![3-[4-Bromo-5-methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,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)
| Product Number | 4H21-B-0Y |
| CAS | 1001518-85-9 |
| MDL Number | MFCD03419695 |
| Molecular Formula | C8H8BrF3N2O2 |
| Molecular Weight | 301.063 |
| Units | Price (USD) | Availability |
|---|
PN: 4H21-B-0Y
CAS: 1001518-85-9
Molecule Weight: 301.063
Formula: C8H8BrF3N2O2
![3-[4-Bromo-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H21-B-0R
CAS: 1006348-79-3
Molecule Weight: 287.036
Formula: C7H6BrF3N2O2
![3-[4-Bromo-5-cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABiSAAAYkgG/uGkVAAACgHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvV+MzxpgqpOpaVZrUbtLaSXs3ucRtkQJUQPPw7XeGNAtJBjLoHPv/u7O5szO72hRLWLm6yasyZcgFA1dm1SIvX1P26+nuwrCr+SwjEQnLJmVvbft+GQTr9Zpnb66wm6rkWVWwfv5y0+QDzTrkVf0aSCEw+P1w/9gxF3nZtLbMHFFNftl0g/dVZttuFf8JERS2XuVl0MuDol713v5I4R/BN82C/dvLDc1dEwov+dLBS1UXtoWVFJwe8QVeXelq27oFPG9pOOSK9j6fPdxW2Ufhypa63kOe2eVjW39kNFBUS5d9kDPqfLtNWYEE2LYqruvabsH3/LBFsBJsCFaBjcBqsDFYAzYBi4JemkcSICmQJEgaJBGSCg19/6XzC3javruU/YAb8O8NfKfm7de6M327842+okzZBW0LtQbBQxFqoJ9GCQPIY20kSC6MURDyKAoF0F6lSSDikSajuVDKQMwjkSiaixMa3JmdZAdormKFpAzjJCQTU15JIqWRDLa0CMExTHxQrbQPqmMdk0EpkWJrabx/FCr8dLz33w3uJCHHJEHvJSJDG5KR+jSaG6TFGi60iAlPRKJ3K6FsBPt0zGfPVbk46EK+SNkzsi5PP91LI3epYlDVC1dT9XsHXnoIyCHgE7sH5DkgPAHUeAQ1BHzRjAPREPAlNg7oIeALcg9cnwPiIeDLdxwwQ8AX+ziQDIHuaIxvws8fIzgeBPFk45PIUb77wzqxsqOU94d7gjnKen8ZTDDRmThTjD7JDE6UFx5lv7+fJhhzhoknmOQMY84xwcFRDj5vYeqe3NDBwfUd0J/W/C/l9P0tzjzLhAAAQYFJREFUeF7t3Qm8zNX/x3GFEKJNlpIobfq1iGgRyU8LZYuWP1GJUNEmLSRtWklSZMsWErKUypItouxbWbJl3/f1/O/n3N/3a+65M/fOnDtz7/c783o+Ht8H7jkzd2bMnPd8l/M52RQAABaymT8AACAcBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgABAFvvyyWxhbV7jvUcEAAnGDIpQm9d47xEBQILxakCkx3+PGADiDAECALBCgAAArBAgAAArBAgAwAoBAgCwYl6uG2zzIm8+KgBIIGZYBNu8yJuPCgASiJdDIi3+e8QAEGcIEACAFQIEAGCFAAEQ98wTu6E2RMavr5v/HjGALGMGRagNkfHr6+a/Rwwgy/h1oPM6v76u/nvEALKMXwc6r/Pr6+q/Rwwgy/h1oENs8E4AEDYCJONOnjyhNq+coY4e3mc2+Q7vBABhI0AybtrA5vo1HPvJnWaT7/BOABA2AiRjVv0x3H0Nx35c1Wz2Hd4JAMLmDH5pbQhu3/Z/VN/WBfVr1OfpfGr35hVmF9/hfxtA2MywCLYhtZMnjqvRnW9xX6MVM/uZXXyJ/20AYSMk7MwZ/br72k386mGz2bd4JwAIGwESuX9XTFE9m2fXr9uQV0qqI4f2mF18i3cCgLARIJE5vH+HGtj2Qv2a9Xoqp9qyZrbZxdd4JwAIGwESmQnd73dfs3k/vmc2+x7vBABhI0DCt2Ryd/f1kjkfMoEw3vBOABA22wD57dsX1A+f1VDb1883m+LSjg0L1Vctc+vXqv/z56sDu/81u8SFyN8JABKWTYAcObjbvd1XLXKpRZM+NbvElWNHD6phHa5Kfs7NTlNrF40zu8SNyN4JABKaTYCIOaNe04Opc3vZGzm0b5vZLS5MHdjMfZ4zh7Y2m+NK5O8EALCwfvGP6usXLnAH1wEvFVUbl000u/na6j9HuM9vRKfr1fFjh80ucYUAAZBpDu7ZrMZ1re4Osj2bna5+H/mKOnHimNnVd/btWKv6tT5bP6/eT+dVuzYvN7vEHQIEQOY6eVItmPCBnhfhBMnI9yqovdvXmD19Q5cqef9W9/ksn9HH7BKXCBAAWWLrP3PUkNcudQfdvs8WUCvnfGN284W533dwn8cvvR40m+MWAQIgyxw9tFdN6tPQHXxlm9L/MXXs8H6zq2dt+muqW6pk8CuX6KvOEgUBAiDL/TVrgOrzTH43RIa+frnatu5Ps5vnHNq/Uw1qe5F+zLpUyarfzC5xjQAB4Al7tq5U371Tzg0RPWfkly5mN0/59PXaqkO95Mc7b/w7ZnPcI0AAeMaJ40fVrG9f1FdnOUHyQ7d71aG9W82uWa7vVz3UjSWzqboVsqker94Rl6VK0kOAAPCc9UsmqAEvFHZDZMCLRdSGpT+b3bLM4sWLVZ48eVTunNlUxTLnqe1bN5pdEgIBAsCTDu7dosZ3vcsNEdkrmf3dy1k+Z+TQoUOqTJkyKlu2bOq0005TY8aMMbskDAIEgHfJnJGfP1K9WpzhBsnId8qrPdtWmT0zzVNPPaXDQ7ZnnnnGbE4oBAgAz9u29g/1zeul3RDp9MhZatqEwWa3mBs5cqQbHtdee606fDi+S5WkhwAB4AtHD+9Tk/s+qt59OJtqWCmbKlsym3ryicZq3759ZteYWL9+vTrnnHN0eOTNm1ctW7bM7JJwCBAAvvL7pEHq7vJnqfPOSt4TKF26tPrjjz/MblF14sQJValSJXfv46uvvjK7JCQCBIDvrP1nlSpfvrw7oJ9xxhnq448/VidPnjS7RkXHjh3d31W/fn2zOWERIAB86dixY6pt27bq9NNPdwf3u+++W23ZssXsmiHTpk1T2bNn1/dfokQJtXt34pQqSQ8BAsDXfv75Z1WkSBE3RAoXLqx++ukns5uVnTt3quLFi+v7zZEjh5o5c6bZJaERIAB8b+vWreqee+5xQ0T2Sl588UV19OhRs2tE6tat697nW2+9ZTYnPAIEQNz45JNP9PkQZ9AvV66cWrlypdktLF9++aV7P5UrV9Yn0pESAQIgrvz555/q8ssvdwf//PnzqwEDBpjd0rRkyRJ15pln6tufe+65asOGDWYXKAIEQBzav3+/atKkiRsisjVq1CisOSNSquSaa67Rt5FSJaNHjza74H8IEABxa8iQIapAgQJuiFx22WVqzpw5ZrcUWrZs6fZv1aqV2YwABAiAuLZ69Wp10003uaGQM2dO9eGHHwadMzJq1Ci91yH9/vOf/+i9EYRGgACIezJnpF27dinmjFSvXl1t3rzZ7SPnOeR8h7TJ+Y+lS5cG3AOCIUAAJIyJEyeqokWLuiFywQUXqB9//FFfYSVXWjk/79mzp3lTBEGAAEgo27ZtUzVq1HDDQg5Z3XLLLe6/69WrZ94EIRAgABJS165dVa5cudzgkK1YsWJq165dZleEQIAASFhTp05NcV5Ezn3079/f7IYQCBAACeuBBx5IsQfibI888ojau3ev2R0GAgRAQurVq5cbGLfffrv65ptvUswZKVWqlPr999/NmyEAAQIg4cgluk6pElllUFYbFGvWrFEVK1Z0Q0TmjHTu3DnonBEQIAASjKxjLuuZOyEh65wHkjkjr776qrsGiGzVqlVTmzZtStEPBAiABPP000+7wdCiRQuz2TV58mR9VZbTt1ChQmr8+PFmt4RGgABIGN9//71bqqRMmTLplirZvn27qlmzphsicts2bdqoI0eOmF0TEgECICFs3LhRnXfeeToI8uTJoxYvXmx2Calbt24qd+7cbpDccMMNasWKFWa3hEOAAIh7UqqkSpUqbgD06NHD7JKuBQsWqKuuusq9j3z58qm+ffua3RIKAQIg7r399tvuwF+nTh2zOWwHDhxQTZs2de9Ltoceekjt2bPH7JoQCBAAcW3mzJkqR44cerC/6KKL1M6dO80uEfv2229VwYIF3RApWbKkmj17ttkt7hEgAOLW7t271SWXXKIHebksV0qXRMvatWtTFGGUOSPvvfdeQq2dToAAiFsNGjRwB/g33njDbM6w48ePq9dffz3FnJGqVauqf//91+walwgQAHGpd+/e7qB+22236cE+VqZMmaIuvPBC9/edf/75aty4cWa3uEOAAIg7y5cvV3nz5tWD+dlnn63WrVtndom6HTt2qPvvv/9UiBQ4TX367rPq2LH4nTNCgACIK1Kq5LrrrnMH8hEjRphdYqp79+7qnAJ5VNmS2VTDStlUn1euV7s2Lze7xQUCBEBcefbZZ93waN68udmcKVYsW6ieffBq9VqdbOrLJ7Op3k/nVcun9za7+R4BAiBujB071i1VcvXVV6uDBw+aXTLN0SMH1dSBzXSAONsvPRuoIwd3m119iwABEBfkyic5eS3hIaVKFi1aZHbJEqv/HKH6tT7bDZHB7UqoLat+M7v5EgECwPdk7oVcPuscupLzEF6yb+c6NfqD29wQ6dU8h5o3/h118qS/54wQIAB8791333XDo1atWmazJ5w8cVzN/b6D6tk8uxskYz6+Qx3YtdHs6hsECABfmzVrlp4FLuEhczHkclov2/TXVDWo7UVuiPR/7jy1dsEYs5svECAAfEuKGEodKgkPmQ3+66+/ml086fCBnWpCj9opTrDP+OYZdfzYYbOrpxEgAHxLKuE6h67at29vNnvekl97qN4t87gh8u2b16pd/y41u3kWAQLAl2QtDic8pKhhLEuVxNLOjYvV8I7XuCEic0aWTetldvMkAgSA78hqgLKgk4SHlCqRyrh+dvzoITVtcIsUh7R+/vIBz88ZIUAA+IqsRy5Lyjp7H8OHDze7+NaaeSNVvzbnuCEyqN3FavPKGWY3zyBAAPhKmzZt3PB48sknzWbf279zvfr+w9vdEJE5I3+M65Rqzkjg3kpaWyzF9t4BIIrGjx/vliqR9cllidl4JHNG/hjTUYeHEwSzRryUoo8ZFKG2WIrtvQNAlGzatEkVKlRIh0fu3LnVggULzC5xZ9Pf0/RhLAmCqQNS7m1lRkCkJ2t/OwCE4eTJk6patWruoatu3bqZXeLWkUN79ERDOdEeiAABgDB07tzZDY/77rvPbE5IBAgApGP27NluqZJixYqp7du3m10SEgECAGmQUiWlSpXS4SGlSiZPnmx2SVgECACk4ZFHHnEPXb322mtmc0IjQAAghP79+7vhcfPNN6tjx46ZXRJa4KW6obZYi/1vAIAI/fXXXyp//vw6PAoWLKjWrFljdkl4ZlgE22It9r8BACIgpUpuvPFGd+9j6NChZhcoDmEBQCrPP/+8Gx5PPPGE2Yz/IUAAIMCPP/6oTj/9dB0eV1xxRdyWKokGAgQA/mfz5s3qggsu0OEhpUrmz59vdkEAAgRIEGXLfqm3G2/8Uq1YkfZEOKdvIpFSJdWrV3cPXXXt2tXsAgMBAiQIJxRka936B7M5hUQMkA8++MANjxo1apjNCIIAARKEEwq33dZH/7lgwWaziyvRAmTOnDnqjDPO0OFRtGhRtW3bNrMLgiBAgAThhMLnn8/RfzZrNsbs4kqkANm7d6+67LLLdHjIyfOJEyeaXRACAQIkCCcU9u07oqpU6af/Pnv2BrOblkgB0rBhQ/fQ1SuvvGI2w+MIECATBIZCv37z9N8bNRpp9EqWKAEyYMAANzwqVKhAqRIfIkCATBAYCocOHVPVqw/Q//7113+MnokRICtXrlRnnXWWDo8CBQqo1atXm13gAwQIkAnMUBg6dLH+d4MGw9XJkwEdVeq+gXbtOqTmzt0Y82327NVqxowFSQE3XZdQj+b2888/qxIlSrh7H0OGDDGfJnyCAAEygRkKx46dUDVrDtY/+/HHvwN6pu7rOHLkuKpW7Wu3PZbblVe+qgoXrq5y5TrPHehjsTVp0sR8mvARAgTIBM7AHGjMmBX6Z7Vrf6OOHz/h/jxYXyGHvpwT8LHeMitA5s2bZz5N+AgBAmQCZ2AOdOLESfXAA8P0z0eOXOb+PFhfx+bN+1IdborFFstDWN27d3cD5O233zafInyEAAEyQahQmDhxtf75PfcM0oeoRKi+8ULKllx88cU6QG644QazGT5CgACZIK1Q+L//G6HbBg9epP+dVt940aZNGx0gp512Gldg+RgBAmSCtEJh5sz1uk1OkB88eCzNvvFi+vTp7mEsqYMFfyJAgEyQXig0bfq9bu/d+890+8aDEydO6LpXEiAVK1Y0m+ETBAiQCdILhfnzN+n2ypX7pts3XrRo0cI9jLV+/XqzGT5AgACZIJxQeOaZH9x+6fWNB1I40TmM9emnn5rN8AECBMgE4YSCLDQlC06F0zceHD9+XJ1//vk6QG6//XazGT5AgABx7OjRo2rBggVq2LBhqmPHjqpx48bqoYceUpUrV3Y3+bf8/I033tD9ZCnZI0eOmHcVE0888YQOkOzZs+slbeEvBAgQZ+Sy2C5duqh7771X5cuXL9Xs73C2M888Uy8x+/7776tly05Ncoy2H374wf2dX3zxhdkMjyNAgDhw6NAh9fXXX+s9CjMMArezzz5bFzKURZykr/wp/5afm30Dt3LlyqnPPvtM7dy50/zVGSJ7OgULFtS/o1q1amYzPI4AAXxMguPjjz9WF1xwQapBXwbmBx54QA/8U6ZMUVu3bjVvnoIsJTt16lRdakQOaznnJwK3/Pnzq7Zt26Z7X5Fo1KiRvu+cOXOqHTt2mM3wMAIE8Kn+/furwoULpxrgmzZtqifqScmQjJo7d66eNV6oUKEUv0cOcb322mvq4MGD5k0iNmrUKPd++/btazbDwwgQIJN07jxdPffcBL2mR0asWrVK3XnnnSkG9AsvvFDvOURjQA9GTsYPHz5cXXvttSl+b8mSJdX48ePN7hGRvSgJPrm/GjVqmM3wMAIEyAQLFmx2L88dPz7l+h+R+Oabb1KcGJdzF926dcu0q6aE7DFceeWVKYLkySef1EFgq0GDBvp+cuXKpfbs2WM2w6MIECATfPzxb26AbNgQ+QAp64U7BQidTQbdrLr0VfZIpBR7njx53Mdz3XXXqb/++svsGha5fNi5n0GDBpnN8CgCBMgEzuqDDz88wmxK1+HDh9V9993nDrCyByJ7Il4ggSHB4Ty2c845R82YMcPslq79+/e7YVSnTh2zGR5FgAAxtmTJVnfvQ4olRkIG1sDzHaVLl1aLFy82u2UpOXTVrFkz9zHKCfaxY8ea3dJVu3Zt9/YHDhwwm+FBBAgQY926zXYDZM2aXWZzSHKYqGrVqu7AfOONN6rt27eb3TxDLieWwojyWOWS3HHjxpld0jRgwAD3uX777bdmMzyIAAFiTNY8l/CQ5Wsj8eijj7oD6q233uqLk8sDBw5UOXLkcPckZs6caXYJaffu3fokutxW5qHA+wgQIIb+/nuHu/fRo8ccszmkt956yw2Pa665Rg+ufiF7Eqeffrp+7HJOJJIT6/fcc4++nVzWK+d+4G0ECBBDX3451w0QqbYbDjkJ7XyLL1asmFq3bp3ZxfPkcJYTgDJ3JNxLfHv37u3e7vvvvzeb4TEECBBD9esP1+FRq9YQsyko2dOQ2lQygEqI/Pbbb2YX3wg8sS7zRMIh53ic8JRDePA2AgSIkX/+2eXufXz66WyzOajmzZu7g+6bb75pNvuK7HUEXuIb7kl156ozmSQpFxLAuwgQIEYC1zeXS3nTI+twyLoYMnhWqFBBrxvud3L+Q06my3OSsifhlFrp0aOHGzoTJkwwm+EhBAgQI488MkKHR40ag1Q4dQ1lVT4ZNOUEtBQxjBcyY90JBCnAmJ5Nmza5QRruoS9kDQIEiIGNG/e6y9N+9FH6l7JOmjTJHWQff/xxs9nXpE6XUzsrb968asuWLWaXVG677TbdX6oAy9K38CYCBIiBAQMWuIev5s3bZDanctddd+kB84wzzlDr1683m30vsGS7rCeSHllR0ek/efJksxkeQYAAMdCkySgdHtWrD1AnTqR9/ErWLHdmcMfrlUeyNolTCl7meKS3sqFcuuy8Jq1atTKb4REECBBlW7bsdw9fvffeNLM5lcAqu4sWLTKb40ZgxV1ZJTE9N910k+4rc2GisTgWoo8AAaLsm28WuYevfv99o9mcglxpVbRoUT1Qyrrj8UwuyXVWNgznub7//vtu4NhU+EXsESBAlDVt+r0Oj6pV+6d7+GrixInuIPnJJ5+YzXEncG9ryZIlZnMKK1eudPs+99xzZjM8gAABomjHjoNJ36576gDp1OlXszmVl156SQ+Qcrx/w4YNZnPc+eOPP9xQ+OCDD8zmVJyJiDI7H95DgABRNGLEUvfw1YwZ6dewco7zX3HFFWZTXJJzGc5hrOrVq5vNqXTq1MkNnHiaGxMvCBAgilq2HKfDo3Llvuro0bRnku/bt8+t+yR1oxLFgw8+qJ+zzFBPby33pUuXugHSrl07sxlZjAABomTPnsNJexS9dIC8/vokszkVKZToDI5ff/212Ry3AkuVSPmW9Fx11VW6r6zGCG8hQIAo+f77Fe7hqylT1pjNqfTv398dSGfPDq/YYjz49ddf3ecdztrur7/+utt/4cKFZjOyEAECREnr1j/o8Ljttj7qyJH0y2+8+uqr7sC4a1f4S9363datW93n/cYbb5jNqcheitO/Q4cOZjOyEAECRMH+/UdUxYpf6QBp1+4XszkoZ8laKVueaM466yz93Js0aWI2BXXppZfq/mXKlDGbkIUIECAKfvjhb/fw1c8/rzKbg6pTp44eFBPxEtXixYvr5163bl2zKSjncmfZVqxYYTYjixAgQBS8+OJPOjxuvrm3OnjwmNkcVLVq1RL2W/XVV1+tn/t///tfsykoOUfkBMg777xjNiOLECBABsn5jltu6a0D5Pnnw18A6dZbb9UDYvny5c2muCfPWZ67vAbhkPkjzl5L2bJlzWZkEQIEyKADB44mDYTJAfLLL+EdvhLsgYS/ByJat26tbyOz9tesWWM2IwsQIEAUrFy5Q/32W2TreHAOJJuqV6+e2RTStGnT3MNYH374odmMLECAAFmEq7DCvwpLSOXiIkWK6NtVrFjRbEYWIECALCLrgzvfqNNbYCmeyJK2zvMOZx5IoBYtWujbybrxiVB80usIECCLSPkSZyCdNWuW2Ry3pkyZ4j7voUOHms1pCix/361bN7MZmYwAAbKIhIYzGPbr189sjluyGqHzvCMtTXL8+HF13nnn6dtWrlzZbEYmI0CAEJyJgbI87YoV283mFJy+kdi/f78644wz9GD4+OOPm81xS06cy3POly+fXqUwUvJaye2zZ8+uD4ch6xAgQAhOKMgmda7SYhMg4pZbbtGDYalSpcymuCQnws855xz9nO+9916zOSzjx49392C+/DLy1xzRQ4AAITihIMUR5c8FCzabXVy2ARJYUHHVqvDnkPjV9OnT3efbpUsXszkssoZIwYIF9X1EMo8E0UeAACE4ofD553P0n82ajTG7uGwDZMaMGe6A+tZbb5nNcadp06b6ucpkwIwEZsOGDfX95MyZU+3YscNsRiYhQIAQnFDYt++IqlKln/777NnBLx21DRAp0VGyZEk9GMb7srYHDhxw539k9AT4qFGj3ODt27ev2YxMQoAAIQSGQr9+8/TfGzUaafRKZhsgInDBJFlsKV51797dfZ6ymFZGHDp0SJ+El/uqWbOm2YxMQoAAIQSGwqFDx1T16gP0v3/99R+jZ8YCROo6yaEYGQzvuususzkuHD58WF144YX6ORYuXFgdPHjQ7BKx+vXr6/vLnTu32rt3r9mMTECAACGYoTB06GL97wYNhquTJwM6qtR9I9WoUSP33MDcuXPNZt+TSX/O3sfHH39sNluRSYjOfQ4ePNhsRiYgQIAQzFA4duyEqllzsP7Zjz/+HdAzdd9ILV26VJfnkMHwtttu0+dG4sXmzZt1vS95blLLKhp7H2Lfvn3uPBrZq5k5c6bZBTFGgAAhBAuFMWNW6J/Vrv2NOn78hPvzYH0j9dhjj7nfqKXMSbxo0KBB1M59OGQ+iSwsJXtszn3LJofJnnnmGX0uSfogtggQIIRgoXDixEn1wAPD9M9Hjlzm/jxY30ht3brVnWRXqFAh9e+//5pdfOebb75xB/c777zTbLayceNGdccdd6QIjmCb7JU0a9ZM/fLLL0l7j+GtEonIECBACKFCYeLE1frn99wzSK9GKEL1jZTMrHYGQBkk/fwtevHixe6VUvJnRuZ9OMaMGePWwpLtoosuUlOnTlUrV67UeyTlypVLFSSynXvuubp0/Lhx4/QJfUQHAYKEtXv3ITV69HL13HMTVMeOU1IckhJphcL//d8I3TZ48CL977T6Rqp27druwCcz1f1o+/btqnTp0u7zkD2RjJBBXw5NBYaCvE7ByuD/888/+kS9LJdrHuKSTeai/N///Z8aMWJE1M7HJCoCBAll+/YDSQPHUvXUU2NV+fK93IFftiVLtqbom1YozJy5XrdVq/Z10iB0LM2+kdq1a5depdAZ8L744guzi6ft2bNHybrlzuNv06aN2SUiy5YtU9ddd517f3ny5FE9evQwuwUlh7tk/kmVKlV08UUzTPLmzaseeOABfRWXFLdEZAgQxL3Nm/fpPYWmTb9X5cr1TBEaskmtq3femRbRHoiQ+5P23r3/TLdvpObNm+fO2paBL9J1M7KKhIdTIFI2meSXkfMPvXr10oO8c3+yfvyiRcl7fZGSc0xfffWVql69unv1VuAm80nuu+8+faJfQhzpI0AQlzZs2JM0EMxXjRuPTBUYsklpkg4dJutJgc55DFN6oTB//ibdXrly33T72pg0aZLKlSuXGyJe3xNZt26duuaaa9wBWU6ay4xxG7t379Z7BoEDvKxGaHt/JgkICQoJDAkOM0wkYJrUq6cmDBum9gY5TIZkBAjixpo1u5K+sf6hHn44+fyEucnhpk6dflWzZq3XczrSE04oPPPMDyl+RzB79x5RBw5Evu6FGDlypBsisskyuF48sf7bb7+pokWLuo+zatWq1oeEZD5H4CE8uTJNXodYkccph7BkZruzt5MvKUCuL1JENUja42lerpz6qFkzNTkpTHZtTXmYM9ERIPA1Wejpiy/mqHr1hqYKDNnuvnug6tx5upo7d6O+BDcSaYWCQ36/LDgVqu/atbvVrbf21nspP/1kdxWS7Ik4h7Nkk6uzvHKJr6wQ2KlTJ5UjRw738cmsepuFoiQYzfuqVKmS3rPJLHJS/bvvvlMtn3hC3X311erxG25QT5Yt627NbrxRvf/44+rngQPVdo/8H2QlAgS+s2jRFtWt22x1//1DUgWGbDJb/JNPftOHmLKaPNbAx/bmm7/qk+6RknMigd/KZZ5ItCbl2ZozZ46qUKGC+5hk4LctSb9hwwZdoTfwvjp27KgDKqscSwrBRdOnq35Jj6NNUmgHBomzvdOwoRrfp4/akokh5yUECDxPynpMmzZTvfba50mDzNupAkM2mRnevfvvqa6k8oJx4/5yF6WSrW7doekukRuMHLcPvMRXNil7ktm1s9avX6+XlXVKr8gm4SZrm9gYPXq0nqfh3Ffx4sWT/r+nmd2y1ImkIFs2e7Ya+Pbb6oX//jdVkMj25oMPqjFffqk2RjjfxbwfZ3sm6f/2naS9uZ8GDNBh5kUECDxJvnlOnDhRPfXUU7p+0mmnna7OPrusKlmyqbrhhh56IK5ff7j68su5auVK7y8otG7dHtWw4XduiFSs+JUaMsTuaiKZbOjMWHc2qeIb61LwMjHw0UcfTXEFk5zcb968uT7pHSk5Id6qVasUz6Nu3bqevwJKvtD89ccf6psPPlBt77kn1cAv2+tJQT/q88/V2mWnqhWEYt422PZu0ut+2INzVggQeIYsVfrDDz/omlCBs42dLV++Uuruu9uqnj1n6HMLfiMn7uXQWuA5E1lrfdeuyK8s2rZtm36dzIlyl19+uT6PsHr1avMmVuTQ0ieffBJ0hvftt9+u5s+fb94kLEuWLFH/+c9/3Ps688wzfbu++aqFC9WIrl3VK/fdl2rgl+2VmjXVt126qN1J/2fBOP0CyfkgOccyeehQ9WzS6yzto7p3T9HHCwgQZCn5Fiqry8mJ1wIFCqQapGSTeQUffvih+ueftebNfUkmIcoVYU6I3HXXAPX77xvNbmGRKr7y2jnriQRupUqV0oea+vTpo2bPnh101nYg+eb/+++/63MrUkNKVkg071M22duRE/u2JCgkMJz7kyCRQIkH65YvV6N79FDtk/akzCD5/Pnnze5asAAJ9NvYsbpd9mq8hgBBppPLJqW0hVRpDZwk5mxyWEROqMoaEvINOB7t2HFQtWo1zg0RmeD42WezU01mDJeU72jfvr265JJLUr2egZvs2cn5CikzIq+x/Cn/Pv/881P1DdzkEl2ZUb5gwQLzV4dNAkoOUQXerxzCitbcDq/5N2kvcEzPnurNhx7SATCud2+zi5ZegMg8FGlvUaGC2ZTlCBBkCjlGLiXKa9WqpUtRmAOUfIOuVq2a6pn0gduyZYt587gkS34MGLBAVahwqqTKo4+OVBs3Zmx1venTp+saWrLnFmzPJJxNroK66aab1EsvvaTPRWV07ok8posvvti9fzlpLifPE0Var196AbIvKXilXa4ECybw9svnzFE9X35Ztb37bh04MocllggQxIwcp++d9K1LDnmEKh1Ro0YN1a9fv3QPr8SzpUu36avInBC5/fa+asKElWY3K7K3J4evBg4cqF555RXVuHFjPcNb9j6cTf4tP5d2CflZs2bpxZqiQS6GkMtxA+d2yO+M1z1LG+kFyG/jxun2D5o2NZs05/Zy0t75u7PJvJVYIkAQVZs2bdKF7mSyW+Cg4Wxy7LtevXp6QIvWIBUPZKZ6+/aT3RCRTSoE28wZ8Qq53FdOtAfu1cgJ/rS+jSeiYAEir9HOzZvVr99+q1pXqaLb/0jaEwwmMDA+fuopteKPP9ThAwfMbjFBgCAqpNSEXFpqXhUkm6wF8cgjj6hvkz4MBzLpje1X48f/rSpVOlVbq06doWr58uBX73iZ835w3gNy+Mp2nki8M/cazO3le+/VJ9JDccOjeXN1MpPDmQBBVMgVP4GhIWtgy2ERWQCIBXwis359yjkjco5k0KCFZjdPkhPiUvQw8L0gh8hs5okkCjMwzK1ZuXKqS8uWavM//5g31Zx+KzJ5QqkgQBAVMtlPBotixYqpn3/+2aoWEk6ROSNdu85KUX5eCjfu3OndK5ZkomFgNV65wk7KsSNtTgCYjiZ98fp31Sp9JVeLihX1oaxgJVOc22fWYatABAgyTM57OIOGX1fQ8yqpHFy9+gA3ROTvs2d77wS0nPcKvLru2muv1XNUkL5QARJo+ujRus9XQT5f4dw+VggQZJhcjukMHIl0aWZmkTkjTz893g0R2St5//3RSXt5WX+CXa6eM+tzPf300xy2jEA4AXBo/37dR0qnmMK5fawQIMgw2etwBg/ZG0H0yZwROQ8i50OuuKKdKlq0prr99lpqVYSF+6Jp6tSp6qKLLnL/72WSopzzQmTCCQAnQFpWrGg2hXX7WCFAkGEyAVAGEKmiithaunSTqlz5OVWggJxrOE2vEzJo0CCzW0zJ3I4OHTqkWGNcLtuW9ccRuXACYPqoUbpPhwceMJvCun2sECDIEKlMWrBgQT2IyNU2iL39+w+qxx5rnuKwkVTJzYx5NbK4k5SQd36vzO14++23mduRAaEC4NiRI7ocythevfRJdOkz4euvzW4hb58ZCBBkyLJly9zB5IMPPjCbEUOyDGvgSoWXXXZZTNcGkZX65PJs5/dJDS1ZyhYZ4wRAeluvdu30uiQmAgS+JZVbnQEl1utRIDUp2y41q5z/AykZ89FHH+k9w2iRZV5lzY/APR4phMncjugwg8LZpJaVnDTv8eKLakEany0CBL7VsmVL91CG1F1C5jt27Jh6+eWXU6wQKPXHNm/ebHaN2MKFC9XVV1/t3q/M7ZD6ZoAgQJAhzkJDsqYDspZM4JSy685gX7hwYTVhwgSzW9i6d++eYm7H9ddfr5YvX252QwIjQGBNrvV3quw+8cQTZjOywNatW9W9997rDvqyV/Liiy9GVBlgx44duuy+cx9S3+zZZ5/VK0YCgQgQWJMTqM4gQ8kKb+nSpYvKlSuX+/9z4403qr///tvslsqUKVPUhRde6N5OFpoam0YhPyQ2AgTWunbt6g40GVmpDrHx559/pliWNn/+/GrAgAFmN03mdsiKhoFzO6pWrar+/fdfsyvgIkBgTUq0y0AjJ1ZlAIL3yIUNjz32mBsKsjVs2FDt3Xtq1cO1a9fq1QuddlnF8N1332VuB9JFgMCazDuQAadSpUpmEzxG1qAvUKCAGxKXXnqpmjNnjl6jxZkIKlvJkiX1CoZAOAgQWJETrc7iUS+88ILZDA9as2aNqlChghsW5uJfDz30kNqzZ495MyAkAgRWfvjhB3fgGT58uNkMj5I5I7L2eWB4yDLDffv2NbsC6SJAYKVjx47uACTH0OEvTz31lPv/J8vPAjYIEFhx5hrIZDX4j+xxOAHCFXSwRYDAiswPkMHnvvvuM5vgAwQIooEAQcSkgJ8z+Egpb/gPAYJoIEAQsSFDhriDj9Rfgv8QIIgGAgQRa9OmjR54pM7Srl27zGb4AAGCaCBAEDFn1rKUyYA/ESCIBgIEEZF5BE6J70aNGpnN8AkCBNFAgCAiUqDPGXhkvQj4EwGCaCBAEJEePXq4A4/UUoI/ESCIBgIEEWnSpIkedHLnzs0CQz5GgCAaMi9AJk9W6rHHpISrUvnyKZU3r1KXXpr8M2mDLzjrY0tRPvgXAYJoiH2A7NunVN26Sb8pW9pbvXqyeIF5a3iIrCEhl+7KoPPMM8+YzfARAgTRENsAOXRIqfLlkwPizDOVatdOzsImh4qExfz5Sr32WvLeiPSpWFEW2jbvBR4xadIkd9AZOHCg2QwfIUAQDbENkFatkoPhwguVWrbMbD1lxQqlihdP7tu6tdkKj5BV6pxBJ5z1teFdBAiiIXYBIiW+c+RQKnt2pWbNMltT+/335P45cyq1fr3ZCg+oXbu2HnDOPfdcswk+Q4AgGmIXIB07Ju9R1K9vtoQmfeU2nTqZLfCAYsWK6QHnrrvuMpvgMwQIoiF2AXLHHclh8N13Zkto0lduc+edZguy2IYNG9wBp3379mYzfIYAQTTELkCKFk0Og3XrzJbQpK/cJumbLrzlu6RwdwaccePGmc3wGQIE0RC7AMmdOzkM5EqscElfuY3cFp7Stm1bPdjIWtpbt241m+EzBAiiwZsBkieP2YIsVqVKFT3YlCxZ0myCDxEgiIbYBUiRIvaHsOTwFzzjxIkTKn/+/HqwefDBB81m+BABgmiIXYAkfWPVYcBJdN9bvHixO9h8/PHHZjN8iABBNMQuQN54IzkMIrmMt0GD5NtwGa+n9OnTxx1spk+fbjbDhwgQREPsAuSff5InEcrkQJkkmJ65c5P7yhbJYS/EXLNmzfRAkzNnTnXw4EGzGT5EgCAaYhcgokWL5D0KKVMi5UpCWblSqRIlkvtSpM9zrr/+ej3Q3HDDDWYTfIoAQTTENkDk22rZssnBIAUTX301uYCiFFI8cEApeePKpDQp7y59pPBiOFdtTZiQXHixVy+zBVEmexyy5yEDTfPmzc1m+BQBgmiIbYCIvXuVuv/+5IBIa6tdO7lKbzikr3M7CSXEjJzzcAYaOReC+ECAIBpiHyCOSZOUatxYqVKlkku7yyZ/l59JWyR++02pAgVOhYgsSnX8uNkLUSBXXTkDzZIlS8xm+BQBgmjIvACJNnnTO+VSZKtRI/mwGKKqQYMGepA566yz9HwQxAcCBNHg3wARcqXXFVecChE5L7J9u9kLGXDJJZfoQeYOKY6JuEGAIBr8HSBCAkPW53ZCRAJF1iJBhknNK2eQefnll81m+BgBgmjwf4AIOXR1772nQkSq+S5aZPZChMaOHesOMlKNF/GDAEE0xEeAiGPHlGrS5FSIFCyo1K+/mr0QAVn3wxlkZD0QxA8CBNHg3QAZMECpDh0iPzHert2pEJGKwN9+a/ZAmKpXr64HmAtlTXvEFQIE0eDNAJH1Jk4/PTkE5PxGpCfGu3U7dXspp/L552YPpOPkyZPqnHPO0QNMnTp1zGb4HAGCaPBmgMjlorfddmpPQk6MyxVXkRg2TKlcuU7dx2uvmT2Qhr/++ssdYN577z2zGT5HgCAavBkgQg5dydwOJwBkzsfChWavtE2enHLC4eOPM+EwTAMHDnQHmEmRTvSE5xEgiAbvBoiQwV5mmTsBIGEwZYrZK23y4XAWt5KtZs3kGl1I09NPP60Hl+zZs6u9Uo4GcYUAQTR4O0AcUu/KCQCbE+Nr1ih1+eWn7uPmm5XascPshQA33XSTHlzKlCljNiEOECCIBn8EiPjss+QT4hIA8qf8OxLbtsmoeCpErrxSHWPCYVBHjhxRuXLl0oPLY7IHiLhDgCAa/BMgYvjw5D0QJwQircQr51XuuUffdmPSNrRYMbWOCYepfP311+7g8sUXX5jNiAMECKLBXwEi5BxIRirxHjum9jVurAYn3bZx0nZFwYLqVyYc6rLtzz//vCpRooQ7sMjGaxOfCBBEg/8CRMjVWBmsxDvy5ZfVJf/7AOVO2qsZMWKE2SWuSWXdyZMnq1atWqliSXtigaHhbDIPhAq88YkAQTT4M0BEFCrxfvrpp+r000/XHyK52ujzOJ9wePToUfXTTz+ppk2bqkKFCqUKDNmuu+469eabb6ply5aZN0ccIUAQDf4NEBGFSrxDhw51TxjL9vrrr5tdfO3w4cNqzJgxqnHjxurss89OFRiyyRVXMllw1apV5s0RpwgQRIO/A0SYlXgtJhzKRDlZMMn5QD3xxBPqeCTnVTzmQNJrMnz4cPXII4+ofPnypQqM0047TVWqVEl16dJFrVu3zrw5EgABgmjwf4CIKFTinT9/vipSpIj7obrvvvvUQR9NONy3b5+ePV63bl115plnpgqNHDlyqKpVq6oePXqoTZs2mTdHgiFAEA3xESCOV145FSIWEw7XrFmjSpcu7X6wbrnlFrXDwxMOd+7cqQeCGjVqpDgM52xnnHGGuvvuu1Xv3r3V9gjPDyG+ESCIhvgKEBFQiXdp9uxqQffuZo80bdu2zZ2FLdtVV13lqcM8W7ZsUT179lR33nmnypkzZ6rQyJMnj6pVq5aey7Fnzx7z5oBGgCAa4i9AxLBhanXSN/IeSR+O2knbmxFW4t2/f7/+5u58wGQ9jMWLF5vdMo0s5tQtKRgrV67sXjUWuOXNm1c9+OCD+oIAeexAeggQREN8BkiSTZMnq8cKFFDn/O9D8vjjj0d0YvzYsWPq0UcfdT9kcgXT1KlTzW4xI4fTPvjgA3XzzTenCgzZCiQ9t0aNGqlRo0apQ4cOmTcH0kSAIBriNkDE0qQPRtGiRd0PSs2aNfUVSpFo27ate3s5PBTLtcFlDY633npLlS1bNlVgyHbeeefpIPzxxx91vSrAFgGCaIjrABHyTf7yyy93PyzyjT7SE+Ndu3ZNMeEwmvWhFi5cqDp06KCuvvrqVIEhm1wZ9tRTT6mJEydGtAcFpIUAQTTEfYAIOTFeoUIF9wNz5ZVXqrUZnHDYvn17s0vY5syZo1555RV16aWXpgoM2YoXL65at26tD5nJ0rJAtBEgiIaECBAhh67uuece90Mj9Z8WRViJ15xwKCVBwt0rkGKFzz33nLr44otTBYZspUqVUi+//LKaPXu2eVMg6ggQREPCBIiQE+NS0sP54BS0qMQ7b968FBMO77///qATDiVYpFhhy5YtQxYrlEuEZU9GJjECmYkAQTQkVIA42rVr5354bCrxrl69OtWEQ5nUJ8UKJ0yYoEuhhCpWeP3116tOnTqp5cuXm3cLZBoCBNGQkAEiMlqJd+vWrap8+fLuh1D2ZuTSWjMwZJPzL507d9bBA3gBAYJoSNgAEcOGDbOqxCvnU+S29evX1+FjBoYEkxQrlKu3vDSLHXAQIIiGhA4QISfGA/cc0qrE+9VXX+nLbWU+iBkassk5DbnEl2KF8Dq5ys9538q5OsBGwgeICLcSr7m3IXsvcmVXnz59KFYIXwlcurhhw4ZmMxAWAuR/0ptwKIstOW2yFzJgwACKFcKXvv322xRfhKRqs1RBACJFgARIqxLv4MGD3Z//8ssvxi0Bf5C6aZdccol+HweuGyNLAgCRIkAMZiVemcMhlXidY8Zygnz37t3mzQBfkFprznv73XffVfXq1XP/LTXWgEgQIEEEq8RbpkwZ/XcpgwL40caNG90ljqXyweHDh/WhW+eiEHlvy3sfCBcBkobASrzOJsEC+JGcLHfexyNHjnR//uqrr7o/79KlS8AtgLQRIOkIrMQrm1TOBfxm1qxZ6rTTTtPv4apVq6Zok8O2Trkd2duWc4FAOAiQMMjcECdARo8ebTYDniYVnZ2LQ3LkyBG0iKhcVei8x2X5ACAcBEgYnAKMMu9D6l0BftK/f383HFq0aGE2axIyzpIHMt+J2ekIBwESBrmcVz5YFStWNJsAT9u3b5+7Kuc555yT5oRXWUrAOVxbpUoVsxlIhQBJh0wWdD5Uzz77rNkMeJosXObsfUgB0fQEXn0YaZVqJB4CJB2ylKzzgRo0aJDZDHiWVH+W5QrkvSt70eFcovvvv/+6l/rKhEO51BcIhQBJxzvvvOMGyMqVK81mwLPq1KnjvndlnZpwBb7n5e9AKARIOmrVqqU/SOedd57ZBHiWVJl2QqBmzZpmc5pkr6NkyZL6trI3IhMQgWAIkHQ4JyClvAngB7IcwX/+8x/9vpVCiX///bfZJV3fffedG0CNGjUymwGNAEnD+vXr3Q8REwjhFz169HDfty+++KLZHLY77rhD34dcRCJXaAEmAiQNchWK80EcP3682Qx4zq5du/ThVnnPXnDBBRlacmDhwoXuGjgyR0TmigCBCJA0vPTSS/rDIyUgKO8AP5BLzZ0vPbKCZkbJrHTn/mS2OhCIAElD5cqV9QdHKpcCXrd06VKVM2dO/Z4tW7asOnHihNklYvLFSepjyX1KvSypmwU4CJAQ5MOXP39+/cF56KGHzGbAc+666y53j3natGlmszUpKOrshUjlXsBBgISwfNEilet/H5pPPvnEbAY8ZezYse4g/+CDD5rNGSITEGWtELlvmZgoa4gAggAJYW7v3qpp0gemdtK2aMYMsxnwDCnwWbp0aT3AyzK1a9euNbtkmKxW6ASUrGIICAIkhE1PPqmmJX1YRufMqY4fOmQ2A57x4YcfuoP7G2+8YTZHjayb7vyeyZMnm81IQARIKNddl/TqJL08ZcuaLYBnbNmyRRUoUEAP6sWLF1cHDhwwu0TNX3/9pScmyu+69tpr9YRFJDYCJBj5EObIkRwgLK4DD2vatKm7VzBkyBCzOepeeOEF9/d98cUXZjMSDAESjFzBIuEhW9++ZivgCX/++ae71MCtt95qNseETEwsVKiQ/p3nn3++nriIxEWABPPRR6cCZMkSsxXwhEqVKumBXEJk7ty5ZnPM9OrVy90LadOmjdmMBEKABFO/fnJ4FCggE0LMViDLDR061B3EH3/8cbM5pmSO1A033KB/t0xcXLZsmdkFCYIACaZEieQAqVrVbAGy3MGDB9XFF1+sB/CzzjpLbd682ewSc1OnTtUTFuUxUKk6cREgpi1bTh2+atfObAWy3Jtvvunufbz//vtmc6Zp0KCB+zjGjRtnNiMBECCmMWNOBcjIkWYrkKVkiYG8efPqQfvSSy9VR44cMbtkGpmwmCdPHv1YLr/8cj2hEYmFADG9/vqpAGElNnjMww8/7H7r//77783mTNe+fXv38XwkF58goRAgpv/+Nzk8LrrIbAGy1IwZM9zzDv+V96kHyMTFi5I+K/KYChYsqLZu3Wp2QRwjQALJgjlnn50cIHXrmq1AlpHFnG688UY9UOfIkUMt8dDl5YMHD3b3Qp588kmzGXGMAAm0YsWpw1edO5utQJbp27evO0g//fTTZnOWknC75ZZb9GOTFQznzZtndkGcIkACyYprToBQLA4esXfvXlW4cGE9QJ977rlqx44dZpcsN2fOHHdW/O233242I04RIIHkm52ER9K3KLVvn9kKZIm2bdu6ex/du3c3mz2jSZMm7uMcNmyY2Yw4RIAEKl8+OUCuucZsAbLEypUrVa5cufSgXKZMGU9XwN20aZOe2CiPtUSJEuoQyyDEPQLEcfiwSvqkJgdIJpeGAEKpVauW+63+l19+MZs9p3Pnzu7j7dSpk9mMOEOAOGbPPnX+48svzVYg00lgOIOxBIkfyMRGmeAoj1kmPG7YsMHsgjhCgDi6dTsVIFxFgiwm65DLISsZiOUQ1qpVq8wunjVq1Cg3+B555BGzGXGEAHE0bJgcHknfmpI+vWYrkKk+++wzdxB++eWXzWbPu/POO/Vjl4mPM2fONJsRJwgQR+nSyQFy221mC5Cp5DJduVxXBuAiRYroy3j9ZvHixXrCozyH8uXL67kiiD8EiNi9WyV9VUoOkOefN1uBTNWqVSt370MmEPpV4PPo16+f2Yw4QIAIWQP9/POVOv10pSZNMluBTBP4zb1cuXK+/uZu7kntY25V3CFAHLIOyNKl5k+BTFWtWrW4Onfg93M5SBsBAnjE6NGj3cE2Xq5e8vPVZEgfAQJ4gDl/QhaOihc///yzG4y1a9c2m+FjBAjgAYEzuGXJ2nhz//33u89v4sSJZjN8igABstjmzZtT1JA6ePCg2cX3Amt6XXPNNZ6u6YXwESBAFnvsscfcb+fxXMXWL1WFET7/BEjSm05v4Qi3r6z5kfThVZddplS+fMmz0C+9NPlnrAeCTDB37lx3HY1KlSqZzXHFXNdk586dZhf4TBijrEeEGwoivb5yPbosWev0C7XVq6fU/v3mrYGoKVq0qB5Q5bJdWbK2cuXKcb1dccUV+vnKdscdd5gvB3wmjVHWY9ILhUBp9ZU1Cpx1P848U6l27ZT688/kUJGwmD9fqddeS94bkT4VKyaXegeiTNY1dwbTRNxk+Vv4W4hR1oOypREKprT6tmqV3HbhhUotW2a2niLroxcvnty3dWuzFYgK+VZeqFAhdeutt6b6th6vm9TGkkNYLVu2NF8O+EyIUdaD0goFU6i+a9cqlSNH8pK1s2aZran9/nty/5w5lYqj6/IBIBqCjLIeFSoUggnVt2PH5J/Xr2+2hCZ95TasrgYAKQQZZT0qVCgEE6qvnLSTn3/3ndkSmvSV29x5p9kCAAktyCjrUaFCIZhQfYsWTf75unVmS2jSV25TrJjZAgAJLcgo61FOKESymXLnTv65XIkVLukrt5HbAgBcQUZZjzLDIZzNlJEAyZPHbAGAhBZklPWoUKEQTKi+RYok/9zmEJYc/gIAuIKMsh4VKhSCCdW3SpXkn3MSHQAyLMgo61GhQiGYUH3feCP555FcxtugQfJtuIwXAFIIMsp6VKhQCCZU33/+SZ5EKJMDZZJgeubOTe4rWySHvQAgAQQZZT0qVCgEk1bfFi2S26RMiZQrCWXlSqVKlEju+8wzZisAJLwQo6wHpRUKprT6ymI9Zcsmt0vBxFdfTS6gKIUUDxxQasECpdq3Ty7vLn2k8GIkV20BQIIIMcp6UFqhYEqv7969ssbmqX6hNlm/War0AgBSSWOU9Zj0QiFQuH0nTVKqcWOlSpVKLu0um/xdfiZtAICQwhhlAQBIjQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFj5f/lyxQf+9S3jAAAAAElFTkSuQmCC)
PN: 4H21-B-0W
CAS: 1001518-96-2
Molecule Weight: 327.101
Formula: C10H10BrF3N2O2
![3-[4-Chloro-5-methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABiSAAAYkgG/uGkVAAACWnpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/yonPw6+YlyhJFbWqNKndpLWT9m1ywEmRAFdA8/LvdyZtExoGMnDmfM/d2Wd7fnMoC9iZuslttfA4YR6YKrVZXm0X3u/nez/2bpbzFI3QsGoW3kvbvs4o3e/3JH0xpT7YiqS29E7js0OT92z2kth6SwVjnP55fHjqGD+vmlZXqUGqyWdNp3ywqW67LP4Tgpa63uUVPZnTst6dvP0VzD2MHJrMO8/lFsdWiMImLwxsbF3qFnaCEXzYN9iaytS6NRmsj6iWJMC5L+ePdzZ9K03VYtd5yFNdPLX1W4qK0hYmfUNn2Pl+t/BKjoBubbmqa30E13NqzUEL0BJ0AFqBDkFHoGPQCWjO8MVxjgYcLTiacLThIa57YVzg5+OrweyhawV+fmA7/f7Edgv3ruHKia5eKonhXQgimYpAkihiEpWxQCXON0bhM8LjkIPPSahY5GQSsQR8nLhUyslIIewHRMWMoa9IKoa+woAJ9BXECce/JGaJB0cMjSOis2POnBMeBS6Rk/Nz0E72RyXhKupcS5GAIlwmEv2ETCiXlpIuDYwf89DJIHBpMrRmCtebfi74cr62VXbRhTxbeGvudZX4ZTaNeC+GB7bOTI3r5Rw400tA9AFXuk9gNQTIPuAKPR4huALUeATVB9wmGgfCPuC23DgQXU16Aoj7gNvR45NO+oDb/+MAZ32iOy4TyNdid8drghEDzHmLiEFGXhWEy4kwX4p+Ou0TjBpg1AQTDjDhEEMvjgv9uMuwe3XP0YtLkOLVv/wH3+zIwQfZocwAAD0hSURBVHhe7d0HmBRF+sdxFBFQUDkMIBhBRTz1DCAYMYIBOU4RAwLiIf4NCAqcCiqc4TxPBRUDIlmCStBD0pFFJWdEEZCcM0hc4P3v22M3s7UzszO1s7vdM9/P8/QjTtVsnK3fdFfXW4UEAAALhcwHAACIBwECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsBCdAChUKHfGIt+/48SJNmoicd55IiRIixx8vUrFi6DFtAwBEFcco6xPxhoLKqe+uXSL33HOkX7Tj3ntFfv/dfDYAQNIxQPbuFalaNdR+3HEiL7wgMmtWKFQ0LObMEWnXLnQ2on2qVxfZt8/8KACQ9qKMsj4UKxRMsfo+9VSorXx5kZ9/NluPWLRI5MwzQ31btDBbASDtRRllfShWKJii9V2xQuSYY0QKFxaZMsVszW7atFD/IkVEVq0yWwEgrUUYZX0qWihEEq1vhw6hx++7z2yJTvvqc1591WwBgLQWYZT1qWihEEm0vjfdFHp88GCzJTrtq8+55RazBQDSWoRR1qeihUIk0fqefnro8ZUrzZbotK8+p1w5swUA0lqEUdan3FBI5DAVKxZ6XO/Eipf21efocwEAngijrE+Z4RDPYcpNgBQvbrYAQFqLMMr6VLRQiCRa37JlQ4/bXMLSy18AAE+EUdanooVCJNH63nhj6HEm0QEg1yKMsj4VLRQiida3ffvQ44ncxlu/fug53MYLAFlEGGV9KlooRBKt7/LloUWEujhQFwnmZMaMUF89ErnsBQBpIMIo61PRQiGSWH2feCLUpmVKtFxJNEuWiJx9dqhv8+ZmKwCkvSijrA/FCgVTrL579ohccUWoXQsmtm0bKqCohRR37xaZO1fk5ZdD5d21jxZeTOSuLQBIE1FGWR+KFQqmnPru3ClSp86RftGOunVDVXoBANnEGGV9JqdQCBdv33HjRBo3FqlQIVTaXQ/9tz6mbQCAqOIYZQEAyI4AAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCxHX99aGFhJMmmS0AgAgIEJWREaq4q6vX/+//zFYAQAQEiOsvfwkFiBZaBADkiABxPfZYKECKFKH6LgDEgQBxdesWChA9fvzRbAUAGAgQ1/z5RwKkY0ezFQBgIEBchw6JlCwZCpAHHjBbAQAGAiRcjRqhANE9QQAAMREg4dq0CQXIUUeJbNpktgIAwhAg4QYOPDIPMny42QoACEOAhFu16kiAvPKK2QoACEOAmE4/PRQgt99utgAAwhAgpr/+NRQgJ59stgAAwhAgpjfeOHIZa8kSsxUA8AcCxDR27JEA6dfPbAUA/IEAMe3YIXL00aEAeeYZsxUA8AcCJJLKlUMBUr262QIA+AMBEknjxqEAKVZM5MABsxUAIARIZB99dGQeZMYMsxUAIARIZBoaboBomAAAsiFAItHLVsWLhwKkUSOzFQAgBEhU26++WhZmBsiMCy80mwAAQoBENb5FC3k+M0CaHn207N6+3WwGgLRHgEQxvF8/KZsZIEUyjzFjxpjNAJD2CJAoli5dKoUyw0OPN7S8CQAgCwIkhpNPPtkJkDp16phNAJD2CJAY7rjjDidAypYtazYBQNojQGJo3769dxlr5cqVZjMApDUCJIbhw4d7ATJQt7sFAHgIkBg2b94sRx11lBMgbdq0MZsBIK0RIDmoWLGiEyA33HCD2QQAaY0AycGDDz7oBEiJEiXk4MGDZjMApC0CJAedOnXy5kHmzZtnNgNA2iJAcvDjjz96AfLZZ5+ZzQCQtgiQHOzdu1eOPfZYJ0CaNm1qNgNA2iJA4nDllVc6AXLppZeaTUCgLFiwQFq1aiWXX365U2mhSJEicsopp8hNN90kHTt2lJ07d5pPcbhn4fFIpC+Cjd9yHJ544gnnD6Jw4cLy+++/m82A7+3fv18ef/xxOfroo70BPtJRqlQp6devn/n0hEIhkb4INn7Lcbj77ru9P4ru3bubzYCvZWRkyM033+y8fo8//njnDOSHH36QLVu2yIEDB2T9+vUycuRIefLJJ532SIN/IqGQSF8EG7/lGPS23b///e9Z3qG9/PLLZjfA13QRrL52dU3T4sWLzeYsNm3aJPXr1zcfTigUEumLYOO3HMWePXuynHm4K9Lvu+8+syvgW2vWrHFuAilatKgz/2ErkVBIpC+Cjd9yBHpqf/XVV3t/CBdccIFcc801zr/POussszvgW6+99przun3kkUfMpoQkEgqJ9EWw8Vs2aNXdCy+80PsjuOqqq5zT+hdffNF7TK8ZA0Hgzn0MHTrUbEpIIqGQSF8EG7/lMPPnz5dy5cp5fwC6H4h719XXX3/tPf7f//7XeCbgT+7refXq1WZTQhIJhUT6Itj4Lf/hu+++c25hdF/8jRo1cu5eca1du9Zr037/+Mc/ZMqUKWEfAfCfYsWKOa9ZXRCbG+5rP5EDqY/fcqbBgwd7f2h6PP/882YXR3gf9zjzzDPlmWeekf79+8vhw4fNpwAFigBBXkr73/LHH3/sLBDUF7wusnr//ffNLp6ZM2dKvXr15KKLLsr2x6JHyZIlncVaY8eOpXIvfIFLWMhLaf1b1jUd7otdb3P84osvzC5R6f30rVu3jnhWooeWiWjSpImMGDHCWQUMFAQm0ZGX0vK3rGcHWhjRfaGfcMIJMm7cOLNbTOaEu965Vb169WxBoseJJ54oDz/8sAwZMiTXlxKARPjlNl79e3nhhRecunJ/+tOfnLP1SpUqOQt1586dm6UvgiO+V0QKMRcIli1bVubMmWN2i2nixIly0kkneR+jcePG3oS7Xiro3Lmz1KhRw7s0Fn5oqQhd6TtgwADqaiHP6etRCyYW9EJC8+8g/NC/E51DRPDE94pIEbpA0F0QqMf5558vv/32m9ktpkGDBmW5bKXvqqLZsGGDdO3aVW699Vbnj9j8wylevLjUqVNHevfuLdu3bzefDiTFc88957zetJTJkiVLzOYsNm/eLPfff7/5sPeajUekvlWqVHHeWOmbNX3jtGPHDpk+fbpT2UH7skA3mOJ7RaQAXSBYuXJl78VdtWpVZ4FgIj766KMsE+4ffPCB2SWqrVu3Ss+ePaV27doR50203EStWrWkW7duCX9dQCxaMFHPiPV1plsz69ydbpS2bds2p03f6IwaNUqeeuqpfC+mqK917atn9Aie+H7LAaen7uXLl/de2LfffnvCl4/atWvnPV8vB3z55Zdml7jt2rVL+vbtK/fee68cd9xx2cLkmGOOcfZn0MDS9SdAbu3bt8+Z98upnHvp0qUjXk5y2+MRT1/9+9O5jwYNGjh9tRIwgif2bzkFTJo0KcsCwYYNG2ZZIJgTnXB/9NFHvefrhPj48ePNbtZ0TmbgwIHy0EMPOROL5h+0FnG87rrrnM1+VqxYYT4dSIhOZj/77LNy2WWXOWERvqFUp06dnDc3kcQTCq5Yfc3X97nnniv//ve/E/qbhH9E/i2nCL3rSecZ3Berrh5PhA7uesnJfb7NhHsi9F3it99+60zK650q5h+bHlqb61//+leO17IBPzJfz3pJrUWLFtzqHlApGyBjPvlETg2br9B3V4mIVJF32bJlZrc8o+/IRo8e7Vx2OO2007L94emhW+z+85//lIULF5pPB3xN/7503kXPhPS1rGdFCJ6UDJCtr7wiH2e+KP+WeZxctKhzy2wi9FJRpIq8BeXQoUMyYcIEefrpp7PM5YQfek/9Sy+9JLNmzTKfDviWvinT12+ZMmXMJgRAagWIlg957DE9T5aFmcfHJ5wgc8aONXvFZC4QDK/I6xe6HaluS3rOOedkCxI99Lqy7kI3efJk86mAryxatMh5zerdXwie1AmQPXtE6tRxwsM5Mt/R7Jk92+wVk1bkjbZA0K+0Plfbtm2dNS1mkOhxxhlnOMUedfEjxR5RUPRysN65uHTpUme+Y+PGjU55lT//+c/O67RmzZrmUxAAqREgW7eKXHvtkfDIHEwlwQWC8Vbk9TO9Xbl9+/Zy8cUXZwsSPfQyQbNmzWTMmDG+D0akFvO1GH7o3WA//fST+RQEQPADZNUqkcqVj4RH1aqS+fbG7BVTIhV5g0KLPb7xxhvOCmDzD9b9o9X6SMOHD+cOGOS5GTNmyGOPPebM1ekbNb1kpW909FIsa52CK9gBou9aypc/Eh61aukKJbNXTDrx7A6qiVbkDYrly5fLO++8k3mSdq2zrsQMEy0mqcUe9SxMb11G6tMbM7S0iK5BAmwFN0AmTRIpVepIeGQOgJLAZRldIKiVQMMH0UQr8gbRmjVrnIHjxhtvjFrsUesTaQ0vrYuE1ORu0axn3FrmB7ARzAAZMkSkePEj4dGmjUgCE8QHMt9lP5bLirypQCcyP/vsM7ntttucWlxmmOgqZb/dgYbk6NGjh/d7ppw6bAUvQLp0kcy3zqHgyHz3JB07mj1iOrxli4y+5hppnPn8coVCFXnzc4GgX2lhPS32qKXuwysH6+6KSD0ECJIhWAHSvv2Rs47Md8wSoehbTHqqXrmyrM58fo/Mo13VqrKlABcI+tW0adO8wUVrcCH1ECBIhmAEiC4QbNbsSHiULCkyZozZKzbdTCdswn3d7bdLBpdnItIJVrewY6S9IRB8BAiSwf8BolvA/vWvR8JDSx4kWq7ju++yTrg3apTQhHs60kl2HVx0VTtSDwGCZPB3gJgLBM87T2TpUrNXbOaEe4IVedOVVi7WwUVv+9XJdqQWAgTJ4N8A0QWCF110ZOCvUiXhBYLyySdZJ9zfe8/sgSh06153gBk2bJjZjIAjQJAM/gyQNWtEzjjjSHhonZxE5ytefvnI84sWFUmwIm+6W5UZ4O4A87L+LJFSCBAkgz8DpE+fI4N/gwaJzVfohPsfFXmd44QTRLgV1YpblVj3akdqIUCQDP4MkN27RVq2FHn33YQWCEaqyCsJVuTFEXXr1nUGGK2bhdRCgCAZ/BkgNswJd4uKvMhKt851BxktzojUQYAgGVIjQJJQkRfZaW0wd5Dp27ev2YwAI0CQDMEPEGOBoE1FXkS2c+dOp9ieDjLNmzc3mxFgBAiSIdgBksuKvMjZRRdd5Awy1apVM5sQYAQIkiH/AmT8eJEmTUKLAUuUENE9kCtWDD2mbYkyFwgmWJEX8dFNp3SQ0U2A2HgqdRAgSIa8D5Bdu0TuuefIQB/tuPfe+C89de+edYFgp05mDySJ7tboDjTTp083mxFQBAiSIW8DROtY6YS2DvTHHSfywguhOlYaKhoWugdHu3ahsxHtU726yL595kfJTospan+birxIyMyZM72B5sMPPzSbEVAECJIhbwPkqadCA71Ocv/8s9l6xKJFImeeGerbooXZml3r1qEyJywQzHMZGRlSvHhxZ6BppEUokRIIECRD3gXIihUixxwTutQ0ZYrZmt20aaH+RYqEbsuFb1xzzTXOQFOpUiWzCQFFgCAZ8i5AOnQInVHcd5/ZEp321ee8+qrZggLUsmVLZ6DRW3p150IEHwGCZMi7ALnpplAYDB5stkSnffU5t9xitqAA9e/f3xtsRo8ebTYjgAgQJEPeBcjpp4fCQLeRjZf21eeUK2e2oAAtXbrUG2xef/11sxkBRIAgGfIuQIoVC4WB3okVL+2rz9HnwldOOeUUZ7C5++67zSYEEAGCZPBngOgCQfjKnXfe6Qw2ZbTCMQKPAEEy5F2AlC1rfwlLL3/BVzp06OANOCv0DjsEGgGCZMi7ALnxxlAYMImeEkaMGOENOF999ZXZjIAhQJAMeRcg7duHwiCR23jr1w89h9t4fWfLli1y1FFHOQNOa13IiUAjQJAMeRcgy5eHFhHq4kBdJJiTGTNCffVI5LIX8s15553nDDjXX3+92YSAIUCQDHkXIOqJJ0JnFFqmRMuVRLNkicjZZ4f6su+Ebz300EPOgFOiRAk5ePCg2YwAIUCQDHkbILpH+RVXhIJBCya2bRsqoKiFFHXfc33hvvxyqLy79tHCi4nctYV89d577zHopAgCBMmQtwGidu4UqVMnFBCxjrp1Q1V64VuTJ0/2Bp2uXbuazQgQAgTJkPcB4ho3TqRxY5EKFUKl3fXQf+tj2gbf27dvnxx77LHOoNO0aVOzGQFCgCAZ8i9AkBKqVKniDDqXXHKJ2YQAIUCQDAQIEvLkk086g84xxxwjv8e7gyR8hwBBMhAgSEivXr28gWfixIlmMwKCAEEyECBIyM8//+wNPP/5z3/MZgQEAYJkIECQkMOHD8tJJ53kDDz16tUzmxEQBAiSgQBBwm699VZn4DlTF4gikAgQJAMBgoS1bdvWG3zWrVtnNiMACBAkAwGChH3zzTfe4KP/RvAQIEgGAgQJ07MOd/DRsxEEDwGCZCBAYOWss85yBh+dD0HwECBIBgIEVvQOLB189I4svTMLwUKAIBkIEFjRNSDuAKRrQxAsd911l/f769ixo9kMxIUAgRVdhe4OQLo6HcGwadMmqV27tve700N3mmzZsqXs37/f7A7ERIDAitbB0npYOgBpfSz439ixY+X000/3gqN48eLe71CPyy+/XBbF2vgNMBAgsKYVeXXgufLKK80m+EhGRoa8+OKLcvTRR3thUbNmTVm/fr0z/1G5cmXvcd1tUudHgHgQILCme4LooKN7hOheIfCfZcuWSbVq1byAKFKkiDN/FX7jw+7du+Wxxx7LclnrgQcekB07doR9JCA7AgTWdFdCd8DR3QrhLwMGDJATTzzR+x1VrFhRpk+fbnbzDBw40Ktzpse5554rU6dONbsBHgIE1vTyhzvY6H7p8Aedn2rSpEmWM4qHH35Ydur20jlYsWKFXHPNNVnOWP71r3/JoUOHzK4AAQJ7Bw8edK6Z60Dz0EMPmc0oALNmzZILLrjAC4CSJUtKnz59zG4x6e/15ZdflsKFC3sf5+abb5a1a9eaXZHmCBDkyg033OBdHkHB6tSpkxQtWtQb9PXmhsWLF5vd4jZhwgQpX7689/FOOeUU+fbbb81uSGMECHKldevWzuCiawm2bNliNiMfbNy4Ue68805voNe7rfT3cuDAAbNrwvR3+te//tX72Pp7fuaZZ1gzkscWbF0grSa3kssHXS4n9zpZinQtIqf0OkVuGnqTdJzXUXYeiHw5slCXQs6RX/LvMyElffXVV97gMmLECLMZeWz06NFZ1naUKVNGRo0aZXbLtQ8//NBZN+J+nssuu0x++eUXsxtyaf+h/fL4pMfl6E+P9sIg0lGqZynpt7if+XQCBMGik67uoNKhQwezGXlE13Y8//zzWdZ21KpVy1nbkVfmzZsnF110kff5jj/+eOnWrZvZDZYyDmXIzd/e7ATA8d2Od85Aflj/g2zZt0UOHDog6/esl5GrRsqT3z/ptEcKCgIEgaPvenVA0csoyHu//fabXHXVVd5Arutw3nnnnXwparlnzx55/PHHvc+tR/369WX79u1mVySozZQ2zuBfsX9FWbwj9tzVpr2bpP6Y+ubDBAiCp06dOs5AopOsyFv9+vWTE044wRu8zzvvPJkxY4bZLc8NHjxYSpUq5X0dZ599NmuBcmHN7jVybNdjpehnRZ35D1sECALn9ddf9waSpUuXms1Igt2790nz5m9L8eJH5jsaNWoku3btMrvmm5UrV8p1113nfT1aV0tfC6wZSdxrs15zBv5HJjxiNiWEAEHg6ESuO4j079/fbEYu/fzzpsyzvF5y7rlNpXTpqzOPctK3b1+zW4HQNSPt27fPsmbkpptukjVr1phdEYM79zF0xVCzKSEECAJHr3+7k7laFhzJoVMaffvOk2rVusoVV3SRP//5dbn77naybNkqs2uB++677+SMM87wQuTkk0+WoUNzNximk3Kfl3MG/tW/rzabEkKAIJDKlSvnDBy68lmL9WkRP9jbsmWPPP30cCc49KhS5VN5//2pkpFx0OzqG1u3bpW6det6IaLH008/TaHNOBT7rJgz8O89uNdsSggBgkAKLwnuHrq/xGuvvcYeEwmaMmWV1KzZxwsP/ffUqbl7Z5qfPv744yxrRi699FJZuHCh2Q1hCBCktQULFjhlw/VOLDNI9ND1A6+88oqzlgCRZWQckvfem+Kcbbjh0bz5iMx39rkbVAqCvh4uvvhi7/eva0a0ejMi4xIWIHrd/rBMmjTJmQs566yzsgWJHlo364UXXpBp06aZT09bq1btkIcfHuwFh8576PxHkO3du1eeeOKJLL/7evXqsWYkAibRgQh0PwldMV2hQoVsQaKHhsyzzz7rhE66Gj58sVx/fQ8vPP72ty/kl182md2saGl3/R18/vnnzq6EjRs3dgbxGjVqeIf+vz6u7b1795YpU6Yk9fbgr7/+Wv70pz9l+Z3/8MMPZre0xm28QA50/xAtEx5pvkQPremk71jHjRvn3B6a6nbvPpD58xjvBYceHTpMkD17MsyuCfn++++lbdu2zr4eup+H+XOO59A1HbravU2bNs5e6rld27Fq1SqvcrP78V999dVcf9wg2JOxRwb9NkgajGsgJbuXlFrDa8lhyVo1QC9dacFEFhICcdBCfDqAaFE+c/DSQ+dS/v73vzuFAZNRVdZvFi7cJHXrDvCC44YbemR+r0vMbnFbvny5E87nnHNOtp9l+KG31+qq8fPPP985+9D/6v9Hm7tyDw13vSypbwJs6ZsCrZem4eF+XP0aVq/O3XV/P9p1YJdT7LDe6HpyXLfjvIFdDw0KDRXTc5Ofc9q1lMmSHbFfC5v3bpb7x9xvPkyAIP1obae33npLqlevnm3g0qN06TLy1FOvZb4Tni/79wf7zETXdvTpM9db26FHo0ZDZM2ayOW5c6J3NzVs2DDimYZeNnz00Uele/fuzmUsvc02lm3btjnzUr169ZJmzZpJpUqVsn1MPbRoo54l2tIzpPD5sdKlS8s333xjdgucbfu3Sc9FPaX2yNreXVXhh5YqqTmspoxYGblqtRZMrDG0htO3RPcS0npKa/lx/Y/Ox9W2DXs2yKhVo+Sp75+imCIQiV7q0O1x9XKHuzixWLGyUrbsHXLhhe3kuuu6y4svjpXRo5fK3r25u9ST33Rtx1NPDfOCQ++26tx5auY788Qv42zatMnZtlb35wgf3HU3Qj2z01BOBj076NixY+bXWiVbkOjvaM6cOeZT4qJhdc8992T5eE899ZQz8R4kG/dulK4/d5Xbht3mnFmYoaFBUmdUHem1qJds35/zzQP7Du6TphOb5ljOvXSv0tJ/SfaqDwQI8ActTd6lSxepXfsROffchnLppW9nmS+4+upu0rr1/2TYsF+d+QQ/+/HHVXLrrb29r71WrT6Z7/btyn3ozyR8Uto9K5g4caLZNan01lytv6XVf93PqyVMtDqv7Z1V+r0cd9xx3se75JJL5KeffjK7+YoWPuy8oLPcOPRGKfxp4WyDu54d3Df6PmeA/z3jd/PpcZm/Zb48O/lZuWzQZU5YhG8o1Wl+J+cSWSQECBDB9u275ZtvfnHWRVSv/lmWINFDH9M27bNjh39WPuvajo4dJ8uVVx75Wlu0GJH5Djzxd9r6rt1c6a3FDPO7Gq+eJeqlsfC9SHQexfbOKg0MDQ73Y2mgaLD4yfJdy+Wdue/Itd9cmy0w9Dihxwny8LiHZfCywRHnN1IVAYLA0bMNPevQsw89CzHDpGrVrvJ///etDBq00LlsZMv9eDr4L1q02WzOwu1r+uST6VlCrn//+WaXuMyePdsZpN1B9tRTT3XmKgrS9OnTncWj7tekk+NaecCGXrrSS1jh4aiXuDQ0C8rilYvl9ZGvS5XBVbIFhh56ZtBkQhMZvnK4s5NgOiJAEGg6D6LzITovovMjZpjoPEPTpv91Bu4NGxK7nBD+cfSsIZZoAaKLAfXxe+75IscQikYnrMP3ANFqt2vXrjW7FQi9s0rnXMLvrNJJfds753QyXSfV3Y915pln5usaIb1Mp9WFnVX0FTK/hvszj3ePhEaZPmWk2XfNZMzqMc4OgumOAEHK0Du0Jk5cLq+8Ml5q1DiyMC/8eOSRrzPfuc+J664n9zluMM2dG3272GgBopYt25Y5oCY+Ua6GDBkiRYsW9QbUdu3a+XLthG4mFb43+8033+wsYrShE/d6e2/4mY3e/ptXa4P0EqCum9FbmsPPgAqVyjxqFpIz/nOGPPPDMzJx7cRs6zfSHQGClKRzD5Mnr8p8dzxRbrmlV7Yg0ePBBwfJZ5/NlOXLI18mcft99FHoMlSzZtHLTMQKEFt65uGGh05Wf/LJJ2YXX9ENpsLrX91yyy3Wd1VpSJpnNtdff73zOZJB52tatWqV5bJg+HHuuec6iygnz2eXxVgIEKS8Q4cOy/Tpa+TNNyc5dz+ZQaKHnpmYK8Ddtl279suNN/Z0/h2tKm6yA0TnPNzLVhoeX3zxhdnFl3bs2OGsgHcH4tq1a2eGuf2lnh9//DHLIK93n+lZWaI0kCZMmOCUly9fvny2wNBD17289NJLzs8e8SFAkHZmz14n7747We66q2+WEDHrT4WHQs+es51/N2wYefBKZoDoxHH4oOn3Mw+ThsgVV1zhff253WRMbxHWel3hg72WvMnp7EaDS3fLbNq0qZx22mnZAkMPLTX/z3/+k3LzlggQpLWfftooH344TT7/PHuJjvBQ0Ml6d48OnWcxJTNAwm/V1WvzQbR58+YscwoDBgwwuyRMy8FrWXj3Y/75z3+W+fOz3tWmm1d9++23TnFIc62Me2iNrzfffFOWLIldLgQ5I0CAKMxQ+OKLBc7/16//lVOSJJzZ15auf3AHOr3byo8T5vHSO5pKlCjhfC/636VLl5pdEvbzzz/LX/7yF+9npBtXvf/++zJw4EB56KGHnB0xzcDQ1fq6XkZX1K9YscL8kMgFAgSIwgwFnZivXbuf89jIkYvDembva2Pjxo3eu2Zd5+GXW3VzQ8883IFcJ9WTQc8ymjdvni0owg+dfNcA1t0RU+Hn6FcECBBFpFAYOnSR85hW0g2vYRWpb6K0tpU7AOq+HKmifv363veVzMWPQ4cOzbIaXkusaEmXbt26ObXCkPcIECCKSKGgd3TVq/el8/iQIT97j0fqmwidxHUHQ73cojs7pgqtaVaqVCnneytbtqzs2WNfHSCcnrG5PzO9rGVbjwv2CBAgimihMHbsb87jd9zR1ysvH61vvHT1tg6Eer0+v2tb5YcPPvjAO1N49913zWYrn376qfcxhw0bZjYjHxAgQBSxQqFBg0FOW79+obuAYvXNybJly7z9PPQSTCrSeQt3/UWZMmWSchZSs2ZN5+OdeOKJmUG+32xGPiBAgChihYKWZ9c2LdGuCxBj9c2JLl5z30nndUn2gvThhx9632du50J0cyy3rHyDBg3MZuQTAgSIIqdQ0CKN2t6t26wc+0ajcx1aNkMHQl0Jncp2797tra7XWle5oQHkhtHgwYPNZuQTAgSIIqdQmDNnndMeXrgxUVqTyR0IbUuhB4muCtfvVed6crMu5O6773Y+jq4vScblMNghQIAo4gkF3cTK7ZdT30h0pbkbILkZUINC90N3v99OnTqZzXHZuXOnFCtWzPkYWuIEBYcAAaKIJxR0j4/w3QYT5RYerFChgtmUknRlvbtY8s477zSb49K/f38vhJJRIgX2CBCggOh+Ge5EsG4Rmy7uvfde7/KTzcZT7vP1LGTXrsh7gyN/ECBAAZkyZYr3Trpnz55mc8rq3Lmz933PmzfPbI5J5zvcgop16tQxm5HPCBCggGi5Encg1TBJF7ovh/t9J7rPid5x5T43lcq9BBUBAhQQ3Z7WHQx1XUO62LBhg/d96/7jidCKu/o8vfSn+6agYBEgQAFp1KiRMxhqnah0464HeeSRR8ymqHQ1u6461+el6or9oCFAgCTQTaa0rImWfI/X3/72N2cw1N0H082ZZ57pfO86IR4v3SjKPXPRzaVQ8AgQIJd27NgnVap86tzGO3DgT2ZzVLfeeqszGOrOeunmoosucr732267zWyKSs9W9Dm614dW4kXBI0CAXNJ9QW66qZcTIM2aDTWbo7r22mudAbFq1apmU8rT71m/d/0ZxEP3Ny9durTzHN0oCv5AgABJ0KHDBCdAqlbtKlu37jWbI+IMJP4zkP/973/e5Sstygh/IECAJJg0aYW3Gj18o6lYmAOJfw7k8ccfd/rrBlJsUesfBAiQBAcOHJIbbggVVXz66eFmc0TchRXfXVha/uS0005z+mvpF/gHAQIkSbt2Y50AqVatq+zcmfMGR6wDiW8diO6R4vZP1m6GSA4CBEiSceOWeZexvv12kdmcDSvR41uJ3rx5c6evloBfvny52YwCRIAASbJvX4Zce203J0BathxpNmdDLayca2HphlvuVrhVqlQxm1HACBAgif7xj9FOgFSv/pns3h270izVeHOuxjt58mQvbN58802zGQWMAAGSaNSoJd5lLP13TtgPJLZWrVp5AbJ48WKzGQWMAAGSSM869OxDA0TPRnLCjoSxufvFX3LJJWYTfIAAAZJM5z80QHQ+ROdFYmFP9OhmzZrl/Ww6dOhgNsMHCBAgyfQOLPcylt6ZFYtOErvvsitVqmQ2p5Tdu3d76z9q1KhhNmcTfna2YMECsxk+QIAASabFFXUtiAaIrg3JyUsvveQNlLrmIVVpCRL3++zVq5fZnI0GajoEa5ARIEAe0NXoGiC6Ol1XqceybNkyKVKkiDNYpuo+F7qXh3s7bpkyZZytaWPRMw43bPRMBP5EgAB5QOthuZexvv9+hdmcTcOGDb25gRkzZpjNgffBBx94gRDPanKd83D761wI/IkAAfKAVuR19wjRSr05WbhwoVMoUAfM6667zpkbSRXr16936n3p91a2bNkczz6U3nWl/XV+CP5FgAB5RPcG0QDRvUJ0z5CcNGnSxHvXrWVOUkX9+vW97yueuQ9d7+H213Ug8C8CBMgjX3yxwLuMNXXqarM5G91lz11kd+qpp6ZE2fIBAwZ4YXDLLbeYzRHpinP3OboSHf5FgAB5ZOPG3d5lrDfemGQ2R9SlSxdv8NSd93TldlDpRLiWK9HvRf+b07oPl9a80ufopHsqXcpLRQQIkIeaNPnGCZDbbuuTGQbxDYZ169b1QiSodyBt3rxZzj//fO/70DOReGi1Xb2RQJ+jVXjhbwQIkIf69p3nXcaaOTO+S1Lbtm1zdil0B99PPvnE7OJrO3bsyPx+r/C+/pYtW5pdotI7tNznpfKamFRBgAB5aO3aXXLllaEAefvtH8zmqGbPnu2t2i5cuHBc+2b4gYaHWyBSj9q1a0tGRuxyLuHc5+oOhEG+fJcuCBAgjz388GAnQO64o68kckl/3LhxUrRoUS9E/H4msnLlSrn44ou98NBJ871795rdotKbBtxbmXUPdPgfAQLksR49ZnuXsebP32A2xzRkyBAvRPTQbXD9+M5c75Y6/fTTva/z5ptvdvY7SUR4qZPRo3OuZIyCR4AAeWzFiu1egLz3XuJb1+qZiHs5Sw+9O8svt/gePHhQXn31VTnmmGO8r09X1ee0UVQk+n3p80uXLp3QZS8UHAIEyAf33/+VEyB3393fbIqLzomET6zrOpF4FuXlpenTp0u1atW8r0lDxLYkva6BcUPokUceMZvhUwQIkA8+/XSmdxbyyy+bzOa46N1Z4bf46qFlT/K7dtaqVaucLXjd+Qo9NNx0bxNbXbt29T7Wt99+azbDpwgQIB8sXbrVuxtr5Mjcbc2qiw3dFevuoVV88/q2V10Y2KhRI28fdz10cl8nvLdv3252T4h+/frxTjzxRKdyL4KBAAHyyaBBC505kP37D5pNCdu0aZNTO8tddOceF1xwgTMn8dtvv5lPsbJ69Wrp2LGjtzo8/Ljhhhtkzpw55lMSpmdWbig99NBDZjN8jAABAkyr+OqktbufSPhRoUIF51JT9+7dZerUqbJ161bz6VnoQD5t2jRnbqVZs2behk7moWcLOrGfLPr53I89ePBgsxk+RoAAKUBLgLz88styzjnnZBvww4+TTz7Zma/QMiO6raz+V///lFNOydY3/NBbdHVF+dy5c81PnWt16tRxPsfxxx8fV6l3+AcBAqSY77//3qmhpau6I52ZxHPoHVFXXXWVtGnTRsaOHZtna0927dolxYoVcz7nvffeazbD5wgQIIXpYj69fPX555/Liy++KI0bN5Z69eo5Zx/uof+vj2u77kMyZcoUZ2DPD+Hl3vv3t7vFGQWHAAHygXsLr96JtWjRZrM5C7dvOtDw0vDQs5CdO3eazfA5AgTIB24o6NGixQizOYt0CRCd73D3C7n77rvNZgQAAQLkAzcUrruuu/PfuXPXm1086RIgeseVe/mqoFfVww4BAuQDNxQ++mi681/dLz2adAmQBg0aOOGha0ByusUY/kSAAPnADYVdu/bLjTf2dP4dbZ/0dAiQ/fv3O6vONUBq1qxpNiMgCBAgH4SHQs+eofLuDRsOMXqFpEOADBs2zLt89emnn5rNCAgCBMgH4aGwd29G5rvuPs7/T5y43OiZHgGiZVg0PLSWllbiRTARIEA+MEPhiy8WOP9fv/5X2XYpNPumGt3rQ/f80AC58cYbzWYECAEC5AMzFDIyDknt2v2cx8zqvGbfcDNnrpUuXWbk2dG58zh5++3P5dVX35L27dvnyfHAAw94l686d+5sfosIEAIEyAeRQmHo0EXOY3XrDpCDB4+UConUV+kEfLVqXb32vDguvLCdlClTS4oWPdkb5PPymDVrlvltIkAIECAfuAN0uEOHDku9el86jw8Z8rP3eKS+SkPmgQcGZhv0k3nkd4DoNrZ5VWcLeY8AAfKBO0Cbxo79zXn8jjv6evuEROvr2rDhd1mzZmeeHKtXb5OVK9fL8uUrZdmyZXl23H777V6IvPHGG+a3iIAgQIB8ECsUGjQY5LT16zff+f9YfVPFli1b5IwzznACRCsGT5482eyCACBAgHwQKxR+/HGV03brrb1lz56MmH1TiW7Bq7fxaojoPia53RYX+Y8AAfJBTqHQtOl/nfZu3Wbl2DeVvPLKK96lrPvvv99sRgxdHisU15GX8vajA3DkFApz5qxz2mvU6JFj31Ry8OBBufbaa70Q0e13ER8zKKIdeSlvPzoARzyh0Lz5CK9fTn1TyYoVK6RUqVJOgGh5919++cXsggjyIyByUrCfHUgT8YSCbjSlG07F0zfVDBw40DsLueyyy2Tfvn1mFxgIEAD4Q7NmzbwQadGihdkMAwECAH/QHQorV67sBMhRRx3lVOxFdAQIAISZN2+esz+6hsipp54qa9euNbvgDwQIABi0wKJ7KeuWW26h1EkUBAgARFCnTh0vRN58802zGRLfbbx5Le8/AwAkaPPmzVK+fHknQLTUydSpU80uac8Mi0hHXsv7zwAAFiZMmOCVOqlQoYLs2LHD7JLW8iskYinYzw4AMbz00kvepawHH3zQbE5rBAgAxKClTq655hovRHr27Gl2SVsECADkYPny5XLSSSc5AaKlTn799VezS1oiQAAgDl9++aV3FnLFFVfI/v37zS5phwABgDg1bdrUC5Fnn33WbE5Z29b/IrNH/Et+37Y6y+MECADEaffu3XLhhRc6AaKlTkaMGGF2STkLv+si3Z46zgmKMV2z7pdCgABAAubOneuVOjnttNNk3bp1ZpeUsH/3NvnfJ/d4IaHHgvGds/QhQAAgQe+//753Keu2226Tw4cPm10Cbd3iSdL3hbO8gOjVsrQsn/ON2c0XCBAAgVO7dm0vRN566y2zOZAOHzooM4d2kK6PH+OFx9C3a2Sb+/ATAgRA4GzatEnKlSvnBMixxx4r06ZNM7sEyu9bV8l/377BCw4NkZnDXs08u/J3IUkCBEAgjRs3To4++mgnRCpWrCg7d+40uwTCstlDpGfLP3nhoZev1i/5wezmSwQIgMBq27atdymrQYMGZrOvHTywVyb1eyLLRPnoLvVk/57tZlffIkAABFZGRoZUr17dC5HevXubXXxp65oF8lWHi73g6Pb08fLzpK5mN98jQAAE2rJly7xSJyVLlpTFixebXXzlp4kfS7cni3vhMfCfl8q2tQvNboFAgAAIvAEDBnhnIVdeeaUvS53s271VRn1cN8slqx8GNJeDGfvMroFBgABICY8++qgXIq1atTKbC9S6X7+Tvv84wwuOXs+eLCvmDjW7BQ4BAiAl/P7771KpUiUnQPTurJEjR5pd8p2u7Zjx31fk08cLe+Ex9N2bZPe2NWbXQCJAAKSM2bNnS9GiRZ0QKVOmjKxfv97skm92bl4p3/znOi84dG3H7OFv+H5tRyIIEAAppVOnTt6lrFq1ahVIqZPvRg+S1veUkg8fDYVHvxfOlg1LJ5vdAo8AAZBSNDDuuusuL0Tefvtts0ue2bNnjzRr1kzOPbWQ3HVFIWlTp5CM+bR+oNZ2JIIAAZByNm7cKKeffroTIFrqZMaMGWaXpJs3b55cdNFFzuc85uhCclWl42X80G5mt5RCgABISWPGjPFKnZx33nmya9cus0vSfPjhh1K8eHHvrOeyyy6TX3/9xeyWcggQACnrhRde8Ab1hg0bms25tmXLFqlTp473OXSjq2eeecaX61DyAgECIGVpqZNq1ap5A/znn39udrE2YcIEKV++vPexTznlFBk2bJjZLaURIABS2m+//SYnnniiM8ifcMIJsmTJErNLQg4ePCgvvfSSFC5c2AuPm2++WdauXWt2TXkECICU169fP2+wr1q1qhw4cMDsEpcVK1bINddc432sIkWKyJtvvimHDqXO2o5EECAA0sIjjzziDfxt2rQxm3M0cOBAr2ijHueee65MnTrV7JZWCBAAaUFLnVxwwQXO4K93Z/3vf/8zu0S0e/duadq0qRccejzwwAOyY8cOs2vaIUAApI1Zs2Z5pU7Kli0rGzZsMLtkMXfuXKlcubIXHCVKlJAePXqY3dIWAQIgrbz77rteINxxxx1RS5188MEHUqxYMa/v5ZdfLosWLTK7pTUCBEBa0cDQ4HCDQQMl3ObNm6V27dpeu67taNmyZdqs7UgEAQIg7eilK72EpQGhl7RmzpzpPD5+/HgpV66cFx6nnnqqDB8+3Hg2XAQIgLQ0evToLKVOWrdunWVtx6233irr1q0zn4YwBAiAtKW387qB4R66tuPf//531LkRHEGAAEhbusBQ5zjc8NByJNOmTTO7IQoCBEDa0TUh4Xuou4eWOlm6dKnZHVEQIADSim576+6drkfJkiXl8ccf9/7/qquusi51km4IEABp47333vMWEupx5ZVXyuLFi502LffuPv78888bz0QkBAiAlLdp06Ys29zqvMdzzz2X5UxDN5zSu7G0Xe/O0g2pEBsBAiCljR071tveVo/TTjtNRo4caXZz6Na3ugWu9tPn6Na4iI4AAZCSdDMp3ZHQXeuhR82aNWX9+vVm1yzefvttr/+dd97J7bwxECAAUo5uIqWT4W4Q6NoODYZ4wkD71KpVy3tup06dzC74AwECIKX079/f24FQD53X0EtTidCzlDJlyjjP10l3vXML2REgAFKCru0I3zRKD72zSifHbYwaNcq7/KW3/erHR1YECIDA030+3M2i9NC1HX369DG7JaxVq1bex2zSpInZnPYIEACB1rFjR+/OKT2qVKkiS5YsMbtZ0RLuulbE/dgDBgwwu6Q1AgRAIOkttuH7eujlJq2om+xV5LrQUM9o9HPo3MqyZcvMLmmLAAEQOGPHjPb289BDJ7zj3ePcRu/evb3PVb16decWYRAgAALk0MEM6f3BP6RSuSNrO26//fYc9zZPhgYNGnif88UXXzSb0xIBAiAQdmxaKoPfqCrN7ygkt1xSSM467VhnO9p41nYkw86dO6VixYre5bJx48aZXdIOAQLA9xZP7Ss9mp8gXR4rJO80LCQvNDxfflkQ2oY2P+leIe6EvW59qzW20hkBAsC3DuzbJeN7NHKCwz3G92ws+/fare1Ihrfeesu7lFW7dm2zOa0QIAB8adPyGTLgpfO94NAzkMXT+pnd8p1eMrvtttu8EHn//ffNLmmDAAHgL5kD9NzR70jXJ471wmPIG1WdORC/WLdunVPVVwOkxHHFZOGCOWaXtECAAPCNPTs3yPD3annB8Wmzo2Xq4Ofl0CH/3TY7YsQIKXX8UXLp2YXkyXoXyv59u80uKY8AAeALq34aJX1alfHCo0/rsrJ64Wizm6988Oaz8tB1haTt3wrJxN5/N5tTHgECoEAdOnhApgxs7ZxtuOEx4oM7Ze9O/2/mlJGxX7q3vcL7upfO+NLsktIIEAAFZsfGJTL4jSreAPzZE0Vl/phg7b+xfcOv0v3pEqGJ/hYnya7Ny80uKYsAAVAgfp3SR7o3L+mFxxcvXSCbVs4yuwXCoh97et/H1/++2pdzNnmBAAGQrw7s3Snjuj/sDbh6TOjVRDL2BXu/jbGfPeh9P9O/bmc2pyQCBEC+2bh8uvRvV9EbaHs8c6IsmZ4aJdL3790h/dtWcL6vTx8vLGsWjTe7pBwCBEDcws8aYh3Z6NqOUf+Rrv9XxOsz5M1qsnPzMrNnoG1YNtX7Hj//R3nZ+/tms0tKifCbBoDIzKCIdphGffRXr03vtpo25MWUnSeYPfJN73sd9WEdszmlZP9NA0AU0QIiFr20496i26fN6bLm57Fml5Ry+PAh+bbjLd7PasH4zmaXlJHYKwFAWrMJELXohx4y+avnZO+u9Kheu3v7Wun93KnOz+qzJ4vJltXzzC4pIfFXAoC0ZRsg6WjF/GHSpdlRzs/ry1cqS8aBPWaXwOOVACBuBEhifvyihfcz+67PY2Zz4PFKABA3AiQxBzP2yaBXL/N+br/NHGh2CTReCQDiRoAkbtv6X7xSJz1blJJdW1aYXQKLVwKAuLkBEutAdr/80N37+Xzz1rVy+NBBs0sg8dsGEDczLCIdiGxM1/u9n9GM/75iNgcSv20AcSMk7O3fs136vXiO8/PTUidrf51odgkcXgkA4kaA5M6GpZO9UieDXr/CbA4cXgkA4kaA5N68MR2dn+H4no3NpsDhlQAgbgRIcqRKkUVeCQDiRoDkDffnmtPhN/77igD4ll8HsqAzgyLa4Tf++4oA+JZfB7KgC+rPNXhfMYACE9SBzu+C+nMN3lcMACmGAAEAWCFAAABWCBAAgBUCBABgxQ2QWIcf+fOrAoA0YoZFpMOP/PlVAUAa8XNIxBK8rxgAUgwBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAgLRCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALDy/zKtLZiMG3MAAAAAAElFTkSuQmCC)
PN: 4H58-7-34
CAS: 1001518-84-8
Molecule Weight: 256.61
Formula: C8H8ClF3N2O2
![3-[3-(Trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H21-3-6W
CAS: 1006319-37-4
Molecule Weight: 208.14
Formula: C7H7F3N2O2
PN: 3H32-B-0W
CAS: 1437794-62-1
Molecule Weight: 271.081
Formula: C8H10BrF3N2
PN: 3H32-B-0X
CAS: 1437794-58-5
Molecule Weight: 271.081
Formula: C8H10BrF3N2
![3-[5-Methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanehydrazide](data:image/png;base64,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)
PN: 4H56-3-J1
CAS: 1001518-86-0
Molecule Weight: 236.198
Formula: C8H11F3N4O
TSCA: Not listed on TSCA inventory