![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid monohydrate](data:image/png;base64,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)
| Product Number | 4H58-3-90 |
| CAS | 1858251-06-5 |
| MDL Number | MFCD22682819 |
| Molecular Formula | C9H7F3N2O3 |
| Molecular Weight | 248.161 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-3-90
CAS: 1858251-06-5
Molecule Weight: 248.161
Formula: C9H7F3N2O3
![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-Z2
CAS: 1018828-69-7
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![8-(Trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-3-0U
CAS: 1018828-72-2
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![Ethyl 6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H58-3-5X
CAS: 860457-99-4
Molecule Weight: 258.2
Formula: C11H9F3N2O2
![Ethyl 6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate hydrobromide](data:image/png;base64,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)
PN: 4H23-B-08
CAS:
Molecule Weight: 339.112
Formula: C11H10BrF3N2O2
![6-(Trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABdMAAAXTAF1I8sPAAACW3pUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF+N3IAqpolSVJrWbtHbSvk0OcVKkABWQt3+/M2nT0DCiAPfie2y4OzuTu0O+gZ2r6qwsEsIpI+CKtFxmxTohv18eRhG5m05SDMLAok7Ia9O8jYNgv9/T9NXl9lAWNC1zchofH+qsE7OXtKzWgWCMB3+eHp9bZpQVdWOL1CFVZ+O6dT6WqW3at/jPEkFuq11WBKfwIK92p9n+CuYvRg/1knx+yxzHZojCKts4WJVVbhvYCUbxYt9g7QpX2cYtYXFEt6QKv306ebov023uigZVP0OW2s1zU21TdOTlxqVbnAyV7/cJyTkCtinzWVXZI3jNuy0HK8BKsAqsBmvAhmAjsDFYzvDGcY4BHCM4hnCM4QbzvnF+4Zfjm0vIT5iDv+fwo33Oz/qD/2HiREIY5Uoq4NSoOARBTcQECi60QacQTH1YkuoYxxSNhYzBUKFD8yHene8hIQp8swidmmFIJFpLGi4JHHHRkaJSSg0oGZcSRppyHUYwElSrKIQRp5IJtDHN2sReaok2Jl6G4mxiOAtPMlJ9tqSGe6koD43202oW+4wH55RPJ4uyWF6okC0TsuCkrcUvt6rFezkIlNXSVdjhfgIfegmILuCLdwZEHyCvADW8guoCvjHOwKwP0F3At9EwYLqAb7phIOwCvkWHgagL+IYeBuIu0Lb/MOHHO6Vrt8sN5mu52+11gxFX9biJyKt83URUz9fI4UbhXwp/OiRuMKaH0TeYsIcxfUxwsceCjyMQ1avjMbg4OwP8x5j+A+aJ2JlSp72BAAA+rUlEQVR4Xu3dCbyV0/7HcWOGyKVMmcM15yLEVSghoelmvv5cQ0iZ56ESGSIqcyVlaDKUBlxDRJSQNBMhleai0mj9z/c5dz1n73X2OWfvdfY+Zz97f96v1/OS86x9pn32893PGn5rIwMAgIeN3A8AAJAMAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABKsHXX39tVq9e7X4YiBQCBKhAkydPNgceeKDZaKONzHbbbWeGDx/uNgEigwABKsDixYtNmzZtzGabbRaER+xx+umnm2nTprkPAbIeAQJk0Lp160yPHj3MDjvsEAZG1apVTatWrczuu+8efmzzzTc3119/vVm6dKn7KYCsRYBE1FFHPRccdeo8Z6ZMWeCejmPbomK999575uCDDw5DYuONNzYXXXSR+fXXX4PzK1euNO3btzdbbbVV2KZGjRrm2WefNevXr3c+G5B9CJCIsqGg44or3nJPxyFAKtb3339vzj777LhuqmOOOcZ89tlnbtPAzz//bM4777y49rVr1zajRo1ymwJZhQCJKBsKp5zSN/jvRx/NcpuECJCKsXz5cnPrrbeaKlWqhEGw6667mhdffNH89ddfbvNiPvnkE3PkkUfGBUnLli3Njz/+6DYFsgIBElE2FAYOnBz8t0WLgWb9+g1uswABklkbNmwwL7zwgtl5553DC/8WW2xh7rjjDvPHH3+4zUulz9WrVy+z0047xX2uu+66K+XPBWQaARJRNhQUGgoPGyaJECCZ8+mnn5o6derE3TU0b97c/PDDD27TlOhu5pZbbom7m6lZs6bp27dvUnczQEUgQCIqNhTUfWW7s1asWOO0JEAy4ZdffjEXXHBBXHAcdthh5oMPPnCblst3331nzjrrrLivc+yxx5qxY8e6TYEKR4BElBsKGkjX//foMS6mVSG3LfytWrXKdOjQwWy99dbhBb169erm6aefzujMqXfffdccdNBB4dfUjK6LL77YzJkzx20KVBgCJKLcUNBUXk3pPe64Xua33+L7yt228NO/f3+z5557hhdxrd1o166dWbJkids0I7SmpFu3bmb77bcPv4dtttnG3H///ZRFQaUgQCIqUSjcddcHwcfuuefDuI8naovkffXVV6ZevXpx3UinnnqqmTp1qtu0QixatMhcffXVcava99lnH/Paa6+5TYGMIkAiKlEozJv3R3AHojuRadMWhh9P1BZlmz9/vrnsssvMJptsEl6o999/fzNs2DC3aaWYNGmSadCgQVywnXTSSWbixIluUyAjCJCIKikUuncfF3y8deuii1xJbZHY2rVrTZcuXYJih/bCrH/rYzqXbd544w1Tq1at8HvddNNNC57/1mbhwqI3EUAmECARVVIoaBZWw4aFiws//vin4GMltZ00ab4ZN+7XEteP5CPdXeguw16MdfehuxDdjWSzNWvWmM6dO5ttt902/N41VvL4449nZeghNxAgEVVSKIhdXPivfxUuLkzUds6c383RRz8ffLxBg76mY8ePzKef/lxwscnPMNF4hsY1YruDNO6h8Y8omTt3rvm///u/YJaW/TlUPv6dd95xmwLlRoBEVKJQsBQazZsPCM4PHjwlYdvff19jzjrr1fCcPerX7xMMwn/44SyzevW6uMfkIs2g0kwqzaiyF1zNtNKMqygbN26cOe644+ICsUmTJmbGjBluU8AbARJRiUIh1qhRs4LzjRr1K7HtunUbzOefzzadOn0c1tSKPU44obe5/fb3zLvvzjSrVuVWmGjNhtZuaA2HvcBqbYfWeGitR6546aWXzG677Rb+jFrZftNNN5lly5a5TYGUESARVVIoxLKLC5Npu2HDX2b8+DnmoYc+Maef/lKxMNHsrhtueMcMHz4juHuJMq0W16rx2HfnWlWu1eW5aMWKFQV3lfeYLbfcMvx5d9xxR9OzZ8+g9hbgiwCJqGRCwS4uTKata8KEeaZr18/NmWe+UixM6tbtaa69doQZMmSaWbLkT/ehWUv1qVSnKjY4VMdK9awyQRdu7X2u7rCOHTuam2++2VxyySXBoem39t/6uM6rncZcMlU0cdasWcFGVrE//xFHHGE+/vhjtymQFAIEZVIQPfnkONOsWf9iYaKBeE0ZHjRoilmwYKX70KygC7Iq46qqrb1wqnKuKuim8x34ggULzKuvvhrM2tpvv/3iLtSpHloYqMHwfv36pb1cyUcffWT+8Y9/xH29c845x/z0U+GsPSBZBAhS8v33i81zz31Z8E52ULEw0d3OZZcNNa+88m2wqLGyqWqt9uLQnhz2QqkxAO3ZoWq36aAtaDWWUrdu3WIhEHtoHcnee+8dbBSlxX720P/r43/729+KPSb2OPzww82jjz5a8Hud534LXhSczz//fNCVZb+Gdka89957g50SgWQQIPD288/LTO/eX5sLL3y9WJgcccSTpmnTjuaxx543M2fOdB+acdr9T7sAxl6EtUugdgtMh/Hjxwe7CMaOK9hDe53r7uGpp54Kxlt+++039+EJaa2JdiFUIOkuRsHifm6VLznjjDPMyJEj3Yd70WD6jTfeGDcLTd//yy+/7DYFiiFAIuKXX5abU099ybRsOdCsWZO5qq++tK6kX7+J5tJLhwQBcuihnUzNmmcXvKutGVyU9E5b/fxTpkxxH5pW2m9c+47HroPQvuTanzwdvvjii2A6rHthP+qoo4JFe9OmTXMfUi4K3+ee0/Tq+sW+psZvhgwZ4j7Ey/Tp04Ngiv38xx9/fPDzAiUhQCJA023//e83gguzZkMtX57dlVfnz19RECajC97xty14Z1u12IXvgAMOMHfffXdaF+n9+eefplOnTqZq1aKvt8MOO5gePXoEVWzLa/bs2cH2srE/h7qlbrjhBvPtt9+6zTNCW9tqmrE2lor9PrQN7ueff+4296I7Gz0/9nNrJb4G+tPVdYbcQoBEQLduY8OuoZdeilahPHXfqK/9lFNOiesmsYcGi7XznrqcfA0aNCiuu0fdPG3atDGLFy92m6ZMYwXdu3c31apVCz+/xivat28fjH9UBpUteeaZZ+J+Zl3or7jiirT8zCp90rVr17hxGZVIefDBB4OvDVgESJbTQj9bcqRt25EmyruZ6uLWp0+foAsodkaUPdT3rlXhmiWUzOyob775xpx44olxn6Nhw4Zm8uTEW/umSncd6saJDSYtwqus4HDpQv/ss88Gd1r2e9Sg+IgRI9ymXlSM8corrwyKM9rPv++++5o333zTbYo8RYBkscWLVwXjHgoP/Vf/nyt+//33YKC2RYsWcbv72UPTbHXxev/994t1QZV0YUvXeIBozCR2hpLGG7SmIxvp96FuJjvuo/9qppn7e/OloNaMsdjnR0GtcvLIbwRIltKdhu447FoL3Ymki/qzdYF88skng3fUiRa36eMaP9BWqirQl0maNjp48OBgNbh22HPDRO+wL730UjN06FDzyCOPZLxr5aGHHgrDSf/V2Eomt6tNF834ih0f+ec//5n0DLBk6DlyuwqvueaatHSbIZoIkCylsQ477vHEE+UbINUAs178etceu29EKsdee+0VXMR116C7h0zR1qxvvfVWMA02dutW91Cfv76fdA/uakqr/Rq6A0nX7K2KoqnAjRo1Cn8GLWjUCvx0sZMVYoNez0WmVvMjuxEgWWjq1IVBuRCFh2Zf+ZZY//LLL4ONhWI3RnKPPfbYI1ikFru4Tf+vj7tt7aEupwsvvDDoXsok9fH/97//NZdffrmpUaNG+PUVZlqHkU4ac9EgtP0aqpUV1dpY+lnuuuuu8GfZZZddgm6odNJ06diyKPfdd5/bBHmAAMkyK1euDUux16v3QrD+I1Uq5d24ceNiF36tyNYaCQ1kT5gwocwVx6pKqwuPymmoW0tlzt3PqfUPFTGoqguW/Zqvv/66e7rctHDPfv5jjz02J7pltJDRdsWp2y/dIaK7Hfs700w45B8CJMu0bz8q7LoaMeI793Sp1J1z7rnnxl3g1dXwn//8x4wePdpt7kVrN6677jqz0047xX0dDTJnctGZxmEyFSBa4Gg/98knn5yxYoaVQRd2O+NNdyLp7M4iQECAZJGRI78Pw0ObOqVChQFjxwz0jlOLzjK174MGrTWFVOs47NfUu92rr746IxfgTAWIamXZ2Uu6m1IF3Vyji7u9E9GYSLq25yVAQIBkidmzlwe7ASo8VPVWXVnJUDeTBpxjL+Jt27bNWHC4NFVUXSWxM6O0hWq6V2dnIkA0RqTiivqcml2U7gH5bKLnyP7+NDsrHVN8CRAQIFlApUouvvjNIDw0eK7y6clQme/YstwHHXSQGTt2rNusQmi6qIoL2u9FlV3TWZAv3QGiu6S///3vwefTKnPtiZ7rYgfWtU6kvAgQECBZoHv3cWHXVd++yQ10anMgLZ6zL2CNfWSi6yhVvXv3DhcGqmtIJcjTId0BoinA9vNp29d8oNlZdoqvnpvhw4e7TVJCgIAAqWTjxv0alipp02ZEUqVKVFRPZT/si/f+++93m1QqdV/FTgPWO9/ySmeA6MJpP5dmpeUTXfTtYkOtcynPbDMCBARIJVJpktNOKyxV0qhRP7NoUenTamXJkiVBV5VetFrApdXi2UhrKOz3qaO8dyLpChAN/tvdAjUtOV0bS0WJVqzbiQNa++KLAAEBUkm0W17btsOD8NBOfmPGlL1oTQvrYmsSqUpsNlu0aFEYIrpglWdMJF0BorInXPRMsK7HvgnxLQVPgIAAqSTPPvuaqVWrtald+2HTtWtyL+DYQdDrr7/ePZ2VdCdiu7M0sO47OysdAaILni3BofUe+Uz7t9sqvtpPRG9oUkWAgACpBKrqWq3abgUv4GNNkyZ3FtxZlF2oTwsB7Vx+7a2RTLnzbKHQsAPr2qzIZ7A/HQFiA1jvun2DLJdoTxH7O/WpZEyAgACpYFqoZnd82267GmbmzJ/cJsWowKCdcaWaUJq+GzVa6GgvNlpsmKryBohCyy60bN68uXs6L6lL1FbXVSWBVBEgIEAqWOz0Ua2CTobKi9vHDBw40D0dGeeff37wM+gOINWyJ+UNkMceeyx8fGWtlclGsXchb7/9tnu6VAQICJAK9Oqrr4YvOO19kQwt0NOeF3pM1Pvt9bPYFet6x5tKv3t5A2T//fcPHqsdDFFEd7e77bZb8Ls544wz3NOlIkBAgFQQrd2wZdXVHZXs9NE777wzeIzGPyZOjNZ+6IloEyt70Umlim95AkTVie1jX3nlFfd03tP+7vrdaIOoVMq5ECAgQCqA6g7VrVs3eKFtvvnmwQUtGbH99i1btnRPR5J+F7YAo4oXJqs8AaLqwXpc1apVc7JYYnmpQq9dF5LKeh0CBARIBbjjjjvCF5rGM5IV+27dd65+NlIVX/tzJbvjn2+AqJtM+6Doccl2G+aj+vXrB78jbSaWLAIEBEiGadc+DRrrRZbq9Nvjjz8+eNwxxxzjnoo09burjIZ+Nu1smAzfANEmSvZxqXSZ5Rs7mK47EW3elQwCBARIBmmxlq07pA2YdBFMlool2m6FJ554wj0debZbSetDktlj3TdAunXrFjxGIa4yMEhs5syZ4e9XO1AmgwABAZIh6jo588wzw3d1I0aMcJuU6vHHHw8eq8HzKK77KIt2NrQXn2QGtn0DRGs+9BiVvUfp7JoQ7S+TDAIEBEiG6K7Bvrh8yo40bdo0eGwqA81RY/dY15a7ZfENENtV5vMc5Bu7L7yCJBkECAiQDJgwYUK4D/URRxwR9PmnQncv1atXDx5/ww03uKdzhi3ot9dee7mnipk3b4GpVu2Q4HjrreQG3lXM0V7g+vbt656GI3YcJJlyMwQICJA00zRRbemqF5UK902fPt1tUqYZM2aEL8w33njDPZ0z1Nduf86yBm7nz18WFJ/U8c47X7unE/rss8/Cz59Ls9gyZdSoUeHvS12MZSFAQICkme0G0KH6Tz5iNzxSmOSq2BlSZU3nXbhwZbhr4wcf/OieTkilYuznL8/GSflCiwjt7yuZcSkCBARIGg0YMCB8QWl/cF92AF0rg1XwLletWrUqnOKsNS+l8QmQe++9N/jcKluO5NhqCR07dnRPFUOAgABJE027tXWetNJ62bJlbpOkacDXfp5cZwfSb7zxRvdUHJ8AsVOFtQMhklOrVq3gd5bM2BsBAgIkDVSe47jjjgteSCpVUt7+ds1K0ufSRj+5TtNr9bNefvnl7qk4PgFiuxM1kQHJ0Ur0ZJ4PIUBAgKRBkyZNwhdS586d3dMpO+ecc4LPpfISua5evXrBz3ruuee6p+L4BIj9PeprIDnJPh9CgKTuuSs3SuqIiuh8p1nMlluvUqVKULK8vM4666zg85166qnuqZyjn1E/q37m0vgESD79HtMl2edDCJDUuUFR0hEV0flOs5gGgG3ZEd2NpLLPRSLcgRTnEyDcgaQu2edDCJDURS0gypI7P0kl06CjfTFpFlV5MAZSnE+AMAaSOsZAMosAQUJr1qwJLvh6MWkV+tdfJ7fYLRFmYRXnEyDMwkqdnYVV1vMhBEjqCBCUSIv+tPpcL6gDDjjAe/Mi1oEU5xMgrANJXbVq1YLfGetAMoMAQan69OkTvqiSKRKYCCvRi/MJENW/sp9fdbFQutiClaxEzwwCBGU6//zzwxdW//793dNlohZWcT4BovU49vOrLhZK9+GHH4a/L2phZYY72yrRESXR+m4jYvny5WFfskpD/Phjchc8i2q8xfkEiOpf2Quc6mKhdE8//XTwu1K3YjLdrwRI6tywSHRESbS+2wgZO3ZssCpdL666desGq9VTwX4g8XwCRHbeeefga1x77bXuKTi0kZR+V3rzkwwCJHVRDInS5M5PkoUefPDB8AV25513uqdLxY6E8XwDpFWrVsHXOPTQQ91TcOy+++7B70rTn5NBgKSOAEHSNmzYYBo2bBi8wNQt8MEHH7hNSsSe6PF8A+Spp54Kvo5+l9qjHolNmzYtDINkx+0IkNQRIEiJZrbYbVVr1qxZcCFc6DYp0fHHHx887phjjnFPRZp2aLS/kwsvvNA9nZBvgEyZMiW8yKncPhKzWzAraBUMySBAUkeAIGWalmvvJs4880z3dIm0NsK+QMtb4TebPPvss+HPVdb0Xcs3QESD9PpazZo1c0/hfzTWpt/Rscce654qEQGSOgIEXmyXjY5u3bq5pxPSvtTbb7998JiWLVu6pyNJkwm0wl4/UyoTBMoTIHfccUfw9VTskp0Ji/v222/Dv03NxEoWAZI6AgRe1G1j6z5tueWWwSK6ZGjwXY/RYPrEiRPd05ETe1f15ptvuqdLtGqV9lzpFQTI11/Pc0+XKrYb65lnnnFP5z1bx01/l0uWLHFPl4gASR0BAm/Tp083VatWDV5wBx54oFm5cqXbpBiVh7fl4k8++WT3dKToZ7G7NtapUyflqsWTJ883o0f/7H44KbZOmWZjpfp1c9nSpUvDbWxT3YaZAEkdAYJy6d27d/iiS6biqTz00EPhYwYOHOiejgy7Ql8z0r744gv3dEZpIaH9HQ4ZMsQ9nbfat28f/E40Rjd+/Hj3dKkIEBAglUB7LaQSCOr+2nfffYP2NWrUiOS6kBdeeCH8ma+++mr3dMZp7GXvvfcOvn4qA8W5THcf9o5Q+9ikigABAVIJli1bFg4k6wWsNR9lGT16dDAOoseccsopwRqTqNAgrdZ76HtXlWJNDqgMseMvQ4cOdU/nnZtuuin4Xejuw+eOkAABAVJJVNxP5dr14tN6j2RKndx1113hC1Z7hkTBL7/8YvbYY4/ge95qq62CMKksKh9vp/QqwPX/+Ur71di/vxYtWrink0KAlG3ZbzPMa/cdbj5/7Wb3VE4gQCrRAw88EL4A7777bvd0Mdob5KSTTgof0717d7dJVlEJ9YMOOih8l/vyyy+7TUpkp+zWqfOcmTKl9BXktm0yVN3Y/v7uuece93Re0N2rJjHod6D9P2bPnu02SQoBUrbhXRsGg+b9btrJPZUTCJBKpBeyZlbpBajuqVGjRrlNitE0S3tR1mB0jx493CZZQXce9vvU8eijj7pNSmVDQccVV7zlno6TSoBI48aNg+8plenUuaRTp05peRNCgJRu1oQ3w1lXX4+43z2dEwiQSqYBcQ2M60W42267JbXxkcrD28J3Ou6/P7v+ONVNZbutdKjrLVU2FE45pW/w348+muU2CaUaIDNnzgynU//973+vtDGZyqCV/3YsTV2n5RlLI0BKtn7datP/zlpBeLx65z5m/do/3SY5gQDJAm+99VZY6uTss892TyekgXc7M0uHZnZlw4VQ05TtgLl+plTvPCwbCgMHTg7+26LFQLN+feKLXaoBIrHTepOtxxV1uiu0Ncj0X9+uK4sAKdmEtx8M7z5+/Oo193TOIECyRNu2bcMXY7LdUrp7savbdajLSPuQVAYtEtRCNPu9aMA8lTEPlw0FhYbCw4ZJIj4BInb/Cx1aa5PLVMKldu3awc+qO5Bka5CVhgBJbOWyueaFdtsG4THs0ZPc0zmFAMkSWutx+OGHBy9G9c0nW7ZEM4liL4S6OCiMNFW4Imj2mEqm2/UEOrTKvryzrWJDQd1XtjtrxYo1Tkv/ANGue1qZru9Zd0vazz4X6c5Ua1/SHZYESGKjXrwkCI/nr9rULJqd22NsBEgWmTp1atj9c/DBBydV6sTSQj1beFGHLugdOnTIWJCsWbMmqKpr17PY8NIiwXR0pbmhoIF0/X+PHuNiWhVy26ZCe7Hbqb2a1pprq9QVknaihg6t/UgXAqS4BbO+MM+33iQIkNEvt3ZP5xwCJMv07NkzfFFeeeWV7ulSzZs3L26Vu45tttkm2DJWCxHTQTsJqrLwTjvtFPd1NC3UZzFaSdxQ0FReTelVQcXffosPKLdtqrSZkp3IoBDJlTsR/T3YMu06rrjiCrdJuRAgjr/+MkMeOi4Ijz7X/838+Ufye/9EFQGShew2rDpeey31Abhx48aFU1Vjj1133dVcdNFFwQVywoQJZd7hqHtM01z79etnLrnkknAP89hDF6hUquomK1Eo3HXXB8HH7rnnw7iPJ2qbKtWBsiGi7qyHH37YbRIpupu1pVt0aJva8sy4SkSz2ezn79q1q3s673w/9uVw4Pzb9x93T+ckAiQLqUaRffGrW+rnn/0q0H755ZemdevWYbXVRIem22rsRQsU7aH/j52G6x7qZtPMpffff9/9kmmTKBTmzfsjuAPRnci0aUXv7hK19aE7EdudpUM/Yzq64yraSy+9FCwQtD9Hx44d3SbloiDSbDs7o0uH7ty070oy2xPnonWrV5iXb9s9CI+B9x5oNqxf6zbJSQRIlhozZkxYauKf//ynWb9+vdskaX/++acZPHhw0CVWq1atYoGQzKEL66WXXhrMrKqIi0RJodC9+7jg461bDws/VlJbHxoTsQPrOrROJCqLDfW86A7Tfu/aQEvTldPpk08+iesW02GnoOvQXa7ucPOtZP74ofeEdx+/TBrpns5ZBEgWi10xfO+997qnvalvXNM4VVxQg6rqntLRoEGD8N/6uKYTv/vuu8G+7hWtpFDQLKyGDQsXF3788U/Bx0pq60sDz7Ez27bYYovg95/NtbM0BhHbxbj//vsHd6DpojUkthy/PQ477DDz4YcfBl1ZTZs2jTt39NFHB/Xe8sEfi34yvdtsFYTH293PcE/nNAIki6mrwNa+0gynjz/+2G0SSStXrjUjR35vbrnlvwV3V70Lwupdt0mpoWAXF/7rX4WLC0trWx56925XrOvQjLNsq+Kr6dKx9dF06E4xXV1vCk3N5rOzA3VorEg7O7p3xerSPOSQQ+K+F90RlXfBYrZ777lWQXj0vKaKWfrbdPd0TiNAspy6VKpXrx68GFW+JKp7ei9fvtq89dYMc911b4db09qjcePiCw5LCwWFRvPmA4LzgwdPKbVteendtTshQWsqKnu6rxaMNm/ePKiHZr+v/fbbzwwfPtxt6u3VV1+Nu6vZfPPNgxl4pW17q3VBurPdYYcdwscphO+7776gKzXXzP3u47Dr6vNBN7qncx4BEgG6WNl+5mbNmrmns9bixavM669PNVdfPbzgotszLjR0nHXWq6Zbt7Hm55+Lr1UpKxRGjZoVnG/UqF/CtgqsqVPTN41SVXxjB9h1aKxEa2EqKtQ1a05jUCeeeGLc96Gp2g8++GCwNicdNFX7hBNOiPsap512WjDJIFn6nVx77bXhOJ4OTQxJZgO1qPjrrw3mtU7/CMJD1XbXrCr+d5zrCJCIaNOmTfhCfPrpp93TWWP+/BVmwIBJwcK/o49+vlhoqCzJ00+Pj5tFlUiiUHDZxYWJ2l500evBx668cpiZMaPsApXJ0Dtovbt2g0SD1Qr2/v37m4ULS/+5UqWFoK+//nowIyy2G0mHZuipUKXWY6SDPo/WDMXe1WgsZdiwogkLqZoyZUqwAVrs912/fv1gGnnUTRv9fHj3MXV06X+ruYoAiQhdvDRoqReg6kxNmjTJbVJp5sz53fTrN9FceumQYoGh47zzBpvnn//K/PBDyV0frkSh4LKLCxO11V2P/biC7IEHRpulS9PThaJuGo2PHHnkkXEXRnvozkTvvtXm888/T6rCsuhdu7qmtO5GG4bF1jmLPdRV9dhjj6VtnEN3Lo888kjc1F9N/e7SpUuwB006aOxI37f9/BrT08LGBQtK3+slW+luQ3cdCg/dhehuJB8RIBGid3P2XagGKytzVpC6nXr3/rrgnXHhO333uPjiN80LL0wws2cvdx9aIdau3WD69Jlg6tV7IfyeTjqpj3nllW8LAiB9L3Y9J3feeWfCRZaxh8YE1IWj0Ildc6P/18ftOFdJxy677BKMP2iRaDqpErTuMuzX0d3H5Zdfnra7mlgKKtXhig0qldxRGKYrqCrKu/1uDO8+NA6SrwiQiHnuuefCF99VV13lns6oqVNnmaeeGm1atRpULDB0J3DZZUODC7QW/GWLRYtWmg4dRsV1p7VsOdCMGfOL27TctPpbhSVVSSB2kZ3PoUDRIHm3bt0ysg5F32ujRo3ivma9evWCrW4zTZWbNVMstqtM621GjBjhNs1KP/0w3bQ8voq59vSNzJDurdzTeYUAiaCWLVuGLzwN7maS6ltphfEBBxxWcFE8seCFflNc15AW9A0aNMUsXFh6WZTKpu4ut4utXbu3Ew7gp4vtkurbt28wFVZ3EHadje4+7L/btWsXnE+1y8uHZlCpWnPs4LbGdAYMGOA2zTiVj9Ei2dgQO/3008306dk9FbbJGWeYPWpsZE4+fCuzcF7hWqR8RYBEkC4CtstEA6la5JVOWm184403Fhss3m672gUBcqVp02a4GTJkWtrGFCqS1p9o2rANEc0O69r1c/PHH+mZwZSttGZDd0exXWXqDlWZk8rsCpVXXnklrnSOpgtrDEglfbLNyJEjw++zY4d73NN5hwCJKF3k7dak6npwF3WlQo/ViuJrrrnG1KxZMy40dGh/Eu2U+Morr5nly1e4D4+cVavWmWeeGR+3HkV7jbzxxjSzYUPuleD44IMP4sqz6LjggguyaoGfpii3b98+mCBiv0ctWNQ06fL8baeTxmm0142+N63JUsWCfEeARJjePdoXm7pAUqEXg8qUqEprov56Lf4655xzgqmpufpCmTv3D3P77e/FdWudf/5r5quvKr50Syb88MMPwThK7POqsvuqs5atVDg0dmdLHSruOWrUKLdphXv88cfD76k8u23mEgIkwlTqRHPq9QetuxHdlZRGU4E1nVJ1nmJ3ELSHZsf8+9//DsZVKrtboyIpMBQcsUFy223vBdOTo0hFFTVupRpe9rnVLC5tOhaVIofav8adJv2vf/3L/Pjjj27TCqH1PfY1c9xxx0Xm95hpBEjEqRvClo1QP7JbZkJdAyq0p0J4WrHshob6xDUjRn276VrJHEXqulIXlrqybIioi0tdXeryigJd1DQQr4q49vnVIsfbbrutQioop5veIPXq1Stu8zJ1p2rxZEXfFWtbBH19zRxL58ZpUUeA5ABt6GRfYC1atAguFtoTQv+O7VO2h96N6gWh4ndaFIciGkzXoHps6RUNug8bNtltmlVU+VYVcGOfZ1XIVS2vqFu+fLm5+eabgzC0P9tuu+0WLLisCBMnTgzHGzVrDkUIkByhvcjti8v+scceujvRNFJV9OX2u2ya3qtpvjZE9tuvTUGQtDbjx6evRHo66A40dg8QHVpkmsnNvirLd999Z84888y4n7Vu3brBVOlMstWOt91220rZ2iCbESA5QuMbur2PfXFp86hbb701WFsAP1pweOaZT5qaNZuarbfeKyhqqXehlX0h0fOtCrex5ebVlalaXbl+V6nJHwcddFD4c+s5ufjii82cOXPcpuWmLaXt11HBSsQjQHKELhq2RISCoyJWFOeLdevWm6efftVsv33RGgq9G+3cuXOljBupom3sfudaFKjaWxVVFTgb6O9dq/S1Dsr+HjTGd//995vVq1e7zb0opLUHjH1Npevz5hICJEdoh0H7QnrnnXfc00gDzcTR2FFsF6EuLJmuBmCpgq1byl2VbidPzu7xmUzSqn1138aurNdFX3cO5aUwsp9T44wojgDJEaqLpT90vSOLWmG6qNGgqrsLoLYDzlSFZFWsVeXa2OBSZdvK3tQqm2hnRj0Hsc/JySefHDxXPtQdZmctNmzY0D2N/yFAcoCmO+68887BH7vWeKBi6F2u7eLQoXfBWs2frlpWeiOgSrWxa3bUTamKtpXRdRYF2jtFd4X296XQ1ZurVJ8TrYeyz6nCCYkRIDlAM6vsC0bluVFx1C+uro7YNTa6C+zevXu5BrNVmVYVau3n1PoDrddRJVuUTs/JAw88EIxTxT4nTzzxRFLPiSad2B1A9YYAJSNAcoCqueqPXS8YBvoqh7o89K7VXnh0aKbQf//7X7dpqVSJVhVp7efQoYq1qlyL1GimnO7IY58T1bIqbYxQU9y1573aalZbqncu+YYAiTj9wauwm/7gtdoclUvvXu0FyB5nnXWW+f77792mcVR5VhVoVYnWPk5rd1SpFuWjTbhUfiT2OWnSpImZMWOG2zQovW/b6C4SpSNAIk4XLPsHP3jwYPc0KoFCXRei2MrGWkV9yy23BKuqY6nSrCrOqvKsbavqAapMqzI0SB9VZ9AK9tjn5Kabbgr2nRdtEWyfs4MPPjip7q58R4BEnC5K+oPX3g4VXR8IpdMFSXWbYosaarJD7969g4kPqjCrSrP2nI5zzz03qEiLzNBr5O67745bdKtq1D179gwKUNqPabEiykaARJydcaK6V8hOqiAbu4ukDrcasirPqgItKsasWbOCrYdjnwN7qMsRySFAIkyrze0fPX3l2U+bdtWuXTvuYqVKs6o4qzsSVLyPPvqo2F3gGWecYX766Se3KRIgQCJM3SP6g1cXidu3juykMQ/VJ1OX42mnncbzlgVUeNK9C9E41L333ss4VBkIkAiz22uqQimA1CnQ7V2h7gbbtGkTNxNOMxzZfbBkBEhEqf6R/SPXTnMAUvfMM8+EryN1JYrW4jRu3DjujuT4449nLU4CBEhE2f3Q9W4pn6qwAumi3Tvt9Omjjjqq2DiUduk84IADwhBRNQCV8p83b15cu3xGgESUve1u1KiRewpAErTBml5DWqn+ySefuKcDqkfWtWvXuFlzqvigvUGoR0aARJJWNds/Zi1CA5CaqVOnhmMd5513nnu6GJXyv/LKK+MqIu+77755X+adAIkgVWPVH7D+mCmuB6TO1hvTbLhUFm5+8803xfZkUbn3fN2ThQCJoKOPPjr4w9UfMoDUDB8+PLz4q2SMj0GDBhXbFVIzuPJtPJIAiRgtcLLVRbWlJ4DkaUzDlsnfc889y7XOQ1vedurUqdi+9D169MibOloESMRoQE9/qAqR2bNnu6cBlOLRRx8NL/b9+/d3T3v59ddfzUUXXRRXNl7FGLXNdK4jQCJGe0PoD7Ru3bruKQClmD9/vtluu+2C188JJ5zgni43VcY+5phjwhDRcfbZZ5tZP5Zeyj/KCJAI0QY5mouuP8wuXbq4pwGUQvvK67Wj19CXX37pnk4LlfJ/8cUXza677hp8ra2rbGTqHVLFvN7zVrNmVe6VrSFAIuSpp54Ku69U4RVAclR41L75+s9//uOeTjuV8r/zzjvNIXtuYVrW3cjcd+5Gpt/NO5vpY14oCJncKZxJgERIgwYNgheASn8DSF79+vWD1061atUqdOr73Nk/mF6dmpvnrtwoPF5/4Cgzb+anbtNIIkAiYsGCBcFUQb0IHnjgAfc0gBIMHDgwHJN45JFH3NMVYs70D83gjofFBckHvS4wfyz5xW0aKQRIRGjHNPsiULE3AGVbtWqV2WuvvYLXzX777Vep5Uf+2rDeTPnoadP3huphiPS+dmvz5bAOZt3aVW7zSCBAIsKunD3kkEPcUwBKYIuO6hg6dKh7ulKsXrnEjBnQzvS8evMwSF65fU8z84v0TCuuSARIBCxdutRUqVIleBFokxsAZdM6KbvILxuLji6dO9WMeOLUuG6toV3qmYU/f+U2zVoESAT069cvfBc1ceJE9zSABNpeeUHwmtHY4ZQpU9zTWePnicPMgLv3D0Pk+dabmI/7XmZW/T7fbZp1CJAIaNq0afBC2H///d1TABL4YcoY0+zojc2R+2xk7rilrXs662xYv9ZMfLeL6XPddmGQ6N/62IZ1lTduUxYCJMtpPvmWW24ZBMjtt9/ungbg+usv88YDdUyHczYy1zerbn5fFp0Ch7rr0N2H7kJskOjuRHcppYntBivtSLf0f0ak1YABA8LuK7bUBMqmxXr2gjlp1FPu6UjQOIjGQ2Iv/hov0bhJIm5QlHSkW/o/I9KqVatWQXhoKiKA0q3983fz0s27BBfLwR0ODabORplmZmmGlg0AzdxSQLoyFRBlqfiviKRpDvs222wTBMgNN9zgngbgGPf6beHF9Ndp77unI0lrRLRWRGtG9HN90PtCtwkBguLeeOONsPvq009zo/QBkCnLF8w0va7ZIriQvvt0M/d05GnV+qQPu5tVy4uXYiFAUIz2GFB41KxZM6jyCaBk7z7VNLiIKkSWL/zBPZ3TCBDEUckFu3eBtsoEULJfp74XXkTHvZF/sxUJEMQZMWJE2H314YcfuqcB/M+GDeuCAXNdQF+6ZddgID3f2AAp7ciEzHxWlJv2LFB47Ljjjmb9+mjPJAEyafKoJ8OL5IwxfdzTecENi0RHJmTms6Jc1q1bZ6pXrx4EyOWXX+6eBvA/q1csDqvbvtH56GARYT7KZEiUpuK/Isr03nvvhd1Xb7/9tnsawP982v/awotn643NbzPHuKfzBgGC0FVXXRWEx/bbb2/Wrl3rngZQYMmcyabnVZsFF85EayPyCQGCwIYNG8wuu+wSBMjFF1/sngbwPyMebxRcNHu3rWpWLJntns4rBAgCo0ePDruvsmUDHCDb/PTN0PCi+dXw+9zTeYcAQeC6664LwmPbbbc1f/75p3sayHsqb97/7v2CC+Yrd+wV2e1g04kAQbDafI899ggC5LzzznNPAyjwzTsPhxfMH74c5J7OSwQIzNixY8Puq0GDeGEALtWB6tOuWnCxfKtLffd03iJAYE477bQgPDbffHOzYsUK9zSQ98YMaBdcKLXh0qJfJrinUcEIkCyicQ97B9K7d2/3NJD3xr52SxAgn75KfbhsQIBkiQkTJoThoWOzzTYzw4aVvo0lkG/++muDWfrbdPfDqCQESJa4++67g+CoUqVKWMZk6623Np999pnbFACyAgGSJQ466KAgNJo0aRIMpletWjX4f4XJtGnT3OZATrGDwGUdyC48I1ngq6++CruuXnihcL9jlXNXN5Y+pv3Qf/31V+dRQO5wg6KkA9mFZ6QSTJo0yfTp08dcc8015ogjjjCbbLJJEBQbb7yxWbRoUdhObfQxnTvssMPM0qVLYz4LkDsIiGjiGcuwuXPnmjfffNPcdtttpk6dOmEgJDq0iNDVuXPn8PyJJ57I6nTkJAIkmnjG0uiPP/4wo0aNMo888ohp3ry52X333YuFhBsYLVq0MF26dAkWDq5albgkQ9u2bcPHtGzZMii4COQSAiSaeMY8/bV+vflhwgTzzDPPmMsuu8zUrl271LuLatWqmQYNGsSFioImGQqMVq1ahY9T1xeQSwiQaMrcM1ZwoQuOZCTTdsQIYy66yJhatYypWtWYrbcu/Lc+pnOZNmuWMSovcsMNxpxwgvms4OtfmiAodGgl+ZFHHmnatGljXnzxRTN58uTw0yxZssQccsghQTsFTr9+/Yq+RilWr15tTj755PBrdOrUyW0CRBYBEk2Ze8aSCQWrtLa//WbMiScWtSnpOOkkYxYscB/tR4PV2glQF+mzzzamRo1iX29GwXFrwVG94Nhvv/2C4odPPPGE+fzzz8scp5g9e3ZYNFFh884777hNElq2bJk5/PDDg8fp6NWrl9sEiCR3tlWiA9knc8+Kvdgmo6S2Cxcas88+hed22MGY++835ttvjVGdqJUrjdE7+86djalevbDNvvsas3ix+1lKV/DO3nzxhTHduhXezRxwQLGwiDv0fTRpYv7s0MH8MHy4WZbq1/ufKVOmFHyqHYIg2Gabbcz48ePdJglpUH7vvfcOHsdqdeQKNywSHcg+mXtWSgqFREpqW3ChDj5+2GHGzJnjni0yb54peGte2LZpU/dsPC3Ke+klY9q1M6ZOHWO22KJ4SNhjq62MqVvXmOuvN6Z/f2NmznQ/W7l8+umnBV9iqyAMdtxxR/Pdd9+5TRKaMWNGwU1RjeBxrFZHLiAkoilzz1hJoZBIorZjxxZ+bNttC8cfyvLTT4Vt9RjdUVhLlhjTvr1K3Rrzt78VD4nY45BDjLnkEmOefFKr+4ypgP3IhwwZYjbddNMgDGrVqlWQhfPcJgmNGzcubrX61KlT3SZAZBAg0ZS5ZyxRKJQkUds2bQo/dtNN8R8vzc03Fz6mbdviH3OPXXYxplkzYx580Jj33jNm+fKix1Sw559/PggCHVpYuDzJ72XkyJHhavU999yT1eqILAIkmjL3jCUKhZIkalu7duHHPvkk/uOlGT268DH/+EfRxxQO++9fOMiuMHn9dY1iF53PEh06dAhDpGHDhmbNmjVuk4Q0y4vV6og6AiSaMveMue/4kzlibb994cdSGaRWWz1Gg+oR1Lp16yAIdGhWV7ILBh8suIuyj6tfv36Zs8CAbEOARFPmnjE3HJI5Ym22WeHH1q2L/3hpNGahx+ixEbR+/XrTrFmzIAh0XHfddW6TErVr1y58nFa3Jxs+QDYgQKIpc89YolAoSaK2eXgHIrp7qFevXhgGDz/8sNskIQXGOeecEz7uiauvdpsAWYsAiabMPWOJQqEkidraMRCNayQr0RhIBGm1+qGHHhoEgcY3+vbt6zZJSKvVT2/QwDQueFyXgmPuffe5TYCsRIBEU+aesUShUJJEbe0srBtvjP94aTRjS4+JnYUVUe5q9be1Mj4JK5cvN/0LAnSy/Z327Ok2AYC0SPIK7yFRKJQkUVstjtPHyrsOJMJiV6trzccXSf5c6+bOLVrBv+mmxrz1ltsEAMotySu8h0ShUJKS2jZuXPjxZFaiq9tKbctaiR4xvqvVzYwZRTW8VHhyzBi3BQCUS4KrdpqUFAqJlNR2/nxj9tqr8JythTVpUmEdLFsLSwsB7YVStbBidvTLFUOHDg1Xq+9TcGeR7Gp1M25cYeVi+/tjtTqANEpw1U6TkkIhkdLaqjvmhBOK2pR0aKGgAidH9ezZMwgQHf8ouNtKdrW6GTnSmM03L/wd7blnVi6iBBBNJVy106C0UHAl01ZVZy+4oLBvX10yOvTvCy80Zvhwt3VO6tixYxgiVzVoYNYnuVrdaBbXxhsX/o4PPbSwPhgAlFMZV21km6uuusr8syAI7i44Jp97rhaAuE0Se+ihoqCuV08LTtwWAJASAiRi/ioIjMHNm5sxNgxUlj5ZWtluH1fwOcz69W4LAEgaARJBG3T3UL9+URjo7iIZulvRXYt9XMHdDAD4IkCiSlV3NZ6hIND4xosvui0S07hJgwZFIdKxo9sCAJJCgESZ9v/QzCoFgWZaacZVMjSD64gjikKE1eoAPBAgUae1HVrjoSDQmg+t/UiG1pLErlYfOtRtAQClIkBygVaZa1qzwkCLKrUKPRla1b7jjoWP0/7vn37qtgCAEhEguUL1rnQnoTDQnYUWYCZD9bVYrQ7AAwGSS3r1KhrXUG2wZFerq9KvXa2uxZoAkAQCJNdoDxAbIiefrE1C3BaJDRxYOLCuFf8AkAQCJBdpN0IbIueck/xqdQBIAQGSixQYLVoUhUgObLAFIPsQILnKXa2usvcAkEYESC7TanVtxqUA0Wr1Pn3cFgDgjQDJdVqtbjfl2myz5FerjxhhzEUXGVOrVuE0X60z0b/1MZ0DkPcIkHygtR3VqxeGyIEHumfj/fabMSeeWNT1VdKhDbwWLHAfDSCPECD5YuxYY2rXNuaBB9wzRRYuLCpvYrcQ/vZbY1asKNpCuHPnojDSFsKLF7ufBUCeIEBQpEmTwmDQuMmcOe7ZIqqjdfjhhW2bNnXPAsgTBAgK6Q5FgbDttsbMmuWeLe6nnwrb6jEqhwIg7xAgKNSmTWEY3HSTe6ZkN99c+BjWmQB5iQBBIY2PKAw++cQ9U7LRowsfo7pbAPIOAYJC229fGAapDIqrrR6jQXUAeYcAQSGtEVEYrFvnninZ2rWFj9FjAeQdAgSFuAMBkCICBIXsGIjGNZLFGAiQ1wgQFLKzsG680T1TMs3YYhYWkLcIEBT67LPCMGAdCIAkESAo0rhxYSAksxJd3VZqy0p0IG8RICgyf35R5V5bC2vSpMI6WLYWlvYVqVGjsI1qYS1a5H4WAHmCAEG8uXONOeGEwoAo7VA1XgUOgLxFgCCxYcOMueCCwuq82gtEh/594YXGDB/utgaQhwgQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4+X+DXZakIPhPoAAAAABJRU5ErkJggg==)
PN: 4H21-3-94
CAS: 1019021-78-3
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-7-Y0
CAS: 353258-35-2
Molecule Weight: 264.59
Formula: C9H4ClF3N2O2
![8-Chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylic acid hydrate](data:image/png;base64,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)
PN: 4H58-7-86
CAS: 1980053-18-6
Molecule Weight: 282.6
Formula: C9H6ClF3N2O3
Melting Point: 238-239 ℃
TSCA: Not listed on TSCA inventory