![4-[(Pyridin-2-yl)oxy]benzenesulfonyl chloride hydrochloride](data:image/png;base64,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)
| Product Number | 4H62-5-X0 |
| Synonyms | 2-[4-(Chlorosulfonyl)phenoxy]pyridine hydrochloride |
| Purity | 95 % |
| CAS | 1170110-04-9 |
| MDL Number | MFCD01862556 |
| Molecular Formula | C11H9Cl2NO3S |
| Molecular Weight | 306.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H62-5-X0
CAS: 1170110-04-9
Molecule Weight: 306.16
Formula: C11H9Cl2NO3S
![4-[(5-Bromopyridin-2-yl)oxy]benzenesulfonyl chloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABzwAAAc8AFeCUKuAAACWnpUWHRtb2xTb3VyY2UAAHichZVrb5swFIb/iuXPi43NLUQhVdZq0qR2k5pO2rfJASdFAlwZmsu/3zGXJBAKgeQc2+/j2/Fxlg+nLEUHqYtE5SFmxMJI5pGKk3wf4j9vP2Zz/LBaRiACYV6E+L0sPxaUHo9HEr3LTJxUTiKV4bp9cSqSjuZoE6X3lFsWo39fnjcVM0vyohR5JIEqkkVRVT6rSJTVLL4YgmZCH5Kc1nKa6UPd2z9umdcipyLG17U8QtsaULRLUol2SmeiRAduEXitb2gvc6lFKWO0PUO1TRxY+2r58qSiz0zmJbimhyQS6abUnxFUZCqV0Sd0Bs7PpxBnDABRqmyttTgj45lqwZDgSNhIOEi4SHhI+EjMkQiQYBZ8oZ2BgIGCgYSBhoGIgYrNYf9TaSbwdv6QsIoUbdBveB6b5+p91/Dzy7iwjTzEsAAL+m8MJ44HxiWuc610iW07fmv6gOf5TmsYSGwfzWCv4INmTbkpNqUOgtEZJmER3zf6rywnNjPWJtbcWId43FiYUmCsRwLbWJ/41bgB4U41PozMBitaZUu2PdYjQIToJUSr5Vbl8Y2LkjjEW4ar2L3KXcGb8GGkdCw1ZITpwEhvAd4FTLAvAB8C7DvAGQecO8Adn5LbBcyxuwDrIcDrAuaQjgN+FzBHehyYdwGTAONrCLpAlS7jhGnvhK5Kr/FpsX64q3ScYHoRr9N3gukFvU73ifU4A4w7MU4v9PV1MsF4A/s2xfh38WQTR4b1jkB7w40ywd1JHkboTS7T9moG9+7apjd3OoV/stV/5OAAXduQE18AAEk1SURBVHhe7d0J/BXz/sfxQkRRobSguvarv91FSKvIFq5s6apLKkpuQip1LRGlpFAppFJa3KiuvZKkhTatWpWKtGtfPv/fZ7pnfnO+8+vX73fOzJmZc17Px2Me+M135pzz/f1832dmvksBAQAgAQXMHwAAkBcECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECIBIKdC7gL0hWPwGAKTUt2u+lVaTW8nFIy6W0u+XlkJ9C0mxd4rJ2UPPlvvH3S8fLftI9u7fax5mI0DCg98AgJRYvHmx1BhdIy4ADrZVGFxBRi0fZZ7CQoCEB78BAL7Tq47j3z3ebvivGnWVDFg0QJZtWSbb92yXDTs3yPR10+XpqU9LqQGlcg0IAiQ8+A0A8NWKrSvkxPdOtBr8w/ocJr3m9jKLxNEwaTCuwUEDggAJD34DAHxV57917Ab/+R+fN3cfVJspbcwfWQiQ8OA3AMA3M/+YaTf2+lwjt4fjeUWAhAe/AQC+aTu1rd3YP/vDs+buhBAg4cFvAIBvrh51td3Yj1893tydEAIkPPgNAPBNuYHl7MZ+7fa15u6EECDhwW8AgG8Kv13Ybux37t1p7k4IARIe/AYA+IYASW/8BgD4hltY6Y3fAADf8BA9vfEbAOAbuvGmN34DAHwz448ZdmP/lw/+wkDCNMNvAICvrh97vd3gvzjjRXP3QenEijkhQMKD3wAAXy3futyeiffwPofLW/PeMovE2bhro/xj3D8OGhAESHjwGwDguwmrJ0iJd0vYDX+Vj6vIwJ8HWuGyY+8OKzR+WPeDtJ/W3lpkKreAIEDCg98AgJRYtGmRVP2kalwAHGzT5yUfL//YPIWFAAkPfgMAUmrimony2HePyUUjLrIWj9IlbY975zg5Z+g51pK2Ghy5PWwnQMKD3wAAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAiAwOlqhV1mdbGmf0d0ECAAAldzdE1rahKd0mTbnm3mboQUAQIgcOUHlbfnt1qyeYm5GyFFgAAIHAESTQQIgMARINFEgAAIHAESTQQIgMARINFEgAAIHAESTQQIgMARINFEgAAIHAESTQQIgMARINFEgAAIHAESTQQIgMARINFEgAAIHAESTQQIgMARINFEgAAIHAESTQQIgMARINFEgAAIHAESTQQIgMARINFEgAAI3I3dysvFHQpY26oNBEhUECAAAtemTXlp3LiAta1bR4BEBQECIHAESDQRIAACR4BEEwECIHAESDQRIAACR4BEEwECIHAESDQRIAACR4BEEwECIHAESDQRIAACR4BEEwECIHAESDQRIAACR4BEEwECIHAESDQRIAACR4BEEwECIHAESDQRIAAC9/TTf7ED5I8/lpu7EVIECIDAffjhv6zweOGFS2T//n3mboQUAQIgFNavXyF79uwyf4wQI0AAAAkhQAAACSFAAAAJIUAAAAkhQAAACSFAAAAJIUAAAAkhQAC/fPONSMuWIhdcIFKqlEihQiIlS4qcf77Io4+KTJhgHpFRdu/eIZMmvSM9e94kTz55ijz88NHWptOadOp0qbz77v3y3XfvZvbI9JD/DREggNeWLhWpWTPr/64Ch95q1DhQPsOsXDlT2rU7w56+5FBbxonI31AG/mYAH33//YFviM7/uYcPF1m9WmTXLpE1a0RGjIhvHLT8lCnmmbL98YdI3boiFSp4ui2/pIKMqFch6xu/91vXrtVk7doF5iexbNy4Sh577Hg7HLp1qymzZ4/+30j0nbJp02r58ccR0qdPPWnS5PCDBsiuXdukX7/68vTTFV2v78X27j8qyJyr3fWW1Fa5ssjUqeZHiefH35BPCpg/AJAg/R/8pJMO/A9dsKBI9+5miXivvXagnJYvXfpAw5CTLl3c3zo92BafVEDeq+L+tu/VNmDAA+YnsQwc+JBdRv89N7//vlh69rzR/LFlypRBrtf0cutxXQH5oaK73pLebrjB/CjZ/Pob8kkB8wcAEnTrrdmNxFNPmXtzpuVix9x2m7n3gMmTRQoXdjdESW5+BshDDx1mNfA50ecdsXLJPN9Yu3ahtGhxnOu1vdp8C5BXXzU/Sja//oZ8UsD8AYAEzJ2b/U2wbFmRnTvNEjnTclpej9Pj9Tw50dtYy5Z5uu35ZZlsXbMs69Teb5s3H/ybcNOmhexGeufOrebufNm2baPrtb3aNq9dJrtWLnPVW1LbqlVyUH7/DfmAAAG88Mwz2d8Cn37a3Js7LR87tkMHc2/aadWqlB0g2gsL/xPBvyECBPBClSrZ/wN/8YW5N3eff559bNWq5t6007fvXXaANGt2lAwd+qgsXjzJeoCe0SL4N0SAAF4oVy77f+D8PsjUB6exY085xdybdtasmS8tWhzreubQrNmR8txzF1oP1qdP/1B2795uHpreIvg3RIAAXnA+5M7rveuYHTuyjz36aHNvWlqx4gd59tnzXCHi3Fq2LC6fffZK5qxQGMG/IQIE8EIy//Nr+dixxxxj7k1b+/fvl7lzP5P3339Q2rc/Sx56qKArRHTr0+dOq2zai+DfEAECeCGCtx/CZseOzbJgwdcyYsQT0qpVybgQmTz5PbN4+ong3xABAnjB+QD0yy/NvbnTB6axY1P4ADTMtm/fZM2HFQuQV1652iySfiL4N0SAAF5o3z77f+C2bc29uQuoC2bYLVnynR0gjz5azNydfiL4N0SAAF6YMyd7EJjeitA5i/JCywU0CCzsdK6rWIDo4MO0F8G/IQIE8MrNN+f/G6Tzm+PBpqHYuFHknnsO3JrwcPv11qryWYuq0qWL91uvXjfLunVLzE+SL3p8LEB0+hOTjhvR+bbM1/ZqG/FEVVl0t7vektquu05k5kzzo2Tz62/IJwXMHwBIkE5TEZtFVb8J9uxploin+2PfOHUCPX0QmhOdOynWQHi4+TkXlm7vv9/Y/CSWbt1qyS+//Gj+OI72uurfv4F9rvfea2QWkalTP3C9ppebb3Nh3XST+VGy+fU35JMC5g8AJOG770ROOCG7sdApt0eOPNCrZvdunQFQ5KOPRGrVyi5z4okHpvA+GF1USBcSMhuiJDe/A+Rg05TE9nfufKWMG9dTVq6cZT0037dvr2zevDbrC/qorMysbpdr3rxo1tXIUvM0WW3lvKx9RVyv69XmW4B06mR+lHh+/A35pID5AwBJWrxYpFo1d8OR01a9uj4tNs/gpt9Mx43zdNs+aZysmTFOFi70fvvtt0VyMGZDndum63IsXXrwhnHr1nWu1/ZqWzVrnGyZPM5Vb0ltP/0keeLH35APCpg/AOARXW60RYsDy4/qN8Qjjjjwz/POk6yvziLjx5tHZIQNG36RadOGyJAhLazuue3bnyktW5awFo/SKU50UGHv3nfI5MkDmB8r5H9DBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIgMDp+uc//jhCNm1K7VxOSA4BAiBwb755mzV1yeOPl2b0eYQQIAACp3Nexea/ymniRIQTAQIgcG3alHcESDATAyL/CBAAgSNAookAARA4AiSaCBAAgSNAookAARA4AiSaCBAAgSNAookAARA4AiSaCBAAgSNAookAARA4AiSaCBAAgSNAookAARA4AiSaCBAAgSNAookAARA4AiSaCBAAgSNAookAARA4AiSaCBAAgSNAookAARA4AiSaCBAAgSNAookAARA4AiSaCBAAgSNAookAARA4AiSaCBAAgSNAookAARA4AiSaCBAAgSNAookAARA4AiSaCBAAgWvdurw0alTA2n7/nQCJCgIEQODuuqu8VKtWwNpWryZAooIAARC4q64qLxUrFrC2FSsIkKggQAAErkKF8lKwYAFrW7KEAIkKAgRA4MqXLy8FChSwNgIkOggQAIEjQKKJAAEQOAIkmggQAIEjQKKJAAEQOAIkmggQAIEjQKKJAAEQOAIkmggQAIEjQKKJAAEQOAIkmggQAIEjQKKJAAEQOAIkmggQAIEjQKKJAAEQOAIkmggQAIEjQKKJAAEQOAIkmggQAIEjQKKJAAEQOAIkmggQAIEjQKKJAAEQOAIkmggQAIEjQKKJAAEQOAIkmggQAIHavXu3FC1a1A6Q6dOnm0UQUgQIgMCMGTNGzjrrLDs8dDvuuOOke/fuVrAg3AgQACm3YMECuf766+OCw9zOPvts+fTTT81DESIECICU2bhxozz22GNSqFChuLAoVqyY3HnnnXLaaae5guSGG26QhQsXmqdCCBAgAHy3d+9e6d27t5x44olx4XDYYYfJAw88IL/99ptVbteuXdK5c2frNpaz3JFHHimtWrWSTZs2GWdGkAgQAL4aN26cnH/++a4ri6uvvlp+/PFHs7hl7dq10qhRIytgnMeULFlS+vbtK/v27TMPQQAIEAC+WLZsmfz97393BYd22R0yZIhZPEfaI+uqq65ynePCCy+UCRMmmMWRYgQIAE/9+eef0q5dOylcuHBco3/MMcfIv//9b9m+fbt5yCENHjxYTj31VFeQ1KtXT5YvX24WR4oQIAA8M2DAAClXrpyrob/33ntl5cqVZvF82bZtm3To0MEKIue5jz76aHnmmWes/UgtAgRA0qZMmSKXX365KzguueQSmTRpklk8KStWrJC77rrL9Vonn3yyDBw40CwOHxEgABK2evVqadCggRQsWDCuMS9durT0799f9u/fbx7imYkTJ8pFF13kCpLKlSvL1KlTzeLwAQECIN927twpL7zwQtwUJLppd9snn3xStmzZYh7iC+2N1a9fPznppJPi3of23rr//vtlzZo15iHwEAECIF9GjBghf/nLX1zf/G+55RZZvHixWTwlNm/eLK1bt7YCzPmejj32WHnxxRet8SXwHgECIE9mz54t1apVcwXHueeeK19++aVZPBCLFi2Sm266yfUedYT7Rx99ZBZHkggQALn6448/pEmTJnL44YfHNcrHH3+89OzZU/bs2WMeErjPP/9czjnnHFeQ1KhRQ3766SezOBJEgADIkQaDzopbokSJuEb4iCOOkEceeUTWr19vHhIq+v579OiR4/tv1qxZ6N9/FBAgAFx0FlydDdf8Bl+zZk2ZO3euWTzU9ApKA0ODw/lZ9Arq9ddfD+UVVFQQIABs+gzhxhtvdAXH6aefLqNGjTKLR8qcOXOkevXqrs/217/+Vb744guzOPKAAAFgzXL7+OOPu3ox6ay4L730Ulr1Yho5cmSOvchuvvlm+fnnn83iyAUBAmQwHUfx9ttvS6lSpeIaUx1H0bBhQ2tW3HSkgdipUyerm6/zc2uAPvHEE1a3YBwaAQJkqG+++caa1db8Jn7llVfKtGnTzOJpSUfS64BDcyS9DkzUAYpMG587AgTIMDp7ra7+ZwbHKaecIoMGDTKLZwSd+uSKK65w1cnFF18s3377rVkc/0OAABlCZ6vVWWt19lpnI6n/rbPcMputyPvvv29NymgGyd133y2//PKLWTzjESBABtArC73CMBtGndVWZ7dFNl3PpH379jmuZ9KxY8eE1jNJVwQIkMb0WYY+0zCDQ2ex1WcgODhdUfGOO+5w1Z0ubPXBBx+YxTMSAQKkIZ2FVntRmWuKa28r7XWV6ofDCxculE8++US6du1qTYui4zEuu+wyqVChgrXFug/rP2M/0/1aTsvrcXq8nifVxo8fLxdccIErSHSp3R9++MEsnlEIECCNaPdUHbeh4zecjZ02zDrOIxXdU3UNEH0ore+jdu3aUqRIEVfjm8ym59Pz6vn1dfxccyRGA7dPnz5SsmTJuPeiAf3Pf/5TfvvtN/OQjECAAGniP//5jzXrrNng6shyHWHup71798rYsWPlnnvukWLFirneg5+bvp6+rr6+vg8/6YDLf/3rX1KoUKG496CB/fLLL6fVgMu8IECAiNPZZXWOKrNh1dloP/vsM7O4p2bNmiWtWrWSMmXKuF7fuekKhToVfNOmTaVbt24yZswY6xmMPmfQbevWrdb59J+xn+l+Lafl9Tg9Xs9jntu56fvQ96Pvy096K61OnTqu1z/jjDPk448/NounLQIEiCidTfbhhx92TRKos8++9tprvk4SOGHCBLn22mtdDWhsK1u2rNSvX99a1lbDwEt6Pj2vnl9fx3zt2KbvT9+nn/773//mOOlkrVq1ZN68eWbxtEOAABGjwaCzyOpsss5GS4NEv6nr7LN+0SuaKlWquBpM3WLf/mfMmGEe5it9vdyugvT9+nkltnv3busqqXjx4nGvq7e5WrRoIRs2bDAPSRsECBAhOmusrgBoNpLaW0lXDPSL3rLRxZjM19VFprSrayqePxxK7DmMvh9z8Svd9P372Ytr3bp10rhxY9drn3DCCfLGG28EXj9+IECACNC1xnXNcbNR1FlldY1yv+iguXbt2rlm6dX/1t5HYZ29Vt+Xvr+c3rd+Hj8HA86cOVOqVq3q+l1VqlRJvvrqK7N4pBEgQIht2bJFnnzySVdDqLPIvvDCC7Jz507zEM98/fXXUrFixbjX1dtkOi4jKqPX9X3q+zWfE+nn0s/np2HDhrnqT7dbb71VlixZYhaPJAIECCEd26APis1eRzpr7D/+8Q9rFlm/6JgHnbLDvBWjkw2m+vmGV/R9m5Ml6ufTz+nnoEoN+Oeee06KFi0a99pHHXWUtGnTxvqCEGUECBAyOvvrJZdc4vrmqg3glClTzOKe0hHs5qp9eg+/b9++KRmw5yd9//o59PM4P59+Xv3cflq1apXcd999rmnj9cH/u+++G9m6JUCAkFi5cqU1dsMMjnLlylmzxPpNR3WbVzw69sLPq50g6OfRz+X8nPq59fP7bfLkydYULebvWKeY0alaooYAAULCnPRQZ4PVB746O6zftJur8zaL3t7Rqd/TseeQ0s+ln895m04/v5/dfWP0auO9995zjWHR51pRQ4AAIVG5cmW7MdFbWF4PwDuYwYMHxz2kP/HEE63uwplAP6d+3thn13rQ+kgFHXWv43Zir61zfEUNAQKEhHY7jTUmeq8+FXR8gnPGXp2qfP78+WaxtKafVz93rA60PrReUkG7G8deV3tsRQ0BAoREqgNEF5lyhocOUNSHvZlIP7dzgKbWSyqW93UGiI7piRoCBAiJVAaI3ut33ra6/PLL03rKjbzQz6/1EKsTrR+/n4kQIAA8kaoA0d5Gzgfm+s0708MjRuvBeSWi9eRn7ywCBIAnUhEgOt7B2VVX7/1r92Fk0/pwPhPR+vJrnAgBAsATfgeIjrh2DhLU3keZ9sA8r7RenL2ztN78GLFOgADwhN8BotN2xM6vD4kzpatuorR+nJ0MtP68RoAA8ISfAaITBzoHzekgOhya1lOszrT+vJ6AkQAB4Am/AkSnLnfOCqtTjftxOyYdaT05p2bXevRyKngCBIAn/AqQtm3b2ufViQTTbW4rv2l9OSdg1Pr0CgECwBN+BMiCBQusqcO9Pm+m0XqL1aHWp9arFwgQAJ7wI0Bq1qxpn1Ong4/qtOFB03pzriei9eoFAgSAJ7wOEB1FHTufrsgX1cWgwkLrz7myoRej1AkQAJ7wOkCqVKlin09nfUXynLPnav0miwAB4AkvA2TChAn2uXROp6isYR52Wo/OOcS0npNBgADwhJcBcu2119rnatSokbkbSdD6jNWt1nMyCBAAnvAqQGbPnm2fRwe/aSMF72h9Ogdlan0nigAB4AmvAqRVq1b2eerVq2fuhge0XmN1rPWdKAIEgCe8CBBd67tMmTL2ecaOHWsWgQe0XmN1rPWd6NrxBAgAT3gRIF41bMidV0FNgADwhBcBcvfdd9vnSObWCg7NeatQ6z0RBAgATyQbIDrxX/Hixe1zzJw50ywCD2n9xupa6z2RCSoJEACeSDZApk2bZh9ftmxZczd8oPUcq3Ot//wiQAB4ItkA6dy5s318/fr1zd3wgdZzrM61/vOLAAHgiWQDpHbt2vbx/fv3N3fDB1rPsTrX+s8vAgSAJ5IJEO0VVKRIEfv4ZcuWmUXgA63nWJ1r/ee31xsBAsATyQSIsyHS7qVIHWd33vyO+idAAHgimQAZPXq0fawuwYrUcS55q7+H/CBAAHgimQDp2rWrfWyTJk3M3fCR1nes7vX3kB8ECABPJBMgjRs3to/t1q2buRs+0vqO1b3+HvKDAAHgiWQCpHr16vaxY8aMMXfDR1rfsbrX30N+ECAAPJFMgFx88cX2sVOnTjV3w0da37G6199DfhAgADyRTICceeaZ9rHz5883d8NHWt+xutffQ34QIAA8kUyAOLuSrlq1ytwNH2l9x+o+v12oCRAAnkgmQIoWLWofu3nzZnM3fKT1Hat7/T3kBwECwBPJBMhhhx1mH7tnzx5zN3yk9R2re/095AcBAsATyQQIVyDB4QoEQOCSCRCegQSHZyAAApdMgNALKzj0wgIQuGQChHEgwWEcCIDAJRMgNWrUsI9lJHpqOUei6+8hPwgQAJ5IJkCcc2G9+uqr5m74SOs7VvfMhQUgEMkESDKNGJKTTHgTIAA8kUyAOG+jXHPNNeZu+EjrO1b3+b19SIAA8EQyAbJkyRL72JNOOsncDR9pfcfqXn8P+UGAAPBEMgGyb98+OfbYY+3jFy9ebBaBD7SeY3Wu9a+/h/wgQAB4IpkAUXXq1LGP7927t7kbPtB6jtW51n9+ESAAPJFsgDiXta1Xr565Gz7Qeo7VeX6Xs1UECABPJBsgM2fOtI8vWbKk7N+/3ywCD2n9aj3H6lzrP78IEACeSDZAzAZt8uTJZhF4SOs32cAmQAB4ItkAUQ0bNrTP0aRJE3M3PKT1G6trrfdEECAAPOFFgIwfP94+R4kSJWTHjh1mEXhA61XrN1bXWu+JIEAAeMKLANHbKBUrVrTPM3ToULMIPKD1Gqtjre9Ebl8pAgSAJ7wIENWxY0f7PDVr1jR3wwNar7E61vpOFAECwBNeBciyZcvk8MMPt8/Fw3RvOR+eaz1rfSeKAAHgCa8CRN177732uRIZ4IaDcw7Y1HpOBgECwBNeBsi8efPksMMOs85VsGBBmTZtmlkECdB61PrUetX61XpOBgECwBNeBoi688477fPVrl3b3I0EaD3G6lTrN1kECABPeB0gc+bMsa9CdPvwww/NIsgHrb9YXWq9av0miwAB4AmvA0Q1bdrUPmfZsmVl8+bNZhHkgdab1l+sLrVevUCAAPCEHwGyadMmKVOmjH3eRx55xCyCPNB6i9Wh1qfWqxcIEACe8CNA1JAhQ+zz6q2XL774wiyCXGh9OW8Fan16hQAB4Am/AkRdd9119rlLlSolq1atMosgB1pPWl+xutN69BIBAsATfgbImjVr4m5lVa5cWXbv3m0Wg4PWj9ZTrM60/rQevUSAAPCEnwGidMK/I444wn6N5s2bm0XgoPUTqyutt0QnTMwNAQLAE34HiOrcubP9Grp16tTJLIIsWi/OetJ68wMBAsATqQgQnTX29ttvj2sc33zzTbNYRtP6cNaP1leis+0eCgECwBOpCBC1c+dOqV69uv1a2sNo4MCBZrGMpPXg7HGl9aT15RcCBIAnUhUgauvWrfK3v/3Nfj2dVfb11183i2UU/fzOWYy1frSe/ESAAPBEKgNErV+/XipVqmS/pm6tW7f27XZNWOnn1c/trAetF60fvxEgADzhXKTopptukm3btplFPPf777/L5ZdfHtd43nXXXbJ9+3azaFrSz6mf1/n5tT60XlKhS5cu9usWK1bM3B16BAgQEhdddFFcQ3bKKafIoEGDzGKe06C65ZZb4l5bv4F7MVlgmOnnM6/AtB5SEdxTp06VK664Iu61jz76aLNY6BEgQEjoSnf6LdTZqOh25ZVX+r6ex969e6VZs2auBq1Xr15m0bSgn0s/n/Pz6ufXevDT6tWr5f7777fXFIltRx55pLz88stm8dAjQIAQ2bdvn7z99ttx02fopj2DGjZsKGvXrjUP8VSfPn3kmGOOiXvtG2+8UZYuXWoWjST9HPp5nJ9PP69+bj/t2rXLGlty7LHHuoLjiSeeiOwsyQQIEEI62+vjjz9uNTDOBue4446Tl156yWqQ/KKr7J1//vlxr1u4cGF55plnUnJ7xw/6vvX96+dwfi79nMmuKngoI0eOtB6QO19Xt5tvvtl6iB5lBAgQYosWLXJ9Y9bt9NNPl1GjRpnFPaNjH1q0aOG61XLqqadaYyX27NljHhJK+j71/er7dn4O/Vz6+fwc46HPWJzjbWLbX//617SZEZkAASLg008/lbPPPtvVGGnPrblz55rFPfP999/LpZde6nrdihUrWuMmduzYYR4SCvq+9P3p+zTfu34e/Vx++eOPP6znKc55x3Q7/vjjrfcUlfDNCwIEiAhteLp37y4lSpSIa5i0odIFj/wat6DjJPr16+d6LqNbyZIlpX379qG5FaPvQ9+Pvi/zver718/h1zgX/f306NEjx9+PBopfv58gESBAxOg33CZNmsSNmtZNv+H27NnTt2+4+lymY8eOcuKJJ7oaZ9105Ha3bt2snkappK+nr+scWe/c9P3q+/ZqFcGcfP7553LOOee4XrtGjRry008/mcXTBgECRNTs2bOlWrVqrkbr3HPPlS+//NIs7hkdfKfftMuXL+967dimD6f1GcOIESM8/+at59Pz6vnNh/3OTd+fvk8/B0XqMyod9Gm+9mmnnSYfffSRWTztECBAxGljmlMvHx0Ut3jxYrO4Z/RKZ9iwYdbrHHXUUa7Xd2760L9OnTry6KOPWs8B9JmOjntZtmyZtcV6d+k/Yz/T/VpOy+txeryexzy3c9P3oe9H35dfV2JKu93q9CdmLzntpvviiy/62ksuTAgQIA1ob6IXXnhBihYtGtegaQP35JNPypYtW8xDPLVhwwZr/q6qVau6Hh77venr6evq6+v78JOO09HnKCeddFLce9BxOjpA0OsVC8OOAAHSiD4PaNCggav7benSpaV///6+PUB20hls9cqhTZs21nQdhQoVcjX6yWx6Pj2vnl9fx+8Zc2MmTpzomm5GN132VqcmyUQECJCGpkyZ4pokUbdLLrlEJk2aZBb3lT6D0Oc1eqtNB0HqrMN6xXDhhRdKhQoVrC121aL/jP1M92s5La/H6fF6Hj+faeRkxYoVrgkXdTv55JMzfh0VAgRIYwMGDJBy5cq5Gr97771XVq5caRaHgz6P6dChg2tqF51DK8qj8r1EgABp7s8//5R27dq5pvHQhvHf//53yr/RR8HgwYNdo9d1q1evnixfvtwsnrEIECBDaM+mv//9765GUbu7DhkyxCyekaZPny5XXXWVq470dtqECRPM4hmPAAEyzLhx43IcP3H11VfLjz/+aBbPCDrLcaNGjeLWQ9dNR7Rr7y7tfQU3AgTIQLruRe/evV2jyrUBfeCBB+S3334zD0lLOl6jc+fO1izHznrQ7s+tWrXydfR6OiBAgAy2ceNGeeyxx1xdbXVhq1deeUV2795tHpI2dDbjnAYm3nDDDbJw4UKzOHJAgACQBQsWyPXXX+9qTM8880wZPXq0WTzSdPbiWrVquT6rznas40qQdwQIANuYMWPkrLPOcjWutWvXlvnz55vFI0VHqTdv3tw1Ul5nz9VZjtP5assvBAiAONqQdu3aVYoXLx7X0OptLp2Tyu/pQrymz3t0DfQTTjgh7vPobMYPPfSQrFu3zjwEeUSAAMiRNqwPPviga9p4ffD+5ptvWg1z2OmsxJUqVXJdUekI91mzZpnFkU8ECIBczZgxQ6655hpXI3zeeefJ119/bRYPBZ2FuG7duq73rCsUDh8+3CyOBBEgAPLkww8/tOaoMhvl2267TZYuXWoWD4TOOvzUU0+5ppfXWYqff/55X9dAz0QECIA807XGn332WSlSpEhcA60N9tNPP52ymXFNOsvwO++8Y8067HxfOiuxzk7866+/mofAAwQIgHxbtWqV1K9f3zVtfNmyZeW9995LybTxMTq78KWXXuq6Mrrsssvk+++/N4vDQwQIgIR99913Oa5Fro23rijoJ51NWGcVNl9bQ0xnIU5liGUqAgRAUrShfvfdd6VMmTJxDblendx3333W1YqXcruN1rZt28Buo2UiAgSAJ/QBtq4SmNMD7Oeee86TB9hDhw61Zg82rzpuv/320DzIzyQECABPLVmyRG699VZXI69daIcNG2YWzxPtSlylShXXObUrsc4ujGAQIAB88dVXXx10EN/MmTPN4jn6/fffrdmBcxrM+NZbb0ViMGM6I0AA+EYb+DfeeCPHaUQaN2580GlEdDqVLl26WLMCO4/T6VRatmxpzSKM4BEgAHyn82e1aNHCNW28zrfVrVu3uIkMdfZfnQXYvHK57rrrIj+hY7ohQACkzLx58w46lXqfPn2skDD3aZjoLMEIHwIEQMp9/PHHcsYZZ7jCwrnp7Su9jcU06+FFgAAIhC4n+/LLL7uWk9XnI/rgXB+gI9wIEACB0vXXnWNHPvnkE7MIQooAARA45+BAHUeCaCBAAASOAIkmAgRA4AiQaCJAAASOAIkmAgRA4AiQaCJAAASOAIkmAgRA4AiQaCJAAASOAIkmAgRA4AiQaCJAAASOAIkmAgRA4AiQaCJAAASOAIkmAgRA4AiQaCJAAASOAIkmAgRA4AiQaCJAAASOAIkmAgRA4AiQaCJAAASOAIkmAgRA4AiQaCJAAASOAIkmAgRA4AiQaCJAAASOAIkmAgRA4AiQaCJAAASOAIkmAgRA4AiQaCJAAATu2qwAqZQVHrqtJEAigwABELguWQHSLis8dNtAgEQGAQIgcLOzAmR6VnjotpMAiQwCBEDwsgJEssLD2giQyCBAAASPAIkkAgRA8AiQSCJAAASPAIkkAgRA8AiQSCJAAASPAIkkAgRA8AiQSCJAAASPAIkkAgRA8AiQSCJAAASPAIkkAgRA8AiQSCJAAASPAIkkAgRA8AiQSCJAAASPAIkkAgRA8AiQSCJAAASPAIkkAgRA8AiQSCJAAASPAIkkAgRA8AiQSCJAAASPAIkkAgRA8AiQSCJAAASPAIkkAgRA8AiQSCJAAATvrLOyA2T1anMvQooAARC8AQMOXIU0a2buQYgRIACAhBAgAICEECAAgIQQIACAhBAgAICEECAAgIQQIACAhBAgCMzFF/e2t0su6S0LFqwzi8Rxlkea+OYbkZYtRS64QKRUKZFChURKlhQ5/3yRRx8VmTDBPAIhQoAgMM5A0K1ZszFmkTgESBpZulSkZs3s0ee5bTVqHCiP0CFAEBgzQHSbMmWVWcxGgKSJ778/cJXhDIjhww9MYbJrl8iaNSIjRsQHjJafMsU8EwJGgCAwZnjoVr/+CNm/3yx5AAGSBjQkTjrpQCgULCjSvbtZIt5rrx0op+VLlz4QLggNAgSBcQZC5cr97H//7LPFZlELAZIGbr01+6riqafMvTnTcrFjbrvN3IsAESAIjDMQunefbP973bofyJ49+8ziBEjUzZ2bfTVRtqzIzp1miZxpOS0fu2rR8yAUCBAExhkImzbtkCpV3rH/e+jQn8ziBEjUPfNM9pXE00+be3On5WPHduhg7kVACBAExgyEPn1+sP+7Vq0Bsn37nlzLI2KqVMkOgS++MPfm7vPPs4+tWtXci4AQIAiMGQjbtu2WmjXfs3+mgZJbeURMuXLZIZDfh+H68D127CmnmHsREAIEgckpEAYNmm3/7Oqr+8uGDTtyLY8IKVw4OwTy+vwjZseO7GOPPtrci4AQIAhMToGwa9deqVNnkP3zV16ZlGt5REgyAaLlY8cec4y5FwEhQBCYgwXCRx/Nt39++eV95ddft+RaHhHBLay0Q4AgMAcLhH379suttw6x97Vt+1Wu5RERzofoX35p7s2dPnSPHctD9NAgQBCY3AJBBxPG9ulEiwsX/pFreURA+/bZIdC2rbk3d3TjDSUCBIHJLRB0OpN77hlh73/kkTG5lkcEzJmTPZBQb2fpvFd5oeUYSBhKBAgCc6hA+PbbFXFlDlUeEXDzzfm/CnFefTCVSagQIAhMXgLhn/8c5QqP3Moj5Fatyp6JV68mevY0S8TT/bGrFp2EUR+mIzQIEPhGBwbmJi+BMGPGGld45FZeX/Ngs/kiJL77TuSEE7KvKnTa9pEjD/TM2p31N7N2rXbFE6lVK7vMiScemAYeoUKAwHNLlmywFofShr59+6/N3ba8BIJq3nxsngLkv//9WS67rK/cdNNg+fzzJeZu+EmfU/TrJ/Luu+aenC1eLFKtWnZA5LZVr65/VOYZEAIECDyzefNO6dz5W/nb3/raDb026Ae7IjhUIMRoDyztiXWo8q1bfx5X5sEHP7aOhc9GjRI5/fTsBv+DD8wSB6dL1rZocWAJW73KOOKIA/887zz95iAyfrx5BEKEAEHS9u7dZ82eW63au3ENuAZJv34/msV9o7e7atTInktLt0sv7SPPPz8hbkoUeER7QzlvMyUSIIg0AgRJ0SVo77jjw7hGW7cmTT6Rn39ebxb33ZYtu6RLl0nWlY/z/VSt+o4MHDgrx3VGkE/r1x+4OtCrBWdwlCgh0qOHWRppjABBQn75ZbP861+fuYLj5ps/kK+/XmYWT7llyza6xo7opiPctXswErB3r0ivXvEPwHU7/HDJ+sYgsm6deQTSHAGCfNFeTj16TLHmqHI2zDpzrt6u0skQw2TixBVx06LENn0wv3z5RrM4DkanHqlUyX27SqcVmTXLLI0MQYAgT/RB+KhRC+Taa9+Pa4j14XaHDuOyvnxuMw8JDb1t9f77s+Saa96Je+96m6tr1++s2144CO0tVbeuOzgqVhQZPtwsjQxDgOCQZs5cI/fdN9L1Lb5hw//ITz/9ZhYPLX2Q/txzE6wH687PoQ/eR4yYZ03iiP/ZskXkqadEjjoqPjiKFhV5/vn8T8eOtESA4KDWrt1qzYRrBsf11w+UMWMWmcUjY8GCdVYXX/Nz3X33cJk+/VezeGbRS8133hEpXTo+OHQ0eIMGIr9meP0gDgECl50790jv3tPlyiv7xTWwV1zxtrzxxjTXWuVRpYMNb7wxe/Gq2PbEE1/Ya5BklEmTJOvyzH276vLLGQWOHBEgiKPTqN9wg7tRffLJ9GxU9aG/rr1+1VXusOzVa2rahGWuVq4Uufded3DoDLgDBhy4KgFyQIDAMn/+OnngAffEhXpb54cf0n8Cu99++1PatUu/23W50nXGn31WpEiR+ODQ5x46U+7WreYRQBwCJMOtX/9nVhvifrBcs2ZmPlieNWttjh0G7r//I5kzJzodBg5p6FCR8uXdVx233y6ydKlZGsgRAZKhdu/eLT17Dpbzznska3vFbijp2nrgjs3HHy90dVm++OI3pXXrgbJmTYTn1/rxx/ilZWObzj01bpxZGsgVAZKBPvnkEznjjDOkaNHTpUyZG+Wssx63GkgG18XTQZOvvz7Feh6i9XPuuR3llFPuknLlrpROnTrLzgh1Zd36++8y84EHZLuOGncGh05c+NZbB0aZA/lEgGSQefPmZX2rvjar3ShgbUcccawcf/ylUq1aa5k4cbFZHP+zcuVmeeyx0XLaaU2lVKlqUrhwGav+KlasKCNGjDCLh4peab7apYvcVqyYvJL1nmfEgqNQIZGWLUU28oUBiSNAMsCGDRukRYsWWW1GITs8dCtevLj06NE3q5FJbU+jhQsXWldBXbt2lSZNmkj16tXlsssukwoVKljbkUceab0//WfsZ7pfy2n5V199VUaPHi0///yzeWpfTZw4O+t93CwFCx4WV4/VqlWTWSGczkPr6Mwzz7TeY4Ws7YGsbUjWtvm667TXhFkcyDcCJI3t3btX3njjDTnhhBPiGrzDDz9cGjduLOtSMPnd/v37ZerUqfLSSy9J7dq1pUiRInHvJdmtaNGiUqdOHemS9S175syZ5st7bs+ePdKzZ88c61TD7Y8/gn8+Mj8rHK7LCgmzru7JCpNFY8aYxYGEESBp6uuvv5b/+7//czUi11xzje8NrQbX2LFj5Z577pFixYq53oOf24knnigNGzaU8T4vRLR+/Xp55JFH5Igjjoh7/RIlSkj37t2toEm1jRs3SsuWLV1Xmvo70IDV21mAlwiQNLNkyRK57bbbXA2r3gb68MMPzeKe0ts4rVq1kjJlDjwjONhWunRp67ZP06ZNpVu3bjIm61vxN998I8uWLbO2rf8bf6D/jP1M9+stGb19pd/0NQhLlSrlOrf5mTt27CjLly833ql35s6dKzVr1nS99tlnny2ffvqpWdwXGthvvfWWFZ7O96BXRQ8++KD8/vvv5iGAJwiQNKGN7dNPPy1HHXVUXCOit4yee+452aGDxnwyYcKEuIfz5la2bFmpX7++9O/f3woDLy1evFh69+4td955p6sBdTak9957r9WJwC+jRo2S008/3fXaN9xwg/XMxy/jxo2T8847z/W6VapUkRkzZpjFAU8RIBGnzxjeffdd17f+ggULyn333SerVq0yD/HMZ599ZjVUZuOlm74fvRpJdSM2adIk6wpFOwiY7+mwww6zguann34yD/PErl27pHPnznLcccfFva52BtC62LRpk3lIwpYuXSq333676zOWL19ehuogQSAFCJAImzx5svztb39zNSL6M93nF/1GXaNGDdfr6jf9O+64w3r+obdVgqRjNLQhzen2kgaJ3j7zskF3Wrt2rTRq1Mh6Hefr6i23vn37yr59iS+rq1eabdu2zfFK89lnn/X1ShMwESARpFcVenWhVxnORkS/9evViF6V+GH79u3Srl07u5ttbNP//uc//5nybrV59f3331s9tcwg0foaMmSIWdwz06frjMZXul73wgsvtG775Yf+Tt977z3rdqB5Pr09t1InRARSjACJEP12qc8zzK6w+m1Un3/EHj77QXt16cA55+tqDyS9XbRiRTTWGNcGXbsSmw2wdnlds2aNWdwzgwYNklNOOcX1uno7LS8P+DUAdRyMefyll15q3bIDgkKARMSwYcOsXkVmI6I9rrTnlV/0dov2ZNLbU87XveKKK1L+fMMr2hvN/CavVyN+dv3dtm2bdOjQQY4++ui419X/fuaZZ6z9pl9//VUaNGiQ45XmO++849uVJpBXBEjI6ZgN7bJqBoeO8dCrAj/pt3Id/e18XR1Ap/fxo954bd68WR5++OG4YNQrKh3w6Ce9Wrvrrrtcv8+TTz5ZBg4caJXR5zfPP/+8NUjSWUavNJ966inZosvNAiFAgISUPk+48cYbXd/8tQHX0eV+P6TW0eM6XsP52jp2Y/Xq9Fob5IsvvnCNJ9HeTX5PlDhx4kS56KKLXEGivajM96Nb3bp1rS7LQJgQICGk4WA+qNbRxTqflc5r5Tftnuv89qshprdZ/A6toGinhMqVK8fVt155+flMSentwbfffjvHwIhtlSpVkq+++so8FAgFAiSEtEeNsxHRQXp+DoJzGjx4cFx46eA8/Zae7nTqkebNm8fVuz641ilL/Ka301q3bh33rKNw4cLSq1evtA1tpAcCJIR+++03uyHRQWmporfGnGMXTj31VGtivkzSqVOnuBDRK4BUTDqpbrnlFvt1dT4tIOwIkBByBoheAaSCdjV1hse5557r6yj2MDOD9PLLL7fGwPhNx9LEXlM7KgBhR4CEUKoDRJ95OG9baYOZimctYaY9opwdGPTqwO/bSQQIooYACaFUBoj2tnI+MNcrj0wPj5jXX3/drhfdmjVrZhbxFAGCqCFAQihVAaLjPJxddfWZB1NixNOH284Q6dOnj1nEMwQIooYACaFUBIh2IXUOEtTXybQH5nmhAyadA/+OOeYY33rEESCIGgIkhFIRIDo9Sew19IFxJnTVTZTOQaa39mL1df755/sy0JAAQdQQICHkd4DoFCjOB8Q6SBC5mzNnTtw8Vjqo02sECKKGAAkhPwNEu6M6Z9WtWrVqUutTZBId2BerN71q01lyvUSAIGoIkBDyM0B0MaLYuXVerXSb28pvukRtrP50OnUvJ5UkQBA1BEgI+RUgCxYsiFvJjkYq/3QpWZ1mJFaH/fr1M4skjABB1BAgIeRXgDiXd9X1PLz89pxJ2rdvb9ejToTo1dK4BAiihgAJIT8CREebx86p615EdTGoMNDFn3TMTKw+tUebFwgQRA0BEkJ+BEiVKlXsczZt2tTcjXx6//33435HOa0omF8ECKKGAAkhrwNkwoQJ9vl0zquorGEeZjr9u7M3W48ePcwi+UaAIGoIkBDyOkB0PZHY+Ro1amTuRoJ69uxp16uuV6+hkgwCBFFDgISQlwEye/Zs+1w6eFCXyoU3dExNyZIl7fodNmyYWSRfCBBEDQESQl4GSKtWrexz1atXz9yNJOko/lj96rrlySBAEDUESAh5FSC6fkWZMmXsc40dO9YsgiQtWrTIrl8dY5PMVPgECKKGAAkhrwJEAyN2Hg0SvxdEylQ6Ij1Wz8lM906AIGoIkBDyKkDuvvtu+zx6Kwv+6Natm13P1apVM3fnGQGCqCFAQsiLANEJEosXL26fZ+bMmWYReEQX5oqtoV6oUCHZunWrWSRPCBBEDQESQl4EyLRp0+xzlC1b1twNj+kaIbH6/vTTT83deUKAIGoIkBDyIkA6d+5sn6N+/frmbnhM1weJ1XebNm3M3XlCgCBqCJAQ8iJAateubZ+jf//+5m54bOTIkXZ960SViSBAEDUESAglGyDa26pIkSL2OZYtW2YWgcfWrVsnBQsWtOpbn4PoIMP8IkAQNQRICCUbIDraPHa8dt9Fapx22ml2vesMAPlFgCBqCJAQSjZARo8ebR+vS9YiNa6//nq73ocPH27uPiQCBFFDgIRQsgHStWtX+/gmTZqYu+GTRx991K73F1980dx9SAQIooYACaFkA6Rx48b28TrIDanhnJ23YcOG5u5DIkAQNQRICCUbINWrV7ePHzNmjLkbPnGu+pjIrUMCBFFDgIRQsgFy8cUX28dPnTrV3A2fTJ8+3a73Cy+80Nx9SAQIooYACaFkA+TMM8+0j58/f765Gz5ZuHChXe+nn366ufuQCBBEDQESQskGiHMK91WrVpm74ZNff/3VrvfSpUubuw+JAEHUECAhlGyAFC1a1D5+8+bN5m74ZMuWLXa960DO/CJAEDUESAglGyCxmWF1S3adbuSd1nWs3vV3kF8ECKKGAAmhZAOEK5BgcAWCTEOAhFCyAcIzkGDwDASZhgAJoWQDhF5YwaAXFjINARJCyQYI40CCwTgQZBoCJISSDRBGogeDkejINARICCUbIMyFFQzmwkKmIUBCKNkAYTbeYDAbLzINARJCyQYI64EEg/VAkGkIkBBKNkBYkTAYrEiITEOAhFCyAcKa6KnHmujIRARICCUbIKp27dr2Ofr372/uhsdGjhxp1/cVV1xh7s4TAgRRQ4CEkBcB0rlzZ/sc9evXN3fDYy1atLDru02bNubuPCFAEDUESAh5ESDTpk2zz1G2bFlzNzx2/vnn2/X96aefmrvzhABB1BAgIeRFgOzbt0+KFy9un2fmzJlmEXhkzZo19gzI+vxj69atZpE8IUAQNQRICHkRIOruu++2z9OqVStzNzyigzVj9VytWjVzd54RIIgaAiSEvAqQsWPH2ufR7rzaOwveu/TSS+167tOnj7k7zwgQRA0BEkJeBYgGhnNqdw0UeGvRokV2/R511FGyYcMGs0ieESCIGgIkhLwKEKW3rmLnqlevnrkbSXrmmWfs+q1bt665O18IEEQNARJCXgaIjoiOnevwww+3RqnDGzpYsGTJknb9Dhs2zCySLwQIooYACSEvA0Rde+219vkaNWpk7kaCnLPvVqhQIen15wkQRA0BEkJeB8iECRPs8x155JGyYsUKswjyScOiYsWKdr326NHDLJJvBAiihgAJIa8DRFWpUsU+Z9OmTc3dyKf3338/7ne0bds2s0i+ESCIGgIkhPwIEOdqeUcccYTMmDHDLII80rA49dRT7frs2LGjWSQhBAiihgAJIT8CRNWsWdM+r074t3//frMI8qB9+/Z2PZYqVUo2bdpkFkkIAYKoIUBCyK8AWbBggTVWgUYqcUuXLpXChQvbddivXz+zSMIIEEQNARJCfgWIatu2rX3uE044QVavXm0WQS5uuOEGu/50BLqXV3EECKKGAAkhPwNExy44ew/pkrc68SIOrVevXna96eSJ33//vVkkKQQIooYACSE/A0R9/fXX1qDC2GvoaGrkbs6cOXL00Ufbdabrf3iNAEHUECAh5HeAKO055Pw2/cUXX5hF8D87duyQc889164vXftj586dZrGkESCIGgIkhFIRIHrbqnr16nGvM3/+fLNYxtNnHHfddZddT8ccc4zMmzfPLOYJAgRRQ4CEUCoCROlCSKVLl7ZfS8c2rFy50iyW0Vq3bm3Xj27JTNd+KAQIooYACaFUBYiaOnWqFC1a1H49vVWTzJTk6eT111+PC49mzZqZRTxFgCBqCJAQSmWAKB2lrnNkxV7z8ssvz/gQGThwYFxHg1tuucX3BbkIEEQNARJCqQ4QNWjQIHtdb930SmTVqlVmsYzwxhtvxNWFBqp2f/YbAYKoIUBCaOHChXZDoiPHtRdQKpgNpz4TybQH6506dbI/v26VKlWSdevWmcV8UatWLft1dap4IOwIkBDRKcL1vnvx4sXjGjFdayLZxYryavDgwXG3s/QKKBO6+GrdN2/ePK7eL7vsMlm/fr1Z1HNz586NCw/dmjRpYhYDQocACQltpJ1jDXLadNT4zJkzzUM9p89EnA/W9VmADjb0+xlAUPRWXeXKlePqWrs4b9261SzqKQ0nDS2dHdn52noVOGnSJLM4EDoESMB0iVl9QGuGxV/+8he57777rPmqnD/Xxrxx48a+31bR3lnOLr66VatWLe3mztLg1hl1nZ/z9ttv92WgYIwGsU6LktPvVleMzNRnT4geAiQgW7ZskSeffDLudpFuxx57rHUfPtaAaW8onTajUKFCceX0Nterr74qu3fvNs7sHR0n4hxsqJs2evqA18tJBIOwefNmefjhh+N6WumVwEsvvWQW9dSXX35pPVdx1qluGs6zZs0yiwOhRoCkmDa8/fv3d327L1iwoPzjH/846Dd8Hf3sXNs8tp111lkyduxYs7hndMS6TnvibGh10/VEoroo1Ycffihly5aN+zxlypSR8ePHm0U9s3jxYqlbt67r96cTWw4fPtwsDkQCAZJC3377rVxyySWuRkQb4ylTppjFc/TJJ5/IGWec4TrH9ddfb6334RedgNE5i69u+o1dH/ZGZY316dOnS+3atV11d91111lXW37QK82nnnoqbh0W3fQZ0/PPP+/rrTLAbwRICvzyyy9yzz33uBqucuXKWWtr55fetnrllVekWLFicefT21z/+te/ZOPGjeYhntCxEO3atXPddtP/1jEM+jwnjHTa9Tp16rjqX686hgwZYhb3hF5pvvPOOzleaTZo0EB+/fVX8xAgcggQH2mDq7d/dAI+ZyOiK9ppQ/znn3+ah+SLDjjUhts5dkO3kiVLWnM2+bXOh45TqVGjhqtB1ttcd9xxh3VLLegeW/rNfujQoXHL+MY2ra+mTZt6thStSXtQ6WJT5uvqgESv1xABgkSA+OSDDz6wBuKZjYg2sMuWLTOLJ+WHH36Qq6++2vVaF1xwga/39bW7b5UqVVyvq5t+u2/VqlXKn5No46231cyxNLppcNx5553y008/mYd5QieivPfee12vq89bBgwYEPmOB4CJAPHYwRpzXUPCz8ZcpTK0nCZMmJDjA35nA1q/fn2r84DX70MfTvfu3dsKBh30aL62bnplpA27X9Ow60wBzz77rBQpUiTudfW5hy4h7Pd4EiAoBIhHcrudpA1cqm7p5HbbrH379knfNsuNdkPVqw69+jAbceemzwW026reRurWrZuMGTNGvvnmGytcdIs1uPrP2M90/+jRo62uy3qFcc0117jGb5ibjuDXuli+fLnxTr2jt8nKly/vem0dS7J06VKzOJBWCJAk7cnlgfZjjz3m2wPtQ/H6wX1+aFjqcxB9fbNe/N70KqRhw4a+X+39+OOPOd6+O++882TcuHFmcSAtESBJmPr113Jz5cpyvGOtbN387lKbH150HU6G3vfXUe06QE+70Jq3eZLdtDus9rDq0qVLSqZ5+f333+WBBx5wjYvR4HrrrbdSdqUJhAEBkoDVS5dK94cflgbnny9VK1SQ044/Xo7MalD8HtSXKO2Npc8fTjrppLhG71CDF/2ivbh0PEvXrl2t21E62l0nLtRbTrrFugnrP2M/0/1aTsvrbSy9nZXKbsPadVpDyryi0ivNli1bBnalCQSJAMmHbZs3y5BXXpGmWY1Z44svtrZbzzlHqp19trz1+uu+TiviBZ2+44knnnCN44hNn7Jr1y7zEGTRsDrzzDPj6kw3HYCYadPdA04ESB7oN/jxw4bJY1nfgGPBoVuTSy+V9557TjZFbPU+/eZ+8803uxpEncBx5MiRZvGMpeGQ08h1DRN98A9kOgLkEBZMmyb/vvPOuODQrcuDD8rKhQvN4pGiM9H+9a9/dTWQeqto9uzZZvGMobej9LaUOYGl3r7S225hv9IEUoUAOYh1q1bJm61bu4KjzU03yQ9ffmkWj6zYIlbHH398XGOp81xpN9s//vjDPCRt6QNwfRBujifRB+YPZn1h0AfoALIRIIad27bJR716SbMrrogLjuZXXSVj3n5bdqfpcwJd3EinNzcXNypRooS89tprVtCkM+16q11wzasx7aqb6tH0QFQQIP+j3U2/++QTaV27dlxwPHTJJdK/fXvZ+Ntv5iFpSaf5yGmeq3POOceauiTd6GA/HfRnfl4dHKiDBAEcHAGSZcns2dKpQQPX7Sr9me7LRP/5z3/ktNNOczWsN954oyxatMgsHjk6yl2nGTGnWddxKjotiU5PAiB3GR0gelWhVxd6leEMDr0K0auRTJ/8Trv16gBA7ebrbGS1G3Dr1q2tbsFRo7/T9957z7WglG46X5ZOiAggbzIyQPQ5hj7P0OcazuDQ5x76/EOfgyCbLrak04OY83zpXFRvZ9WjX9PGe02nUtcBiWZw6NTr3333nVkcwCFkXIBM/+ILqyeVebtKe1xpzysc3LRp06Ry5cquBviiiy6SiRMnmsVDQxdv0kWcdOS9833rpI+66FOmX2kCicqYAPlz82Z5tUkTV3DoGA8d64G8GzhwoJx88smuILnrrrtCtbytLiqly8bqfFnO96nPPXSZWV1uFkDiMiZAvhw8OC44dFS5ji6Pyu2XsNm2bZs888wzcrQxkaT+d4cOHaz9QRo+fLhrDXfd6tata60hAiB5KQ8Q8wrAuekzifa33ir9sxqmRT/8YB6alGU//WQ949B5rHQ+K53XCsnTtTZ0MSezoT7llFNk0KBBZnHf6ZokVatWdb2fSpUqyVdffWUWB5CEUAWIuQ3s1En2e3iFoKGht7LgPV3w6cILL3Q13FdeeaVMnz7dLO65devWyUMPPeSaZv2EE06QXr16Mc064INAA8RJbyX9sXq1jBs6VB695hq7zNcM5ooM/R327dvXtVKg9t5q1KiRrF271jwkaTovla5qqCPmna+pI+qbN28uGyI20SUQJaEJEKfJo0fbZfQhN6Jl06ZN1tK25rTxxx13nHTu3NmzaeP/+9//ytlnn+266qlVq5bMnTvXLA7AY6EMkC1Z3xpjZR6+4gpzNyJCF4664YYbXA386aefLqNGjTKL51lu5/3444/N4gB8EsoA2bpxo13mieuvN3fbzHPt+PNP+aR3b+lwxx3ycOXK1nodCN6nn36a45VCzZo183WlkKorGwB5E8oAmTxmjF2m95NPmrttznNtXr9eOtarF/ezhwiQ0NDZfLt3757js4pHHnnEmg34YGLPVkqWLBl3rJ/PVgAcWmgCRBuJDVkNwYThw6VltWrW/lZZ31DX5jIwzXmuNx9/3F6rY9uWLbJp3ToZ+frr5iEImK4vouua59RbqmfPnq5p4ydMmJBj766rrroqJb27ABxcoAFysE0nM/ywa1fZeIgFfJzHtKxaVTZkyJTr6UDHa1TL+qJgBsO5554rX2Z9CdDxJfWyrijN/aeeeqoMHjzYPB2AAIQyQPTWU9eHHpJZ33xjHh7HeczHvXubuxEBI0aMyHHEuHmFcswxx0jHjh1l+/bt5ikABCTQADHtzGocls6ZI32ffjo7GN56yyxmc55reT4exiJcdM6qF154wTVnVWy7++67QzXHFoADQhUgTv3at7fLzRw/3txtcZ5Le2Ah2nTW3FtuucUODp2wMcyz/AKZLrQBsmL+fLvcq02bmrstznMxJXf60NUQ9YqE6UeAcAttgOiiT7FyOrVJTvJ6LgCA9yIRIDqLbk7yei4AgPdCGyDL582zy7W95RZztyWv5wIAeC+0AeLsifVB587mbktezwUA8F6oAmTXjh1WN94+bdrYZXRU+sEGFOZ2LgCAvwINkENtbW68MdfxHQQIAAQnVAGiD8ufuO466dG8ubVeuQ4szA0BAgDBSXmAAADSAwECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBICAECAEgIAQIASAgBAgBIyP8DEJ7UCQJvcwsAAAAASUVORK5CYII=)
PN: 8H62-D-04
CAS: 1312100-75-6
Molecule Weight: 348.6
Formula: C11H7BrClNO3S
![4-{[4-(Trifluoromethyl)pyridin-2-yl]oxy}benzenesulfonyl chloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABPjAAAT4wFHsETdAAACgXpUWHRtb2xTb3VyY2UAAHiclZXbjpswEIZfZeTrArY5JVHIKsoqUqXdVmq2Uu8qB5wsEuAVsDm8fcdADhAW1ACxGf/fYHvG9vzplCZwkHkRqywgzKQEZBaqKM72Afn9tjYm5GkxD1GEwqwIyHtZfsws63g8muG7TMVJZWaoUlK3z05F3NIcbVPle4tTyqw/ry+bijHirChFFkqkinhWVMYXFYqy6sUXn7BSkR/izKrlVpofam9/OdU3NU9FRG5jWWHbElHYxYmEncpTUcKBUxNv+g32MpO5KGUE2zOabdPBsS/mr88q/ExlVmJVe4hDkWzK/DNEQ6oSGX6iM6x8fw5IyhAQpUqXeS7OoGvaLBgIDsIG4YBwQXggfBATEFMQjOKD7QwFDBUMJQw1DEUMVQxlDHUcdZxhLBKpO/N2/pABWcMK1qD/9fUDn59Nvb42sErQhEacVx4QHBHFDzYFNx0PC9d0nZvRNW3b8S/FVel5vgMMjbYPOFv4A6N5NZrWa9mRNT6MxqVhm9xmld33r74JnLF/FE0a+arkJpJUu6CT2rXHae16+j/vF77r7/LOcErq7059z9btnmP7Fx3G2LoGeTHfqiy6q0IcBWSLkdKSX3JX8CYBCKg8kjmuKe1AS+8B3gZ0ugwD9gPgDAPOA+AOA24b0Il7BZZ9gNcGdJoPA34b0ItiGJi0Ab2EhoFpG6gW3PCodXsrdNUCHWG64a4W9HDPWCfi9QYwwnSCXm8YI0wn7vUGM8J0Ql9vSCOM1zMHY4zf0zd/ZK47OVBvkiPMtIe5ZQ7vXZDdPPD1JjzCsId042x4Cjh/WGX9iHW3z1iXgwerD4eSdXdiWXhOL/4BAhA6wKjo+wEAADTlSURBVHhe7d0JvBPV3cZxVERRVHBfWkW0KlrBFrfXtu4LYl1prVvdFxS17oq0ChWXWmSzioogqIjgvoDgvq8VVBRFRCiIqKAIqICI580zYcLNIfdO5p/k3kzy+/aTzy33nJtk4mSeOcucaeQAADBo5P8CAIB8ECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAYClbj29UZ0PZOMTAYCl/MDwH8jGJwIASxEU8fBJAcBSBEg8fFIAsBQBEg+fFAAsRYDEwycFAEv5g+YMoNeNTwUAlvJDgwCpG58KACxFWMTDJwUASxEg8fBJAcBSBEg8fFIAsBQBEg+fFAAsRYDEwycFAEsRIPHwSQEATAgQAIAJAQIAMCFAAAAmBAgAwIQAAYAcJr15jxv/bD//16iBAAGAHAad0yyY0rtg/iy/CEsRIACQw+1nrRIEyPfffu4XYSkCBAByIECiESAAkAMBEo0AAYAcCJBoBAgA5ECARCNAACAHAiQaAQIAORAg0QgQAMiBAIlGgABADgRINAIEAHIgQKIRIACQAwESjQABgBwIkGgECADkQIBEI0AAIAcCJBoBAgA5ECDRCBAAyIEAiUaAAEAOBEg0AgQAciBAohEgAJDD3/64iut8QCP37dcESG0IEADIYbvNVnG/2qiR++oLAqQ2BAgA5LDKKqu4Ro0auc8/J0BqQ4AAQA4ESDQCBAByIECiESAAkAMBEo0AAYAcCJBoBAgA5ECARCNAACAHAiQaAQIAORAg0QgQAEWhZT/qeiRNkgPE/+z9R7EU75kAVDX/IOU/koYAiVa8ZwJQ1Yp9cGpolRAgpVb6VwBQFerroFVfCJBopX8FAFWhvg5a9YUAiVb6VwBQFerroFVfCJBopX8FAFUhPGjlevh+XDDPzZs9pWiP2V9McTOmT3FTphTv0aRJkyBA3njjjeXKCnl8Ni31fmcuvw3Wx8Lvv/E/3uU+/7r+WxSiuM+G2v38s3MjRjjXoYNz66/v3Morp38eeKBz996bLgcSzD9Q1XbQmvHRs25Ap8bL1Snk0bl9I9dm00bBAb/cH1tt1Miduvfy21DI4+PX7sz6jP3ymo9iKu6zIbf589PBkdp5an0oSFQPSKh8D1AzP3nZDTx7teUObIU8qjlABpy5spv83xFZn3FYVmqlfwU417FjOiSaN3euTx/npk1LteF/dG76dOf69nWuRYt0ueoBCVVfB636whhItNK/QrV76ql0OKy+unPjx/ulafq9ylXv6af9UiAR6uugVV8IkGilf4Vqd8wx6WDo1s0vyaZy1Tv2WL8ESIT6OmjVFwIkWulfodq1bJkOhvff90uyqRWieq1a+SVAItTXQau+ECDRSv8K1W7VVdPBsGCBX5Lthx/S9Zo29UuARKivg1Z9IUCilf4Vql3cAFltNb8EQANIcoDUFwKk1OjCAhKJAIlGgJTa0Ueng6F7d78kG4PoQFkhQKIRIKU2Zkw6GJo1YxovkCAESDQCpD4cemg6HHTBoC4c1AWEupDws8+c69ePCwmBMkSARCNA6sO8ec4dcEA6JGp7tG/PUiZAGSFAohEg9UWLJWrRRAXFeus517hx+qf+PWwYiykCZYYAiUaAAEAOBEg0AgQAciBAohEgxTJhgnOXXOLcjBl+CYAEIkCiESDFsGSJczvumB4Mv/12vxRAAhEg0YoeID+n/nf/p/e7Q0Yf4ja8a0PXZEATt8GdG7h2D7RzF7x2gXtn9jtZ9Rvd2ih4JNqgQenwWHtt52bP9ksBJBABEq2oR+55P85z7Ue1z4RCbY+acv0uUTRFd8MN0wGiazoAVAQCJFpRj9xqdSgMWgxu4Xq+29NNmjvJLVqyyM1aMMuNnTXW9Rnfx7W9v23W3yQ+QDTuofDYdlvnFi/2S5fRhYPff+//FkCZIkCiFe3I/cS0J4IgWOuOtdyHcz70i2uV6ACZNEl7WTpAnnzSL822117plXl1FTqAskeARCvakfuop48KguCacdf4RXVKdICES5QcfLBfkk0XCqreGms49+23fimAMkSARCvakXuzoZsFQRCn9SGJDZDwXudNmqRbIrVRt9Wmm6brXnedXwqgTBEg0Yp25F719lWDIFjwU8SNkzyJDBCNdWy3XToULr7YL80WLtO+xRbOLVrklwIoUwRItKIduasqQG68MR0KG2zg3Ny5fuky06al7zCoug8/7JcCKGMESLSiHbmrpQvrx2+/dnM3WTsdCgMH+sXZjjoqXW/fff0SAGWOAIlWtCN3OIh+7bhr/aI6JS1A7rmns+t3YCM3/rB26SvQa/Pyy86tsEJ61d3abiQFoGwRINGKduQOp/E2v6O5m/jtRL+4VkkKkBkz3nedOjV2Z5yxgvvk45f84mUULO3apVsfnTv7pQASgACJVtQjd3gh4dqD13a93uvlJs+dHFxIOHvBbDdu9jjXd3xft8P9O2T9TZICpHfvfd3ppzdyAwYc5RdlU9eWwoOlTYDEIkCiFfXIXclLmbzzzsNBeJx99mru66//5xdn/KylTTS4rgDRYDuARCJAohX9yK3FFO+bfJ87ePTBwWKKKw9Y2a1/5/rBYooXvnahe/frd7Pq5woQtVpmfF8+y6IvXrzIde26RRAgjz3WzS/O8uqAi91/WzVKT/Ota2kTAGWNAIlW9AAphjNePCMIlY5PdnSfzvvUL653o0dfF4THZZdt6hYtqn09qy+/nOTOOquJO/ek1E73ZsTSJgDKGgESrSwD5NYJtwYtF4XIKrev4rq+2dXN/3G+X61ezJ0705177hpBgLz55jC/OMtNNx0S1NNPAMlGgEQrywCRj+Z85A4cdWCmi2vjuzZ2QyYOCbrI6tPgwScFoXD99b/3i7JMmPBkUO+ss1YJWiIAko0AiVa2ARIaNW2U23r41pkg2eWhXdzrX77uVyuJqVPfcmecsWLwmDr1v35xxpIli123btsFAfLAA5f4xQASiACJVvYBIj8u+TGYFqxrTBQiK9y6gjv+ueNLOtD+888/u3/9a7cgFIYMOcUvzvLss/2CehddtKFbsGCeXwwggQiQaIkIkJBuTHXaC6e5lW5bKQiSZoOauR5je7iFPy30qxbsf/97OwiFc89d082d+4VfnPHdd7Pd+eevHdR9+eWIpU0AJAYBEi1RARLSfdX3eHSPTLfWHv03d2+Nu9+vVhC1JIYOPdONHfugX5RFS5soPK6+ul2q1VLH0iYAEoUAiZbIAAmNmDzCtR7S0u13aaPgIN6z555u+vTs60xKacaM8cuWNvnkZb8YQIIRINESHSCycPECN3LkVe6cc1YPQqRTp5Xc3Xef4ebPn+VXLbpevfZZurTJ0X4RgIQjQKIlPkBCc+Z85gYOPC5oDeigft55LdzTT/d2P/30o1+1KMaPHxW8jpY2+eabaX4xgIQjQKJVTICEJk9+1V1zzc7BwV2PK67Yxr3//mi/WsFeemlA8PwjR/bwiwBUAAIkWsUFiGgK7quvDnYXX7xRJkhuvPEg98UXuZeZnz17irvrrtPd5Ze3CpYiOf/8dYJBcV3T8dln7/nVM2h5AJWLAIlWkQESWrhwvnvooS7B1eEKEYXDgw9ellVn2rRx7m9/WysTNLkeAKoPARKtKo6Os2ZNdv37H54JBF27EerVa+/gd//8Zxv3wQdjUmVfB8Ezffo77qmneqV+37bGMwGoFgRItKoIkNCkSS+59957POt3nTs3DQLkyy8/zvo9gOpGgESrqgDJ5ZJLNg4CpD6vHwFQ/giQaFUfILraXAFyzjnNgpV3NfiugfMlS37yqwKoIgRItKoPEI133HzzYcsNnGsNrMGDTwxmaKFwS5Yscffee6+bO3euXwSUpSZNmhAgEao+QEIzZrwf3Hmwf/8jXJcuLTNBct55zeucyotor7zyittyyy2DL+Naa63lhg8f7lcBysa8efPcZZddFuyvehxzzDHuq6++8qvBESC10jUjvXvvG4RI377t/WLkYfr06e7YY4/NfBFXXHHFzP/ffffd3bhx4/w/ARqMrh+744473IYbbpjZT8OHTnx69uzpfvyxNCtbJBUBUgfdzjY9PrK6X4Q6/PDDD6579+5utdVWC758jRs3dmeeeWbQFXD11Ve7Zs2aBb9faaWV3GmnncbZHRqcWsk77bRTJjBat27txowZ49544w33f//3f5nfb7XVVu7xx7NnclYzAqQOn38+IQgQrXeF/GicY7PNNst84fbee283fvz4rDoKkhNOOMGtsMIKnN2hQfmt5BYtWri+ffu6xYsXZ9W766673CabbJKpd8ABB7gPP/wwq041qvoAufLK1u6RR/7hPv74xWBpksWLF7l5875y48Y9FKyjpQC54Ya9/D+DZ+zYse4Pf/hD5gvWqlUr9+CDdd9LRWd3u+66a9bZ3ciRI/1qQNEtWLAgaCWvvvrqwb4XtpJnz152kbHvu+++c3//+9/dqquuGvzNyiuv7P72t7+5OXPm+FWrRtUHiD/7yn9oEH3atLFZf6N///3vW7phw84OrlyvZl9++aU79dRTM+Mba6yxhrvmmmvcokWL/Kq1uvPOO7PO7tq3b8/ZHUpGkzj8VvJ77+U/UWbKlCnuz3/+c+bv1113Xde/f3/300/VN/W/6gNE3VSjRl3tevbcw1166S9TZyErB2Me3btv70aMOD/ngokTJjyZWTZet7N99tkb3ZIl2U3eSqfupn//+99B95O+ROqOUreUdcpjrrO78847r6rP7lBcaiVr8kacVnJdnn/+ebfDDjtknq9NmzapY8GzfrWKVvUBYqU7EGrF3rClcuWV26aC5Sm/WkXSIKK6m8IvjgYZ33zzTb+aic7u/vSnP2Wd3d1yyy1VeXaH4tAkDbWSNWlD+5RayZrMsXDhQr9qbNovb7vtNrfeeutl9tmOHTu6Tz/91K9akaomQKZOfStYLLGYdA/0V14Z5C66aINMkNx00yHuyy8n+VUrgrqVNHgYflF+8YtfBIOLpaCzu7Zt22ad3T333HN+NaBWaiVrckaxWsl1UUv5/PPPD1rOei1dxd61a1c3f/58v2pFqYoAmTNnRrBUibqdFi363i8u2IIFc4N7h2i5eIWIfurf+n0l+Oabb4LBwvDLoW6mf/zjH0G3Uynp7O7WW28NWiHVeHYHu1ytZE3aKLWPPvrIHXjggZnX3Xjjjd2QIUOCa0wqUVUEyKBBxwcHdo1zlJJaHmqBhK0RtUxefnlg0FJJIh3ANThY8wCuwUN1M9Wnaj27Q3x+K1mTM0rVSq7LqFGj3NZbb515H7vssot77bXX/GqJV/EBMmXKG6mWx4quU6eVgptH1QeNhWhMJAwSjZVozCRJNBi4/fbbZ74AGixUt1JDynV2pxlclXp2h/zpJMNvJWtSRqlbyXVRF1qvXr1c8+bNg/ekLrS//vWvbsaMGX7VxKroANGB5brrdg0O4rplbX3SrCzNztIsrTBIBgw4OuesrnKi7qEjjjgic5DW4KAGCbUYYrnwz+50Lcnrr7/uV0MVUCtZkywaupVcl1mzZqW+/6dnBvG1EkOPHj2KMojf0Co6QF577c7gwK1b1uriwNrMnz8r9R/0tyUJGV0ncs89nVMtoMbBe9FV7Y891i11dvKDX7VBqTvo8ssvzyxhrTO5Cy64wH377bd+1bKgs7sbbrgh6+zu+OOPr6izO9RNkyo0uSIMDk26aOhWcl3eeecdt8cee2Te7+abb+7uv/9+v1qiVGyALFz4nbvkkk2Cg/ZTT93gF2e5++5OQb1SLpqo1X579don0xq57LJN3YsvDvOr1Tu10jTIp+6gcMfu0KGDmzhxol+1LOnsTutpVeLZHXJTK1mTKWq2kjXZIilTve+77z7XsmXLzPvfc8893bvvJvOGdhUbIA8/3DU4UP/jH1undqza11jSnQg1PqIZWpMnv+oXF52WSOnadYvU2bK6XnSw/r17++23/Wr1QoN6GtwLd2R1Cz3xxBN+tUTQyr6VdnaHbGola/JEzVayJlck8WJTLaVy1VVXZZZS0QnQGWecEZwQJUlFBohuAtW586pBgIwfX/faSj177hnUGzjwOL+oZLTe1vDh17rtt18j2Hm0DMgpp5wSLAtSHz777LNgMC9czFDdQBrsK+ZihlOnTg3CaPDgwe7GG2903bp1yzz0b/1e5apXTCNGjKiYszuk5WolazKFJlUUU7777LRpxRvHzPVd7N27d1G/i6VUkQFyyy0dg1Do1+9AvyjL22/fH9TT0iVz5nzmF5fcF1/MdCeeeGJmHak111zTXX/99bHWkYpD3To666m5nLoG9wo969FMl9GjR7tLLrnE7bjjjpll3PN9qL7+Tn+v5yl05kylnN3BBZMj/FayJlEUqtB9VvuW3pfGDZ955plgnyuEegN23nnnzPNvs802iegNqLgAmTjxuSAUtKbVzJm1L8j3448LUv/xNw/qjhx5lV9cr9566y232267ZXaeX/3qV+7RRx/1qxVE/a7q1glfQ2fmGtSz0nLXuljryCOPzKxfVfOhL6Sm/h522GFBSJ500knBmZx+6t/6vcpzfXH1fHpePb+/rHYcOrs77rjjMmd3Wqq7T58+BT0n6ocmQ2hSRDFbycXYZzVQ37Rp0+X+VoGiOoUM4qulpVbORhttlHnech+PrKgA+XnJT67/xW2DUBg+/Dy/OIsWUFQ93b5WYVIO7r777mB5kHDn2W+//dyECRP8arEoJBQW4XMqRBQmVrrd53XXXbfcXdsUejrL10qncbulVF9/p7/X89R8Xr2OXk+va/Xqq68ud3ans0+UH7WSNQmimK3kUuyzGsgfOnSoO/nkk7NW9g2fd+DAgeYTlSTNiKyoAHG33OImb9DIPXDQeu6H72sfWAuXNlGAvP22/WBaCt9//7274oorMmc52nnOOeecYDmROHLNPVe3jnV2kt6XzsZ0Fh9+UXSVr7oA3n//fb96QfR8et6aS7zrdfX6eh8Wuc7uDjrooLI+u6s2mvRQs5WsSRGFtJLrc5/VMim6n0jN19Jqv9rnrCZPnlz212RVToBoJkbqA0590kGQ1GXQoL8G4VHqpU0KoTOiv/zlL5mdZ5111nE333xz5FRFNfE1COdf/aruHKtHHnkka2BaV6jrzoOl3pH1/HqdmlfE633o/Vjp7K5Lly6Zs7smTZq4Cy+8sCzP7qqFJjnUbCXrv7EmQxSiofZZnaDpjoY1B/y1hHwhA/65VoV44YUX/GoNonIC5Lzz0uHRtq0uT/VLMz799PVgym59Lm1SCO0ov/nNbzI7z69//etg0C4XDboVc/0dtXoOP/zwzPNtscUWBd0/oRB6Xb1++F70vuK2ymrS2V3NbdPZ3YABA0p+gMEyaiWrCylsJWscQa3kQgaky2WfVZBozEYTY/Q+dKKilYGtdOKoE0idSIbbprGcuF1vxVYZAaK71628cjpA6ljyW90Y1167S9D6KMVV56Wig5oObjXvOaAviQ6Com4YDbaFZcVYAVSzX8K+XZ2tX3nllebur2LR6+t9hK0Hvb9ClzBRGNc8u1NYl8vZXaUqRStZynGf1T3XNfge7l+6ALKQ8TwF5LnnnlvvK2PXpjIC5MAD0+GR+o9Tl7n33enu3L2Ru/js5nUubVKu1M2i7hadzYRnNVtuuWXWKrUafCt0ldrbb78985ytW7d248eP96s0KL0fvS+9P71Pvd9C5Dq7+93vfhdcnIjiUvdOzXEOTW4opJUcKvd9Vu8vnPml91fotSSaXLP//vtnPkdNENB3v74lP0BGjkyHR+o/jqtrATUdVFNn5qr7xaBefmmiqMWhAeBw59FDg23FuE+G7tQWPqfOChvqzCaK3pfeX/he9b4LFZ7dNW7cOHhOzYhD8eiK8fC/lyYzaIC5kFZyKCn7rG6pG47L6OekSYXfeO6xxx7LmrlY37fUTXaAaE741lunA6RrV780m9JZ9VS/gLnk5WTfffcNdho1kYtBrZtwR+zevbtfXJb0PsP3rPdfDDpL1vNpzj+K54svvgg+V415FNpKDiVtn9XdELfbbrvg/SpEP/74Y79KbOoSDLu3X3nlFb+4pJIdIDfckA6FTTbRKalfuozOzNVCUV21WCqE1gHSTqM+0EKFZ3H6cmt57CTR+w0HYovREnnggQeC59prr738IhQgDBB1NRVDUvfZ2bNnB1e/672rC7qQa1xCYSuk0DHBuJIbIF995Vzz5ulQuPNOvzSbxkZUT2MlFaRYAaL+2fAsLklfxJr0vsNtKHRMhAApjWIGSNL3WYVIeMtdrUJRyMwzIUDiuuKKdCjsuqumV/mly2hWlupppy1gLnY5KkaAaAAzHHxMQhdAXcLuLG1PIQOzBEhpFCtAKmWf/eSTTzJdT2eddZZfHAsBEte99zr3299qHW+/ZBldD9KmTTpAUgfbSlNogGjQOJz2qMHHShAOrGu7rNeJECClUYwAqbR9VjfFUhecpjJrQNyKACmF/v3T4aEr1BN4z4AohQZIeMGVphWW68yVuLQd4RRfbZ8FAVIaxQiQStxnNf1W26TWiHU8hAApNgXGuuumAySBfaT5KCRAtNSD/lZz08ttznyhtD3hnHvLsicESGkUGiCVus9qFlW7du2CbevUqZNfnBcCpNjUZaXw0FTMCl2ewhogWmQunI+uq3UrkbZL26ftjLsAIwFSGoUESKXvszrwqxtL3VmWG6ARIMW2004u9V/EuQLW5y931gAJB5u1TlChsz/KlbYrXDsr7kArAVIahQRINeyz4fjdAQcc4BdFIkCKTVelv/yy/9uKYgkQrcMTLjn90EMP+cUVRdun7dT2xll/iAApDWuAVMs+q3WztDyRWiJxl9EhQGqjKbpa2rlDB+fWXz89HVc/dU2HZmLVNYW3wlkCRDfW0d+0adOmKMtIlDNtn7ZT26vtzhcBUhrWAKmmfVZ3NdS2HnvssX5RnQiQXLTcgYIj9cHU+lCQFGlZhKSJGyC6Q1p4VzbdG6EaaDu1vdrufO8QR4CUhiVAqm2f1eQAtUD0GenzyhcBkkt4BbmuOO/TxzmtYKl1rFJNPde3r0u1a9PlEavwVqq4AaL7Qau+7soWdWOqSqHtDO9sqO3PBwFSGpYAqcZ9Vjeg0jb369fPL6oVAeJ76ql0OKy+umLZL03T71Wuek8/7ZdWvLgBohvQqL5u6VlNtL3abm1/PgiQ0rAESDXus7q1gLZZS5zkiwDxHXNMOhi6dfNLsqlc9WL2GVaCOAGii67CayOKfT/ocqft1XZr+/O5+IwAKY24AVKt++xXX30V3FJAXVn53mSLAPG1bJkOhqgdR60Q1WvVyi+peHECZPTo0UFd7WjVKPyC6XOIQoCURtwAqeZ9Vjc007YPHTrUL8qJAPGFy69Hzfn+4Yd0vaZN/ZKKFydAwm4c3YO6Gmm7tf35dIUQIKURN0CqeZ/t0qVLsO2nn57frbcJEF/cAFltNb+k4sUJkJ122imoO3z4cL+oKmi7tf36HKIQIKURN0CqeZ994okngm3fdttt/aKcCBAfXViR8g0QzZ1fLRWwqjt16lS/uCpou7X9+hyiriUgQEojToBU+z6rcRBtu8ZCtFZWFALEd/TR6WCIWoaCQfTIAIlz8KxUcQ5IBEhpxAkQ9lldvdA8+Azyue0tAeIbMyYdDM2aMY23FvkGyJjUZ6l6O+ywg19UVbT9+hz0edSFACmNOAHCPusyt70dmcdtuAmQXA49NB0OumBQFw7qAkI15zS1TRfZcCFhXgEyaNCgoN6h+jyrmLZfn4M+j7oQIKURJ0DYZ5074ogjgs9gwIABftFyCJBctACeVqZUSNT2aN+epUwiAqRvKnxVrxLu4FaIcLVTfR51IUBKI06AsM86d8IJJwSfQe/evf2i5RAgtVH/p9bAUVDozoKNG6d/6t/DhrGYYh4B0qNHj6BeofddTjptvz4HfR51IUBKI06AsM8617lz5+AzuOqqq/yi5RAgiC3fAAlvmXnRRRf5RVVF26/PQZ9HXQiQ0ogTIOyz+e+vQoAgtnwDhLO5NFogDStOgLDP0gJBieUbIPQnpzEG0rDiBAj7LGMgKLF8A4QZLWnMwmpYcQKEfZZZWCixfAOEOfVpXAfSsOIECPss14GgxPINEK7q5Ur0chAnQNhnuRIdJZZvgMQ5eFaqOAckAqQ04gRIte+zrIWFkss3QKSaVzYVVuNteHECRKp5n2U1XpRcnACp5nsrCPcDaXhxA6Sa91nuB4KSixMg1Xx3Nwm/YNyRsOHEDZBq3me5IyFKLk6AVOv9pYV7opeHuAFSrfss90RHvYgTIHLkkUcG9fPpxqkkYVeItj8fBEhpxA0QqcZ99uabbw62ebfddvOLakWAILa4AfL4448H9TfZZBP3008/+cUVSdup7dV2a/vzQYCUhiVAqnGf3X333YNt7qdbVuSJAEFscQNk8eLFbsMNNwz+5l6tcFwFtJ3aXm23tj8fBEhpWAKk2vbZ8ePHB11X+oz0eeWLAEFscQNErrvuuuBv2rRpE3k9RNJp+7Sd2l5td74IkNKwBIhU0z574oknBtt6bMxbdBMgiM0SIPPmzXMtWrQI/u6hhx7yiyuKtk/bqe3VdueLACkNa4BUyz47ffp016RJk6AFMm7cOL+4TgQIYrMEiHTv3j34uy222MItWLDAL64I2i5tn7ZT2xsHAVIa1gCRathnw9WiD9BdWGMiQBCbNUC+//5717Jly+Bvr7zySr+4Imi7tH3aTm1vHARIaRQSIJW+z+rAr5bHSiut5N59912/OBIBgtisASKPPPJI8LeaZ6+Bu0qi7QmvH9B2xkWAlEYhASKVus9qrat27doF29apUye/OC8ECGIrJEDk8MMPD/6+devWeV1glwTaDm2PtkvbZ0GAlEahASKVuM+Gt+9db7313KxZs/zivBAgiK3QAPnmm2/cZpttFjxHpdz5LexH1nZp+ywIkNIoRoBU2j773HPPBd1W6r567LHH/OK8ESCIrdAAkddeey34Qut54g42l5twoFXbo+2yIkBKoxgBIpWyz37yySdBq0PbUei93wkQxFaMAJHbb789eB49brnlFr84EfS+w23Q9hSCACmNYgWIJH2fnT17tttqq62C968lSwqdWUaAILZiBYhcffXVwXOpOZ20L6Ter9633r+2o1AESGkUM0AkqfuswiO8Xe2WW25pHveoiQBBbKecckqw0xTrfgkXXnhh5qwuKV0DYbeVHnr/xdC/f//MlxvFE94VcsUVV8x7WZkoSdtnP//8c7fddtsF73ejjTbK63a1+QiXe3n11Vf9opIiQBJs7733znwhzzzzzODMplDhWZ0eGqQs15kuel/hgLkexWh5LFy4MHgeXQ0cPu/+++/vJkyY4FdFTMOGDXO/+MUvMp+rZlHlc2+WfCRlnx07dmzmWhb9nDRpkl8ltjfeeMPtuuuume0v1meaLwIkwSZOnJi57aceWu6hb9++BZ/dqX85HKTUF73c5tzr/YRTdfU+Cx3zEHVbbb755pnPcp111skEiV7j3HPPNc/qqmZvv/22+8Mf/pD5XJs3b+7WWGONzL//+Mc/FuUsvNz3Wb2/8Nokvb9p06b5VWJRS+aEE04IZm/pOZs1axZ7/axiIEAqwCuvvJIVJNpBx4wZ41eLRX2p4XTJVVZZJbj6V2foDUmvr/eh96P3pfdXaJ+vrvrVWEf42enMcMSIEUGZulzC+1GEoaJ7NVTLsuKF+PLLL4MuVrWO9dkpNK699lq3aNGiYG2ryy67LPPfUUF90UUXuW+//dZ/mljKcZ/V+laHHXZYZh/q2LFjrHXZfGErWYGh59P4z6mnnhrchKohECAVQquU3nHHHZm+UD0KPbvTGXd44ZYeWofowQcf9KvVC71uuLaVHnpfhbQI1N2nq37DwffVV1/d/fOf/8w5G+aFF15wO+ywQ+a1t99+e/fss8/61ZCigPj3v//t1lprreCzUoBohdmZM2f6VYNprDUPruuvv35wpr5kyRK/at7KZZ/Vgb5Xr15uzTXXDN6HQrJnz55+tVjUSm7VqlVm23TfkLiLLhYbAVJhaju7mzt3rl81b1pCIuy7DQ+gujdDIV/0fOj59Tp6vfC19T4sy5OE1L3Xp0+fzOquehx33HGRtw7Ve7ntttsy8/b1OOKII9zkyZP9qlVLF8KFs4H00PTUN99806+2nGeeecb9+te/zvzdb37zG/fiiy/61WJpqH1WwaFu5I033jjz2jrQf/TRR37VvL333ntZrWS1soYPH+5XaxAESIUq9tmdFrPr1q1b1oFXd4nTrUaLfb9qPZ+eN7yToB56Xb1+3IURa9IA4zbbbJN5TnX7xZ21om6WCy64INPfrqDWUhTz58/3q1YNTTLQZIPwc9Vg+d133+1Xq5O6BW+66aagmzB8nr/85S9BN6JVfe6zGszWRJaar6XWwuDBg/2qeQtbybo/up6vrlZyQyFAKtzTTz+dmTaox29/+9uCzu7UwtENfmp2lemhM09NJ9aZUdwvverr7/T3Nc9g9dDr6PUK6TfWZIODDjoo85yaPqkvdiE3J9JzdujQoajPmTTqLtLkgjBMmzZt6q644oqCQl7Pec4552QOmsV4zlLss59++qkbOnSoO/nkkzPjLjWfd+DAgebJLPo7tWJqhpEGyDWeUm4IkCqgHfI///lP1tndUUcd5f73v//5VfOm59T9qjXIHM4uqflYbbXVgnEDtYLUB37SSScFZ4P6qX/r9ypXPf9v9Xx6Xj2/9Usoai3oOoFwNpVaC126dCkojHxPPPFEVqtm5513LmgZlSRQa0GTCWruT/rvFfcgXJcPPvjA7bfffpnn/+UvfxkcsAtRjH22bdu2Qaj5f6vWgeo8//zz/svGoskv4QxDPdRK1iSZckWAVJGvv/7anX322Vlnd5qpUsjZnWjevbqH1DWgK2xzhUJdD9XX3+nv9TyFzuNXN92AAQOCbrvwNTSwWqrxCi3H3bt372CKql5LUyvP/Otf3bcR4ypJ9Pwzz2SNSWm8QpMMSuXRRx8NLugMX+93v/ud++9/Cx84LnSfVWDssssuQfelxnAK7VbSZBdNegmfX60lTYop9xYtAVKFdHa37777ZnbWYpzd+XQ2qrNzdevceOONwZlc+NC/9XuVF/OsVdQ9p4NauG0anNUXvD5oSQp1iWhm1x9Tr/1I6iDjrrpKt0f0qyZPKnxfTIXwvks/V00mUEhbx9Ti0Myu66+/PjOjaZ11dnaXXjrUzZ5d2ImPL999ttBrOGqaP3+R69Hj7tTJRzok1UrWJJhitpJLiQCpYpqpsvzZ3X/9aomgL78GXcNtUfeKBmUb4pqND9991929555uZup9OD1atnTuvvv8asmgyQFdurjUkc1NSW1LtyZNXPcLLyz4mg0LraXVqdOFbtNNj3Rt2/Zyu+9+R+qgPi7VAix9iBXbkiU/u4cf/tDtt9+drnXry1OBvGeqlfynYPJLkhAgVU5nd//6178yZ3eat68+X31Zk0DdbxpkDful1T2nQdhCrhEpmvvvd27zzdMhosceezj3zjt+rfKkrhPNINpoo2Xv/6CD3HcTJ/o1693773/mTjnlEdeu3a3B47DDhrnnn5/iVytbY8fOdMce+0Dm/R955H3u5Zc/8KslAgGCgAJDM0rCK4cVKAoWBUy50lTRmusradC17Nat0pXQPXo416xZ+iC80krOnX66+rv8muVDU5t33nlZcGyzjeZA+7Ua3OjRk1KZNjRzID7zzMfd5MllcOJQi5kz56cac09n3u/eew9xI0Z8ELRGkooAQRZ1YakrKzwoq4urkAv3SuGtt94KLlIL36OmTWqwtazNmKHbJTq3wgrpg3Lz5s716qUReL9mw9Gg/3HHLXuPLVo417t3eb1Hz8KFi92tt2qfHRgclHfeeUDqxOdlN3duwy5hUtOCBYvdLbdon132Hq+//pWyeo9WBAhyuueee4LB9fAgrUF3Db43JC2Hoe61mq0kDa6WcytpOZriu8suy87ut97auVGj/Fr1S4P8GuzXoH/YStItAsq5leTR2f3llz+TObvfa6/Bbvjw991PPzXs+MgTT0xyHTosayWdddbIsm4lxUWAoFYaX9A035rjC5oGrOnA9UkBoQvBwlVcFSBaqE8L9iWSxheGDHFu442XBcmBBzpXwHIXZlo4UoP84fvYc0+tMOnXSoxx42amGlHLxhf+/OcR7o036n869QcffOVOPjl7nOaFF6b61RKPAEEkXXCoCw/D1sjaa68dXJhYyEV++Xr44YezFlH8/e9/HywRXhE0w6lr12CGU3Dw1p36zj/fuTlz/JrFp8F8DeqHwaHBfg36VwCNKTzyyEfBDKfwAH7BBWPc9On29eDy9fXXP7ju3Z93O+10W/C6mik2ZMg7iZwplg8CBHl76aWXgqVQwoO5lkjRUimloLWK9tlnn8xrbbrppsFNiSrSp58617HjsoP5eus5d9ttuuTbr1k4dUuddlq6m0qvpcF9DfI38LLnpfDdd4tc376vu113HRAczPWzX783Ui3r4o/pKCA0pViBoddSgChIFCiVjABBLLpwTIsy1rzK+9BDDy3a/HV1j3Xu3DlztbyuENaFXD/8UNlfxICWiG/TZlmQ7Lijc7m2W11g6nrq0MGl/kOkWy76qW6we+9Nl+eSOgEIBu/13BooP/749OB+hZs2bW6qYTc60xrZf/+7ghaKLyw/9NBhOcdOwnKfusjURRWWa4rxhAnJGT8qBAECEy0Pf/HFF2etM3XppZear6BVd5iu9lX3WBhMRx99dFGv+k0EtTr693du3XWdW3XV5buz1O2l4AhDJtdDQZJrdWBd16FyDeIXeCOuJHr99enuT38anjnQjxqVfUvZ8Pd66CI/X20BcvTR9we/15RiTS2uJgQICqI1fA4++ODMQd+yhs9TTz3ltt1228xztGvXLuguq2paDyzXLKiwq0stiT59dHqdnmarlVr79k1PvVW56uVS5KVjkkYtC83O0jUjn3ySPRmkZoAcfPA9qZOa7FZIbQHy2mvT3X33fRBMKa42BAiKwl9FVAvURa0iOmnSJHfIIYdk/maDDTYIlsGuj/WVEikVtEE4aLptbff81u/D6bglGp+qVGFAaOaWfj7wQPZFqbUFSDUjQFA0+d7HQN1fWgU17P7ST/27kLsmVoVjjkkHQ7dufkk2late6rNH/sKAGDPmk+Cnrt9YtGjZRAYCZHkECIpOd1LT3dlqDoR37949WEJ70KBBQUsjDBi1QNQSQR7C6zWi7qanVojqtWrll6AOYUBoGnA4VqLuLr8cyxAgKJnxqQPZ3nvvnQmLsMWhh8Y8nnzySf9PUBcNqisYopaH18wt1Wva1C9BHWoGhAbD9f/bt78r0wohQJZHgKDkHnzwwUyrQ3eC69evX71chFhx4gZIquWH/NUMCLVCOnZMt0KGDn1vuXKkESCoF7qOQ8uRTJkyxS9CvujCKik/IDTNV//WFe1aENEvBwECJMfRR6eDoXt3vyQbg+gmfkCoFXL44fcGv9NyJH45CBAgOcaMSQeDlh9hGm/R5QqIkSM/Dn63zz5DcpZXOwIESJJDD02Hgy4Y1IWDmiKtCwl1L49+/aIvJEStcgVEzVZIrvJqR4AASaKlYg44IB0StT3at8+9lAnqVFtAPPbYRAKkFgQIkDRaJkaLJiootHJv48bpn/q3ViyOsYwMlqktINQKqblYIpYhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMDk/wHwDaqOHvilFgAAAABJRU5ErkJggg==)
PN: 8H62-7-10
CAS: 1227955-11-4
Molecule Weight: 337.7
Formula: C12H7ClF3NO3S
PN: 8H62-5-V2
CAS: 192330-49-7
Molecule Weight: 306.16
Formula: C11H9Cl2NO3S
![4-{[5-(Trifluoromethyl)pyridin-2-yl]oxy}benzenesulfonyl chloride](data:image/png;base64,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)
PN: 8H62-7-03
CAS: 874838-96-7
Molecule Weight: 337.7
Formula: C12H7ClF3NO3S
![4-{[3-(Trifluoromethyl)pyridin-2-yl]oxy}benzenesulfonyl chloride](data:image/png;base64,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)
PN: 8H62-7-12
CAS: 874839-13-1
Molecule Weight: 337.7
Formula: C12H7ClF3NO3S
PN: 8H62-5-X2
CAS: 368869-91-4
Molecule Weight: 269.7
Formula: C11H8ClNO3S
PN: 8H62-5-17
CAS: 1171901-60-2
Molecule Weight: 306.16
Formula: C11H9Cl2NO3S
TSCA: Not listed on TSCA inventory