![2,3,4,5,6-Pentafluorophenyl 4-[2-nitro-4-(trifluoromethyl)phenoxy]benzenesulfonate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAA4rAAAOKwGr30hvAAADYHpUWHRtb2xTb3VyY2UAAHicpVdtT9swEP4rVj6vjl/yiloQAiFNgiENJu3bZNIAkZoEJQHaf7/HMSmNm8VIU1ud7/w8Ptt3PrvLs225IW950xZ1tfI4ZR7Jq6xeF9XTyvt1f7VIvLPTZQYQgFW78p677uXE99/f32n2nJdqW1c0q0vP9J9s22KEeZe0bp58wRj3f99c3/WcRVG1naqyHKy2OGl743Wdqa6fxT9c+KVq3orKN3C/bN7MaH8E019Gt+3a+1zLBfrOQSWPxSYnj3VTqo68CUbxZd/IU17ljeryNXnYwSxpgLWfLm8u6+y1zKsOTT1CkanNXde8ZjCU9SbPXjEYGt8vV17JQVBdXZ43jdoR3dJmxYkSREmiAqJCoiKiYqISolKiOMMP/RwADgQHhAPDAeJAccA4cAI4occBTgAngBPACeAEcAI4AZwETgIntUPgJHAyRAw3uV7E/e4lX3m35Ae5JRcHn7F2B/32w3Y1+cPHM1u4uXhWzRMGXXDCCfvfDxJAIO0EZQzL4IxGURqQlEoZJrZqWfekQUr0R+gPaBSzkPAI9gD2GPY4+ZSDfcAlkIgBT2kQaBnTlEHqNGGh+JQc/CQlQgCPWBzpFn4/7uDX0hPAEOIIq0kCElMhoSU0jgX3yA67smBQGCMLTsNAy0GXlCVGJqGWIZWplhHl0aE+9Nv4r/IHPaCJiCRZxDRIZaztqdT2hAb9fFIqgkMdEYp7BxwzD8cN+E6nMfYog/fB23gWOHn+/uidLh/qan3QJMV65T1gHzXkZ/7Yio9j6ZG6WecNUk4PoKGHBDEm6DO1J4gpgjwiBPMegjFBF4g94XyKEI4JupzME6IxQRefeUI8JuhSNU9IxgRd2OYJ6dGiHQTOxoy+cM5vLLeD3RdaB8eKtynMjqlZITeF3MGxom4Kv4NjBd5cFA6OFXtzsTg48cQeuDjJxNxix15bSWAuu/nTJdgEJ3Vw7DzQl6Ujd4R97vvL18Gxj35/Wc/vm7DywFzuDj/hBMeRO8LKA/N4cPiJJziOPBBWHpjHicNPOsFxFBxp5YF5/Mz7kfyYI5nDj50H/AscKw/Mg8wxt+CoRkvHzSStNDDvPQcnmuA47icZT3AmU8c/uHL94WWM5tGr2T94Uvv4I3H6F6nzcDx4fhKCAAA+FElEQVR4Xu3dCbyM5f//8SxZIqVFqSjRTlLUt137vn+/LZTCN0T6oqjU356ltNFqL6WSKIQWFLJESSkh2bPvjl2f/3yu+Z0TlzlnZq5zz8x9z7yej8d5HO77mjlz5j5zve/72u6DBAAABwfZGwAAiAUBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQESi40bRZo3FylfXuTgg8PfW7QQ2bTJLpleov3eM2eKtGu3/9f77+//HADSFgESTVaWSNWqInXrisybJ7JzZ/h7vXoi1aqJbNtmPyI9xPJ7b9kisnDh/l+rVu3/PADSFgESTfv2IjfdZG8N0+0dO9pb00Om/t4AYkaARFO5ssjEifbWsAkTRKpUsbemh0z9vQHEjACJplgxkXXr7K1hur14cXtresjU3xtAzAiQaDK1Is3U3xtAzAiQaFyaclavFjn7bJGuXcOdz0Hk8nsDyCgESDQunckaGrVqhd7d0NtbsaLIp5/aJfzP5fcGkFEIkGi2bg1fTejw1fnzRXbtCn+vXz/6MF49gz/33HCQXHWVyOzZdgn/WLlSZM2af/6fn98bQEYgQGKxYYNIs2YiJ5wgUriwSLly4Ql2sUwk3LtXpE8fkTJlwo9t0iT3voVU0KB49tlwn4eGxb7y83sDSHsESLJopduypUiRIiJHHCHSs6fs3b3HLhWzdes8uAJ4912R448XKVRI5L//3f8KBACiIEC8ok06o0eL7IkSCjqb+5ZbZNqhp8t//jNYpk1bZpeISZMmn9ubYjdtmsi//hVuWrvsMpEff7RLAEBUBIhXvvwyXCHr8h/jx9t7DzBn4hz5978/kvPOe1tatPhCliyJr1nIKUD++kvkwQdFChQQOfFEkQ8/tEsAQMwIEC+NHCly6qnhIPn3v8NrQ+Vhz5698sEHv8gVVwwIXRD0lh49pklW1i67WI4VK7ZIgwYjzJc+Rr83bz7GLnaAnTv3yF8vvCVSsqTIIYeER1jRCQ4gnwgQr+lope7dRQ47LNwxrR3U2lGdh40bt0uXLhPl/PN7y7XXDpTPPvtd/v7bLrW/WK9Axo79U2699QNpVqmJSO3aIkuX2kUAwAkBkig6mVA7prWDWjuqtcM6ij/+WCeNGo0wzVoPPjgsdJGw2y6SI1qAzJ+/Tho2DD/XAw8MlVmzVtpFACBfCJBE0w5q7ag+6CBZdvnN8tsv0SvyceMWyjPPjM0zQHKjVzOdO0+UGjV6mauZ4cPnRr2aAQAXBEiyfPihvHzx41K9+tvStu14WbMmyy4RkV5B1KkzTPbuPTAFdF827U8ZNCj2/hQAyC8CJIl27NgtvXr9IJdc0lcuvbSf9O37o+ngzouGxLPPjpVPPvnN3pUTIBoe9903JGdE19Kl8Y3oAgAXBEgKrFq11YSCVvjawa0d3bnRMmvXZskttwySDRu2H7BPaROVXnG4zikBABcESAppx7Z2cGsQaIe3dqLbskNCh/t26PBtxH0AkAoESIrp1YN2dGuH9403vm/vzgkJ7QOpVesT+fnnf+45ToAASCUCxCe0w3vRog325v1CQq9Yatf+JKdDnQABkEoEiM/ZIdG+/Tfy0UfhZeHtfQCQTASIz9khsX79dtOhrqvx2vsAIJkIEJ+LFBJDhvwqbdqMj7gPAJKFAPG5SCGhfSDZo7cAIFUIEACAEwIEAOCEAAEAOCFAAABOCJAAGTNmvvz22xp7MwCkBAESIDr/Q+/1AQB+QIAEiAbIc89NsDcDQEoQIAFCgADwEwIkQAgQAH5CgAQIAQLATwiQACFAAPgJARIgBAgAPyFAAoQAAeAnBEiAECAA/IQACRACBICfECABQoAA8BMCJEAIEAB+QoAECAECwE8IkAC5+eZ3QwHyjb0ZAFKCAAmQqlVvkebNO9ubASAlCJAAOemkk6Rhw4b2ZgBICQIkQAgQAH5CgAQIAQLATwiQACFAAPgJARIgBAgAPyFAAoQAAeAnBEiAZFSAbNwo0ry5SPnyIgcfHP7eooXIpk12SQApQoAESMYESFaWTnoRqVtXZN48kZ07w9/r1ROpVk1k2zb7EQBSgAAJkIwJkPbtRW66yd4apts7drS3AkgBAiRAMiZAKlcWmTjR3ho2YYJIlSr2VgApQIAEyBFHHCE33HCDvTn9FCsmsm6dvTVMtxcvbm9NK7t27ZKnn35afvjhB3sX4CsESABMnz5dLr74YjnooIOkQIECUq9ePVm5cqVdLH1kcICMGTNGTj/9dHOsDz74YBMkW7ZssYsBvkCA+NiKFSukbt26UrBgQSlXrpz0799f2rRpE6o/i0upUqWkW7duslM7mNNNBjZhzZ07V2666SYTHJVDv//QoUNNc2WhQoWkbNmyMmDAAPn777/thwEpRYD4kIZC165dTUhoWLRt21aydGTS/1m0aJHcfffdprKpVKmSfPbZZ/s8Og1kUCf6xo0b5fHHH5ciRYrIkUceKa+//rrs2bMnZ/9PP/0kNWvWNMf6/PPPl8mTJ+/zaCC1CBCf+fTTT00oaIVx7733yuLFi+0iOb799lupVq2aKXvNNdfIr7/+ahcJpq1bRc4+Ozxsd/587RQIf69fP22G8e7du1d69+4tRx99tBQuXFiaNm0q69evt4vl+Pjjj6VChQqmCfP++++XZcuW2UWApCNAfGL27Nly9dVXmzA499xzZYI21cQg3orIV7ZvF+nQQaRECZERI/bft2GDSLNmIiecIKFfTKRcufDEQnsi4XXXhUMlFKZB4Rr8O3bskE6dOknJkiVDb1mJ0FvXIfQWbreLAUlDgKTYunXrpEmTJqbyL1OmjPTp08eEQryiNYX4zuDBOi5ZQqfUIg88EJ557mLsWAldsoX+kkN/ynffre17dgnfsJsehw8fbheJyfLly0Nv2QPmakSHdg/W9xJIAQIkRXbv3i2vvfaaGZqrlf4TTzwROrnO/zIddmfs119/bRdJrZkzRS6/PFzhX3CByJQpdon46UCCbt1ESpUKj9Bq0yY8m90ntP8qEYMfpoTeuwtC76Ee68tD7+lMfW+BJCJAUuCrr76Ss846y3zwb775Zpmny3R4bN/hoLfffrv88ccfdpHkWrNG5OGHRQoVEjnuOJF33hHxelSRDm3WfpOCBcNNX++9Z5dIuvdCr+GE0GvRkXSJGH6tI7PeCb2Xx4XeUx2x9XDoPV6j7zWQBARIEmklftttt5lK/YwzzpAvvvjCLuIpvcp55ZVXpHTp0lK0aFF56qmnZPPmzXaxxNIO8BdfFDn8cAm9CJFnnhFJ9LyGGTNELrkkfJVz0UUi339vl0i470M/86LQz9ZjfUnotczQ15RAOlfkmdB7q8f58NB7/WLoPdcJiUAiESBJoJX2k08+aZqqtDJ/9dVXTeWeLHpG2qhRI3OGeuyxx5r5JEmZU/D55yKnnRauyO+8U+TPP+0SiTVoUHgVX70ieeghnVhjl/Cczt15KPSz9IqjfOhnD9LXkER/ht7jO0PvtQbXaaH3/nM9BkCCECAJpJV0v379TKWtneSPPPKIrF271i6WNLNmzZIrrrjCVC41atSQ7777zi7iid9//10G6ZIrGhw6HHfcOLtI8uiQ33btRA45ROTQQ0W6dAn3mXhM+zS6hJ770NDPOCT0s9qFfua2FA43Hhd6z88Ovfd6rHX5Gz0mgNcIkASZNGmSVK9e3XyAr7zySvn555/tIjHRDtiFCxeaDtLx48eb7/r/rTpXwtGQIUPMnAJ9bbVr15alS5faRZxs2LBBmjdvbpbguOqoo2TZm2+K+GUkmM6nue8+E2qfVqwoo4cNs0s4GxZ6roqh59T3877Qz8hr7k5evD7WOgrvzdAxOCp0LPSY6LHRYwR4hQDx2JIlS6RWrVqmMjn55JPNkhTx0JnGnTt3lhtvvFGOP/548zy5fWnH6fXXX2/mA+jcgniG7Xo5p0B/7ttvv51TUf3vf//zbUW1feJEaXXeeeb9u+qqq8z8G1f6WH0Ofa7zQs85MbflV3KRrGOtx0KPiR4bPUZ6rOJ5PJAbAsQj2lzRvn1703yhzRhaMWglHQudVdy6dWs58cQTTWWhfRXaxKT9FtoZqqNs9Iw0+0v//9JLL5kmsQsvvNBUDPo4bSrTiYTxVIo6p6BOnTpmToH+/I8++sgukid9PVWrVjU//7rrrpM5c+bYRXxH59n07dtXjjnmGNO0qPNwdD5OrPadu6PPoc8V69ydVB5rPTZ6jPTxesz0+YH8IEA88OGHH5oKQSvhBx98UP766y+7SETadFS/fn3Tua6jZ+644w6zZEW8I6W0iUM7SzUI9IpCKwidCzJ16lS7aK607L/+9S/z2MsuuyzqnAJtWvn3v/9typ966qkycuRIu4jv6bybli1bmvdf5+P07Nkzz8ENuk/LZM/d0cfGOnfHT8daj5UeM32sHkM9loALAiQffvzxR7n00kvNB1HPDqdNm2YXiUibD3QymVYA+qUVkY7e8YJWSHomq3MPNNB0xnKsz62d/u+++27OnIL//ve/snr16v3KaAX27LPPSrFixeSwww6T7t27B3646Pz58+WWW24xx/HMM88083Rsuk33aRktq4+JhV+PtR4zPXZ6DPVY6jF17WtB5iJAHKxatcqcTepQTW27HjhwoF0kV9qEkR062uGqTUiJoP0ZHTt2NJWWtnvrIo2x2ndOwb4hoeGiv29u4RJ0X375pZmfo8fm1ltvNSGhX/pv3ab7tEysgnCs9RjqsdRjqsdWjzEQKwIkTjpUU8/YXM7a9MZQut6VTvTSkTvJoM0T2Tej0rPfWNvqlc4puOuuu8xjtb0/u3lLr7zSlTZT9ejRwzRTaaWqX/pv3ZZX85YtaMdaj6keW32s9q/o2mpANARInLS9WUctxdturOPy9QxRJ3dpxZxM2ozSqlUrUzloIMS7DpOu9quPzYj7sf8fna+jwaFf8c7dCfKx1jXZ9LHpfJIA7xAgcWrcuLG5O2A89GxUKxSdF5LKdYp69eplzqh1bax4zqZ1uXGtVOJpGkkHOkRXv+IR9GOtx1iPdaxLzCOzESBxijdAdPSNNmXo2WgqK5RsOjNe+250tFisCJDYpMOxJkAQDwIkTvEEiDYnaCeqrn+V7KaMvDz//POmktB2/VgQINGly7EmQBAPAiRO8QSIDt/UD2O8s9GT4Z577jGT0vSe29EQINGly7EmQBAPAiROsQaINmdoW7gO3/QjnQCn8we0rT7ashYESN7S6VgTIIgHARKnWANE54lopZKosf9e0FuqamWhHa55IUDylk7HmgBBPAiQOMUSIHpGmr3Uhd/VrFnT3Lcir+GeBEju0u1YEyCIBwESp1gCRBfL01ncsa6JlUoTJkwwFYbeZCo3BEju0u1YEyCIBwESp2gBoutJnXTSSWaxvKDQlVn1tqu5IUAiS8djTYAgHgRInKIFiK6Kqh9AvWlTUOgQT12ML7fhpwRIZOl4rAkQxIMAiVO0ANH7gOi6UbEu8+0Hegc9rTT07nWRECCRpeOxJkAQDwIkTtECRO8apzcIChqdPa1rJ0VCgESWjseaAEE8CJA4RQsQHW8fxEUH9QZFlSpVsjcbBEhk6XisCRDEgwCJU14BkpWVZdqX9f4ZQaPL1Ovie5Hui06AHChdjzUBgngQIHHKK0D++OMP8+EbPHiwvcv3PvjgA/PaI3WuEiAHStdjTYAgHgRInPIKEL2PuH74Ro0aZe/yPb3Ptr72SOslESAHStdjTYAgHkkLkLcbHBTxK2jyCpDJkyebD98333xj7/K98ePHm9euv4ONADlQuh7rwAaI3kGxeXOR8uVFDj44/L1FC10IzC4JDyWtBg9iWESSV4Bkn5WOHj3a3uV7eZ2VEiAHStdjHcgAycrSGZIideuKzJsnoku16Pd69USqVRPZts1+BDyStFo9EwIkXdvFCZADpeuxDmSAtG+v95q2t4bp9o4d7a3wSNJq9UwIkK1bt5qROS+++KK9y/e6du2a68gcAuRA6XqsAxkglSuLTJxobw2bMEGkShV7KzyStFrd7vtIxz4QpXMDGjVqZG/2Pb3tacWKFe3NBgESWToe60AGSLFiIuvW2VvDdHvx4vZWeCRpNXgQwyKSaAFyzTXXyIUXXmhv9r2zzjor10UBCZDI0vFYEyCIR9Jq9UwJkA4dOpjbh2oTR1DoUuTaHNOzZ097l0GARJaOxzqQAUITVsokrVbPlAD59ttvzQdQR7oERe/evc1r/v333+1dBgESWToe60AGCJ3oKZO0Wj1TAkTvOX3sscfKAw88YO/yLb0/RDUd7pgLAiSydDzWgQwQvQI8++zwsN3580V27Qp/r1+fYbwJlrRaPVMCRDVt2lQOPfRQ2bx5s73Ld7Si0CaNV1991d6VgwDJXbod60AGiNqwQaRZMx3ZIFK4sIh+RnViIRMJEyo9avUkiiVAfvnll8AM8axdu7YcfvjhslFn8uaCAMlduh3rwAYIUoIAiVMsAaJuvPFGUy7SWHu/mD17tpkP0LZtW3vXfgiQvKXTsQ5EgKxfLzJlir0VKZDyAJk5pqvMHN3F3uxbsQaI3u5Uz0w7depk7/IFvZ/3ZZddZtrw8zojVQRI3tLpWAciQLRj/OST7a1IgZQHyPRPn5VejQrJuqWz7F2+FGuAKO1cLVmyZMQlI1JNb2mqFcWgQYPsXQcgQKJLl2Pt+wDRtcdCr09ee83egxRIeYDs2r5ZBrYsKyO617R3+VI8AbJixQo56qij5OKLLzYjdvxCFwIsVqyY3H777fauiAiQ6NLlWPs6QHR01RlnhOd9RHqPddLg7t32ViRQygNEzf2uvxml9ecPQ+xdvhNPgKhhw4aZD2SrVq3sXSmhFV2FChXM1wYduRIDAiQ26XCsfR0gr7wSvvr4+mt7j8jSpSKlSon06WPvQQL5IkDk779laOcaMqh1Bdmzy78dkSreAFEtW7Y0H8pevXrZu5JKK5GqVauakTg///yzvTtXBEjsgn6sfRsga9aIlC4tktuVVO3aIiVLiixfbu9BAvkjQEJWLpgsbzcsID+Oes7e5SsPPfSQHHPMMfbmPO3du1fuuusuMwqmX79+9u6k0LNRrVCKFy8uE3R5hzhkaoBox7N+xSPox3ro0KH+DBBdtLJoUV1H396jd/cSKVBAxKeDGNKZbwJEje1bW/o1LSlZG/x3FqHt2toZqWsf6QdMr0TWrl1rF8vVzp07TTt0wYIF5fnnn7d3J5S2g2szhp6Nxluh6NnrRRddZH5n/f0zSfny5U0QtGvXTrbFMZs5qMda71R4/PHHm2N9/vnnx3XlklCzZknoQIg8+aS9x7RehF6shH5pER8Po05XvgqQreuXSt+mJWRcP38tDTFu3DipUqWK+WBdffXVcv/990uRIkXkiCOOkB49esjuGDvutJwupa3Pc++998qmJMyS1UpfO1G1UomnQtBw1KXKtQLV4Z/du3e3i6S9efPmSa1atcwQXQ0TvRFTrIJ0rHXkmF416Ws99dRT5b///a855nrs9W8gnhOlRPio9RUy/5yyIpFm+w8YEO4XGeL//tN05KsAUT+M7GCaslb9OdXelXQLFiyQO++803ywTjvtNBk1alTOvvnz58utt95q9p1xxhny5Zdf7vPIvGno6JWM9qUMHz7c3u0JnTh26aWXmtenZ8OxdqJqxffKK69I6dKlpWjRoqGTvicDsUxHIn3//fdm2XZ9L3UtqR9++MEukis/H+stW7bIM888Y47zYYcdZmbT79KRTqJ19WZz7HWf/i3o30SsJ0pe+vHHT6RBg4Pku+/627v0FxApGwqWmsEYwZmOfBcgu3dtk0FPnyTDulwQvjxNAf1gtW7d2nx4tCngpZdeyvlg2b766is588wzzYf3lltuMcESC70fdfXq1c3jaoY+APE2N+RG2651yYrsK4dYxv5nGzNmjAlDfU233XabuW0r/jFw4EBzEyltmqpfv76sWrXKLhKR3461Tix899135bjjjjOPffjhh2X16tV2MUP/BvRvIftESf9GkmX37h2hz2EF6dy5hnnNB3jqqXDTljZxISV8FyBqwYzBZljvvCnv2rsSSv9IB4QuibM/WA0aNJA1OvojCj0z0/sraJOWNm3pSJxYmiy0X0VH62jziH5AteNTz1gXL15sF82T3uOhT58+5uxYn0fPGHXJimizjrNpU83NN99sHqs3G/o60jBJGHrvj//3//6faSoqVaqU6ePQPo9o/HKsddb8BRdcYB6rAwS0zyQW+jehfxv6OP1b0b+ZRBs16jlp2LBAKMS+s3fJ+pUL5Pszi4Y715EyvgwQNfyFy2Rgq+Nk1/Yt9q6EmDJliuk41A/I5Zdfbs4a47Vu3Tpp0qSJFC5c2IzU6tu3rxmVE41WQBpc2ZWCfmmTmfa1dOvWzewbO3as6eTU7/p/3a5t7Nkfav3SZbp1pdVYKxMt98QTT+T057z22mspaaYIokWLFsndd99t3vdTTjkl5uapVB3r5cuXS506dUx/zkknnSQfffSRXSQq/dvQv5HsEyX924n158drw4bl0rRpyVBY1rJ3GW++eYc0a3a4bNsU/QQPiePbAFm7ZKY0vr6QvPVSa3uXp5YtW2aWocj+YH388cd2kbhpm7TOH9AP+rnnnisTc7tbWgTaofnWW2+ZTk2tWLIrjEhfWnFpm7d+qHO7QVAkGmp6FlumTBkTdo8++qgJP8RPbyp1zjnnmOOht7j97bff7CK5Ssax3rFjh1mjS5dZKVGihLmLYn4XfdS/Ff2b0b8d/RvSv6VYTpTi0a9fnVCAlJD165fau2TOnLGmX+Trr1+2dyHJfBsg6vHHHjZNBYlYX0g/RB07djQfKv3Sf+f3g2XTmckVK1Y0FcB9990Xd3OF0gpg4cKFZlSNnpXqd/2/62vV9nc9e9XXpCPKfDfeP4C08tTmqaOPPtp0mD/22GOhim+9XSwqr4/1kCFDzIgsPdZ6hbNUZ2t7SP929G9In//666uF/u9N386ff06Vhg0LysiRHexdofd6j7RvX0XatDld9uyJ3C+J5PF1gGjHno4O0TM0L+lVhl5t6FWHXn3oVUiiaJNFly5dzE2HDjnkENNeHc+cAq9ok8s999xjPuyVKlWSzz77zC6CfNLmnBYtWpgQOfLII+WNN95IybpYs2bNMp31eqxr1Kghk3WiXQKNGPGZ3H13JXNV0KvXPbJ27SK7SFy6d79cnn76RNm168DPyfjxr5ufM3v2aHsXUsDXAaJ0aKF+EPSMLL+0XyP7g6X9HdrvkSw6O1hnsesIHu1IjXXETH5lZWWFztbamFnJ2umr7emxdPrC3dy5c809QvTvrHLlyqYvIxl0wEfDhg3NAJCyZctK//79I49eSoDdu3fKmDHdQldfpaRJk+IyfHib0N9Zll0sJsOGPR16D8fbm0N/y+ulefMjpWfPXO5/jqTzfYDo8FltHz777LOdz+b0g6UjqrI/WNoxmawPlm369Ok5M7u1I3XGjBl2Ec+8//77Zv6BhlbdunVl5cqVdhEk0OjRo+X00083x/qOO+4w84oSQT8j+87deeqpp1I2d2fTppWhz1dd0wT15JPlZNq09+0izj788DFp3LhI6O849j4gJJbvA0R9/vnn5kMY71Ia+sHSORw6l0M/WDq3Q+d4+MF7772XM6egXr16nlbuGlK6rLi+Z/o9kSGFvOnf4Msvv5zzN/j00097+jeo8zKyQ0o72f0yd2fRohmhq92LTXOTfl+0aLpdJC4rVsyRRx45WAYPbmHvQgoFIkDUDTfcYO63EOssW501nj2yRWeTJ+rsLz+8bl7SZjK90tBQ0isPvQKBP9jNS/m9CtZmsptuuinpzWTx0isQvRLRKxK9Mtm0aYVdJCZz534jnTufL9u2JWbYMNwEJkDmzJljOiebNWtm79qPDnHUsNEPlq5fpetY+d2+cwpcOrg1dLp27WpCSMNIO+o1nOA/+3Zwaz9cvB3c2lH/+OOPm3kY2lH/+uuvOzftJov2hQwf3tb0jWgfyZgxXUPh+c+wX51xPmpU59Df7Zny6KOHhALnBHnrrX+HrqYm7fMs8KPABIjS8NAQ0TCx6ZWJH0bA5IfOKcgeYqtzCmIZYqtLrGcPFdZF+1yGCiP5dCSgDrHVkYA6xDbaSEAdKty7d28zVFjnXzRt2tRpqHAqrVu3OPQ73GuatX7//Z8Tu379HjCjt/766zfZtWu7rF27UKZOfU+66HJG8LVABYiGhH6Arr/++pxtXo3B94tYKwqdrJg9Bl8nK3q1vhKSJ9ZJfi4nFn5mN2PplUlWVmxN0/CXQAWI0pm7+kEaOXKkfPPNNzmzgK+99tq4ZgH7XW5NFfsul5KoWcBILl1mZN/VEAYPHmy2202bsS6XEjS6YGKk9a7gf4ELEK1EdVkHrUD1g6X/HjFihF0sbezbWaqjtnRiZfY6RLEs2Ijg0HlJ2QsdnnzyyXEv2BhUM2cOkxYtjpK33/6PjB37qixYMNnMOIf/BSpAsldCzQ4PXW8qt2XW040O19RF7HQV12SshIrU0JFZ77zzjhkMcd1113k6vNvPtm5dGwrQd+SDDx6VTp3ONVcluqQJ/C0wAaL3YtDbbWbfi0GXlNaz8VjvyQAgOL7/fpC0a3eWvRk+4/sAmTZtWs7d4PSua9l3g9MFFvUSX2+GAyC96LIlzZqVtjfDZ3wbIHrjHL0HQvb9qD/88EO7iLkdp16RxHpTHAD+o8N1p04dKGvWLDBzQlatmie9e98n/fs/aPZrs54O9f3uu375mnwJ7/kuQLSzsHPnzjmr17Zr1y7X1Wu1T0SbtfTOagCCSUdg9ep1t7RqdbwZ0vvss6eYBRWzF2PUDvUePW4080eee646Ewx9xFcBMnToUDP6RJuratWqJUuWLLGLHEDv7azlXe6wBiC59Cpjyxa3uwj++ONQad36ZBMkeqfC9euj1w9ILF8EyNw5P8uVV15pgqB69eoyaVLsZxh6Sfuvf/1LTjzxxFyvVACk3ubNq+V//ztMPv30GXtXzHTZeF325LHHDjXLnowY0T7ifUOQHCkNkO1b18rE9x+Rey8pLCeWO1b69XNr45w6darpC9GZvAD8aeDABtKkSbHQVUj+7zC6ceNfpo+kYcMC5uZT06cf2EeKxEtJgOzdu1t+GfuqDGhWWno3LiJfv/+kZG3N3/0L6tSpY5aD8Pq2nQDyb8mSmdKoUSEZNqy1vcvYscNtifuFC6dJ164XmmatF164VLb89qNdBAmU9ABZ+usX8lHbM+Tt0AH/4vXbZNNqb+5foMtB6JpC2ncCwF9eeOEyadXquIhBMWXKu9K4cVHZvt19ZQUdxdWrzvEiBQuK1K8vwvywpEhagGxcNU9Gv3azCY7B7c6SZb99ZRfJt+eee84M+/3uO9bVAfxixozB5gpBg8K2fftmeeKJY+Sll66yd8Vtb9ZWkWefFSlWTOSwwzS19I5edjF4KOEBsjN0VjF1SEvTVDWg+REye1xP04SVCLq6qS6RXaNGDae+FADe0g7up58+ycz1iPSZHBKqGxo1KizLl/9i73K3cKHIf/4Tqt1C1dspp4ik8Vp5qeYUIHoVEelrX3rDmDmT+si7j5eR3qE/kEmDmsiOrev2K5MIn3zyiZxwxEHy1fD+9i4ASTZyZAfT0R1pXatVq+abe5wPGtTY3uWNb74ROeeccJBce62IvVr3xo0izZuLlC8vcvDB4e8tWuh68/uXQ66cAyQvK+ZPlE86nWvKjQxdmq5fPtsuklA9n7xCBrYsK7u2569jHoC7rauXStOmJcws8khef/3WUP19hFlIMWH0pnJvvy1y9NHhZq3sWx/oHTurVhWpW1dEFyfV1Y71e716ItWqiTAlICZ5J0Eu8goQvcrQK44PnqkoC3/61N6dFOuWzpJejQrJtE+etHcBSJbateXX00vKlnXL7T2hi4EvTb/IuHE97F2JsWGDyP+to2e0by9y003//H9fur1jR3srIsg9CfKQV4Co1Yumy97dqb1/wcT3GkmfxkU9G+UFIA56r/cCBXRki73H9IHqSrt6D/RE9YdGVblyqJKYaG8N07t7Vqlib0UEeSdBLuy+j0h9IKm2fcsaM8/kizdut3cBSCTtLK9RQ6RCBR1mZe81Vx169fHrr1/Yu5JHR2qty6VPVrcXL25vRQROtb7fwiI3v3z9inmty+Z8be8CkCj9+4c7rocMsfeIrF0ryyodIaPa3GLvSS4CxBNOSRCUANm7Z5eZtPhxu8ryN7fIBBJv82aRsmVFata094Q1aSJSpIjI/Pn2nuSiCcsTTkkQlABRS2aPNq939vjX7F0AvPbUUyKFConMmmXvEfnlF5HChUVatrT3JB+d6J5wSoIgBYga3fMmeaf5kUmZhwJkLL39QtGiIo0a2XvCrrpK5Jhj/DHPYutWkbPPDg/b1ashnbGu33UZFIbxxswpCYIWIBtXzjUz4b/7oKm9C4BXFi8Wue02vemHvUdk2LBwv0jfvvae1NGhvc2aiZxwQvjKqFy58MRCPwRcQAQrCfJhysePm/kpyZ7UCGS8HTtEKlYUOe+8fybyIS1kTIDs3LZR3n3iGJn6SSt7F4BE6tYtPCckt05rBFbGBIjaun6pCRIASfToo7n3iyDQMipAstkTIP04ERLwPRYjzHgZWWsSFkA+pdtihBFmzCO6jKxJCRAgn9JtHkX16iLt2tlbEUVG1qQECJBP6TaTW4fwNk7QfUnSWEbWpHbfB30gQJzSbS0pAsRJRtaahAWQTwQIhAAB4IImLAgBAsBFunWiEyBOMrImJUCAfEq3xQgJECcZWZMSIIAH0mkxQgLECTUpABAgTggQACBAnBAgAECAOCFAAIAAcUKAAAAB4oQAAQACxAkBAiDj9QwFyBgCJG4ECICMVy4UII0JkLgRIAAyHgHihgABkPEIEDcECICMR4C4IUAAZDwCxA0BAiDjESBuCBAAB9zeOdNu85xJAWIf4/wca7dHAUgrrhVIusi0APGKd88EILC8rFSCiABx490zAQgsLyuVICJA3Hj3TAACy24Pz0+7eBAdffTRUqtWLXtzWrKPcX6OtdujAKQV1wok6BYvXiz33nuvHHTQQVKoUCHp2LGjbN++3S6WVrw81t49E4DA8rJSCYKsrCxp27atHHLIIXLooYfK448/bq5AChQoICeddJJ8/PHH9kPShpfH2rtnAhBYXlYqfjdo0CApX768FCxYUB566CFZsWJFzr4pU6bI+eefb65IatasKT/99NM+j0wPXh5r754JQGBFq1SWzB4tH7erLPOnvW/vCowZM2bIJZdcYsLhoosukunTp9tFjL///lsGDBggZcuWNc1aDRo0kDVr1tjFAmHXji3y/bDWMrjtmbJz20azLdqxjod3zwQgsKJVKlvWL5HPul1syun31YsiV75+tHLlSqlXr5654jjhhBPkvffes4tEtGXLFmndurUULVpUDj/8cHnppZdk165ddjF/CoXg3CnvyMBWx0mvRoVk4qDGoU17za5oxzoe3j0TgLSnVyDvP1lOejUsKN8MqCtZm/5p/vGbnTt3Srdu3aRUqVJSvHhxadOmjen7iNeCBQvkzjvvNFcup512mowaNcou4iurFkyRYV0uMEExvPvlsnZp4prhCBAAcdm9M0tmDG8rfZsUl/6PlZKZY7rK3t077WIp9dlnn0mlSpVMpX/PPffIokWL7CJxGzdunFSpUsU85w033CC///67XSSltm5YJuP6PSBvNywgg54+SRbMGGwX8RwBAsDJlnWL5eve95oz3Q+eqSgLf/rULpJ0v/76q1xzzTWmkq9WrZp8++23dpF82bNnj7zxxhty5JFHysEHHyzNmzeXDRs22MWSas/uHfLD5x2lX9OS0rdpCfPvPbuSMxSZAAGQLyvmTZBPOp1rgmTky1fL+uWz7SIJt379emnatKkULlzYTArs3bu37N0bbvNPBP15jz32mAkR/Xm9evVK6M/LzYIfPpZBrSuYq45xfe83VyHJRIAAyDftoJ0zqY+8+3gZ6d2osEwa1ER2bF1nF/OcXhG8/vrr5oqgSJEiZj7Hxo3h0UbJ8Ntvv8m1115rrnjOOecc+eabb+wiCbH8z59kRPeaJrSHdT5fVi6YbBdJCgIEgGd2bt8kU4Y8Ib0bF5GOdY6QQQN6yu7du+1invj666+lcuXKpvK+6aabZO7cuXaRpBkxYoSccsop5rX85z//kYULF9pFPKHDiXVY8bXnFJK+zcrK3MkDzIirVCFAAHhu46p50rH5zVKgwEFy1llnyVdffWUXcfbHH3/I7bffbirr008/XcaMGWMXiYmOyNKKfubMmTJ+/HjzXf+/detWu2hMdIjvCy+8IIcddpgUK1ZMnn32Wefnsulzv/zyy2Y4sQ4r7tz+admxbYtdLOkIEAAJ88UXX8gZZ5xhKvvbbrvNVP6uNm/eLE899ZSpQEuXLi2vvPJKXFc3kydPls6dO8uNN94oxx9/vHlNuX0dd9xxcv3110uHDh1MR7w2lcVq1apVUr9+fTPvRH/OwIED7SJxGT16tBk+rK/rjjvuMMOK/YIAAZBQWsm/+uqrptLXfoonn3zShEGsdGZ4//795dhjjzUzwxs1aiRr1661i0W0bNkyMxnwxBNPNBWwPr5GjRrmOV588UV55513zNVH9pf+XycMPvLII3LhhReaTnJ9nP5s7aSfPTv2AQI//PCDXHrppebx+lzTpk2zi+RJm+Q07PTxOnx47NixdpGUI0AAJIVW+lox60gprZD79etnwiEv3333nanwtRK94oorZNasWXaRiJYuXWquAjSw9IpFz9x1gcR4gktpE9Tnn38uderUkZIlS5rXof0tU6dOtYvm6sMPPzRrb+lCjQ8++KD89ddfdpH96CCAFi1amPDSwQE6bDieK6BkIkAAJNXPP/8sV155pamMq1evLpMmTbKLmACoXbu2KVOhQgUZMmSIXSQirWh19rlW9vrVsmXL/RZLzA8NH71q0eVQNAweeOCBmJ9727Zt0r59+5zVf7UpTWfK70uHAetwYB0WrOGhw4R1uLCfESAAUmLo0KFy8sknm5DQpdSXLFli7sWh/Q4lSpQwAdCpUyfZsWOH/dCItLkqu8novvvuk+XLl9tFPKGvUe8boq/vqKOOkk8/jX0Cpf6O+rvqa9TfXd8DpcN/dRiwbtdhwTo8OAgIEAApo2fhejauZ+Xa3KSVsp7da5NRPAGgK+uWKVPGjFIaNmyYvTshdMTWxRdfbCp9vdKJZyKhXnXp1Zc+NrtpTIcB63DgICFAAKSc9gvoyCft5I6nf0HpGlVaCetIpT///NPenVDaZNaqVSsTAHfdddcBzVJ50f4fHeqrj9W5I/E81i8IEAC+0LBhQ3M3wHjolYeGh57Np/KeHdp3oeGn81PiGVr8yy+/mAAJ2pVHNgIEgC/EGyDa0a7NVnrlkcrwyKajynTuh460ihUBAgAeiCdAtOlIO8x1bkmym63y8vzzz5tA6NGjh70rIgIEADwQT4DoUF2teLNHMfmJ3n9Eh+HGcj91AgQAPBBrgGjTlfZ76FBdP9q0aZOZK6L9MtEmABIgAOCBWANEZ5hrgMQzzDfZhg8fboJBO9fzQoAAgAdiCRC9+tD5Ijrvwu9q1qxpljDJa3guAQIAHoglQHRhRF3bKtp6Un4wYcIEEw66EGRuCBAA8EC0ANGJd7pfF0YMiqpVq8oll1xib85BgACAB6IFiM5Q18o21oUV/UCH8+rSLLkNNSZAAMAD0QJE18zSpeB1lFNQLF682ATEm2++ae8yCBAA8EC0ANE7BOq9QYJGZ8rrOlmRECAA4IFoAaJzK7RM0OjKwpUqVbI3GwQIAHggrwDJysoyfQndu3e3d/lely5dzEKLeh8RGwECAB7IK0D++OMPU9EOHjzY3uV7H3zwgXntkTrSCRAA8EBeATJz5kxT0Y4aNcre5Xt6T3V97ZHWxiJAAMADeQXI5MmTTUWrt34NmvHjx5vXrr+DjQABAA/kFSDZVyCjR4+2d/keVyAAkGB5BQh9IP5EgADwhbwCZOvWrWYU1osvvmjv8r2uXbsyCgsAEimvAFE6D6RRo0b2Zt/TW9xWrFjR3mwQIADggWgBcs0118iFF15ob/a9s846K9cFIAkQAPBAtADp0KGDuVWsNmcFhS47r01vPXv2tHcZBAgAeCBagHz77bemstVRTUHRu3dv85p///13e5dBgACAB6IFiN5f/Nhjj5UHHnjA3uVbei+QatWq2ZtzECAA4IFoAaKaNm0qhx56qGzevNne5Tu//vqrab569dVX7V05CBAA8EAsAaIVblCG89auXVsOP/xw2bhxo70rBwECAB6IJUDUjTfeKOXKlYs4r8IvZs+ebeZ+tG3b1t61HwIEADwQa4DorW31KqRTp072Ll/Qe7dfdtllpr8mr6sPRYAAgAdiDRClHeklS5aMuDxIquntazUUBg0aZO86AAECAB6IJ0BWrFghRx11lFx88cVmdJZf6KKPxYoVk9tvv93eFREBAgAeiCdA1LBhw0zl26pVK3tXSmioVahQwXxt2LDB3h0RAQIAHog3QFTLli1NBdyrVy97V1JpYFStWtWMuvr555/t3bkiQADAAw0aNJDy5cvbm/O0d+9eueuuu8yIp379+tm7k0KvPDQ8ihcvLhMmTLB354kAAYB8GjlypKmAdXTVCy+8ILt27bKL5Grnzp2mz6FgwYLy/PPP27sTSvs8tMlKrzziDQ9dJ+vmm282AVKlShWZN2+eXcT3CBAAKTNnzhy5/vrrTSV62mmnyQUXXGD+fcopp8R1Vr57926zbLo+9t5775VNmzbZRTyno620w1wDJJ5mKw28zp07mxn1hxxyiFx00UVyxBFHSJEiRUyTXDJeu1cIEABJp30GzZo1M6vr6miqt956K2c0ld73/JxzzjFhcO2118pvv/1mPTp3PXr0MM+pEw2HDx9u7/aEThK89NJLzevTK59YO8zV0KFD5eSTTzaPrVWrlixZssRsX7dunTRp0kQKFy4sZcqUkT59+pjmOb8jQAAkjYaEhoWGhlb0GiKRKmAtpx3jRx99tCn32GOPyfr16+1iEem9x6tXr24q6Zo1a8bdtJQbXdtKlyfR/hadJBjLPI9s2tdx5ZVXmtd03nnnyaRJk+wihobT1Vdfbcqde+65nr32RCFAACTF+PHj5eyzzzaVozZb5bbE+b40XJo3b25C5Mgjj5Q33ngjpnkf2QGknfL687STW69OFi9ebBfNk/ZT6NWArqqrz1O6dGmzPEm0GebZ1q5dK4888oi5sjjmmGNMR38sVxaffvqpuYthdpNcvK87WQgQAAmls8V1pJRWhqeeeqrT/Tw0bG644YacDudx48bZRSLS/oYBAwbkBEB2X8v9998v3bp1M/vGjh1rwk2/6/91u/an6J0Esx+jS7LrqrqxBof2yWhgaeBo34bOVYm3b0Nfu95PvVSpUmaAgQZXVlaWXSylCBAACbFlyxZ55plnpGjRomaUkq6gG8/oqkhGjRplAkAr9TvvvFMWLFhgF8mVBpk2n2mYZT9Hbl/aia/9G6+99lpMV0r7+vLLL+WMM84wz3PrrbfK/Pnz7SJx0WHCdevWNaPMtG/n/ffft4ukDAECwFt//y0/jn9HrqxxnOkvePjhh2X16tV2KWcaQi+99JIJJQ2n1q1bm7CK144dO2ThwoVmBJVegeh3/b/rKr86DPeWW24xwXHmmWfKV199ZRfJl+nTp5ulW/T59fu8X2fYRZKOAAHgmVV/TpVhXS6QtxscJO2bXCazZs20i3hmzZo1ZvKhhlTZsmVN85OuhJts2jSlw2+1qUqH4+r9z7UJK1H0CuSSauWk+c0F5Zt36sm2TSvtIklDgADIt6wNy2V8vzrydsMCMujpk2TB9I/sIgmjo64uv/xyc2Z+/vnny5QpU+wiCaGd4X379jWd49pJrsNwdThuMuzYniXTh7eRvk2KS//HSslPY7rJ3t077WIJR4AAcLZn9w758fNO0q9pSenbtIT8MLKD7Nnl1gSUXx9//LFZS0tns+ty78uWLbOLeGbixIlmmK2G1lVXXWWG36bClrWL5Ote95grvg+erSSLfvrMLpJQBAgAJ3/+MEQGta5gKq9xfe+XreuX2kWSTvsvOnbsKCVKlDBf+m/XPo1IdDitDqvV4NBhtroisB+smDdBPulYzRyLkS9fLev/+tUukhAECIC4rFs6S0Z0r2kqq6Gda8jKBZPtIimnVx96FaJXI3pVolcn+aHDZ3UYrS49okuQdOnSxQyz9ZO//94rcyb2lncfLyO9GxWWSR88Kju2JrZJjQABYMIg0te+tm9ZIxPeayi9GhWSgS3Lytzv+psRV36m/SHaL6JXDNpPov0l8dIZ5zohUYfRPvTQQ2ZYrZ/t3LZRpgx5Qno3LiLvND9SZo9/Tfbu/adT3z7GkY51rNweBSCtRKtAdHTVgGalpU/jojJt6FOya/tmu4hv6cgsHaGlI7V0xJaO3NIRXNHMmDEjZwKiLniow2iDZOOqeTL6tZvNsR3S8RzZvTM8CTHasY6Hd88EILCiVSrrlv0skwY1kU1rYp+45zc6V0TnjGRPbNS5JJEmNq5cuVLq1atnrjhOOOEEee+99+wigbJ09hiZOKhxzuCGaMc6Ht49E4DA8rJS8Tudva6z2PXKQmek6+x2pX0auoxJ9tIhbdq08d3SIV7w8lh790wAAstuD89Pu3hQ6Hpauq5W9sxxvdrQf99zzz2yaNEiu3jasI9xfo6126MApBXXCiTodNVeXeFXR2uVLFlSvv32W7tI2vHyWHv3TAACy8tKJYh0kcLGjRvbm9OSl8fau2cCEFheVipBRIC48e6ZAASWl5VKEBEgbrx7JgCB5WWlEkQEiBvvngkAAiqTAsRLBAiAjEeAuCFAAGQ8AsQNAQIg4xEgbggQABmPAHFDgADIeASIGwIEQMYjQNwQIAAyHgHihgABkPEIEDcECICM1/DWctLreQIkXgQIgIz3/pPlzF37EB8CBEDGI0DcECAAMh4B4oYAAZDxCBA3BAiAjEeAuCFAAGQ8AsQNAQIg4xEgbggQABmPAHFDgADIeASIGwIEQMYjQNwQIAAyHgHihgABkPEGtztLpg19yt6MKAgQABlv++bVsmf3DnszoiBAAABOCBAAgBMCBEDGervBQRG/EBveKQAZi7DIH949ABmLAMkf3j0AGYsAyR/ePQAZy+77oA8kPrxTADIWYZE/vHsAMhYBkj+8ewAyFgGSP7x7ADIWAZI/vHsAMhYBkj+8ewAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAn/x8lsBJmrSB13QAAAABJRU5ErkJggg==)
| Product Number | 8864-3-03 |
| CAS | 886361-29-1 |
| MDL Number | MFCD05975150 |
| Molecular Formula | C19H7F8NO6S |
| Molecular Weight | 529.31 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 107-109 ℃
TSCA: Not listed on TSCA inventory