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)
| Product Number | 7H37-3-0D |
| CAS | 617706-26-0 |
| MDL Number | MFCD28680608 |
| Molecular Formula | C10H4F3NS |
| Molecular Weight | 227.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 7H37-3-0D
CAS: 617706-26-0
Molecule Weight: 227.2
Formula: C10H4F3NS
![3-(Trifluoromethyl)benzo[b]thiophene-7-carbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACF5AAAheQFo8JbtAAACSnpUWHRtb2xTb3VyY2UAAHichZRrb5swFIb/ypE/D+MrhiqkqlpVmtTuw9JJ+za5xEmRAlRAc/n3O4YkDWUj4uLb+9jwnmPPbvfFBraubvKqTAmnjIArs2qZl+uU/Hp5DGJyO59lKEJh2aTkrW3fb8Jwt9vR7M0Vdl+VNKsK0o/f7Jt8oNlJWtXrUDDGw9/PT4uOCfKyaW2ZOaSa/KbpOp+qzLbdV/xnibCw9TYvw14eFvW2n+2PYP5mdN8syee/3OPYHaKwyjcOVlVd2Ba2glG82TdYu9LVtnVLeD1gt6QK/30+e36oso/ClS1W/Qx5ZjeLtv7IsKOoNi77wMmw8v0hJQVHwLZVcVfX9gC+5rstByvASrAKrAYbgTVgY7AJWM7wwXGOAo4KjhKu0fON84u+HN5dSh7hHh7Bv+9h0b0/rx9omfCB4kbGwGmkEgOScq4UMMpjzUFQLnSEY0IwdWpJqhMmQNFEyAQiKrSJTsWxcyjpCwIHXC3QVJmYQYAecSl9qeJEQICINBoCQbWKDQScSiZiCNBhHSW+1BLb6Lk04txEOTN9GauLNqfGoExSyY1Aa8Ozt/PZa1UuL6qQL1Pyykln+k+3asTRdwJVvXQ1OuQn8NJLQAwBH6VpQI4ANQ2oEaCnAT0EfL6cgbt/AdEQ8Nk1DZgh4HNxGoiHgM/caSAZAl2eTxN+fBC6bl9cYb6Gu9tHV5gvEe/33RVGjkJyFVEjy64iemzaldziX0J/OjyOjPxkwovtEp6OLayOjrTw4rwL8ZSf/wXOwcSkR4RBlAAATFpJREFUeF7t3QncVPPix/FcS3ayXbJlKVu2G7JEIdsN91qunagklZQoLimlKFkiQrRnK7RQWRItlhZKWslSJC2I0kL9/r7n/mec85t5nmfmzJkz5zzzeb9ev9d1m985zzzzzJzvnN9awQAA4EMF+x8AAMgEAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoAAAHwhQAAAvhAgAABfCBAAgC8ECIDQ1ajxlKc89dRUu0qJ3MehsAgQAKGzA+Tkk/uYFSt+s6ulRYBEBwECIHR2gKjcf/8Eu1paBEh0ECAAQmeHh0rNmr3NwoUr7aopCJDoIEAAhM4dAk2ajEz+9+23v2VXTUGARAcBAiB07hCYNWupOeaY//23/lf/vzQESHQQIABCZ4dA27ZvJf+/7khKYx+LwiFAAITODgH1fRx3XO/kv73//iLriL/Yx6JwCBAAoUsXAvfdNyH5b5dfPtRs3Og6wCXdsSgMAgRA6NKFgOaB1Kr1bPLfX399vuuIv6Q7FoVBgAAIXUkh0KvXlOS/n3fec2b9+g2ex6WkYxE+AgRA6EoKgdWr15u6dfsnHxs8+FPP41LSsQgfAQIgdKWFwPPPz0w+dvrp/c2qVes8j5d2LMJFgAAIXWkhoGYrNV8lHn/88cmex0s7FuEiQACErqwQGDXq8+TjJ530rFm2bHXysbKORXgIEAChKysENIRXQ3kTdTp3Hp98rKxjER4CBEDoMgkBTSZM1NEkw6+//sn590yORTgIEAChyzQEbrzxtWS922570/m3TI9F/hEgAEKXaQi4F1pUmTnzh4yPRf4RIABCl00IaIn3RN3rrx+R1bHILwIEQOiyCQEttKjNptzHZHos8osAARC6bENA293a4ZHpscgfAgRA6LINAS20ePLJfQiQiCFAAITOTwg8+eRfCy1meyzygwABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAI3B9/bDADBswwPXp86CxDko0NGzaaIUNmmQcffN8sXvyr/XCZXnttnunadaL56qv/bUCF/CFAAARu0KAZyeVGWrUaYz9cqtdfn5889tprX7UfLpV7F8Pzz3/efhgBI0AABO6ee971fSF/7LGPksdqAcVsuINLZd26P+wqCBABAiBwUQmQtWt/t6sgQAQIgMARIMWBAAEQOAKkOBAgAAJHgBQHAgRA4AiQ4kCAAAgcAVIcCBAAgSNAigMBAiBwBEhxIEAABI4AKQ4ECIDAESDFgQABEDgCpDgQIAACR4AUBwIEQOAIkOJAgAAIHAFSHAgQAIEjQIoDAQIgcARIcSBAAASOACkOBAiAwBEgxYEAARA4AqQ4ECAAAkeAFAcCBEDgCJDiQIAACBwBUhwIEACBI0CKAwECIHAESHEgQAAEjgApDgQIgMARIMWBAAEQOAKkOBAgAALXvv0b5sgjH3JKvXrP2g+XqkePCcljTzyxp/1wqQYMmJo8VoUAyS8CBEDg2rTpZ/bbr5FTate+w364VF27vpw8tnr15vbDpXrmmTeTx6qsWbPeroIAESAAAteiRRezyy4nOaVGjf/YD5eqU6deyWOrVDnDfrhUTzzxfPJYlTVr1tpVECACBEDgGjdubrbYopJTDjroaPvhUt155z3JY3feeW/74VI98sjjyWNVfvttjV0FASJAAASuQYMGpkKFCk7Zf//97YdLdfvttyeP3W677eyHS/Xggw8mj1X57bff7CoIEAECIHAESHEgQAAEjgApDgQIgMARIMWBAAEQOAKkOBAgAAJHgBQHAgRA4AiQ4kCAAAgcAVIcCBAAgSNAigMBAiBwBEhxIEAABI4AKQ4ECIDAESDFgQABEDgCpDgQIAACR4AUBwIEQOAIkOJAgAAIHAFSHAgQAIEjQIoDAQIgcARIcSBAAASOACkOBAiAwBEgxYEAARA4AqQ4ECAAAkeAFAcCBEDgCJDiQIAACBwBUhwIEACBI0CKAwECIHAESHEgQAAEjgApDgQIgMARIMWBAAEQuFwC5Lrrrkseu8UWW9gPl4oACRcBAiBwTZo0SV7EDz74YPvhUp1yyinJYzfZZBP74VI99thjyWM33XRTs379ersKAkSAAAjcO++8YypWrOhcyDt37mw/XKpc7kAWLFhgdtppJ+fYK664wn4YASNAAOTF4sWLzezZs+1/LlMufSCycuVKM23aNLNx40b7IQSMAAEQKbkGCMJDgACIFAIkPggQAJFCgMQHAQIgUgiQ+CBAAEQKARIfBAiASCFA4oMAARApBEh8ECAAIoUAiQ8CBECkECDxQYAAiBQCJD4IEACRQoDEBwECIFIIkPggQABECgESHwQIgEghQOKDAAEQKQRIfBAgACKFAIkPAgRApBAg8UGAAIgUAiQ+CBAAkUKAxAcBAiBSCJD4IEAARAoBEh8ECIBIIUDigwABECkESHwQIAAihQCJDwIEQKQQIPFBgACIFAIkPggQAJFCgMQHAQIgUgiQ+CBAAEQKARIfBAiASCFA4oMAARApBEh8ECAAIoUAiQ8CBECkECDxQYAAiBQCJD4IEACRQoDEBwECIFIIkPggQABECgESHwQIgEghQOKDAAEQKQRIfBAgACKFAIkPAgRApBAg8UGAAIgUAiQ+CBAAkUKAxAcBAiBSCJD4IEAARAoBEh8ECIBIIUDigwABECkESHwQIAAihQCJDwIEQKQQIPFBgACIFAIkPggQAJFCgMQHAQIgUgiQ+CBAAEQKARIfBAiASCFA4oMAARApBEh8ECAAIoUAiQ8CBECkECDxQYAAiBQCJD4IEACRQoDEBwECIFIIkPggQABECgESHwQIgEghQOKDAAEQKQRIfBAgACKFAIkPAgRApBAg8UGAAIgUAiQ+CBAAkUKAxAcBAiBSCJD4IEAARAoBEh8ECIBIIUDigwABECkESHwQIAAihQCJDwIEQKQQIPFBgACIFAIkPggQAJFCgMQHAQIgUgiQ+CBAAEQKARIfBAiASCFA4oMAARApBEh8ECAAIsUdINtuu639MCKEAAEQGXPmzDG77757MkBU+vTpYzZs2GBXRQQQIAAK7qeffjI333yz2XzzzT3hkSjHHHOMmThxon0YCowAAVAwf/zxh+nVq5fZZZddUkIjXbniiivMwoUL7dOgQAgQAAXxzjvvmCOOOCIlJFTq1q3r3JGoD8R+bOuttzYdOnQwv/32m31KhIwAARCqL7/80lx00UUpwaBStWpVM2LEiGTd7777zlx99dVmk002Sam7zz77mOeff951ZoSNAEGZfv99nZk2bajp27f+n9/8qptWrXYyTZpsZlq02N7ccUcV06nT0aZnz3P//OC3NzNmjDA//7zYPgVgfv31V3PnnXeaihUrpoTBDjvsYLp162bWrVtnH+b44IMPTM2aNVOOUzn55JP/fH9Osw9BCAgQlOrTT18zt9++j2ncuEJWBUjYuHGj6d+/v6lcuXLKxf9vf/ubadiwofnhhx/sw1IEdR4Eh086SjRhQm9zww2bpIRDJgWQfNw5lHUn88ADD5j169fbhyEP+KQjrcWLZ5mmTbdIBkKrVjubYcPuNF98MdH88stS88cf683atavMihXfmIULPzYzZow0I0d2cJqybrttD/t0KDJh9F2oL+XCCy9MOb+K+lJGjhxpH4KAESBIa8CARsnw6NTpqD9Dg6YBlG3t2rXm3nvvDXX0VGmjuc4880wze/Zs+xAEhABBWuocTwTIggXv2w8DKYYOHWr222+/lIu4yuWXX57X+RulzSfR5MQWLVqYH3/80T4MOSJAkFbTphWTAaJRWEBJZsyYYerUqZNy4VapUaNGqDPIFRIlzWjfeeedzRNPPOGEDYJBgCAtDdFNBMhPP31nPwyYZcuWmRtuuMFsuummKRfrv//97+bZZ58t2BpWWlPrrLPOSnleKocffrgZO3asfQh8IECQ1v33n5AMkJdeamU/jCKmEU4PP/yw2XHHHVMuzltssYVp06aNWblypX1YQbz22mumWrVqKc9T5YILLjALFiywD0EWCBCkNW5cT8+w3Cee+LeZP/89s3FjYb5RIhpGjx5tDj744JSLscr5559vPv/8c/uQglPgde/e3Rniaz9nDQW+4447nKHByB4BgrTU79GtWy1PiKi0bFnJ9OhxtjOk9+OPXzY//fStfSjKoXnz5pl//vOfKRdglUMPPdS89dZb9iGRs3TpUtOoUaO0TW577LGH6devnzNZEZkjQFCitWt//fNDdW2Zkwn/+9/9zcsvtzHLln1pnwIx9/PPP5tbbrklbaf0TjvtZB577LE/v2z8bh8WaR9//LE55ZRTUn4fleOOO868/z6jDjNFgKBM330307zwQgvTtu3eKeHhLjfeuLl55ZXbzYYN8bqgIJU6v59++mmz6667plxkN9tsM9OsWTOzYsUK+7BYeeGFF8y+++6b8vtp8uNVV11lvv2Wu+uyECDIyvLlX5kpU150guKRR850mrTsIOnd+zL7MMTIe++9Z4466qiUC6vK6aefbj777DP7kNjSpMZ77rnHmeRo/67bbLON6dSpk1mzZo19GP4fAYKcbNjwh5kz523z0EOneUJk6tSX7KqIuK+//tpccsklKRdSlQMOOMC8+uqr9iHlxqJFi8yVV16Z8nurVKlSxbz0Eu/ndAgQBEKdj336XJMMkIcfrmtX8fjmm2lm2TKGUEbBqlWrTLt27cyWW26ZcvHcbrvtzH333VfiMuvlzaRJk5ztc+3XQaV27dpm+vTp9iFFjQBBYNSJnggQ7RlSkqFDb0vW69jxSDNy5D1m8WLWKyqEQYMGmb322ivlYqnl0a+99lrz/fff24eUe/oy1LdvX7P77runvC4awdW4cWNnEiUIEARo/fo1yWDQUiglufPOA1L6TVTatTvIDBt2l7O6L/Jr8uTJ5oQTTki5QKqceOKJZsqUKfYhReeXX34xbdu2dSZH2q+RJlE+9NBDRb9sPAGCwGiiYSIMtBhjSbTsux0edkkMDV6w4AP7cORg8eLFzp1FumXWdSeiOxJ4ffHFF+Zf//pXyuulctBBB5lRo0bZhxQNAgSB0HpZ7dsfmgwAzR8pzaJF0527jXbtqqWEh100fFjDiP83E56JXn6oD6NLly5On4Z9Edxqq63M3XffbVavXm0fBpe3337bHHbYYSmvn8o555xj5s6dax9S7hEgSOvWW/9uevQ4y7kLmDz5OedOYMmSuWblyiXm99/XOhtK6b/nzRvn9Gm0bLlj8oLfpMmm5uuvp9qnLJE2r1I/SMeOR6SEh11uvXX3P78l3+CM/GK+SWY0ekqjqOyLnopGXWn0FTKjSZM9e/Z0JlHar6UmW7Zq1erPL1M/2YeVWwQI0rIv3NmUN9/sbp8uY0uXfmFGjery57flY1POaxftktiv33Vm5szXWXI+jZkzZ5rTTjst5UKncvTRRzvzPeCPJlE2b97cmVRpv7bak+Spp54qimXjCRCkZV+sMylqapo2bYh9Kt+WL//avPXWQ86aXGUtp6Ll55999irz8cevmPXrg93xLm6WL19umjZtmvbippnlvXv3Ltgy62X55ptvzFdffeUsNzJu3Djnf/X/9e9RNGvWLFO3bt2U11nlyCOPNO+++659SLlCgCCtlSu/N599NtqMHn2fefrpS81999U0d91V1fnW36SJlrLYyrRuvZvz7wMHNjbTpw9zmrbyRX0s48Y9bh588FSnicwOEHe56aZt/nzOlzhNb9q3vVioeeXRRx9N27yikUStW7d21rYqJK3WqyXWNYKpSZMm5uSTT067XEppRfW1lpWO17Lyr7/+urM/eiENHz7cHHjggSnPVeXiiy92QrA8IkAQO7/8stRMnPiM00fTtOkWKQHiLs2abWkef/x888EH/c3q1eW3bfrNN990VsW1L14q9erVc1bTLQQFxpNPPun0tWhHQPu5BVl22203Z+vcZ555piAXbA1U6Nq1q9l+++1Tnpsmad51113OpM3yhABBrCkUFA4KCYWFHSDuorBR6Ch8FELlgS7Q5513XsoFS0X7dowZM8Y+JO/U9NSwYcO0CxWGWXRHoEUfP/roI/sp5tWSJUvMdddd50zGtJ/TnnvuaQYMGGAfElsECMoNNVep2UrNV2rGsgPEXdQM1qXLqWbEiMfN0qXx27JXO/7ddtttaSe5VapUyTzyyCOhLrOuuRIaCpxNaKiz+aSTTnK2xe3QoYPz7V17cqhoyKyCSPuMJP5Nj6ueZoJrsmM2dzSHHHKIc7zmwYRl6tSpzu9nPxeV448/PvRgywcCBH/eeq925lhoJnl5oY50dairY929v7u7/Oc/FczJJ1cw1aptYs48s5bTLh/1Ia3q/NZe49pz3L4oaZkN9QuoEz0sGiJcq1atlOdiF13s1YylIbAffPBBYEvB63fV+lXq+7nwwgvT7jroLhpYcO6555oJEybYp8qbwYMHm7333jvluWgyZ/369UMNtaARIEXu11+XJZcW0URAze8obzTEV0N9NeRXgwASAXL++dpAqMKfH26N4f/rg33sscc6k+70rTpKdNGrUaNGyoVI5dRTTzUzZsywD8kLhZj20jj88MNTnkeiKMzOOOMM88ADDzgjqcKi56Zv9vr7afFD+3m5i4Y4hzVKSpM027dv70zatJ+HJnd27tz5zzvo/A1CyRcCpMj17Hme51u5No8qzzT5UJMQ+/a9wVx66e7miCPU+Zp6cUmUI444wtkvQsM1C0VDWNU5bD83lf32288MHTrUPiQvdHFW+31Je6KraKZ2t27dIvOtWqOzympaq1OnTmhBor/lZZddlvIcVPbfX8v3vGwfEmkESBF7551HPeHRocNhzv4exULLokye/J5p06ZF2iYGu1SrVs0ZSTNt2jT7VHmhzY7U5p9us6Ntt93W3HvvvaF9a9XvrO1e7eehohFGN954o9PmH2Vjx441//nPf9J2bqtcccUVTgd4GMaPH2/+8Y9/pDwHFd1Nfvrpp/YhkUSAFCmtReUetaT//vbbeLxp80Vt823atHG+Cdofarvom786sfO1f/Zzzz1n9tlnn5Sfq3bza6655s87xXA6/jVv5KabbnKapOznomDTfulxW/J99uzZTlik+500AEGzyMNYc013dBpyrOHH9vNQX41COcz+LD8IkCKkTvP27Q/x3H2MG9fTrlbU1G6vuw2ttmp/uO2iVWx1kVUzSK4zvPUtvqROaY3c+fDDD+1D8ubFF180e+yxR8rzUJv97bffbpYujfdQaC1+qL3P092RaJSXgiYMGlF36623ljiirkePHqGOqMsGAVKEBgxo5AkPzaFAyXQhUT+IlqawP+B20egoDTPV8NNsPvRqOmnQoEHai1nYcwfUdKbnYj8PFTUBffvtt/YhsaZQTrcHvPZEHzhwoF09b+bPn++MELOfh4qGIb/xxhv2IQVHgBQZ7VXuDo82bfY0q1ZF+zY5SjQyS1u8ltQf4C5aUkQTyrR0R0l9FZq9rE7nkmYv33nnnebXX3+1D8ubOXPmpB1dpdV8CzEpMSwK++7duzuhYf/uGhpd0t8vHxQUCgz7eagoYBQ0UUGAFBEtTmgvu67l2AtNcy/SLaBXiOUosqERNVqLSes5pdugyV3U7KPmEo2y0Td8GTFihKlatWpKXZWLLroo9PWd9G1bnfPu56G2eDXlhXkBLSS9F88888yUv4eGT4f5flSgqelKTVj2c1FTl5q81PRVaARIkdDw1a5dT/TcfWhDp7DozT5s2DBz//33O5On9A1e24LaH450RfVU/+qrr3a+/b/yyiuR23NBw1afeOIJZ25BulVw3UV3FvaFOlE0bFghGiZ1GGtAgP1cKleuHNrw1ihRP1bHjh1TOtk1cz7srX7Via7O9HTvKb2HtKR8IREgRUJh4Q4PhUk+N2TSXggaNvnf//7X1KxZM23bfi5F3/j1rVAXPjWtqCkoKpYtW+bMFj/77LPTdoymK7o4adHBsPeQ0DddBbr9fDQJ8IcffrCrFxX1Y9krBetOMuyAFw3rLWlvF+3bXigESBFQM5V7CXQ1Y6k5Kx/U4aw3tL692m/0fBZdgPVtbPLkyfZTKigNg+3fv7+zp3a6WcgK1pYtWxbkjkqzo+1OWz0fffvOdTRZebFo0SJn9Jv7NdIdpJZvLwTdfdvDzLUfSaEQIOWcOsjVUe6++1BHetD0xtadhn2BTFc0NFTfcHXBVweyvYCe/jfxb1oKQ/XULq3RSPa50hV1QGosf5TuSkRLeT/++OOe56rJgIXw448/piz0p7slzT+Bl4JWe567Xys1KYU5QstN/VHaPjfxXLSNbqEQIOWchui6w0NDeIOitvMhQ4Y47fb2RdxdNERSnX6jR482v/zyi32arOgirL0vNA9B/SKlNY1pfoY6Itesic4ikRoC636Offv2tavknTrxNc/B/TzUnh7FYaJRsX79enPppZd6XjP1kRTqTsS9OoGaiQuFACnHNDnQHR6aPKhJhEHQDOzS5kVoz20tKZ7vdnQ1/WiLVo2Esp9Domhuhu5moqDQAaI+D20w5X4OauePWtNfFKlZT3N83K+dLuRawSBsBAjySsuS2EuVaPmSXOmCrXHx6b75V6xY0dmLe/r03H+OHxr2qnkT6bZ0VdE2qJ999pl9WKgKGSC6Y7Q7zNV3pLkfyJze4/ZrGPbcDAIEeaO9MLQ0u/vuQwsn5mrkyJFm9913T7kwq1Px5ptvjswKrGom03DhdGsMqe1YH7hsZokHqZABYg/VVbMVdx7Z053IBRdc4Hkt1bGd77ttNwIEeTNwYGNPeGjJ9lxoaKnepOkmy2luRlQX01Nbf6dOndKOflIH8sKFC+1D8q5QATJo0CDPz1WHOX0e/um9ZQ9C0Cq6YY1eI0CQF9OmDfWER5s2lZ1No/zSt6p04881g1qjpeJATVv2cFUV7ZL3+uuv29XzqhABoiYq98RFNT8y2ip3muRn742iLyxhIEAQuBUrvjEtW1ZKhscNN/ztz4vHWLtaxj7//HNTpUqVlAuv5i3EcWkLbbxkz37XxVRb2YYl7ADRN+Xq1at7fqbmeSAY+oy41zHT8N6JEyfa1QJHgCBQ2giqa9eTPHcfr77q/42lma92f4c+KBq2G2dazyjdQohhzeYNO0AaNmzo+XmafxNWM0uxsJsHtfuh5tnkEwGCQI0YcbcnPO6//3jfS5VoeWt7JNOhhx5q5s2bZ1eNJY3pb9Gihef3U7n22mvzvpRImAGifcvdP0urA4TZ0VtM7NFt2rY2nwgQBGb+/Pc8S5XcfPMOZtkyfyu5apir3cxz7LHHRn5nND+0kq49HFkhkk9hBYgWr3RvBqVJb8W4MGJYtOS+tjx2/221Fly+ECAIxKpVK0zbtnt57j6mTHnBrpYRbZNqb6Nap06dnGePR9ngwYM9y0Ko5LM5K6wA0Q6J7p+jJdmRXxoS7f5Cort23e3mAwGCQPTs+W9PePTv38CukhGFhL0rm0ZfRWkZkHzRSCx71dx8dayHESDTpk3zLEV+4IEHFsXfMQpuuOEGz9/3wQcftKsEggBBzl599Qlz3nmai/G/8GjX7iCzdu0qu1pG7IlR2pVOK8kWC92JuL896r+1k2DQ8h0g6iC3BwmU550Eo0ZNvRoennjtNfAkH/OkCBDkZM6cmebII7cyNWtWMGedVcFcdVVFs3DhJ3a1jPTq1ctzwdEihIWYZFdo6hNxvw66EAT9OuQ7QLR3uvv82sMc4bI/T1r6J2gECHz739j+w0ylShXMfvtp4cIKZujQR+xqGZk1a5bnzaj1rLSlbLHSkizuD79mGwe57Ek+A0R3H+6Jbdr8SD8P4dLfQYuJJv4OWuon6LsQAgS+6RtN4s2zzTYVzDXX1HMWysuWOvjsFXW1gm4x02tiNwEF+QHNZ4DYw3a15D0KQ8u8u/8Wbdq0savkhACBL9q4yf3G1FDNpUuX2tUyoo5i97n++c9/+gqi8kaTDStVqpR8XTRKK6hVfPMVIPq7qd8qcd5tttnG9/sCudPfw70CgPpCgtx1kgBB1tQe776wqaPX73pUmlC2ww47JM+l9n4mmf1FM+7dF3otBR9EuOYrQF599VXPeW+55Ra7CkJm90d17tzZruIbAYKsaIa0vWlSLk0UDRo08JzriSeesKsUPXsBRu1tnqt8BUitWrWS51Sbe1SW1i9m6jtzryWn1oKgVjogQJCVDh06eC482n/c7ySlmTNneoasav5HUG/s8kSr+LqXgtfaYBrAkIt8BIgW9HMvtX/jjTfaVVAg2lLZ/fcOagl9AgQZmzBhgmdimNpTFyxYYFfLmPbwcL+px48fb1fB/7v33ns9r9Wjj+a2MVc+AqRdu3aec06ZMsWuggJZtmyZZ6UDffaCQIAgI1rV015eRJPe/Prmm288b2itzoqSrV692tlTPfF6aY7MunXr7GoZCzpA1C/jbiY57LDD7CoosPPOOy/599G+LKtW+Zvs60aAICMXXnih54KT62J/9jyHt956y64Ci7bHdb9mTz/9tF0lY0EHyLhx4zzn69atm10FBfbiiy96/ka5fAFMIEBQpieffNLzxtNqn1r10y99m9bkssT5atSoYVdBGlonzL28/SGHHGJXyVjQAdKoUaPkudTMSed59KjfzL3plO5IckWAoFSaIe7uwNUMcS2Slwt7olkQ34SKhVazdb92WnnVj6ADxN28SXNkdLn7HfUlLtfVDQgQlEgrp7onhakEsarn+eef73kT644EmdGgBfdIp+bNm9tVMhJkgGj0lftc3bt3t6sgIjQE3P230qZtuSBAUKKmTZt63mznnHNOzpPYVqxY4VmyPKjRIMXEPQ9nl1128dWZHmSA2E2cxbyGWdRp8Ir7b6V+tVwQIEhr2LBhnjea5h4EMUO8X79+nvOOGjXKroIy9O7d2/Majh492q5SpiADRCvtJs6jQMv1Swby64ADDkj+vc466yz74awQIEixaNEiz14Cmuz35ptv2tV8ue6665LnVYderm2wxUhDqt3zcW699Va7SpmCChCFhUIjcR6WbY++hg0bJv9eGs7rdyKwECDw0BLQtWvX9lxcglzBc//990+eV4smwh/3Sr3/+Mc/7IfLFFSAqE/GfR7tQYFos9fG0ooQfhEg8OjYsaPnzXXsscfm9A3FzW5/7dq1q10FGdL6Y4nXUXeI6lvKRlABom143eeZOHGiXQURoz4q999s6NChdpWMESBI0od/s802S74h1MT0xRdf2NV803Bd9xv3gw8+sKsgQ2pSdL+W6rPKRlABolF57vNoK1VEm2agu0fydenSxa6SMQIEDu0RsO+++3ouBgMHDrSr5cQ9h0HLmAR1Z1OMNJHTfRHIdonuoALk+uuvT55j1113tR9GRGkpnMTfLZdVJQgQOC6++GLPBeWaa66xq+Ts0ksvTZ6/atWq9sPI0t577+377xVUgGh/ksQ5NLwY8XDaaacl/24nnHCC/XDGCBA4ayq5Lya6uGvZjKC592euV6+e/TCyVLdu3eTrqWX1sxFUgLgXeNRyJogH93bUudw5EiBFbvbs2Z43gSb55WsZbvf6Vy1btrQfRpaaNWuWfD133HFH++FSBRUg7hWVtVcM4sE9WEZDwv0iQIqYlio54ogjPBeSBx54wK4WCLXZu3/Oww8/bFdBlrRkiPs1zWaTqSACRD/PfY4glrlBOPT5c//t/C4nRIAUMa2j5H4TaVZqvmYRf//9956f9eyzz9pVkCV7Rno2KwUEESD6ee5z5LK8PML1zDPPeP52S5YssatkhAApUtrRzv0GUlu23zdRJuwF97Q3AXJjr2qczZDrIAJEP899jueff96ugoiy3zv6fPpBgBQh7TvuXgpDw0HHjBljVwuUPXlJE9CQG3sS3yeffGJXKVEQAaKf5z7Ha6+9ZldBRNnvHb8LYBIgRUjzL9xzCNQRqs70fJo0aZLnDasd7JCbd955x/Oa6jXOVBABYv9N9XwQD/YOktm8d9wIkCKlyUPuN5A609Wpni/cgQTP/hbJHQgyZb93uANBVtRZrk5z95vI7+ZEmaAPJHh2OzZ9IMiU/d6hDwRZU6e5eyKYmrWGDx9uVwsEo7CCxygs+MUoLARCnedazTXxJtDeDrq4BI15IMEr9DwQNXm6z8E8kPhgHggCow2J3G+mU0891dkXJGjumeg333yz/TCy5N5ymJnoyAYz0REY7al9zDHHeC4o9957r10tZ9r4KHF+NpPK3emnn558PY8//nj74VIFFSDa6jhxDtbCig/WwkKg5s+f77lD0L4g77//vl0tJ5dddlny/AceeKD9MLLkXpK7fv369sOlCipA3LtX1qpVy34YEaVWhsTf7cQTT7QfzhgBgqT+/ft7LipVqlQxP//8s13Nt7vvvjt5bgWU7nzgz8qVKz1zee677z67SqmCCpDGjRsnz6H+M8TDnnvumfy7XXfddfbDGSNA4HHVVVd5LiyXXHKJXcU3DfN0n3vChAl2FWRo1KhRntdyxIgRdpVSBRUgDz30kOc8y5Yts6sgYuzNyLL98uFGgMBD+4AccMABnouChvwFwb5o5aOfpVi0bt06+TqqE1Q7SmbD/lv4DRA7yPhSEH3Tpk3z/M1eeeUVu0rGCBCkmDx5srMvSOKNsc0225g5c+bY1XypVq1a8rzaEAn+HHXUUcnX8bjjjrMfLlNQAfLVV195ztOzZ0+7CiKmX79+nr/ZZ599ZlfJGAGCtLp27ep5k+mCtXbtWrta1txt5gqmIM5ZbDSBzz1354477rCrlCmoANGKBrvttlvyPBdccIFdBRGjAReJv9f2229vfv/9d7tKxggQpKULwxlnnOG5yLRo0cKuljW7H2To0KF2FZThkUce8byGfhYxDCpA5PLLL0+ep1KlSs5qz4iufffdN/n3ynU4PQGCEmn5Efe3S3W8jRw50q6WFfWxuN90fGPNnntv+cqVK/u6YAcZIPayGB999JFdBRFhr1+W6w6kBAhKpU5S94gNTTr67rvv7GpZcc8HqVixovnxxx/tKijB9OnTPReAtm3b2lUyEmSA2P0gXbp0sasgIuz109ShngsCBGW65ZZbPG+60047LaelTrTst/t8jz32mF0FJXAvX6Lidx+XIANENDE0ca6TTz7ZfhgRoWH5ib+Tmhtz+RwLAYIyacKfexkSlVy+ZarTzt00tt9+++XUkVcsdOe35ZZbJl+3bJcvcQs6QLQVQOJcumNdsGCBXQUFpsmnW221VfLvdPHFF9tVskaAICPz5s0z2267bfLNokX0PvjgA7taxjp16uS5gA0cONCuAosWoHS/ZrmM3w86QD788EPP+dq3b29XQYFpC4Wg3j8JBAgypouM+w2oOwe/S52o30NDCBPnql69ujPyC+ktXrzY8+1RO0jm8noFHSByyCGHJM+nZXByeX4Innv9q5122imQpYQIEGTFPWRTRR3ifrVp08ZzLjaZKtnVV1/tea2GDBliV8lKPgKkW7dunnP6GV6M/Pjmm288c4duvPFGu4ovBAiyonbU/fff33Oh6NOnj10tIxomrMmEifNohBcjslK9/fbbnpFwRx55ZM7f7vMRILpL0iKZiXMGuY4acqMmRfffe9KkSXYVXwgQZE3t3e6NhNQ3MnfuXLtaRrSQm/uNrVFG+It2/atatWry9dG3yCCW2c9HgMi5557rea5+R4khOFo8ceedd07+XfR+CgoBAl/sC78mt/lZlkTtsAcffHDyPFoY8L333rOrFa2WLVt6XmdtBBSEfAWIFlN0n/eKK66wqyBkmizo/ps89dRTdhXfCBD4ovHj7h3xVHSx8+Ott97ynEd7FbAsuHH6Odyvi3b/y3bV3ZLkK0BE84QS59UXAr93p8id7mD32GMPz2fLzxe9khAg8E1t3uq3SLyB1E7/+uuv29Uy0qBBA88FTWv05NrOH2e66LpHqak5KNdlZNzyGSDvvvuu59zaYwaF8cQTT3j+Ftq/JUgECHKiWeXuDl5NEFSwZGv16tXm0EMP9bzZO3ToYFcrCsuXL/cMiVXxs+JuafIZIFKnTp3kuRV+6jdDuDTgxX33oR0jV61aZVfLCQGCnNkT3LTPh58lErQvgfsNqfL000/b1co1LTZ57LHHel4DNQn5WTCxNPkOEPsuRNsBsNpAuOzPZS6rR5SEAEHO1KbqXiFW5f7777erZcTel11t6EHMmI0DtVe7v7mraEKe9v8IWr4DRNSB7v4Z3bt3t6sgT7TopntItXYZ1fsraAQIAqE2e/ecDg3z9bust7a6dV94tP5TeQ8Rzeh3dz6rqNP8888/t6sGIowAWbJkibNgX+Jn6P3x9ddf29UQMPUdnnTSSZ6/r9++ybIQIAiMvdaOvvWoHdYP9+J8KroTCXL4YZQsWrTIWcrF/ftqqYlPP/3UrhqYMAJE9Ddz/5wzzzzTV/MmMmd3nOdzzx0CBIG69NJLPW9ev/MAdJG58sorPedSUcd6eRqd9fHHHztDK92/44477pj3TuewAiTdt+GOHTva1RCQGTNmeNZMy/ddHwGCQKkpRossui8Y/fr1s6tlRCFi34moaIhveZgnoq1ptaGW+3fbe++9ncEE+RZWgIhmo7ubN3U3qbk/CJZmnB900EGev+vDDz9sVwsUAYLAaZl3e6mT+fPn29UyZveJqOy1116xnbGuTnGFoP07aY2rXHd7zFSYASJart/98zR/SE13CI7m27hf4/PPPz/vd+sECPKic+fOnjdzjRo1clo+Wncx9hBffZPVqqJxWYBRQ3F79erlWZcoUdROrSG8YQk7QETLsLh/pjbE0vwf5M7u99hnn33MihUr7GqBI0CQF2p+skcVaWvcXKhpx55sqKIJUurAz/e3rVyMHz/emQthP3d9ABUqYStEgGi49zHHHOP5ueecc45Zv369XRVZePXVV50vU4nXVHf/QSy4mQkCBHmj5hhd3BNvMM1YHz16tF0tK/rGai97kiiHHXaY01QSpQlraus/44wzUp6ripqsZs2aZR8SikIEiHz11Vee94SKBl4wMssfNeO6tzlWCXO+DQGCvBoxYoRnqZO///3vzj4gudKF2e4wTBRNvnvssccK1rT122+/mcGDB6fsI58oO+ywg7MmUSG/eRcqQGTKlClmu+228/z8xo0b29VQBo240og99+vYrFkzu1peESDIu5tuusnzJtdcgCCam3QB1rLy7hE+7qIRTupbGDp0aKArkKajux7dXWnnwJKej9aE0t1TPmaWZ6uQASLardD+5qy9YLgTyYzCQxNN3a9fIe7kCBDknS7eaq5xv9m1/WlQdEdz2223pXyrdRe90bVGl0Z0TZw4Medv/woMzdXo2rWrM6KqtJ+tNmkFSz4nBmar0AEiw4cP9yy3oaLA1x0cSqZmK/vOQ1sr5DJIxS8CBKGYM2eO55v5FltsYSZPnmxXy4marDp16uSsCOz+cKUralarVq2aqVevnrPoXI8ePZyRXirjxo1LlsS/6XHtd6Id99R05t5fuqSi4cs6t/ajjhp1srqfa6Fm+avPyt0BrKKJh2GMIIojdZjbd25afDPMEXxu7nlMt99+u/1waAiQItC7d2/PG//AAw/MyxtfdxdaZv7yyy9PGfqb76Jg1Pj7559/PnLfpLVemQLWXvhSRXdQgwYNsg8Jhe5E7L+TdqnM1zpgcaWhunbY6s4jH5+hsnzxxRfmX//6l+e5aERdoRAgReI///mP502X782GNDtXHdrXX3+9c8dhXziDKPvvv7+57rrrnDuVqH1zVlv53XffnXb4c7py4oknBn5nmAlNPrVHZxUy1KJE72F7kqDKJZdcEnqzlcKqbdu2zhcl+/nk+7NcGgKkSGhLVo2Scr/xBgwYYFfLGw0tfumll8xdd93ldDpqpFRp/Rfuonr69q4Prtp7X3jhBbNw4UL7RxScVkFWc4IWs7R/B7u4R8gliprnrr322kBGy2Vj3rx5Thjbz6d+/frORbQY6QtAutGGWuInzA5zDXrp06dPSsd94j2kicKFnBRKgBSRSZMmeTpPdWEudHOFmr00R0Fl6tSpTv+H/jfxb2F/08uGPtwTJkwwrVq1cmYg2x9wu6jpUAGo4bTaoa5du3Yp7eqJv4tGuYX5u2sJ+FNPPTXluejusRB3RoWiv6marNwLI6poQEaY8zxEn1d7Amii1K5d29l7pNAIkCKjtnj3G1Fv0DAvVHGnZVE0FFZLubi3LS2paJJl+/btSxwJphVbdWdlH6eiOxl13oZF36z1/rBHaOnOSPNFtOVveaYLspoS7b+DvhyENcNctFZZuhWxVdSKoDv5qCBAiowuEvbue7feeqtdDS4K2DFjxpiGDRum9BekK2pW0LDlbBay1BDRdEuuqKjDNoyVghM03HrfffdNeR7aK0XLv4TZhBMG7Z2jUXt2cKqcd955ofWvafDHPffckzKwQUUjKRXu+djdMBcESBHSXAT3woL6hvnGG2/Y1YqaPqjDhg0z11xzTcrY/3RF31wfeOABp9nNL12YtRe9Vsy1z6+Lm2Y7h3UxU5/ZZZddlvI8VNQfpRFccad5Uo8//njaO0ldsPO9JLub+vXShbb6OdRJrs9sFBEgRUoXAHdHrjrp1A5ezNQv8eKLLzoXTs0lsT/M7qLQ1Z2clm4J+sOtvV20AKZ7af5E0V2AfmZY646pua6kkWRRXAMtExoYoLBP1zGtokmVYc0h0sZmp5xySspzUDnuuONCbTrzgwApYvpG637Dnn322YEsdRInar7QaDRdNOyOU7vogq5Z9bpLCGNZFI2OSrd/iYou6mFtDqWAePDBB83222+f8jxU1C6vCZ9R32xMI/fUH5VuWX8V9TmNGjXKPiwvli5daho1apQyv0RFd0Qamh6HzyIBUsTUTHPEEUd43rxhjzQpBHUGa2ikJmDZOxPaRY9rFryWHCnUIpFa60sT/OznpqLJk2GNpNPwYu0tkm7kmIoCVn0Gao6JSlu95k/ob627xXRDp1XUr6V9dPK9bpto1KE+Y1rY034eeq/dcccdsRo6TYAUOS1r7u6000QlDaMtb3Txe/LJJ50O6XSdpe6i1+Oiiy5yJtNF5cOsC4/a5NP1x+hv1qZNG+duKgx6LfXzSrojUdFQZPUf9e/fP7TmoIQFCxaYZ555xhndVtpdZeXKlZ3VmcOaR6FVGkqaVKs7YD3vuCFA4KzH5H4zV61aNTIXzlyoyUL7n6uNuaw1tNTnoaGTQ4YMCe2C4oeaiW644Ya0TR9asl8bfIU1Skod7frmXlJfgruoeUij2NRnonZ/9TcFQe/TadOmOU0+mviYriPaLnp/68tEWMPXtR7dWWedlfI8VA4//HAzduxY+5DYIEDg0Ddu9xtb3x7jSN/itFKvtm21P6x2qVSpkjPze+TIkaE0XwRJM6Xt4diJomHEGoobFs2N0Sg+vWdKWlI/XdEdgPqUtJx8hw4dnLuBxCKauqhqUqn+N/Fvelz1NAdHu26mGz1VUtHgAzW/aXJeWNTkqeHB6QZDqB9GExb12sUZAQKHvk3as6njsh6SvuF17NixxHkU7qIVg7U+15tvvpnz0vJRoD1X9ttvv5TfU0WLWoa95Ivu3vS+UV9IpkvV5Kuon0FrwL3yyiuh3W2IQkHzZdLNGVKYtGjRomD9aUEjQJCkb63u/gG1cWv1zyjSrGEtBXLIIYekfEjtsueeezprGOkbbVjNO2HS3ZMmLqYbeqz+HH1rL8QKxbqQau8WLcuiJpxs7k78FAWWRq1piK768QoxiknDnu2BKYmiDd1mz55tHxJrBAg8NBPW/abXWPSofFPXxUgrkmayWKGGlrZu3TrUppxC04KV2kAr3Wgj3V1qqftC0vtIS7q8/PLL5v7773eaD9XUWNKw2pKK6us4rcSs5krdYcycObOgzUFffvmlufDCC1Oeq4r6XNRMWh4RIPDQN3R7YpNG3BSCvkGOHz/e2VDKbl5LV/RBvfPOO8vlKLJsaIn2mjVrprw+KrVq1XI6naNIAZBYRFPPUXeM+t/Ev0Xx7lGd+FogM91wcDWh6W4oKl/A8oEAQQot5qZOx8QHQSOY1GcQBl1E1HGqDs9MOkmrV6/uNNHoGyj+ovDVEFp1VNuvmf6eGhEVxmTI8orX938IEKSlVWDdHwpdzPP1gVAHpybLNWjQIG3Ho120grCGj4Y1gS7O9A1Zd2UlfUPu1q1bqB3M5UFpd3gnn3xyZO/w8oEAQYk0XNL94VAHZVAdk5qprJBSm326Wbl20X7dmsGrpgxkT2309lDtRFHT34gRI+xDYIl6H1MhECAokS7yaiJyf1A0Ft8vTR7TMhfakbCsETmaKKd5Dj179gx8scJiVmyjhIIQ1VFuUUCAoFTah8K9HISaQrK5RdfKslqs8N///nepy0qoaIz8GWecYXr37p235jIU1zyFXGllgpLm2VxxxRWhz7OJGgIEZdLFxv3B0Xo+pS11ouU2tKSGVvfVOk32B89dtDCfJp1ppjEXrXBp8mh5nyntl+YZlTTTX31wxTQ8vDQECDKixd7cHyKN4XdbvHixEzRaYiKTxQovvvhiM3jw4FKDCOEoz2s1Zaustca0sm8UhxMXCgGCjOjuYO+99/Z8oB599FFnhViNPEnXsegumiWsxQq19EaxthdHXXlcLTZTUVrtOE4IEGRMk/rSfTMrqWguie5UdGGK22KFxaq87VeRiajstxJHBAiyoh3d7A+Zu+g2X4sVare8uG11ir+Ulx3zShOVHR/jjABBVjSk1v6w7bXXXuamm24y7777Lu3D5Uzc9+xOJ0p7zscdAYKsaGSO+wOndmOUfy+++GLazZrU93XVVVfFYq6OvtxoP/tdd9015ffQwI9mzZqZFStW2IehFAQIsqItYRMfOu2tUazDPIuRJpZqteZ0k0D1b506dYrMXui29957r8T9YvSe1nwnZI8AQcaWL1/uGaLbuHFjuwqKgBbb1Ig6+0KsomX0X3rpJfuQgvn666+dTaXs56mibQGGDRtmH4IsECDImCYHuj+A2sYUxUvbwx577LEpF2aV2rVrm08++cQ+JDRaNkcbjmmiqv3cNKRc+5GwiGTuCBBkzD1iRZ2N5XmfA2RGI7H69u1rdt9995QLtUZwaUSeJueFaeDAgc7ADvv5aJl1bUL1/fff24fAJwIEGdHIFfeyJPZMdBS3X375xdx+++1pl43X5LwHH3ww7184Jk+ebE444YSUn69y4oknmilTptiHIEcECDKib3XuD2R53aITufniiy+chTPtC7jKQQcdZEaNGmUfkjMto6MvNOlWQ9CdyKBBg+xDEBACBBlxXxS23357ZpajVG+//bY57LDDUi7oKuecc46ZO3eufUjW1IfRpUsXp0/D/hla+fnuu+82q1evtg9DgAgQlEkdku6l2C+//HK7CpBCk/G0n4tW9rUv8JrE16pVK2dFYD9eeeUVs//++6ecV0X7zWj0FfKPAEGZNCzT/QHVgohApjQ5r3nz5mlXadaeJE899VTG84lmzpzprPhsn0fl6KOPdtZrQ3gIEJRJ3+gSH1ItxU6zAPyYNWuWqVu3bsqFX+XII48048aNsw9J0hykpk2bpg0hTWjVJmQsoxM+AgSl0sxi91ae2lcbyMXw4cPNgQcemBIEKtonxr3vvZrBtG2Aho3bdTUqsHXr1s4IQRQGAYJSaaau+0P73HPP2VWArKkDvGvXrs6ADDsYNPnvrrvuMiNGjDCHHHJIyuMq9erVc1bTRWERICjV1VdfnfzQaow/m+ogSEuWLDENGjRwJvnZIZGuaN+OMWPG2KdBgRAgKJG+Jbp3aDv33HPtKkAgpk6dak466aSUwEiUSpUqmUceeYRl1iOGAEGJtFOb+0OsJSuAfBo8eLCnv0OTA5s0aeJ0oiN6CBCUSDvSJT7IGrfPXgkIg+YdaSvZww8/nOaqiCNAkJbG5WuMfiJAzjzzTLsKgCJHgCCtsWPHepqvNNkLANwIEKSlSVuJ8NCy3D/88INdBUCRI0CQQjN699hjj2SA1KlTx64CAAQIUk2YMMHTfKWZwABgI0CQomXLlp5hlN9++61dBQAIEHhpi9J99tknGSDa4Q0A0iFA4KFtQd3NV927d7erAICDAIFH27ZtPc1XX375pV0FABwECDzcy2zXqFHDfhgAkggQJE2fPt3TfNW5c2e7CgAkESBIateunSdA5s6da1cBgCQCBEmHHnpoMjyqV69uPwwAHgQIHHPmzPHcfbRv396uAgAeBAgc9957rydAPv30U7sKAHgQIHAcffTRyfCoVq2a/TAApCBAYBYsWOC5+7jjjjvsKgCQggCB6datmydApkyZYlcBgBQECEzNmjWT4VGlShX7YQBIiwApcgsXLnSWLEkEyC233GJXAYC0CJAi16NHD0/z1aRJk+wqAJAWAVLkTjnllGR47Lnnns5y7gCQCQKkiH3//ffOfueJAGnevLldBQBKVNAAeapxBV8FwejVq5en+WrcuHF2FQAoUUGvxnYwZFoQjLp16ybDY7fddjN//PGHXQUASlTQq7EdDJkW5G758uVms802SwbI9ddfb1cBgFIV9GpMKBROnz59PM1XY8aMsasAQKkKeuUmQAqnXr16yfCoVKmSWb9+vV0FAEpV0Cs3AVIYP//8s6lYsWIyQOrXr29XAYAyFfTKTYAUxqBBgzzNVyNGjLCrAECZCnrlJkAK44ILLkiGx3bbbWfWrl1rVwGAMhX0yk2AhG/VqlVm6623TgbI5ZdfblcBgIwU9MpNgITvpZde8jRfDRkyxK4CABkp6JXbHSCZFuTmsssuS4aH7kR0RwIAfhT0imyHQyYF/q1Zs8bp80gEyIUXXmhXAYCMFfSKbIdDJgX+DR8+3NN8NXjwYLsKAGSsoFdkgiFc11xzTTI8NA9k5cqVdhUAyFhBr9wESHg001wzzhMBcu6559pVACArBb1yBxkga1f/aD6f/JxZ+tVk+yH8afTo0Z7mK62FBQC5yP3KnYOgAmTjxg1mSIfqyXMNvmNf88FLt5jvP59gVy1ajRo1SobH5ptvblasWGFXAYCs5HblzlFQAbLut5/NUzds4jlfogxsU9lMeK6p+W7uO2bjhuLc70L7fOy6667JADnjjDPsKgCQtdyu3DkKKkBk4vPNU8LDLv1b72re69/QLJr1htnwR/GsPvvOO+94mq+efPJJuwoAZC33K3cOggwQ+WXZl2b6G93MsK4npoSHXfq23NGM61vffD19uPlj/Rr7VOVKs2bNkuGhPdCXLFliVwGArAVz5fYp6ABxW/XjIjPznUfNiO61zdM3/C0lQNylz03bmrG9LzcLpr5kfl+32j5VrG3YsMFUrlw5GSC1a9e2qwCAL8FfubOQzwBx+23lEjN7/FPmtYfrmt43bp4SIO7ybLOtzJu9LjTzPxxo1q/5xT5V7EycONHTfPXoo4/aVQDAl/xeucsQVoC4rV21wsyb1NeMfqyeeaZpxZQAcRc9PvrRf5q5k/o4x8VRq1atkuGxySabmEWLFtlVAMCX8K7caRQiQNx0h/H5h4OcO45nm2+dEiDu0rvJZua1h043s9970rmjiYt99903GSDHH3+8/TAA+FaYK3cEqe9jwbQhZuwzVzh9InaAuIv6VEY8cIqZObaH09cSVVOmTPE0Xz3wwAN2FQDwjQBJQ6Oyvp4xwhml1a9lpZQAscuw+08wU17vZpZ//6V9qoK6/fbbPc1XX34ZrecHIN4IkDJovojmjbw3oJEZ0Hq3lPBIlI6XVjD1a1cw111wtHn4gU5m7ty59qlCV7Vq1WSA/OMf/7AfBoCcECBZ0Ez27+aNMxOfa2YGtdnTEyBt/1XBXHR8BXNUlQpmuy3/d9E+9NBDzd13322mT59unyrvZsyY4Wm+6ty5s10FAHJCgOTg+y8mmg+GtDbPtK5imp1dwZx9VAVTdXc1F/114U6UAw44wGlS+uijj+zT5IWCy/3zo3BHBKB8IUAC8uXcKebph/9rTqhxYEp42GWfffZxhtdOmDDBbNy40T5VIA477LDkz9N/A0DQCJA8+PTTT0379u09F/GSyh577GFuvPFGZ70qLXoYhDlz5nh+hu5GACBoBEiezZ8/39x7772mRo0aKeFhl1122cU0bNjQjBkzxqxbt84+Vcb089znVX8IAASNAAnRV1995czFOPHEE1PCwy477LCDswXtsGHDzJo12S32qBFXifNoJBYA5AMBUiDffvuteeyxx0ydOnXM3/72t5QAcZdtttnGXHbZZebFF180q1atsk/lobkemvOROFYd9wCQDwRIBPzwww/m6aefNnXr1nV2C7QDxF222morc8EFF5gBAwaYlStX2qdy7nDc9TUbHQDygQCJmB9//NH07dvXnHvuuaZixYopAeIuevycc85x9jdfvny5c7zWu0o8rnWwACBfCJAI+/XXX82gQYPMRRddZLbeeuuUAHGXzTbbzNSqVcvTfKWhwgCQLwRITKxevdoMHTrUXHnllWbbbbdNCZB05eabbzYLFy60TwUAgSBAYmjt2rVm5MiR5tprrzWVKlVKCQ67qFmra9euZsGCBfapAMA3AiTm1q9fb958801z1VVXpQRHunLUUUeZjh07OpMNASAXBEg58eSTT3qCQpMS7fCwyyGHHGLatWtXkMUeAcQfAVJOnHHGGclg2HXXXZ1lUbQfeuvWrU2VKlVSwsMuWuyxbdu25sMPP7RPDQBpESDlwIoVKzzzRxo1amRXMVOnTjV33nmnZ4+QkooWe2zZsqUZP3583hZ7BBB/BEg5oHkg7gAYPXq0XcVj5syZpkOHDqZ69eop4WEXLfbYpEkTM3bs2MAWewRQPhAg5YAmHSYu+BqVpY71TH3++efOZlPHHHNMSnjYRf0qDRo0cAIql8UeAZQPBEjMaTkT94x1LcDolxZ77N69uznppJNSwsMuWuzx6quvNq+++mrWiz0CKB8IkJgbPHiw58I+fPhwu4ovWuyxZ8+ezmKPm266aUqAuIsWe7z00kvNCy+8UOZijwDKDwIk5i688MLkhXy77bbLy92AFnvs3bu3M9Irk8Ue//3vf5vBgwaYX3/52T4VgHKEAIkxfdt3r5GlJd/zTYs99uvXz5x33nlmyy23TAmQRNlluwqm1qFbmK6tzzbTxj5r1vy6zD4VgJgjQGJsyJAhnou2/n+YtNijmtAuvvjilMUe9921gjm9egXTuG4F0/XKCqZ3k83MyIdOM7Pe62VW/7zYPhWAGCJAYkx3HIkLti7ghex/+O2335KLPe6603bmsL0qmPOPqWBanVvBPN6wgnmqsavcsIkZ/sDJ5tO3Hza/rvjGPhWAmCBAYkoLKqrPIxEg2mQqKtb9+dwmjnvN9Op8relSfydveKQpr95X03wy5n6zchmLPQJxQoDE1IgRIzxNRto3JIo2/PG7+Xb2W+a9gdebAbf+PSU87DK045Fm2msdzU+LZ9unCpT9czMtAP7CJyKm6tevnwwPzQP5+efoj3jauHGDWTzvXTPp+ZvMoLZ7pVyc7fLi3QebKcPbmeULP7FPlTP7Z2VaAPyFT0QMaaa5ex+QevXq2VViYckXk8wHQ281z/13v5QLtV2e/+/+5sOX25gfFnxgn8YX+/yZFgB/4RMRQ2PGjPE0X2ktrLhb9s00M2XYXeaFdtVSLtp2Gdx2bzPpxZvN4vnv6bbGPlVGCAUgd3x6Yuj6669Phof2Ql++fLldJdZ+/O4zM3VkBzPknsNTwsMuA2/d3YwfdIP5ds7bZsOG3+1TlYgAAXLHpydmtCLubrvtlgyQunXr2lXKlZU/fG4+GdXFvNLl2JTwsEv/Vjubd/s3MAtnjjIbfi99sUcCBMgdn56YGTdunKf5qlevXnaVcuvX5V+bGW89aIZ3q+XMJbEDxF36ttjeTB/T1T5FEgEC5I5PT8w0b948GR5a5HDJkiV2laKw+qfvzKxxj5uRD55qnm6yaUqAJIpCJx0CBMgdn54Y0e6AlStXTgbIKaecYlcpSmt+WWrmTHzGvP7ImaZ30y2SwdDnpm3N2tU/2tUdBAiQOz49MTJp0iRP81WPHj3sKkVv3eqfzLz3+/1vyO+XJe/vToAAuePTEyO33HJLMjw22WQTs3DhQrsKMmQ3dWVSAHjxqYiRKlWqJAOkZs2a9sPIgh0OmRQAXnwqYmLKlCme5qtu3brZVZAFOxwyKQC8+FTERMf2d5jNN/srQBYsYOXaXBAMQO749MTEJWdWM9X3/t9GTXVOOtp+GFkiQIDc8emJge+++tTUr1PBXFSzgjnzyAqm3xP32lWQJQIEyB2fnhj4aFh70+WKCua/F1QwN51TwSz+Zo5dBVkiQIDc8emJgSEdqicvds/ddZj9MHwgQIDc8emJuJ+WzPVc7KaMuNuuAh8IECB3fHoi7uNRnT0Xu+WLpttV4AMBAuSOT0/Evdy5RvJC9/xdB9oPwycCBMgdn54I+2XZl55lyz96ua1dBT4RIEDu+PRE2Iw3u3sudEu/mmxXgU8ECJA7Pj0RNuz+E5IXucF37Ot7/2+kIkCA3PHpiahVP33rab56/6VWdhUAKCgCJKJmvvOo51vy959PsKsAQEERIBE1onvtZHgMvG0Ps3HjBrsKABQUARJBv/3yg2ef7wnPNbWrAEDBESARNHv8U57mq+/mjLWrAEDBESAR9PojZybDo/8tu5iNG/6wqwBAwREgEbN21QrT+8bNkwHy3oBGdhUAiAQCJGLmTerrab5a+NlouwoARAIBEjGje56bDI++LXc0G35fZ1cBgEggQCJk3ZqV5pmmFZMB8k6fq+0qABAZBEiEfD75OU/z1VfTh9lVACAyCJAIefPJi5Lh0eembc0f69fYVQAgMgiQiPh93WrzbPOtkwHy9tOX2lUAIFIIkIj4ctpQT/PVgqkv2VUAIFIIkIgY2/vyZHg822wr8/vaVXYVAIgUAiQC/vh9renbYvtkgLzxxL/tKgAQOQRIBHwzY6Sn+Wr+hwPtKgAQOQRIBIzrd20yPHo33cKs++1nuwoARA4BUmAb/lhv+rXaKRkgox/9p10FACKJACmwRbPe8DRfzZ34rF0FACKJACmw8QMb/9V81WQzs2bVcrsKAEQSAVJgg9rsmQyQ1x6uaz8MAJFFgBTY83ce8Ffz1aQ+9sMAEFkESIEtW/ixebv3ZWba653YeRBArBAgAABfCBAAgC8ECADAFwIEAOALAQIA8IUAAQD4QoDkgXtpkmwKAMQJV608sIMh0wIAccJVKw/sYMi0AECccNXKA0IBQDHgCpcHBAiAYsAVLg8IEADFgCtcHhAgAIoBV7g8IEAAFAOucHlAgAAoBlzh8oAAAVAMuMLlgTtAMi0AEDdcufLADodMCgDEDVeuPLDDIZMCAHHDlSsPCAYAxYArXB4QIACKAVe4PCBAABQDrnB5QIAAKAZc4fKAAAFQDLjC5QEBAqAYcIXLAwIEQDHgCpcHBAiAYsAVLg8IEADFgCtcHhAgAIoBV7g8IEAAFAOucAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAX/4P64g7PR4dMooAAAAASUVORK5CYII=)
PN: 7H37-3-07
CAS:
Molecule Weight: 227.2
Formula: C10H4F3NS
![3-(Trifluoromethyl)-5-(hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-3-00
CAS:
Molecule Weight: 232.22
Formula: C10H7F3OS
![3-(Trifluoromethyl)benzo[b]thiophene-5-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-08
CAS:
Molecule Weight: 230.2
Formula: C10H5F3OS
![3-(Trifluoromethyl)benzo[b]thiophene-4-carbonitrile](data:image/png;base64,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)
PN: 7H37-3-08
CAS:
Molecule Weight: 227.2
Formula: C10H4F3NS
![3-(Trifluoromethyl)benzo[b]thiophene-6-carbonitrile](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABhAAAAYQAFTQHOsAAACTXpUWHRtb2xTb3VyY2UAAHichZTbbqMwEIZfZcT1YnzkEIVUUapIK7V7sW2lvVs54KRIASogp7ffMTmSdEEh2B7/n4F/xh4/7fM1bE1VZ2URO4xQB0yRlGlWrGLn433uhs7TZJygCIVFHTufTfM18rzdbkeST5PrfVmQpMyd4/xoX2cdzU6Qslp5nFLm/Xl9eWsZNyvqRheJQarORnUbfCkT3bRv8Z9HeLmutlnhHeVeXm2Pq/3l1F6U7OvUuX7LDOemiMIyWxtYllWuG9hySvCiP2BlClPpxqSwOGBYEInfPhm/PpfJJjdFg127Qpbo9VtTbRIM5OXaJBtcDDs/n2MnZwjopsynVaUPYHs2rBloDlqAlqAVaB90ADoEHYFmFP84z1DAUMFQwhR6vjb2oe+HLxM7c5jBHOx9Bm/t/fr7hZZxmygWiBAY8WUUgCCMSQmUsFAx4IRx5eMc51SeR4KoiHKQJOIiAp9wFfjn5hQ8SQJs8NVCDCqshgM+zVVEBiEFFz1iQthWhhEHFxERKHA5UTIMwGVEUB6Ciw4rP7KtEjhGz0XAL0OU0+DYhvJmfJJhEeIQrfUu3k7Gi7JIb7qQpbGzYE5r+m+zrPnJdwfKKjUVOmQXsNJbgHcBm6V+QDwAsh+QD4DqB1QXsPVyAabfAX4XsNXVDwRdwNZiPxB2AVu5/UDUBdo67yfsfCd17b4YYO7T3e6jAeYu48d9N8CIh5QMIvLBskFEfePAQHGxu9yfT48TI66Md7NfvPO5hd2HM827OfA8POYn/wAyD8S3eGJNUgAAPAJJREFUeF7t3Qe4FNXdx3FsCAE1RuVFIjG22BIBNYhRiQoW0CgWRFGJHRRpFmzYUISgohhRkd4FxRIRUBGpUlSwUARBigEbikiTel5+ozOZPXf33t2zs/du+X6eZ568LzO7OzPXe35355zzP+UMAAAOytn/AABAMggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAHLEccf19Lbjj+9pFixYZe+O4R+bSQQIAOQIPxS0tW07xt4dgwABAAT8UDjllL7e/3788df2IQECBAAQ8EPhmWfe9/63efPX7UMCBAgAIOCHwtq1m8xpp/X3/u8ZM/5rH+YhQAAgj61fv9n06DHTNG060nz44Up7dxHhUOjff7b3fzdr9op11C8IEADIQ9u3G/P66wvMWWcNChr6hx+eaB9WRDgUNm7cErx+4sSl1pEECADkHXV861uD38Bru+KKkWbZsh/tQ4uwQ2H48Dne/9+kyYteKIXZx2YCAQIApeCbb9aZe+8d783h8Bv3M84YaF577TOzbZvV+idgh8KWLdvMP/4x1Pu3sWM/Dx1Z9NhMIEAAIIM2bdpqevf+0Jx8cp+gUa9Tp5fp3n26Wbduk314seKFgh6F6d8uuOAFs3XrtuDf4x0bNQIEADLk7bcXB98Q/K1du7Fm+fI19qFJiRcK+vbSuPEI799feWV+8O/xjo0aAQIAEVOZkeuv/09McKiRTzTkNlmJQuGdd77w/r1hwyHeNx5JdGyUCBAAiMjq1RtNp06TzF//+nzQgGu+xgsvfBrzeMlVcaGgjnjtGzr0U+//L+7YqBAgAJAmdWYPGfKJOfXUfkHDXbt2L9Oly2SzZs3P9uHOiguF99770tunjvkNG7YUe2xUCBAASMPUqcvNhRcODxpsbTfeOMosWvS9fWjSNCRX77twYex7lBQK/mOzPn1mlXhsFAgQAHCwdOlq06rV6JjgOP/8Yebdd5fYh6YkPE9EI7c0W91XUih89NFX3v7wN6FMIkAAIAU//viT6dhxkKlVq2vQSKs6br9+s83mze79HPHmiTRqNCzmPZMJhdatx8SEWiYRIACQhK1bt5qePXuaatUONfvtV9ccemgrr7P8gQfeNatWrbcPT1oq80SSCQWNAAuHUCYRIABQggkTJpgaNWqYcuXKeVvlyoeY88+/y3z66Qr70JREPU+ktBEgAJDAkiVLzMUXXxwEh7YDDjjADBkyzD40JZmaJ1LaCBAAsKxbt8506NDBVKhQIQiOihUrmvvuu8+sX+/+uCrT80RKGwECACGDBg0yv//972O+dVxyySVm6dKiJdOTVVrzREobAQIAO8yYMcOceOKJMcFRq1YtM3Fiyet0FCcT80SyBQECoKCtXLnS/POf/zQ77bRTEBz77bef6dWrl9m2zf2xUqbmiWQTAgRAQfr5559Np06dzB577BEER/ny5c2tt95qfvyx5MWdEvnpp03m8cffMyec0CsIjqjmidx//7vetxlNGMwGBAiAgjNy5Ehz8MEHxzyuOuecc8yCBQvsQ5OmTvARIz4w9esPCIIjU/NEnn56hn1YmSBAABSMTz75xJx22mkxwXHEEUeYsWPH2oemZMKESaZu3abmoIOuM7VqPeU18ldf/aqZO/db+9CUJJon8sMPG+1DywQBAiDvrVq1ytx4441m1113DYJj7733Nk888YTZvPl/taZSFZ4nUrFiNVO1agNz6qmPmNGjY5eXTVWuzBMhQADkrS1btpju3bt7YeEHxy677GKaN29uvvvuO/vwpCWaJ/LIIz3Mhg2x5UdSkWieyPDhc7JynggBAiBvXXXVVTGPq0499VTz8ccf24elhHki/0OAAMhbF1xwgdfAH3TQQeall16yd6dE80Tq1KkTExyFPk+EAAGQt9auXes18Bqy64p5IokRIAAQR67NEykLBAgAWDIxT2Tbtu073neeqVcv2nkiZYkAAYBfZWqeyIcfrjSXXfZSzOOqKOaJlDUCBEDBy9Q8kWXLVpgWLbqbY475VxAcDRoMTnueSLYgQAAUrEzPE9lzz6pmv/1ONYcd1tr87W99zHPPvW82btxiH56zCBAABenNN980Rx55ZMzjqkzME6lc+bAd324eNytWuHe8ZysCBIjQf/7zH1OtWjVz/vnnmw0bNti7kQUUENWrV48JjkzOE5k0abJ9aN4gQIAIrFixwlx55ZUxcwX+8Ic/mGHD0ls7G9FZs2aNue2222L6OSpVqmQefvjhrJwnkgsIECANanjUAFWuXDloPMINibZTTjnFfPjhh/ZLUUrUiPfu3dtUqVIl5udy1FFHecHvKlPzRHIJAQI4evHFF71HH+FG6R//+IeZP3++eeaZZ8w+++wT/PvOO+9srr32WvPNN9/Yb4MMmjRpkjn22GNjfkYnnHCCmT59un1oSjIxTyQXESBZZvHi90yfPleYu+8+yLRsWcG0br2Huffew81TTzUw48Y9uaMBWmi/BKVMz9DV2RpuPNQZq07ZsB9++GHHz6+12W233YLj9tprL9O1a1ezaZN7xVaUbNmyZebSSy+N+Rmpb2rAgAFm+/bt9uFJy9Q8kVxFgGSR11671zRvvpO54YZyxW4oGxrWqeGdGubpNx4a/qlhoBoOmsi8efPMmWeeGdPoHHbYYV6HO6K1fv16c//993ul1f17vfvuu5t77rnHq4vlKlPzRHIdrVGW+OCDEV443Hjjbmb48LZm+fLZO34ZVpuff15rvv76M/Ppp2+YF15obTp0ONR+KTJMDYQait/+9rdB46GGRA2KGpZkvf76615whINEwaKAQfqGDBlSZHTVRRddZL744gv70KRlap5IviBAskTXrid7ATJ5ci97F8rQmDFjvEcU4Ubp9NNP3xHon9qHJkWPrvQIS4+y/PfTIy496tIjL6Tu/fffNyeddFLMz+iYY44x7777rn1oSjI1TySfECBZolWrSl6A/PzzOnsXyoA6Qxs2bBjTeKjT9OWXX7YPdaLOdHWqq3Pdf391uqvzfevWrfbhiOPrr782V199dcw93Hfffc1zzz2X1j1cuHChOffcc2N+9lHME8lHBEiWuOmm3b0AWbuWr8VlScMvb7nllpiObw3TfOSRRzLS8a3hvRrmG26s/vKXv5h33nnHPhS/0s+hS5cuZs899wzumX5ebdu2NatXr7YPT5o/T0RDcf331fDsdOeJ5DMCJEs89FBNL0DGj3/K3oVSoLkCzz//vDcBzG88NJ9DE8Q0USzTNOFQEw/DQaLV9BYvXmwfWtBeffVVc+ihh8bcp7PPPtsbOp2u+vXrx/zsmzVrltY8kUJAgGSJSZOe9wKkRYtdzZAhN5pFi6aYLVui/4sXRWnFupo1a8Y0SieeeKJXmqI0qfTJAw88YH7zm98E56ERRHfddVdaI4jywdy5c2MaeG1/+tOfzKhRo+xDnZ111lne+0YxT6RQECBZZOTIO0zz5jsHw3Vvuqn8jq/Px3qBMnv2KwRKxJYuXWouueSSmEZJRfBUDK8sLV++3DRt2jTmvPbff3/Tv3//tOYw5KLvv//e3HzzzTHDZzUA4bHHHot8+OzGjRvNzJkzC+4ep4MAyTIrV871hvHef/+RReaE3HnnH8ycOYU5YSlKKrV97733mgoVKgSNkv5v/Zv2ZYspU6aY4447LiZIateubd577z370Lyj4bNPP/20+d3vfhdcu4bPXnfddebbb3N7EaZ8QoBksY0b15gFCyaYN954aEfj9qdgnogeb8GNvl0ccMABMY1y48aNzZIlS+xDs4L6Zvr27Wv+7//+LzhfPZ+/4oorzH//+1/78Lwwbtw4c/TRR8f8jOrWrbvjW/hs+1CUMQIkR2zbtsX06nWpFyJPPFHf2rfVTJs20Myd+yaPuRLQown1a4QbJfV7TJgwwT40K2mEUPv27WNGCKmS7EMPPeQ9eskHixYt8srgh39GBx544I5v5MPtQ5ElCJAcsmrVEi9AWrWqHPPvU6b0Dh5ztWmz146/WJuZjz561WzenB8NSzo0guqqq64qUmpbI65ysdT2559/bs4777yYRvaPf/yjGTFihH1ozvjpp5/MHXfcUSQcO3bsmDfhmK8IkByisiYKCRVYDFMBxptv/k1Mf8kvQVPJ+9by/vvDC26CouYKaO5GuNS25gpojkc+lNp+++23vXLk4SD5+9//nlOPedRZrcdzVatWjbmOyy+/3Hz55Zf24chCBEgOmTDhGS8Y/vWvv9m7zIYNP5pp0waYHj3O96r42mHSsmVF88wzjbxHXepbyWeaLX7IIYfENEqaVZ5vpbbV0fzvf/+7SEfz9ddfn/V1mqZOnWqOP/74mJ/RX//6V+/fkTsIkCyh8u0DB15nZs4capYvn2VWr17h9WdoZvoXX0w3Q4feZFq02MULgxkzhtgvj6FvGzNnDjPPP39JUCIlvGl4sMrDT5nSx6xbl3wxwGyn+lSqUxVulA4//HAzevRo+9C8oqGuLVu2jBnqqsKPjz/+eORDXdOlbxb6hhH+GekbSL9+/Rg+m4MIkCxhN/LxNg3rffnlO+2XFmvz5g1m1qyXTd++V5rWrfcs8p6auNitWz0zceKzZs2ar+yX5wRVxL3pppuKNKDdunXLugY0k+bMmWPq1auXlQGqSZIPPvhgkUmSd955p9cHgtxEgGSJ775bbCZN6rnjW0MT07FjDXPrrVW8xl39HQ8++BczeHALs3Tp+/bLUqJvNJ9+OtoMGHCNaddunyJhooB69NG63sJVP/yw3H551tEjnKeeeqrII5wbbrgh449wNOxXlXpV6rtdu3ZeR702LTakiq36X//ftF/H6fjSGC78yiuvFHmE16BBA/PZZ5/Zh5aKF154wRtNFT6fRo0aeaOukNsIkAKlYcHz54/bEUzNzW23VS0SJto6dz7BjB3bxQu3bPPWW2/FLbX90Ucf2YemTR3yWhpVf0Grozo8AdFl0+v1Pno/vW8mijTqPTt37lxkEIHCLJ2Cg6mYNWtWkUKRf/7zn715HsgPBAi8Z88LF040w4e3MXfcUb1IkGh74IGaZuDAjjv+aky/aF06NIxV646HGyUNY9X65FFSOXB9Y1BJEQ0ptUPA3nQO2jS3REGm//X/zT7W3vT++hx9XjplyOP56quvvG9Bdsnznj17Rv5ZPpWq14xxu1R9jx49MvaZKBsESBlQB3eHDod5ndjZaPHiaWbkyPbm7rsPDgLk0ktVZK6cqVLllzWgVfajNIeMaiLd7bffXqTUtibSRVlqW9VXVdJbtafshl6bCvi1aNHCG/2kdbBVtyoZOk7H63V6vd7Hfm9t+lx9ftRVYLXo0t/+9reYz6pRo0baiy6Fqb/p0UcfjVksS/1SrVq1YrGsPEWAlDLVuvLnbHTrdrq9O+toaV2t1X7jjUeYP/9Zfy3HNnhaZEmTwDJVvVST/fr06VOklMeVV14ZaSkPlU3XMqXq2A1fnx43qdSJSqBE+Xmi99P76v3tx2I6D51P1OXcBw8eXKSUy8UXX5x234yq4tqheMYZZ3hVdJG/CJBSpJnh6hD/pcN6ZzNv3lv2IVnt88/nebOD9ZdruKHwN61noUV99Fw/iiGZkydPLlJMUKW2p02bZh/qTENg1VCHR3BpU9kTPeYprf4CfY4+zy63ovPS+ek8o7J+/Xpz3333mYoVKwafowDr0KFDysUktQ6HXwbd37Rex2uvvWYfijxEgJSioUNbBo+E9Igol2kEjVaFU4Mebjz8TY9i9KhGK+tptFQqli1bZi677LKY96tWrZoZMGBAJMEk/ixo9QeEP0ejlRRcZUmfr/MIn5fOU+cb1fVLonL2AwcOtA8tQo+k2rRpE7Nyo1YI/Ne//pWRQQHITgRIKVFtKr88+yOP1DZbt+bP/AQ1+E888YQ34iZccyrc+F1zzTXefITiGpdECyrdfffdkS6opP4Ie3SQht1qedlsovPReYXPU+edbL9LsrSgVq1atWI+p06dOnEX1FIn+LPPPhsTvOos189Xa5SjsBAgpWD16v8G8y40me/bb/N3/LuKF6qB0Yxw+7GQNnWwqv9CcxXChfKGDh1aZEnXCy+80HzxxRehd0/f66+/7o0I8j9D35T02dlM5xfu1Nf56zqipL6mXr16Fbuk7/jx480xxxwT8zM6+eSTzQcffGC9GwoFAZJh27dvM489dmrw6Gr69MH2IWnRyJePP/7YG8baqVOnYie0ab+O0/GlMUNbk/nUAa41q8Ojp/xNw1fVAFWvXj3m3//yl794jVWU1EBqFFf4G9K1117rje7KBTpPnW+4cdf1RF1RWIUmb7311pifl74R2j8jhX22By8yjwDJMC0G5YeHyqxHQR2Xetaszstk5ijE2/Q6vV7vo/fLNDVMerau9R7CnbfhTY9F9O0l6rkCGuarkUb+52hynUYj5SKdd3hyoK4rymHMPhWePOecc4r8jBQm999/v9cRDxAgGbRo0VSvHInCQ/M+VI7dlUbpqGyHKpbav9ThrUqVKnEntOnf7WPDm95X718ao4400kflLcLrWhx77LEZmSugv9zD/QgqgV5WJT2iovMPl3LX9WXqm5Tmrvjf2lT0UP1dgI8AyZD161ebu+76oxceqn67dKnbc2Kt/6yCcxrhYjf6eoygR1N6TKQV90pq/LVfx+l4vc7uc9Cmz9Hnlca605ol7X+uwitqalTDw4A1kS7K4bBlSdcRnhio68xUiKgwpT5DBSuBMAIkQ3r2bBw8unrrrcfs3SXSaCXNsg6PSPJDQ6OS5s2bZ7/Eid5H72eHiT5Xn1/cqKl0ZTJA9FgnXNpdj2Py7bGLrif8mEnXm4nHWQQIEiFAMmDy5F5BeHTvfnbKY/c1d8Ke1Vu7dm1vclaq75Usva/eX58T/lydh84nEzIVIOpYDvd5qJFNdS5KrtB1hUNE1x11xzoBgkQIkIitXDkvKFWiKrdr1iQ/Nl6NwV133RVThE7Put9880370IzS54Wfset8dF5RN8KZChCNTvLfVzO78+2bh03XF57BruuPEgGCRAiQCG3Z8rO3lodfqmTOnLH2IQlpEpaGtPqNgEZJaYRUaQy3jUefq88Pj/LS+UU5WSwTAaL5EX6nr0IwX/o8SqLr9ENf1x/lPBECBIkQIBEaNqxV8OjqpZdus3cnpLIg4QWAjj766KwpQqfz0Pn456bzjGohoKgDRDO0/UmCGuqa66OtUqXr9Yf46j5ENWOdAEEiBEhEPv74P0Gpkk6djvdW/0uGJvVpeKTfkGq96Gx75KLzCa9jrfPVeacrygBRH07dunWD98vVeR7p0nX790D3I4o+MwIEiRAgEVi9eoW55ZZ9fy1Vsof55pvP7UPiUqnucJlyPbuO4hc+E3Re4b4FnXe6pcajDBANTfbfSzO2C1l4xrruS7oIECRCgKRJpUq6dj0teHQ1bVrJlUxFfQnhx1ZafjQX6Dz9c9b5p9MnElWA6Pm/X8NJNaMyNR8iV+j6/dpZui/p9gMRIEiEAElTr16dTP365UzTpvpr7wp7d1wq1RHuMI961Eymhb+J6DpcS49EFSBaL8N/H+oz/UL3wb8nuj/pIECQCAGSBi1stN9+u5k//UlLvh5qNmz4yT4kLg2J9X+51beQrY+tEtH5hvtEdD0uoggQPUbzq/5qIh3+x59IqfuTzuNGAgSJECCOVBzwoIMO8n6x9tyzvPnoo5n2IXGNGzcumOeh0U3Z1mGeLJ23PzpL16PrSlUUAXLDDTd4r9fQ1Wxbz6Os6X74Q5p1n1wRIEiEAHHUpEmToPHr2rWrvTsulZnwZ5irVEi2DNV1pfP3S63oulIto5FugGhNcX8Nc5WMR1G6L7o/uk+ua7oTIEiEAHEQHvFz5plnJv0ISrWl/Ndpkl4+0HX416TrS0W6ARLuiynrZWizle6Lf49c+9oIECRCgKRIk7X82dkayqpGMBnffPNN8Ne6ZgyX1QzzqOk6/BnQuj5dZ7LSCRB13PsjjVSVFon5VXt1v1wGPBAgSIQASYEe0fhrR+vZ8pgxY+xDEgp3nJd2batM0/X415ZKh3o6AaJ777+2Z8+e9m6E6P749yqV/2Z9BAgSIUBS0KZNm+AX8ZZbbrF3J6R1OPz1PFTtNh/5VXx1nSWtS+JLJ0CaNm3qva5ChQpJf16h0v3RfdL90n1LFQGCRAiQJI0aNSoY0aLFe1JZJ0ONo99QqmR6PtJ1pRoGrgGie+8/RlT5cpTML2+v+5bKf7tCgCARAiQJK1euDGY6V65c2SxcuNA+pFj+MrRatCnZDvdco+vyF6XS9SbDNUAmTZoUvG7QoEH2bsSh++TfM92/VBAgSIQAKYEW56lXr17wy9e/f3/7kGJpxT//tVr5L5/p+vxrTWbFRNcAefDBB4PXuQ5NLTS6T/490/1LBQGCRAiQEoRrP7k8Pw4Pc02mUc1l4bBMZpiya4Cceuqp3ms09wTJ8+cg6f6lggBBIgRIMaZPn252220375dHhQNdivT5E7n0eKcQ+I+xkpnY5xIg+kZYsWJF7zXp1ngqNH7NMN2/VJa9JUCQCAGSgMLi4IMP9n5xFCIzZsywDymR5kioz0TvcdVVV9m785KuU9er6y5protLgCxZsiR4zdNPP23vRjF0v/x7p/uYLAIEiRAgCVx22WXBL1uXLl3s3UnRokv+e/Tt29fenZd0nf41l7TolEuAjB07NnjNW2+9Ze9GMXS//Hun+5gsAgSJECBx9OvXL/hFq1+/fkpf98NGjBgRvI8ehxUCXad/zbr+4rgESPfu3YPXLFu2zN6NYuh++fdO9zFZBAgSIUAsCxYsCB47ValSxRvC6ypc+6pQJrvpOv1rLqk2lkuAtGvXzjtexQHzdUh0puh++cUndR+TRYAgEQIkRBOsjj32WO+XRZMG33jjDfuQlFx33XXee+277772rrym69V16/qL4xIg/nKtqkOG1PlLKKey7C8BgkQIkBD/r1ttbdu2tXenzC/5rhFchcRfqlfXXxyXACnUexqVZH82YQQIEiFAfhUuN6KCiamubRFPw4YNvferWbOmvSuv6Xp13br+4rgESKHe06gk+7MJI0CQCAHyq0aNGgWNWatWrezdTvwJb4VWbtwvH17ShDWXACnUexqVZH82YQQIEiFAfrVq1aqg3pXWkJ4yZYp9SMoK9a/lZP/KdQmQQr2nUUn2ZxNGgCARAiREa0j7o1Q0ozrdkVOF+rw+2efsLgFSqPc0Ksn+bMIIECRCgFi6desWNGoXXXSRvTsljMJiFFa2YRQWokSAWDRWvkGDBkHDls5qd8wDYR5INmEeCKJGgMShdb2rVq3q/dJone+5c+fahySFmejMRM8mzERH1AiQBFQ3aOedd/Z+cY455hizceNG+5ASUQuLWljZhFpYiBoBUoz27dsHv3AtW7a0d5eIarxU480mVONF1AiQYqgB9JejVWkTl/XMWQ8kMZcAYT0Qd6wHgqgRICVYtGiR2XPPPb1foH322SflJVRZkTAxlwARViR0w4qEiBoBkoTBgwcHDZ1++VL564010RNzDRDWRE8da6IjEwiQJDVr1iz4BSxpeKrNfwymxzv5OvRU1+U/vtL1JsM1QCZNmhS8btCgQfZuxKH75N8z3b9UECBIhABJ0tq1a81hhx3m/SKp1MnUqVPtQxIKF2p06UfJBbquVMPANUBUdr9SpUre6y6++GJ7N+LQfdL90n3T/UsFAYJECJAUfPDBB6Z8+fLeL9Mf//jHpCcH6ji/H6V27dr27ryg69L16TqTvS+uASJNmzb1XlehQoWkP69Q6f7oPul+6b6ligBBIgRIih577LGg0bvkkkvs3QndddddwevefPNNe3dO0/X416brTFY6ATJmzJjgtelUCygEuj/+vdJ9SxUBgkQIkBTpWf9ZZ50V/EL26tXLPiQuzW7XrHa95qijjipxjkSu0HXoenRduj5dZ7LSCZCtW7ea/fff33stpd2L55dw1/3SfUsVAYJECBAHX3/9dVCUTs+U58+fbx8SV7g2VjLDXHNBeJhyqoML0gkQuf3224PXT5482d6NHXRf/Huk++WCAEEiBIgjlYLwS53UqFEjqRUMdYw/Fj+dGlvZQufvf6vSdSVzD8LSDRANTfWLAyYzcbEQ+RNZdZ9chzwTIEiEAEnDbbfdFjSArVu3tnfHNW7cuCB4jj76aLN+/Xr7kJyg89b56zp0PbquVKUbIHLDDTd4r1elAK3ngv/R/dB90f3RfXJFgCARAiQNGg55/PHHBw3Y66+/bh8SV7hD/fLLL8+5uSE6X523fw2pdJyHRREgixcv9oZV6z1OP/10e3dB0/3QfdH90X1yRYAgEQIkTZ9//rnZY489vF8wLaS0YsUK+5Ai1JF58sknB42n67PpshLue9B1uHTMShQBIn6NJ21Dhw61dxck3Qf/nqRbM4wAQSIESAQGDhwY/LLqr75kSp2oI95fXlRb586d7UOyks7TP2edv67DVVQB8v333wfr2Wuk0Zo1a+xDCoqu3x+hpvui+5MOAgSJECARueKKK4LGsFOnTvbuuPRYwR/NpU1/2Wfr4yydV/ibh847ncciElWASJ8+fYL3SmW51nzkL/urTfclXQQIEiFAIvLTTz+ZQw891PtF22233cy0adPsQ+LSokv+6ofa1LeQbR3rOp9wn4fOt6TFopIRZYAo4OrWrRu8nwpgFqJw4U/djyj+ICFAkAgBEqGZM2cGpU4OOugg8+OPP9qHxKWS8eHHWRrdlC1DfHUe/mgrbTpPnW8UogwQWb58uVdyX++nfqnPPvvMPiSv6Xr9/jjdB92PKBAgSIQAiVjXrl2DRvHSSy+1dyekvoRwx7omKGqSXlnNWNfn6vP9ooXadH7p9HnYog4Q0Ug4f+iqZsin+/w/V+g6/YoAqYwITAYBgkQIkIjpkcGZZ54ZNIypPIPesmWLNyTWnyfiN4KlXTtLn+c3Rtp0PjovnV+UMhEgEu6rOfHEE7PukWDUdH26Tv+aox7VR4AgEQIkA9QwVqlSxful01/wqT5Keeedd4IZ6/6marcqmR7FM+149L56f7+qrr/pPHQ+mZCpANEoOL98ubZzzjkn8vDLFrouXZ9/rbruZEYBpoIAQSIESIaMHj06eJRSq1atlMt8aJKiakv5pUL8TYs2aeW/ZFb8S4beR+/nLwblb/pcfX6qa0ekIlMBIrrf/kQ6P0Ty7ZuIriccHrreVP87SwYBgkQIkAy65ZZbgl/utm3b2ruT8u2335o777wzWE/EDpOrrrrKe0ymDvyS1sXQfh2n4/U6OzS06XP0efrcTHv77beDz83Ecr+aD3HccccFn6GqtPnSJ6Lr8KvsatN1ZmL+i77N+H/EaFVOIIwAySD99X7sscd6v3z6NjJq1Cj7kKSp8ddf6f7yuIk2PTrTYlc1a9b01m/X/+r/9x+pJdr0vnr/kkIoXe+99573jF6j1MKfv8suu5gOHTqYdevW2S9JixrV0047Lfgc9e2k+kgx2+j8w31Uur5MhIcq+fr//WpT2R4gjADJsAULFpjKlSt7v4CaFbxy5Ur7kJSpfLxGSGldkvAoqVQ2vU6v1/skW47ehf6CnThxolds8oADDihyHvb2+9//3pvZHyU91gn3iWioa67OE9F5+0N1tem6on5stWzZMm8EYfjnouHpQ4YMsQ9FgSNASkH//v2DX8T69etH2smp4baa1Pfiiy96M+D1aEqb/irVNxD9r/9v2q/jdHwmhwerY1fVeVWDKTzTPrzVqVPHC68vvvjCTJo0yesnsvdPnz7dfmtnuuf65uP3S2nTjO1M/OWeCTrP8AxzXYeuJ8r/ltSncv/995uKFSsGn6My8Pfcc49Zu3atfThAgJQWfw1vbblS9yoV+iv4jTfeMFdffXUwmS+8aSiwZkZ379497gQ3NYRa3TH8qE2NpJ67J1OgMlmaHxE+P9WMyvYCjDo/v7aVNp1/lPM8RJ9RvXr1mJ/ZRRdd5AU8kAgBUkr0F+TBBx/s/WKq1EmUf12XlQ0bNpiRI0d6dcDidfKrjHi9evXMc8895424SoZm72udFX9GvzY9AtS3p6ge1SjATjnllJhz1Te1bFtPROcT7r/RpvOOF8CuPvjgA3PSSSfFfMYxxxxjxo8fbx8KFEGAlCKFhsJDv6QKk1x5fBKmRxn6a7Vx48Zx+1/0yKNhw4amb9++ZtWqVfbLk7Zw4UJz7rnnxry3Ot4VWFHQvBedo0rwhz+jQYMGZb48rj5f5xE+L52nzjeqeUCqKHDNNdfETFrVZzz77LPO5flReAiQUhYuh67HWrlAI7MGDBhgzjvvPFOhQoWYhk2bnplfcMEFZtCgQZGHopYOPuKII2I+T3+VR1HMUTQcVn01/qJU/qaZ3T179sz4qDSfPkefF55Rrk3npfOLavixRgaq7yn8jVF/1LRp06bUrhX5gwApZXrWr450/5e3X79+9iFZQfNAevfu7ZVlCT9O8jc9VrrsssvM8OHDMz5BT53yTz75pNl7772Dz9ew3xYtWqT1LSdMpenVUPtrrPubAlPfthSOrmuKJ6L30/vq/e1g1nnofNItmR+mSgN+xWh/00i8TI7CQ34jQMqAhvL6CyCpIdZQ32ygzuoePXp4f+GrgbZDQzOS1amthmjjxo32yzNOYaHQCJ+bQkXhElWpEt0D9cGEO63Dm0q76Bz+/e9/e9+Oku2P0HE6Xq/T6+1SNf6mz9XnRzlwQBWVw3+0+NeRzrwkQAiQMqJfXn9IqSZrZbJkSHGWLl1qHn/8ca/SbniIq78p6DR8VI1fJof+puKTTz4p0rmsx1w6x6ioH2DMmDHeY8Z4fT32psma8SZwarOPtTe9vz5Hnxdl/4Mee918880xj+f22msv89hjj2XNzxK5jQApQypv4v9iq+xJadE67o888kjCWe3VqlXz6h5pJE6UDVrU1KHuj2zzN9WGivobncJdc1UefPBB8/e//73I46ZUN71e76P30/tG/ceDvo09/fTTMcOV9a3tuuuuK5USNSgcBEgZ0rBUfwKd/vpXAcZMmTNnjnnggQe8IZp2g6btwAMPNO3atSvzEUip0j3UEF9/tr829dnceuutSS/o5WLJkiXeNwbNa9F9K24Cp/brOB2v12WSJnCGFwDTpvk3s2bNsg8F0kaAlDHVNfIfkWgSXbLzJZKheQSqL5Xoebs6VLXOhwos5jr1Gah/JvwYTvdTkxOjnK2drbRKZKNGjYr8UfDCCy/YhwKRIUCygKrj+r/0Z5xxRlpj/adOnep1wtrFCv1NRfhUriKqYbDZRnNtVAYlfM36lqdHRfnop59+8qonh0eP6Q8SPR4ri4EOKCwESJYIF6/TOP1k6a/rCRMmmFatWiUsVqhOeq3tEXXfQDZTQUYVZgzfhyZNmniDBvKB/sjQEPCqVavGXOPll19uvvzyS/twICMIkCyh5/X+twY9wy/usZI6SbWWxvXXX5+wWKEmpGl99kKuZaTS8HqEF+701qTH++67L+NzVzJJ3zLtARAqta5/B0oTAZJFpk2bFpQ6OeSQQ7zHEz51Fmvorzplf/e73xUJDJWk0MgerenBX6Cx1HEdLueuTd/Wcq2ku36u+oYRvg59A9E3kXQeewKuCJAsoxFFfuOgmd4vvfSS12iE14DwN4WNJoipBIZqG6F47777rqlRo0bMPdSqfu+//759aFZRX4b6NMLzUdTnob6P8B8ZQGkjQLKM+jTCa3nbmxoOzXXQX51R1UcqJJrXosANF1HUtzeVoY9yBFxUVCpGo6nC/w2cf/753qgroKwRIFlIK8KFGwytSX3hhRd6dZP4izMaKhyo+Rn+I0Nt+pbXpUuXyCf2udC8Dc3fCP93oPkdmucBZAsCJAu99dZbQaOhtTZyucM322keztlnnx3TUKv/6dVXX7UPLRWaKa4Z4+F6X+rz0szyqOp9AVEhQLKQqrCq4dBfxzymKh1aTfHwww+PCRIthqUZ/KVBtalUo0q1qvzPVw0r1bLivwFkKwIky6gPxB+aq0mFKD1qxFVYUlWHw414y5YtM9qIa3SdXS1AgyNURRfIZgRIltGkQL8R0VKwKH3fffedN8fGfoykUuxRPkbSOhxajyMcHCovo3L5QC4gQLKMZpSrIVHjxdDcsjV79mxvbk24gVcpGE3iTIc68LUCYLgDXysEqgJBNnTgA8kiQLKIJoP55Ug0AgfZYcSIEUXW9dDyviqLnwoNIda3ynhDiPljAbmIAMkimonuNywq/43socl8HTt2jJnMp5Iz7du3T2odeE1itEvpn3TSSeaDDz6wDwVyBgGSRVRFVw2LSpJTjiQ7aR1zDa0Ol43XoIe+ffvGLRuvWmQXXXRRTHBUr17dDBkyxD4UyDkESBbxiymqHDmy23vvvWdq164dEwwqaDhlyhRv/9q1a80999wTU2ZdhRxVSp95PcgXBEiW0OJPfkPz6KOP2ruRhdRn1b9/f7P//vvHBIkqIdtVklWuXxUGgHxCgGSJu+++22to9Ghk8eLF9m5kMZWX0cqO4W8b/qa1WPJ1MSuAAMkS/ixorZ6H3KTgP+GEE7yfoyYg9u7dO26/CJAvCJAsoHIZ/l+sDz/8sL0bOWby5Mlm1apV9j8DeYcAyQJa68EPEM1OBoBcQIBkAX9+gMp1A0CuIEDK2MKFC4NvH1qrGwByBQFSxjp37hwEyMcff2zvBoCsRYCUMU0+U3gcdthh9i4AyGoESBlaunRpUBLjjjvusHcDQFYjQMpQt27dgsdXM2fOtHcDQFYjQMqQqrEqPA488EB7FwBkPQKkjKxYscJbC0IB0q5dO3s3AGQ9AqSMPP3008HjK7+CKwDkEgKkjJx22mleeFSrVo16SQByEgFSBr799ltvzXMFSMuWLe3dAJATCJAy0KtXr+Dx1fjx4+3dAJATCJAycPbZZ3vhsd9++5mtW7fauwEgJxAgpeyHH34w5cuX9wLkuuuus3cDQM4gQErZgAEDgsdXY8aMsXcDQM7IWID0vKFcUluhOe+887zw2Hvvvc3mzZvt3QCQMzLWgttBkWgrJFo7u0KFCl6ANGvWzN4NADklYy14IQZESYYNGxY8vnrttdfs3QCQUzLWwhMgRTVu3NgLjz322MNs3LjR3g0AOSVjLTwBEmvDhg2mUqVKXoA0adLE3g0AOSdjLTwBEuvll18OHl+NGDHC3g0AOSdjLTwBEuvyyy/3wqNixYpm3bp19m4AyDkZa+EJkP/ZtGmT2WuvvbwAueCCC+zdAJCTMtbC28N1422FYtSoUcHjq8GDB9u7ASAnZawVt8Mi3lYorr76ai88dt99d/Pjjz/auwEgJ2WsFS+0kEhky5YtZp999vECpGHDhvZuAMhZGWvhXQNk4bSBZvrI9uarhZOM2b7d3p1z3n777eDxVZ8+fezdAJCzUm/hk+QSID+v/8E833zn4LWDbt/fTB5yo1nx2XizfVtulj1v0aKFFx677rqrWbVqlb0bAHJWai18ClwCRN843n7+EtOz+U5F+ksG3LKvmTjgWvPlnLFm25ZN9iuzkpaqrVq1qhcg9evXt3cDQE5LsYVPnlOA/Gr9jyvN3Hd7mNcfP80832KXImHSr81e5t2+zcySj141Wzdnb0mQiRMnBo+vnn32WXs3AOQ0txY+CekESNjGn74186f0Nm90P8v0uql8kTDp06qSGdfrUrP4/eFmy8/ZNUGvdevWXnho/fOvvvrK3g0AOS39Fj6BqAIkbNP61WbBtAFmbI/zTO+WFYqGScuK5s1nGnkd8Zs2rrFfXqq2b99uqlev7gVI3bp17d0AkPOibeFDMhEgYfq2sWjmMK/PRN9C7DDpfdPuZvRTDcxnU/uajetKv/N6+vTpweOrJ5980t4NADkvcy18KdqyeYNZMutlM77vlaZf6z2LhEmvFruaUd3qmbkTnzVrfiidR0m33367Fx477bSTWb58ub0bAHJeXgRImEZoLf90tJnQ/2ozoN0+MUHy6JXlzBV1dzbNLqrrfSvIZMN+8MEHewFywgkn2LsAIC/kXYCEbdu2xfx3/jgzaXBzM+i2qqbDheXMOceWM9V+98ujJW116tQxXbp0MYsXL7Zf7mzWrFnB+3ft2tXeDQB5Ia8DJMb27ebzTyeaJzu1MYcf8kvntr3VrFnTdOzY0cyfP99+dUruueee4D2jDCYAyCaFEyCWadOmmfbt2wePmuztyCOPNPfee6/56KOP7JeW6IgjjvDeo1atWvYuAMgbBRsgYXrkpLDwG357O+SQQ8wdd9zhjawqyZw5c4LXPfTQQ/ZuAMgbBIhl3rx55sEHHzQ1atQoEiTa/vCHP5i2bduaSZMmeXM9bHqtf6zeCwDyFQFSjEWLFpnOnTt7I6nsING2//77e8US33nnHbN16y/FHv3gOeqoo6x3A4D8QoAkadmyZeaJJ54wp5xyije3ww6Tfffd11x88cXB/69HYgCQzwgQBytXrjTPPPOMOf30070y7XaYaDv33HPNK6+8YjZuzN5ijwCQDgIkTd999523UNTZZ58d95tJpUqVTJMmTcwLL7xg1q3LrmKPAJAOAiQiesTlB8iBBx5oKlasWCRM9G/nn3++GThwIGujA8h5BEhEunXrFgTFjBkzvG8b+tahbx/6FmKHSfny5b1vLfr2om8xAJBrCJCInHzyyV4waJivPbxX/SDqD7nyyivNXnvtVSRM1I+i/hQtOqX+FQDIBQRIBNTo77zzzl4YaI5IcTZt2mTGjBljrrnmGm/klh0megymkV4a8aXHYgCQrQiQCPTo0SMIgMmTJ9u7E9qyZYs3h0RzSTSnxA4TbZqDomKPmpMCANmEAImAHj+psVcIbNu2zd6dFD320ux2fYPRYzA7SLRpkqKKPS5cwAx3AGWPAEmTOsD9uSA33XSTvduZ6m6p/la8Yo9H/L6cubXpEWbyi/eaVctn2y8FgFJBgKSpV69eQcOux1GZMHv2bG9muyoE775bOVPnsHKmxZn/Wyhr2N0Hm+kj25tvFk+zXwoAGUOApKlBgwZeeKhD3K+HlUmfL5hvhjzf0XRvV7PI0r3ahtxR3Uwd3sasXDjRWwMlCvZnJNoAFBZ+69OwevVqbz6HAuTaa6+1d2fcmu8Wm9lju5hXOp9QpDHXplUYtRqjVmXU6oyu7PdNtAEoLPzWp0Ezyv3HV6NHj7Z3l6q1Pyw3n4570vzn0bqmZ/OdijTuWh9+woBrvPXitW58KggIAPHQKqRBZUkUHr/97W+9+R3ZYv2ar8zcic+aUd3qmV4tdi0SJv1a72nG973SLJn1stmyeYP98iIIEADx0Co4Wrt2ralQoYIXIJphnq02rltlPpvSx4x+qoHpdVP5ImHSp1Ul8/bzl5hFM4eZLT/HL/ZIgACIh1bBkepc+Y+vXn31VXt3Vtq0cY1ZOG2gefOZRqZPy4pFwqR3ywrmrecu8kInjAABEA+tgqPGjRt74VG5cuWcXPND3zYWvz/cjOt1qfctJBwk8yY+F3MsAQIgHloFBxs2bPCCQwGiaru5buvmjWbJR6+ad/s2M2N7nGfW/xhb0JEAARAPrYIDVdb1H18NHz7c3p137Edd8TYAhYfffAdXXHGFFx5aIEqd6fnODot4G4DCw29+ijRc11/To1GjRvbuvERIAIiHViFF0ye+YWocWM5U37ecGTZ0kL07LxEgAOKhVUjRi09dY66rV840Obm8Wbe2MNY1J0AAxEOrkALVk1JJEDWmLz7a0N6dtwgQAPHQKqRARQn9xnT+lN727rxFgACIh1YhBZOH3Og1pKovZc/WzmcECIB4aBWStH37Nq88uhpSFSksJAQIgHhoFZL01cJJQUM6d8Iz9u68RoAAiIdWIUla5U+N6PPNd/bKpQNAoSNAkrF9u7dUrALktUdPsfcCQEEiQJLwzRfTg8c4n4x7wt4NAAWJAEnC9JHtfwmQ5juZtd8vs3cDQEEiQJIw7J5DvAB55ZHa9i4AKFgESAlWLZ8dPL76aOy/7N0AULAIkBK8/2qHIEDWfLvI3g0ABYsAKcHw+4/0wuOlh2rauwCgoBEgxfhh5dzg28eHbzxk7waAgkaAFOPDUR2DAFm9cp69GwAKGgFSDD22UnjoMRYAIBYBkoA6zP1vH+pIBwDEIkAS0JBdP0A0lBcAEIsASUCTBhUemkQIACiKAIlD5UpUtkQBojImAICiCJA4VDDRf3z1zZIZ9m4AgCFA4po0uLkXHkPuOtAr5Q4AKIoAiWPtqqVm8tCbzNeLptq7AAC/IkAAAE4IEACAEwIEAOCkIAPEH2FV0gYASKwgW0k7KBJtAIDECrKVJCAAIH0F2YoSIACQvoJsRQkQAEhfQbaiBAgApK8gW1ECBADSV5CtKAECAOkryFbUHq4bbwMAFK8gW0o7LOJtAIDiFWRLSUgAQPoKshUlQAAgfQXZihIgAJC+gmxFCRAASF9BtqIECACkryBbUQIEANJXkK0oAQIA6SvIVpQAAYD00YoCAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHDy/5EZnNo5xak/AAAAAElFTkSuQmCC)
PN: 7H37-3-06
CAS:
Molecule Weight: 227.2
Formula: C10H4F3NS
![3-(Trifluoromethyl)benzo[b]thiophene-5-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-0J
CAS:
Molecule Weight: 246.2
Formula: C10H5F3O2S
![3-(Trifluoromethyl)-7-(hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-3-06
CAS:
Molecule Weight: 232.22
Formula: C10H7F3OS
TSCA: Not listed on TSCA inventory