh2rRppkHUhvHcc881/z3vvPOkZcuWkpSUZFcPid4e0iGyeiwd7bR79267Slzo66aOttLzcbltpfR3dNNNN5nj5MyZUzp37mxXCQsBAsDXdO5D3bp104KjcePG5jbW+PHj5dprrzWPFyhQQN599105duyY/fRM6bFSR2dp4x3vyYb6eqkhpucRboe50t+R3q46/Xe0ZcsWu1rYCBAAvnTgwAHp0KGD6QvQhvG2226TuXPnnlHn6NGj0qtXL8mfP7+pU7ZsWaeOcb3to/MsdLKeHqdatWoxXztLj6+vo6+nr6uvH85QXaW/o1dffTXtd3Trrbf+6XcUCQIEgO8MGTJELrvsMtMoFi9eXD799FO7yhl27NghTZo0Mf0H+hxd8mPlypV2tUzpv+RTlz3RH139Vju1o7WfiB5Hj6fHTX0Nfb1QZ5ifbujQoWf8joYNG2ZXiRgBAsA3dJe9ypUrm0Yxd+7c0qlTJzl48KBdLUMLFixIW3RQ+wDatm0re/futatlShcsTF3FV390EyfdCVC3k9WwCofW1+fp8/U4qcfU44eyMKJNf0dVqlRJ+x117NgxrN9ROAgQAJ63efNmadSokdnrQhvGevXqybp16+xqIdN/5V955ZXmWIULF5YBAwaEfXtI6b4bunlT6r/0U39Kly4tDzzwgLRu3dp0VH/wwQcyaNAg81/9sz6u5Vrv9OfpcfR4me3nkZ70fkd//PGHXS2qCBAAnnXkyHHp2fMTyZs3r2kUy5cvH7W+B71d1LVr17RjV6hQQWbOnGlXC4mGj/7Lv3v37nLvvfdKoUKFzgiGjH60ntbX5+nzXULsyJEj8vrrr0u+fPnMMW+++eao/Y4yQ4AA8KTJk9dIzZojTl4pPCmXX15W+vfv79TAZmbjxo3yxBNPpP3L/bHHHpP169fb1cK2Z88e+fnnn818jZEjR5orEP2v/lkf1/JIffHFF3LVVVelhVG/fv1i8jvKCAECwFNWrkySpk3Hnbwi6CuVK/c7eQXyH9m3Lzb38E+n/Q2VKlUyjbGOetJbTYcOHbKrecKiRYvkrrvuMueqfTlt2rSJSiCFiwAB4Al79iRL9+4zpGLFfiY8XnhhvKxbF99G8cSJEzJ48GCzQKE2ziVKlJARI0bY1bLMzp07pXnz5maCpJ6f9qMsX77crhY3BAiALHX8eMrJRnqRVKs2yARH3bqjTl4NbLCrxdX+/fvllVdeMWtOaUN9xx13yLx58+xqcaMTIHv37p02SqtMmTLy/fff29XijgABkGU0KDQwNDg0QDRINFC8Ys2aNVKnTh3TaOsM7qeeekq2bdtmV4upCRMmyHXXXWfOQQPknXfecZpRHwsECIC401tTeotKg0NvWemtK72F5VW66u2NN95oGvGLLrpI3njjDTP6KZZWrFghDz30kHlNnQDZrFkzcwvLSwgQAHFz+PCxk/+Cnm06xzU8tLNcO839QFf6/fDDD6VgwYKmUb/66qtl3LhxdrWI6cTGf/zjH6ZzXF9HlzNZuHChXc0TCBAAabRRz8zpdfT/a9QYLGvWZLxK7en1R49eYv6sw3N1mK4f7dq1S1q1aiU5cuQwDfw999zjNPHPpsNvdahy6hwSneg4ZswYu5qnECAA0rgEyBdfLJOnnvpKTpw4rdJpTq9/8OBR+eGH1WaCoN8tW7bMTALUxl7D5Pnnnzfh4mLGjBlmkqQeSyc2duvWLWrra8USAQIgjUuAqGbNxpkgSU8ox/Szb775Rq655hrT+F9yySVmuRK93RUKXY6lfv365rk6kbFhw4ayadMmu5pnESAA0oTS2KcXIBs27JX77hsmSUl/nngXyjH9TpeN150QtYNdw+CGG26QyZMn29XS6OKGuhCkLnao9XWByDlz5tjVPI8AAZAmlMY+vQBRw4YtlFde+XOjGcoxg0KH+Oqquqk7ItauXVtWr159Rh3dIEqXV9dyXTxRl6b3KwIEQBpt7EP5Ob1+qpSUE9Ko0Zcya9aZkwATKUBS6ZazOvlQQ0InI7Zr184scKibXuljusGTboalGz75GQECIE0ojX1GAaJWrUqSOnVGSXLyfye62XUSiS6eeMUVV5jQSP3R7XddNojyIgIEQJpQGvuzBYjq2/cX6d37v/fz06uTSHRBRu0cL1KkiEycONEu9jUCBECaUBr7zALk6NEUadBgtKxYcWqCYHp1EAwECIA0oTT2mQWIWrx4mzRuPNb0i2RUB/5HgABIE0pjH0qAqLffniWjRi0+ax34GwECIE0ojX2oAaId6Y89NuasdeBvBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIgIkuWbDdDdnXOBxILAQIgIj16zDBDdf/4I+NdCRFMBAiAiHTvfipAzratLYKJAAEQEQIkcREgACJCgCQuAgRARAiQxEWAAIgIAZK4CBAAESFAEhcBAiAiBEjiIkAARIQASVwECBBlfZtky/AniAiQxBXMTzSQhYIaFBkhQBJXYn3SgTggQJAoEuuTDsQBAYJEkVifdCAOCBAkisT6pANxYHecB7kDXREgiSu4n2ogiwQ5LNJDgCSuxPqkA3GQaAHSocNQufLKJ2Xlys12EQIusT7pQBwkWoA8++yLkiNHflm2bLldhIBLrE86EAeJFiDNmzeXbNmyydKlS+0iBFxifdKBOCBAkCgS65MOxAEBgkSRWJ90AFFHgCQuAgRARAiQxEWAAHG2e8syOXxwl/2wbxEgiYsAAeJs8IsFZUzXm+XEiRS7yJcIkMRFgABxNm1QY9PRvnR6X7vIlwiQxEWAAHF2cO8WGfh8Phnc5lI5cmiPXew7BEjiIkCALPDr9z3MVcjsz160i3yHAElcBAiQBVKOHZER7UtJvxY5ZffW3+1iXyFAEhcBAmSRtQvGmquQ8X3ut4t8hQBJXAQIfM/ed8NPe3B806uGOc/1i76zi3zhyJEjUqVKFRMgCxcutIsRcN7/hgGZ8ENQZCRp0yLp1+w8GdWxjKQcP2oXe9qXX34ppUqVMuGRI0cO2bZtm10FAeffbx7wf/wcIGrm8JbmPfw2qadd5EmLFi2S6tWrm+DImTOntGnTRvbs8f9oMoTP3988QPwfIIcPJMmg1gXkkxfyS/K+7XaxZyQlJUmLFi3kvPPOM+Fx//33y/Ll7AGSyPz9zQPE/wGiFk9517yP6cOa2kVZ7tixY9KnTx8pUKCACY4yZcrI+PHj7WpIQP7/5iHh2R3nfulAP11KyjH5rPNf5ONm2WXnhgV2cZaZOHGilC1b1gRH/vz5pVevXnL0qL/6ahA7/vqWAenwW1hkZMPSiea9jHurql0UdytXrpSHHnrIBEf27NmladOmsmPHDrsaElwwvnlIaEEJEPX9+zXlo5PvZ8HMz+2iuNi7d6+0bdvWdI5reFStWpXhuchQcL55SFhBCpCdW1ZK/TtyyT1VSkpycrJdHDMpKSkyYMAAKVy4sAmOK6+8UkaPHm1XA84QnG8eElaQAkR1bN/WNOKvvfaaXRQTM2bMkAoVKpjXzJs3r3ndw4cP29WAPwnWNw8JKWgBsm/fPilSpIhpzDdu3GgXR8369eulQYMGJjjOOeccadiwoWzatMmuBmQoWN88JKSgBYjS20nasD/++ON2UcQOHToknTt3ljx58pjXqFSpksyZM8euBmQqeN88IAC0T0JvK+mVwezZs+1iZ8OHD5cSJUqY4ChWrJgMHjxYTpw4YVcDQkKAAB41c+ZMEyB6hRBpI//LL7/I7bffboIjV65c0r59e9m/f79dDQgLAYJA0wl6+3ettx/2jdQ+Cr1ScKELHD755JNy7rnnmuM8/PDDsmbNGrsa4IQAQaAt+c+HZnb3hiUT7CJf0I5u7avQ203hXDHoMutvvPGGXHjhhSY4brzxRpk6dapdDYgIAYJAS9r4mwmQzzqVNVcjfqQd3hoC7dq1s4vS9fXXX8vVV19tnlOwYEH56KOP5Pjx43Y1IGIECAJvxqfNzUitRZN720W+oKOmtOP7/PPPP+vtJ90R8O677zbBoftztGrVSnbv3m1XA6KGAEHgJe/fIYNeuNj8JB/YaRf7wsiRI00w1KlTxy6SXbt2yXPPPZe2zPq9994ry5Yts6sBUUeAICEs+uEdcxWiVyN+dccdd5iAmDJlivmz3pZ6//335ZJLLjGPX3PNNfLNN99YzwJihwBBQtD+j1GdrjP9Idov4kfz5s0zo6m0Q3zSpEly/fXXm+C46KKL5K233mKZdcQdAYKw2Htu+Gn/jQ2Lvz+1XHrPu+wi36hbt64JDf3RZdaffvpp2b7du7sYIti8/62Hp/ghKM5m/HsPmvewdv4XdpGn6fpYOgordZl1vRKZNm2aXQ2IK3+3Bog7vwfInm0rpF+LnDLilavk+DHvrzirM9A/+eQTKVq0qAmOK664wqyPpf+vo6yArOTv1gBx5/cAUbM/b2Pex6/fvW4XecqsWbPkf/7nf0xYXHDBBdKlSxezR4hOEtR5HjpUV4fuAlnF/60B4ioIAXIkea8MaVNIBj6XVw7u2WwXZ7kNGzakXWXoz9///nfz2OnGjRuXNmQXyCr+bw0QV3bHuV860G3LZvQz5z31k0Z2UZbRq4t//etf5mpDw0GvPn788Ue7WhoND62nYQJkBf9985Gl/BgW6TlxIkXGdL1ZPm56rmxb+5NdHHejRo2SkiVLmkDQzaS03yOzFXiXLFlibmPp/A+9rQXEWzBaA8RNUAJEbVkxXfo2PUeGdq6SaWMdK7/++qvceeedJjh0mfV//vOfZsRVqJ5//nnzXJ0HAsRbcFoDxEWQAkQNfL2e1Lgxm4z5bKhdFFM6d+OZZ54xczk0AP73f/9XVq1aZVfLlC5jogsm6mRCXbodiKdgtQaIuaAFyOaN6yR37txy2WWXyYEDB+ziqNPZ4m+//bbkz5/fBIfOJv/hhx/samH54IMPzLF0UiEQT8FqDRBzQQsQ1bFjR9MAd+jQwS6Kqm+//db0V+hr6fpVuo7VsWORLzGva2LdcMMNZnLh/Pnz7WIgZoLXGiCmghggBw8elOLFi5srkbVr19rFEfv999/lb3/7mwkOXTH32WeflaSkJLtaRCZPnmyOrwsuAvESvNYAcDB8+HDTAOtaU9Gie3G88MILZqSUHrtGjRpm5FSs1K5d27yOjugC4oEAAeTUkiG33XabaYAjXWNKbynpLoDaua3HK126tHz11Vd2tahbvXq1Gcmly53oJlRArBEgiKqjyfsk5bg/lxWfO3eu6UcoV66cpKSk2MUh0X3H9fkaHLof+b///e+4ztHQBRf1tXXZEyDWCBBE1bCXLzcr3vpV48aNTQPct29fu+istO8kdal1DaEnn3xStm7daleLuf3795uFF8uVukB2bF1vFwNRRYAgqsa/+4DpaF+7YKxd5AtbtmyRfPnyyaWXXhrSfuI69Ld9+/Zmv3IND70N9ssvv9jV4mrCV4Ok5d+yyYS+DewiIKoIEETV7q2/S7/mOWRE+1KScix+t26iSW87aRi0bt3aLjrDkCFDzPwRraujuLQj3hNOnJAvX69oZtlvXZXxWlpApAgQRN2sz1qbq5AF3//bLvIF7bMoVaqUGT2lQ3Btc+bMkcqVK5vg0KG/nTp1MkOBvWTr6lkmQL7odotZ9wuIBQIEUXfk4G4Z3OZSGfh8Pjm4d4td7Atjx441AXHfffelPbZp0yZp2LChnHPOOaasfv36sm7dutOe5S1TBjxugvz3HwfaRUBUECCIiaXT+5rGa9qgxnaRb+i8DQ0KHYLbrVs3yZs3r/lz+fLlZcaMGXZ1zzmwe6MMeO4CGfpSETM6Dog2AsTj7H03Tv/xMr1tMvpf5cxy6dv/mGsX+8LixYvN1UbqFUehQoWkf//+zkN8s8K8b7uaz8qcMW3tIiBi3m6F4PmgOJvNy6eZ8x/771tNx66fLFy4UKpVq2aCI3V01d69e+1qnnf8aLIMb1dS+rfIJXu3h7/aL3A2/m2dEoSfA0RN+qiueQ8rf/bICKVM7Ny5U5o1a5a2zLquYaVLpevquboEux+tnve5+TuY8H4tuwiIiL9bpwTg9wDZt3OtDGiZWz59ubgcO+KtkUqn01Vx33nnHbn44otNcFx33XUyYcIEU/buu++ax5o0aWI9yz++futO81nauHSSXQQ483frlAD8HiBq7tgO5n3M/bqjXeQJ33//vZQpU8aEhAZI7969z1hmXf9f9+3Qq5IFCxac9kz/2LlhgXzcLLt83vl6SUmJfAl5QPm/dQo4u+PcDx3otmOHD8iwtpeZK5H9Sd4Z9rp8+XJ54IEHTHDoMuvNmzc3t7DSM2nSJFNPt5/1q+lDm5jPzuIp79pFgBN/tUQJyG9hkZEVc4aa9zLp40ftorjbs2ePtGnTRnLmzGlC4a677pJFixbZ1f6kVq1apv7nn39uF/lC8r7t8skL+WVw60vk8IHo7keCxBSM1inAghIgOgprbI8qZnb02qXT7dK40OG3/fr1M8NxNQiuuuoq+eKLL+xqGdI9y3W59JIlS0pycrJd7Au/TeppPlO/fve6XQSELSCtU3AFJkBO2rTqJ2lU9Vx5vObNcZ9LMX36dLn55ptNcOhiia+//rrTMutt27Y1x+jatatd5Au61P68cV0kaeNvdhEQtuC0TgEVpABRzzdvZBpgvRKIhz/++EPq1atnXlMnBDZq1Eg2b95sVwvZvn37pEiRImZW+saNG+1iIKEEq3UKoKAFiDbe2vjqbaRYTszTxQ07duxoFjvU8KhSpYr89NNPdjUnAwcONMd8/PHH7SJfsQdm+HWQBrIOnxSPC+KXWW8faQOsHdmxMGzYMLn88svNa+hy60OHDrWrRERvv91yyy3mimb27Nl2sW8E8bOF+OIThLg7fPiw6cDWUVArVqywi53plrS33nqrCQ7d4OnVV181Gz7FwsyZM02AVKxY0eyn7kcECCLFJwhZQkc/aUP/4IORb3+ruwjqVrS6lawe85FHHjFbzMZagwYNzOsNGjTILvIFAgSR4hOELKPzL7QB1pngLnQUVffu3c2oKj3OTTfdJNOmTbOrxcz69evlggsukGLFipm9yP2GAEGk+AT52PLZg82mTTvWz7eLfOG3334zy4PoulOnLx0SCt3wSXcN1ODQ/cs//vjjuA8NVl26dJF8ubPJ+2+2s4s8z+44pwMd4eLT4mObV/zHfOG/evMOu8g3dPkQDQFdyDAUukdH9erVzXN0y9kXX3zRzCzPKsnJh6RprSukY71csnfHarvY0wgLRIpPkM9N/LCOaQhWzR1pF/mCrj2lCxjqz44dO+ziNElJSdKyZUuzZpWGx/3332/WsvKCVT+PNH8HEz6sbRd5GgGCSPEJ8rl9O9ZI/5bny6f/LCHHjh6yi31BV7/VUNCrEZve2tLl1AsUKGDqXHvttfLdd9/Z1bKcXgVqg7xp2WS7yLMIEESKT1AA/PRlO9MY/DKus13kCxoSZcuWNf0h2i+SSlfA1cc1OHRDp549e8rRo0dPe6Z3aD+Ubt/7eZcb5ETKcbvYkwgQRIpPUAAcPbxfhrYtJgOezSP7d623i31BR2JpUOg2sitXrpSaNWuaP2uo6EZOZ7u95RX/GfK0aZSXTPvALvIkAgSR4hN0Gns0yuk/XqcjsvQ8J/drYBf5hm4fq6GROp+jatWqvtrA6dC+bfJJq4tk8IsF5fDBXXax5/jhcw1v4xN0Gl9/oU6ckC+7VzLLpW9ZNdMu9TQdfqvrS11yySUmOHSG9/Dh/thD3bZwwpvmc/TjyOftIiBwfNxiRp+vA+SkbatnmwAZ063CyTyJ/5wIF7okiK4rpcGhiyxWqFDB/L+ul+VHKceOyMhXr5F+zXPIrs1L7GIgUPzdYkaZ3wNETRnwuHkfv88cYBd5is7ifuyxx9KuOJ544gmzPLqu0Fu4cGETJps2bbKf5gvrFo4zfwff9r7XLgICxf8tZhQFIUAO7N4oA5/LK0NfKiJHk/fZxVnu0KFD0rlzZ8mTJ48Jj0qVKv1pRVvdK0TLGjZseMbjfqLhoZ8nDRMgqPzfYkaR3XHulw502/xvXzPnPWdMW7soS40YMUJKlChhwkHXjxo8eHC6K9lqn0j58uVNZ3q09vCIt92bl5rbWCM7XG1uawFB5L/WMYb8GBbpOX40WYa3Kyn9W+SSvdtW2sVxN2/ePLnjjjtMcOie4q+88kqmiw/qFrR6a6ty5crphowf/DiqlflMacc6EETBaDGjJCgBolbP+/zUffg+Ne2iuNm2bZs89dRTacNy69SpI2vWrLGrZSh1K9pobwgVLzqUV4f06tBevwxqAMIRnBYzCoIUIOqj9lWl1i3ZZOZ/JtpFMaWzxd9880256KKLTADccMMNMmXKFLtaptatW2f6SnRXwVhtDBVrGxZ/Lz+NedkMswaCJlgtZoSCFiDLly6QvLmzy1/+8pewl0t3NW7cOLn66qtNcBQsWFA+/PBDOX7cfWmPTp06mWO1b9/eLgKQxYLVYkYoaAGimjZtahpgXZAwlpYuXSr33HOPeS1dZr1Vq1aya1fks7EPHjwoxYsXN1vUxmOXwViyB2f4eaAGoPjkniaIX+Tt27ebhQh1NVtdEj3aNCSef/55ExoaHvfee68sW7bMrhYRnZWux65bt65d5CtB/HwhsfGJTgC6iq02wLqfRrTobakPPvggbfkRvW2lt69i5bbbbjOvM3XqVLvINwgQBA2f6ASgndplypQxmzEtWrTILg7b5MmTTce4NujaUa4d5rFeZv2XX34xo7nKlSuXJVvXRgMBgqDhE50gdBMmbfBr1KhhF4Vs9erVUrt2bXMcbcyffvppM1Q3Xp588knz2h999JFd5AsECIKGT3QYdJHCmSOetR/2Dd0GVhvgsWPH2kVnpZP+2rVrZyYB6vN1UuD8+fPtajG3ZcsWufDCC6XcNZfK/n277WLPszvO6UCH3/HpDcOXPSqb1W63rp5lF/nC77//Ljlz5pRSpUrJkSOZL6+hM8AHDRokRYsWNcFxxRVXyMiRWbv3+tB+/5bG1bLJ5GGt7SLPIywQNHyiw7B11Y8mQL58vaJvJ4a9+OKLJgx69OhhF51h1qxZUrFiRVNXJ/N16dLFLISY1Y4fOyIjOpQ260zt3hLd0V6xRoAgaPhEh2ly/8dMQ7B81iC7yBf27Nkjl156qeTLl8/cErLpkuqPP/64WYdKw0OXXN+wYYNdLUv9seAr83fwXZ/77CJPI0AQNHyiw3Rg1wYZ8NwFMvQfRc1e5H7Ut29fEw6NGzdOeyw5OVm6du0qF1xwgSnTTZ50syev+rbX3aZBXrfoW7vIswgQBA2faAfzxnUxjcFPX/zTLvIFHQZ70003mZFUc+fOlc8++0xKlixpgqNIkSJme1mvr4C7a9Ni6dfsPBn16rWScjy2Q4ijhQBB0PCJdnDs6CH5tN0Vp5ZL37HaLvaFadOmmcDQTvXU/7788suyb5/3NqHKiI6I00b5t0k97SJPIkAQNHyiHa2eO8o0CBM+rG0Xed6OHTukSZMmJjj0RycFrlq1yq7meYcPJMng1pfIJy/kl+R92+1iADFGgETg6zf/akJk07LJdpEn6WxxXdZE18bS4ChdurRZw+ryyy83ixb60eKp75m/g+lDm9hFAGKMAInAjvXz5eOm58rnXW6QEynuS5bHg85Ev/baa01w6MKK7733nlnivUOHDuaxjh072k/xhZSUY/J55+vl42bZZef6X+1iADFEgEToP0OfMf8CXjL1fbvIE3Ty4H333WdCQtfCevbZZ89YlVc3atIrkNy5c8sff/xx2jP9Y+PSSebv4Ou37rSLAMQQARKhQ/u2mS1L9V68bmHqFbt375bWrVunLbOua2AtXrzYrmYMGzbM1Hn00UftIt+Y8H4tEyKrf/nMLgIQIwRIFCyc+JZpvH4c+bxdFHe6zLrO89DdAFP7OTJb+0qH7FapUsVMHpw+fbpd7At7t68yo+KGtyspx48m28UAYoAAiQKdhzDy1WvM8ho7Niyxi+NGh+bqcucaHLrooC5XEsqaV+qnn34y80Juvvlm3y6XrnuPa5AvnhLb3RcBnEKARMmaBd9Is7uzyUtP32MXxZxu9aq79WlwaAjoDPOtW7fa1TLVqFEjc4x+/frZRb5wNHmf/NCvvmxaPtUuAhADBEgU/b8GfzMN8Ndff20XxYR2gOsoKt0vXF9Xd+3TmeWuNm/ebNbIKlSokFkzCwDOhgCJoqVLl5pOa93eNdRbR66GDh0ql112mQmO4sWLy6effmpXcdK9e3dzzDZt2thFvqK3sjL6ARAdfJuirFWrVqYB1m1eY0H7KipXrmxeQ4fe6vyNaE4CPHz4sFx11VVmaZPly5fbxb5BUACxx7csynbt2mVGQGkntks/REb09pL2UaQus16vXj1Zt26dXS0qvvjiC/MaDzzwgF3kGwQIEHt8y2Lgww8/NA3wU089ZReFTa8IunXrZvom9Jjly5ePy1Dbu+66y7ze+PHj7SJfIECA2ONbFgM6F+PGG280I6LmzZtnF4dszJgx5naSNuTasd2/f/+4DbH97bffzMz16667zqyh5TcECBB7fMtiZMqUKabhv/322+2iTGnjXa1aNfN87Yt46aWXsmRUVIsWLST7udlkaP937CLPszvO6UAHoi+ib5T95eSLeqY6deqYEBgxYoRdlK6dO3dK8+bNzb/89XkPPvigrFixwq4WN7t27ZRH7iwgr9S7WJL377CLPY3PIBB7EX3L+JKe3Zo1a8wcjRIlSpx1pJSuitu7d2+5+OKLTXDobaMJEybY1bLE/Im9zd/zjGHN7CJP47MJxF5E3zK+pJl75ZVXTCh07tzZLjI0KDQwtI4GiAaJBopX6HLpn3Uqa5ZLT9qw0C72LD6bQOxF9C3jS5q5/fv3S7FixSRPnjyyfv36tMf11pTeotLg0FtWzZo1M7ewvGjDkgnm73rc29XsIs/iswnEXkTfMr6koRk8eLAJivr168vevXtNp3jqXuTaWa6d5l73/XsPmb/vNfPH2EWexGcTiL2IvmV2x3nqD86ky6VXqlTJTALUCYYaHDo8V4fp+sWebSukX4ucMvyVK+X4scN2sefwOQRiL6JvGV/S0OjEP10fS4NDf1577TUzQdBvZo9+yfydz/+um10EIAFFlAAEyNnpUiN620pDQ68+ihQpYv5/wIABdlVfOJK8V4a8VFgGPpdXDu7eZBcDSDARJQABkj4dstupUyez2KEGhi5+qIsgbtq0SfLmzSuFCxeWffv22U/zhWUz+5u/96kDG9pFABJMRAkQaoDs3LBADuzaYD8cSLqsui6vrsGhy60PGTLkjHK9faVl//jHP8543C9OnEiRMa+Vl4+bnivb1syxiwEkkNASIAMhBciJE9K/5fkyoGVumfvVq3LsSMYT6vxMN3LSDZ00HHTyoG70pBs+2ZKTk+XKK680o7BWrlxpF/vClpUzpG/Tc+TLHpXN3y+AxBRCAmQspAA5SYd+Dnv5clNf/7tyzjC7im/pku26hawunKjhoVvL6hazZzN69GhTt2bNmnaRb/zwcT3z97li9plXWAASR2gJEAXHDh8wVyB6NaINz9h/3yrb1/5sV/MN3XGwR48eacNyy5UrJ9OmTbOrZahq1armeRMnTrSLfGF/0joZ8GweGdb2MrsIQIKIW4Ck2r/zD5n08aMmRPQ++tRB/08O7t1iV/O0sWPHSunSpU0A6OZRffv2NUu4h2PhwoWSPXt2+ctf/uKppUvCsWz6xzLxo4dNvwiAxBP3AEm1ecV/ZHTXm0yQDHw+n/w6vrukHIvtPuKRWrJkidSoUcMEh+593rp1a9m9e7ddLWRNmzY1x+rTp49dBACel2UBovRfrvqv2MFtLjVBMqJ9KVn765d2tSyXlJQkzz77bNoy6/fdd5/8/vvvdrWw7dixQ/Lnzy8FChTw7DpYodK/v4x+AASTJ77dRw7tkdmfvSj9mucwDc43PatL0qZFdrW401tL7733nmngNTiuvfZa+e677+xqEenVq5c5dsuWLe0iXyEogMTjqW/9nq3LZXyf+01j1K/ZeTJjeAtJ3p9kV4uLH374wfRPaOOuVwk9e/aMydaueswyZcqYq5tFi7I+NF0RIEDi8eS3fv3i8TKqYxnTKD1Xq4AM7tcnbh3Nq1atklq1apng0E7uZ555xtxqiqXx48eb16tevbpd5BsECJB4PPutTzl+VGZ900vuq5jfNK5ly5aVSZMm2dWiRpcWefnll9OWWb/zzjvl119/tavFzP33329e98svvdcHFAoCBEg8nv/WJ+3cYUYr6dVA6uS7aM7g1qXWBw4cmLbQYcmSJeWzzz6zq8WcdspreFW4oZQcPeK/lXrtjnM60IHg8803XOdNpE6+04a2bdu2ZnOmSPz4449yyy23mGNecMEF0rVrV7PUSFZ5q+uLUu/WbDJjbA+7yPMICyDx+O5br8uA6FpS2ujrqra6NHpKSngT2TZs2CB///vfzTF0mfXHH39cNm7caFeLu+SDe2RIm0JmXszBPZvtYk8jQIDE48tvvW7GpKva6tLoGgIVKlSQGTNm2NX+5NChQ9KlSxezP7k+r2LFijJr1iy7WpbSeTHaGOsMfT8hQIDE4+tvve6v8cQTT5irCA2EBg0ayPr16+1qxsiRI+WKK64w9YoWLSqDBg0y/R9eo5MrdYa+LvPip7XCCBAg8QTiWz979myz57iGg15ddO7c2VxtqPnz58sdd9xhynLlyiXt2rWT/fv3W0fwFl3mRRtkXXDSL8ulEyBA4gnMt16vJgYPHizFihUzYaGbOektqtRl1mvXri2rV6+2n+ZZk/o+YhrllT99ahd5EgECJJ7Afev16qJ9+/ZpwaHLj0yePNmu5nm6arFuwqX7p+hS+ADgNYELkFQPP/ywCZClS5faRb6h+6fov+z1vwDgNYENkCZNmpgAWb58uV3kG3rloVcgeiWiVyQA4CUEiMfp9r96FaKbcAGAlxAgXnfihIztUUX6Nj3HjM4CAK8gQHxA54PovBCdH8L2sQC8ggDxCZ2ZrreyVsweYhcBQJYgQHzi4N4tMqZbBVk1d6RdBABZggABADghQHzI3nPj9B8AiJfAtjhBDxAAyGqBbYkIEACIrcC2RAQIAMRWYFsiAgQAYiuwLVHQAyS9HwCIp8C2OkEPEADIaoFtidq2biLFCmST1asIEACIhcC2RCN6N5Hn/pZNtm0kQAAgFgLbEk0f2sQ0tHu2EiAAEAuBbYkIEACIrcC2RAQIAMRWYFuiIAcIAHgBAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwEtgAmTOmrXzc9Fw5tHerXQQAiILABsixwwckacNC+2EAQJQENkAAALFFgAAAnBAgAAAngQsQHXmV0Q8AIHoC16oSFAAQH4FrbQkQAIiPwLW2BAgAxEfgWlsCBADiI3Ctrd1xTgc6AMRG4FpWwgIA4iNwrS0BAgDxEbjWlgABgPgIXGtLgABAfASutSVAACA+AtfaEiAAEB+0tgAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADAyf8HQ2MPvkXkTjUAAAAASUVORK5CYII=)
| Product Number | 4656-3-8F |
| Synonyms | 3-[(2,2,3,3,4,4,5,5,6,6,7,7-Dodecafluoroheptyl)amino]phenol |
| CAS | |
| MDL Number | MFCD31695272 |
| Molecular Formula | C13H9F12NO |
| Molecular Weight | 423.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory