![Ethyl 7-methyl-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-3-5S |
| CAS | 874776-54-2 |
| MDL Number | MFCD03407574 |
| Molecular Formula | C12H11F3N2O2 |
| Molecular Weight | 272.227 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-3-5S
CAS: 874776-54-2
Molecule Weight: 272.227
Formula: C12H11F3N2O2
![Ethyl 7-cyano-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H37-3-1J
CAS: 1555847-50-1
Molecule Weight: 283.21
Formula: C12H8F3N3O2
![Ethyl 2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-3-P1
CAS: 108438-46-6
Molecule Weight: 258.2
Formula: C11H9F3N2O2
![Ethyl 2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-3-4A
CAS: 2451256-48-5
Molecule Weight: 240.21
Formula: C11H10F2N2O2
![Ethyl 2-(difluoromethyl)-6-methylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-3-4C
CAS:
Molecule Weight: 254.237
Formula: C12H12F2N2O2
![Ethyl 8-methyl-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABh9AAAYfQGBTC9hAAACgnpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF+MHbEyVpKpaRZrUbtLaSXs3ucRJkQJUQJ6+/c6QpCHJQAFsn+93fvifnfH9LlvBxpVVWuQTwikj4PKkmKf5ckJ+v81GhtxPxwk6oWNeTchHXX/eBcF2u6XJh8vsrshpUmSk7b/bVWnHZytpUS4DwRgP/rw8vzbMKM2r2uaJQ6pK76rG+Fwktm5m8Z8hgsyWmzQPWvcgKzdttL+C+YfRXTUnX2t5xL4HRGGRrhwsijKzNWwEo/iwb7B0uStt7ebwvkezpCGufTp+eSqSdebyGqs+QprY1WtdrhM0ZMXKJWsMhpXvTxOScQRsXWQPZWn34GvebDlYAVaCDcEqsBpsBNaAjcFyhi/2c3Tg6MHRhaMPRyeOXtzg/q+cn8Db/tPhKuARfh7eR/jRfI8/35rBDDdRTMiIUyNNDCNGpRQKGOWhDIFTHcYRCKoNE1hwoTQahWDhsSWpirEvpLGQ8bHQVKhIH4uD8eDph+CxBhySma+SwN7PQ1POjYSRolFs0DnE+UjlS8ZlY+cqMjASVIUm8rBkwvigTOlm/kpiG3WSkcCpRlEkTlakWNSWJjxvH6JgEMlib9ZSK5QnOOkzHb8X+fysCul8Qt45aYT75RaVOGhHoCjnrsTj4AN413NAdAGvdD8gu4DPi34g7AI+i06AuAWoK0D3j6C7gM/QE/BwC4i6gM/nfsB0AZ/9/UDcBZqz0k/4/o50zdnqXzi/lNszYmCcC8XbszvAXIjenvUB5kL39m4YYNSVkoOIvt7pIeRafj6QYfwiAdoLboCJbzDmFhOcHeXgeC1j9erKDs7u8wD/xab/AEYr/+hDQ5BsAABFa0lEQVR4Xu3dCZxVc+PHcftatNqyhkcP4dGiRLR5KGQv+xItCEn5C8VDyL6FQimplCdSloqylFChngqlVNpVWrXz+8/3XOfMnd/cmbn3d+/M3HvP5/16nRfN73fn3nNn5ve95/y2HQwAAA52sL8AAEA8CBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAARBaM2bMMJ06dTI1atQwlSpVMrvuuqupXLmyadSokXnmmWfMunXr7Id4dthhB++IRyJ1M012nhUAFGLLli2mXbt2Zqeddgoa+FhH+fLlzaBBg+yHJxQKidTNNNl5VgBQgG3btpnGjRt7jfree+/tXYF8+eWXZtWqVWbr1q1m2bJlZtSoUeaWW27xymM1/omEQiJ1M012nhUAFOCuu+7yGvSjjjrK/Pzzz3ZxHitWrDAtW7a0v5xQKCRSN9Nk51kBQAyLFy82u+22m9l99929/g9XiYRCInUzTXaeFQDE0L17d68xv/766+2ihCQSConUzTTZeVYAEIPf9zFy5Ei7KCGJhEIidTNNdp4VAMRQpUoVrzFftGiRXZSQREIhkbqZJjvPCgBi2GOPPbzGfNOmTXZRQvxQSOTIRtl5VgAQAwGSWtl5VgAQA7ewUis7zwoAYqATPbWy86wAIIZ0GcY7ffp006VLF1OrVi1ToUIFU7ZsWVOtWjVz4403mmnTpuWpm87iewcAIAvo1pUWTCztiYT+12IdO++8sxk8eHCe+ukqvncAALLEnXfe6TXUWspkzpw5dnEeK1euNJdddpn95ZihUJBYdWvXrm169uxppk6dajZs2GDWrl1rJk+ebFq0aOHVPeyww/LUT1fxvQMAkCW0YGKDBg28hrpMmTKmc+fOZuLEiWb16tVe2fLly83o0aNN+/btS3wxRa29pbrlypWzi9JSfGcFAFlk8+bNpnXr1kUu516xYsWYt5MSCYV46uoqRH0fV111lVdXKwFngsLPCgCymDqzO3bsaE466SQvLKI3lHr22WfN+vXr7Yd44gkFX2F17cCqWrWqeeyxx7wl5zNB7LMCABQ7O0B0S61Dhw7ehleZgAABgFKmzazU76IrIQWJrooyAQECAGli3rx5XoAccMABdlFaIkAAIE3MmjXLCxCN/soEBAgAlLB69eqZoUOHmrlz53r9Hb/99pu3vEr16tW9ADnrrLPsh6QlAgQASpjdeR59aDTYzJkz7YekJQIEAErYlClTTJs2bbz1r7TEvG5ZHX/88aZTp05myZIldvW0RYAAQA5N5Js9e7b9ZRSCAAEQelqTSrPSd9ttN7Nw4UK7GAUgQACE3jvvvBP0QXz55Zd2MQpAgAAIPQLEDQECIPQIEDcECIDQI0DcECAAQo8AcUOAAAg9AsQNAQIg9AgQNwQIgNAjQNwQIABCjwBxQ4AACD0CxA0BAiD0CBA3BAiA0CNA3BAgAEKPAHFDgAAIPQLEDQECIPQIEDcECIDQI0DcECAAQo8AcUOAAAg9AsQNAQIg9AgQNwQIgNAjQNwQIABCjwBxQ4AACD0CxA0BAiD0CBA3BAiA0CNA3BAgAEKPAHFDgAAIPQLEDQECIPQIEDcECIDQI0DcECAAQo8AcUOAAAg9AsQNAQIg9AgQNwQIgNAjQNwQIABCjwBxQ4AACD0CxA0BAiD0CBA3BAiA0CNA3BAgAEKPAHFDgAAIPQLEDQECIPQIEDcECIDQI0DcECAAQo8AcUOAAAg9AsQNAQIg9AgQNwRIEnq32SGuA0D62rJli7nggguCAGnfvr3Zvn27XQ0x0LolwQ6Kgg4A6UlXHlWrVg3Cwz+qV69uPvnkE7s6LLRuSSAggMw0ffp006hRozyhUa5cObPPPvvk+ZquTObMmWM/HH+j9UsCARJeNWv29o5atXqbWbNW2sV5+HVR+lauXGluuukms8suuwQhUbZsWfPoo496t7LWr19v7r33XrP77rsH5fr/u+++26xbt87+dqFH65cEAiS8/FDQ0aHDR3ZxHgRI6du2bZt57rnnTPny5YNg2Gmnncx1111nli5dalc3v/zyi7n44ovzXI0ccMAB5vXXXzd//fWXXT20aP2SQICElx8K9ev39f47bdoyu0qAACldY8aMMf/85z/zhEG9evXMpEmT7Kr5fPrpp+aEE07I89jatWszUutvtH5JIEDCyw+Fl16a7P23bduRdpUAAVI6Zs+ebc4777w8jf/BBx9s3nzzTbtqoTQiq1evXqZSpUp5vteVV15pFi5caFcPFVq/JBAg4eWHwvr1W0zDhv28///mm0V2NQ8BUrLWrl1rOnfubHbbbbegsd9zzz1N165dzR9//GFXj9vq1avN7bffbnbdddfg++69997mwQcfNJs2bbKrhwKtXxLs4bqxDmSn6FDo1+977/+vueZdq1YEAVIy/vzzT/Paa6+Z/fbbL8+VQosWLcz8+fPt6s5+/PFHc9ZZZ+V5jsMOO8wMGTLErpr1aOGSYIdFrAPZKToUNm3altOgDPD+/fnn+RsqAqT4jR8/3tSoUSNPo37SSSfl/Dw+t6umzPvvv2/+8Y9/5HnO008/3Xz33Xd21axFC5cEQiK87FAYMmSG9++WLd829iAduy5SZ8GCBeayyy7L04hXrlzZvPrqq94VSXHbunWrefLJJ82+++4bPP/OO+9sbrzxRvPbb7/Z1bMOrV8SCJDwskNh27Y/zXnnDfK+NmrUz1E189dF8tSXcf/993t9G37DrT6PO++806xZs8auXuwUFgoNhYf/ehQqCheFTLai9UsCARJesUJh5MhZ3tcuvPAts3177qffWHXhbtCgQeaQQw7Jc9VxzjnnmFmzZtlVS5xuX+k2VvRr020u3e7KRrR+SSBAwitWKPz551/m0kuHel9/990fg6/HqovETZkyxZx66ql5Gudq1aqZjz4qfCJnaVCHujrWo1+rOt7VAZ9NaP2SQICEV0GhMHbsL97XmzUbaLZsiazoWlBdxGfZsmWmVatW3sxxvzHWjPJnnnkmrW8PaWjvf/7zH2+or/+6NQS4Q4cO3pDgbEDrlwQCJLwKC4WrrhrmlQ0aNN37d0F1N2/e5l2paP5I9C0vRGhtqsceeyzPAofqY2jbtq1ZsWKFXT1tabKhJh1GX41oUqImJ2b6svG0fkkgQMKroFCQiRMXemVnnvmG2bhxW4F1X3vt26CsUaP+OZ9WPzNffvlrzqdqwuS9994zRx11VJ5Gt0GDBmbatGl21Yyh5U+0DEr0OWmZFC2Xkqlo/ZJAgIRXQaHga916hFfep893Bdb97LN5pk6dV4Ny/zj99NdN167jzLhx87yrlDCZOXOmadKkSZ5G9ogjjjD//e9/7aoZSQsxakFGLcwYfY5auFELOGYaWj/AQUGh4Js6dalX3qDB64XWXbnyj5zGcaZp126kOfnk/GFy2ml9zN13f2xGj57jXc1kq1WrVnk7AUYvs16mTBnTvXv3nBDdbFfPeFoaXkvE28vGayl5LSmfKQgQwEFhoeC77baP8oRBUdas2WTee+8nc+utH5q6dfOHySmnvGY6dhxt3n9/lrcGVzbQMusvvviiqVixYtCQ7rjjjuaaa64xixcvtqtnHW1WFb2dro6DDjrI9O/fPyOWjSdAAAfxhII2mtKGU/HUtW3YsMV88MFsc+edo029en3yhYkCpn37D8zw4T+a1aszcyE/bRmrrWOjG886deqYr7/+2q6a9TL1vSBASshff/1pPnn1MjPiyTPMpvWZM4IEpU+3rnQLq0uXT7xbWnaY1K79irec/NtvzzQrVrivNltSSutTt0Y8aR6GOug1Q1yjubShlJZCUQe9f+jf+rrKVU/1f/jhB+9qqThl4tUYAVJC1q6YG3S6f97/BrsYiIvmlqjzvVu3T80ZZ+T2r/iHrnhuvPE9M3Dg/8zSpel1L72k7/vre3744Yfmrrvu8kY/RS8z4nKoMdeCjR07djQjRowotiVTMqk/iAApQbr6UIC80nYns2LBt3YxkBAN99WwXw3/bdy4f74w0XHFFQNyPtUON7/8ssB+eIkpyZFHGzduzAnPgaZp06Z5GuCCDl35HH744d6Ohbr60H/17ypVquSrax8KFD1GS8gXx8TATBiRRoCUoJULp5pX2u3shch7T9S3i5HGNNlPn+r92eXpRsuoTJq02Dz66PhgaXkd//znPTkN99k5n/T38+YcaGa0GqaSUlJzH/73v/+Z66+/3vukbjf0Oo477jhzyy23mJ49e5rRo0d7q/jGQ5MAtSWubi3ddttt5sQTT8z3vXXoSurCCy9M+XlJOs+JIUBK2BcD2gS3suZMfssuRhqaPn15MF9j2LAf7OK0o26E775bap56aqKpX/8+U7FiXbPTTrm76Ok45phjzH333Vdse1eU1OxrdTI3b948X4Ou5UPUd6A1qZYvX24/LCm///67eeedd0zr1q1NhQoV8j23Or9Vnsr+nHSdlU+AlLBN634zr3co5wXIwLsPNdu2brSrII1oNFTz5oODzuqZMzNvj4cpU6Z5fQ9HHnlkvsZOh26LaAvYiRMn2g9NmNZ/0havxb3+088//2yaNWuW71zOPvtsb8/zZLauTYQadl0htGzZMs8Wujp01aPRVamUbuuCESCl4H8fPx1chUwZ+YBdjDRyzz1jg9tBvXtPsYszztSpU023bt28e/1246vj4IMP9m7VaCe/RDdkKokVaNXHodcf3RGvvo4rrrgi50oxsvZYaVm0aJG544478t1GU1/PvHnz7OpJSZeViQmQUvDn9q1mSNdjvADp034vs/73X+0qSAMjRswKwkMjm9TPkE3UsD/00EPe1q92kOjYf//9TZs2bbxP0YUNYS2pPTAmTZpkqlatmud5Lr/8cm9YcDrRLa6uXbuaPfbYI3id2vjqueees6smrbT3RiFASsmC6R8EVyFjX73cLkYpW7Bgjalfv68XHg0b9jPLlqV+mGk6mTt3rnePvW7duvmCRIfmJqiT+oMPPgiGkpbkLnxPP/20dyvMfx5dQY0bN86ullY0wkwd63bjnuqtbktzd0YCpBR9+HzTSIi03dEsnTPBLkYp0fDYK6+MLMmuQ4sappJuw0yePNn79KiO7MIms6lc9VRfjysJv/76q/dpWVcV0ffa/UMdueo3if6EXVz7gGsuR3QnuZ5HjWWqA6o46baShgv753DggQeazz77zK6WtFj7wyvQNaekuBAgpWj1sp/Mqzft6oXIsIdrerPVUfo0eskPj0ceGW8XO/nmm2+8hk+NcvT9+0QOPU6P1/fR9ysJS5cu9UZONW7cuMB5FXpNxTGaS6OnatasGTyPGuHiGCZbEhSs5557bp6fpT4YFIfx48d7Ex6jf0Yvv/yyXS0lCJBSNnHoHcGtrJ8m9LGLUcI0Mc9fv0rb0yaznLqWn9CIJPUH2I1u9FG5cuWYk9n0dbtu9KHvq+9fUstcrFy50vTt2zfPaC6N/ikOuv1z9NFHB8+j9yXVVzelQe+XH8SaiNijRw+7SkpoAESXLl2C9++VV16xq6QEAVLKtvyx2vS/s7IXIAM6HWC2blpnV0EJ0dLq2gRK4aEFDOfMWWVXiYuGmGqOgD2sU4c6gTUMUw2xriKKGtqqctVTfT3O7kTWoefR8+l5S8JLL70UPHdxdGArPKJv+Vx66aVpt4RHMjS4IHqYs5ZaKQ6axOk/h+alFAcCJA388EXv4Crk62HF88uEwmnO1803fxDcutLChIlSY6/ZzvaaS5pFrBng6qhOBX0ffT97drKeV89fVCglqzgDRFcZ0ed18803JzycOBOoT0uj3Pzz1DpXqUaAhIT6Pv774IlegLx28+5m7fKS+SSJXP37Tw3CQ0uoJ2rAgAFmv/32y9Ogq98g1RPJbPr+ep7o59Xr0OspLsUVIOowj+7zUHhks59++inP78wLL7xgV0kKARIiS2Z9FlyFjHqxuV2MYqTZ5f4GTs2aDTRr18Z/u0SNnr1kh4bCfvXVV3bVYqXns4fg6nUVxyq3xRUg0aOtdNsqG688bN9//70pV66cd84a8aZZ7alCgITMx70uCUJk4Q9j7GIUgz/+2GrOPz93qZJvv11iVymQ9oiI7iDXukhamTWVayAlQs+r549en0mvT68zlYojQDTPw/+e6jDPpj6Poqih32uvvbxzV5ik6j0lQEJm3cp5ps8te3oBMvSB43I+gbmPAEJ87rsvd6mSXr0m28UF0if+6I1/tKyE5k+kA72O6GUu9DpTeUWU6gDRIAF/wIE6z1O9+GEm0GZa/nuqFX9TMeeHAAmhycPvC65CZoxL7T1R5KW9xf3wuOGG+Jcq0XLg0aNoNOO3sKU+SoNej16X/xr1evW6UyGVAaKG0h8WrEEAmTrPIxW0sq7/vt500012ccIIkBDatnmDefOuKl6A9Lujgtm43m0oKQpnL1US7+59+iTv327QPevimgeRKnp9/mxyve5UXImkMkC0ZpT/vR54INwLi+q2Xa1atYLfLQVAMgiQkJr99QDzxNU7mA7NdjCvPXmLXYwkbd263Vx99TvB1cfYsfHtiqe+BP+2lf7A+/XrZ1dJS3qdfojo9SfbJ5KqANG8FX85FE2ezKTlSYqLNsby1/yqXr16Uu8JARJS6gx9oF1d0+C4HUy1g3cxM2eU7jLV2aZ790Hm2GO7euHx8MNf2MUxaTRTdId5ul952PR6/deu80hmdFaqAiR6P490XxixJEXPIH/kkUfs4rgRICH2v++/MRXKRj41al9kpMbo0Z+YChVOMlWqXJDTgPWIe6mS6KG66lvIRNF9IjofV6kIEN1K87+HFgBEruh+IY3Kcp0YSoCE3LXXXhv8AgwfPtwuRoK0m1tk9u+OpmLFf5offojv1pUm5fk/B41uSrcO83jpdUePznKdbJiKAPHnfGhdKNfvkc3eeuut4D3W4pkuCJCQW7JkSbC7mT6RaPtMuNFtQe2O5/9B9ezZ064Skz79+bOF1X+QLkN1Xen1+/04Oi+XT7fJBoju82shQT1eOwkiP02i9HeNdL0KIUDg3QP1fwmKa+XOMHjiiSeC9/H888+3iwuktaX8x7366qt2cUbSefjnpPNLVLIBon1O9FiFiMIEsQ0ePDh4nx999FG7uEgECLyhff4KrGXLlvX2Z0BitHCdP1FNe35rWfJ4aJSQvzCilgkprRnmqabz8Jc90fkluopvMgGi3fP0e6zH6ooQBdNViP+3r4EPiSJA4NEP3/9F0LaiiN+6deuCfSUSnaimJdL99z0V8yfSSXQnts4zEckEiDZR8h87cOBAuxgW7ffiv18TJiS2aykBgkCjRo28XwSN59cnasTn6quvDv6ItD1svBYtWhTsHKjVbrORv4qvzlPnG69kAsQfuqu+PV2NoHDaptafw3PDDTfYxYUiQBDQvWL/dkq9evWy5nZKcYoePaX3LJHRUw899FDw2LFjx9rFWUHn5Z+jzjdergGiq0F/ktw111xjF6MAGsav96x8+fJm+/btdnGBCBDkofVx/F8ILv8Lp4Ztn3328d4rjWKZP3++XaVQxxxzjPdY3f7KZv7tPZ1vvFwD5MMPPwweN2TIELsYBdA+If77poUn40WAIA91/upTiH4h1BnMLYDYtPxD7dq1gz+eoUOH2lUKpT9S/7Ha+S+b6fwSbZxcA0Rbt+oxGn0VxhV3Xf3444/B+53IzHQCBPk899xzwS9Ft27d7GLk6Ny5c/Ae3XjjjXZxkTRxy398oiOUMo3Ozz/XeCesuQaIH+rHHXecXYQi6AOj3jv1hcaLAEE+uo9/7LHHer8Ue+65Z8K3ZrKdliz3Ox01EcvlKu3000/3Hq8hlGHgDxXVecejV69XzS677O0dc+fGN5tfV4V+/0cqlioPG/UZ6b3Tsvzx9n8SIIhp1KhRwS9GixYt7OLQ0m2RAw44wHtftMrr1KlT7SpF0jpE/uirVq1a2cVZSeep89V5x7OR0euvjzD779/EO+bNW2wXx6T9v/3f2XhXAUCu6Imw8X5oJEBQoHPPPdf7xdD95C++iG9F2WymT2VNmzYN/mCef/55u0pcJk2aFHyP119/3S7OSjpP/5x1/kUZPPgbbzVjHb/+Gt9+NSNGjAie4+OPP7aLUYSRI0cG758+QMaDAEGBZs+eHcyuPumkk7xZq2H21FNPBX8s5513nl0ctzfffDP4Pl9//bVdnJV0nv456/yL8vbbM4O9VBYuXGsXx/Tkk08GzxHvJ2jkUl+T//49++yzdnFMBAgK1alTp+AXJFvWaXLx7bffBredqlSpYlasWGFXiZsGJvjv6e+//24XZyWdp3/O8QzMcAmQW2+91fv++tAT7z185NL8D61crPewQ4cOdnFMBAgKtXbt2r+XJ4+srLpmzRq7StaL3uhJnefJbkzkL/RXoUIFuyir6Xx13jr/orgEiP++VqpUyS5CnPyfUbx9cwQIihS9smqmbnSUjOg9U+655x67OGEXX3yx972OOOIIuyir6Xx13jr/orgESFjf11Q67LDDvPfwkksusYtiIkBQJPV91KhRw/slUYe6+kMaNGgQiuPQQw8N/kBOOeWUhJYqKYi/Z8jxxx9vF2U1na/OO54Vcl0C5N///nco39dUSuRnJAQI4hI9xC+sR6pG9tSvX9/7fnXq1LGLsprOV+et8y+KS4CE9X1NpUR+RkKAoEjREwt1BVKzZs18n9Sz9fD3jdZx4oknenunJIsrkKI/3boECFcgyUvkZyQECIoUvbRJ165d7eKs1759++D8NdInWWG9V08fSPqjDwQpxeKKxmzatMmccMIJ3nugKzBNWEsGo7AYhZWuGIWFlLr55puDX5AwL+/+ww8/mL322itooBYvjm95jViYB8I8kHTEPBCklDaY8n+h2GDKmFdeeSX4Y2nYsKHzzHxmojMTPR0xEx0pFb3FbTzrF4WB7g37fzAPP/ywXRwX1sIq+nfJJUBYCys5rIWFlNEvg/+LEc8967BYvXp10NGoq7OJEyfaVYrEarxFr8brEiCsxpscVuNFSmioqr9/Q9myZc3SpUvtKqE2YcKE4NaeRvy4LO/CfiCFcwkQ9gNJDvuBICW0paX/S9GjRw+7GDkefPDB4D1q2bKlXVwkdiQsnEuACDsSumNHQiRtyZIl3lWHfiE0iS4VE+eykTrQzzjjjOCPp0+fPnaVQrEneuFcA4Q90d2wJzpSInrhwHfffdcuRpSFCxeaihUreu+VLvt1Dz4RxxxzjPfYo48+2i7KKjo/nafON16uAfLhhx8Gv79Dhgyxi1GAF154IeGQFwIEAf3i+Ht9N27c2C5GDMOHDw/+gP71r38ldMX20EMPBY8dO3asXZwVdF7+Oep84+UaIOvWrQv6QXRPH/Fp0qSJ955p0rDmg8SLAIFHnWZabVa/COognj59ul0FBYiebHn77bfbxQVatGhRMBorWwNb56Xz03nqfOPlGiDSrFkz7znLlCkTypUTErVgwYLgg+MNN9xgFxeKAIFnwIABwS/CLbfcYhejEFrqxF+ETvfe33//fbtKgVq3bh2871999ZVdnNF0Pv656TwTMWzYD0GALF68zi4u1KBBg4LnDfPqCfGKHhCiEYaJIEBgNmzYEIzA0Fo4Wv8KiZk5c6bZc889vfewcuXK3mCEeGiE0s477+w9rm7dunEPn0x3Og+dj85L55foSDOFxuWX/9d07Dja/PlnYu+Jrjr8gSDxriobVhoM4g+x1q6biSJAYO67777gl+D555+3ixGnXr16Be+jbt3Eu9SJrvj8x2XLvvPRu1iWxhWtv7Cirgi1JA9iGzx4cPBzevTRR+3iIhEgITdv3rzgk7PGzqdix70wu+iiixL+g9Tsdu03r8doVNevv/5qV8koev3+6DSdl86vpCk0FB56DVdccYVdDBO5+vjnP//pvUflypVz+jkRICEXvbbTmDFj7GIkSKvO+tvgajRQvIslRvdBnXrqqRkb5Hrdev3+uei8Skvz5s2916BBIVooEHm99dZbwc8p3gmeNgIkxD777LPgh68/NqTG+PHjg34N3V9euza+UURXXnll8PO488477eKMoNftn4POpzRFd+JfdtlldnGoaT0yf7dN16sPIUBC6q+cy9cWzf5lKpWNDLFMtJMThXvggQeCP6zLL7/cLo5p/fr1Xkem/7hnnnnGrpLW9Hr9167z0PmUNn9Ir45x48bZxaHVpUuX4H1JZOa5jQAJqUljeptrz9jBND5+B/PEQ53tYiRJk7Hq168f/HHFu2y7Nq7y+w80Nr9fv352lbSk1+nPJdDr13mkA30w2mOPPbzXpfv9WnAx7NQ/5E+2rF69elLvCQESQls2rjH976xsnrl2B/PA1fubjX8kNs4e8VFnsr9FqCa1zZo1y64Sk269+LsfqlFO9ysRvT4/PPS6E53P4s/3qFWrd857VPgQcr9uIrp27Ro0croyDDOtlFCrVq3gd0sBkAwCJIQmDr3D9G6zg3f8NCGxRQCRGP1R+X9gNWrUMFu2bLGrxDR69GhvfS3/sepbSLeOdb2e6D4PvV697kT5oaCjQ4eP7OI8XAIk+n6/+qY+/fRTu0potG3bNvh5pWLJewIkZFYv+8m8etOuXngMe7im+euv+OYqwF27du2CP7I77rjDLi6QPsn7t7N0aHRTugzx1euIHm2l15nolYfPD4X69ft6/502bZldJeASIKJ13rRXul7rQQcdFMqVevv37x/8vE488cS4NvYqCgESMh893yxy9dF2R7N0TmLLFsCN/lA1x0Z/ZJqboBVj46W+hOiOdd0Se+2110ptxrqeV8/v35rTodeXTJ+HHwovvTTZ+2/btiPtKgHXAJGnn346eM0NGjRIaOHLTKeG3r8tqlFXqRrWTICEyK/TPwxuXY19Nb6RQUgNLU7pT9jU5LpEdnnUaKboIb46tEyI6yd+V3o+f3kS/9DrSna0lR8K69dvMQ0b9vP+/5tvYi+8mEyAiD83RMell14a92oBmez777/3QkPnrH6P9957z67ijAAJiT+3bzVDulXzwqNP+73M+t/T41ZImLz00kvBH9uZZ56Z8FWEJuX5M9b9Q0umfPLJJ3bVlNL391fV9Q+9jlRNEowOhX79vvf+/5prYu9Fk2yAKOxq1qwZnIdWUs5m2qMm+ndG+36kEgESEv/7+Ong6mPKyHCPRClNF1xwQfAH99hjj9nFRdKEL60t5U9U9I+jjjrK2/lv7ty59kOc6Pvo++n7Rj+PnlfP7zrxLJboUNi0aZs566wB3r8//3y+VTP5AJHffvstz3kpRLLxSmTy5Mlm//33D86ze/fudpWkESAhsGndb+b1DuW88Bh496Fm2xb2SCgtq1atMocccoj3B6dO3UmTJtlV4qL5DVoi3e8Yjj40+71Vq1amb9++XudxUY29ylVP9fU4f3XW6EPPo+crjgmndigMGTLD+3fLlm8b+yLNruvql19+8TrT/fPT7axs6hPRlgLRo/i01W9xIEBC4Is32wZXH3Mmv2UXo4R9/vnnwRWEhpdqFz1Xixcv9vZziO5oj3VoifnDDz/cm0ynDmT9V//W1+260Ye+r76/nqe42KGwbduf5rzzBnlfGzUqb2DZdZOhEPG329Wh90VXJ5lO83K0/pfOSYM2evToYVdJCQ1Jj15J+uWXX7arpAQBUopWLpxqXmm3sxce7z1+ml2MUtKtW7fgDy9Va0bpKkKL4p1++unBToeJHnqcHq/vk8je2MmIFQojR87yvnbhhW+Z7dtzby/FqpsMDeeN7hPRVUmmzhNR+J177rl5fpbaXKs4jBgxIk/46iiuVRMIkFI08skGXni80nYns2LBt3YxSomWOjnttNOCPz6N0U8lDR3WPXA1INrvRftjaEFBfcr2D/1bX1e56ql+KuYGJCpWKGgTqUsvHep9/d13fwy+HqtustSxHj06S1eHCtBklvgoaR999FGeW3IHHnigt1hqqmm4tgaARAeHnjeR/e4TRYCUkrnfvh3cuvq8f2J7HaP4aS/q8uXLe3+E2kFv9uzZdpWssmDBGq+T3FZQKIwd+4v39WbNBpotW7Z7Xyuobiponoi/RpQO3eZL9wUYdRvuwgsvzNOgn3POOSm/FadtCm699dbg1pgOLc+j4CjuviMCpBRs37rJDOpyuBcer9+2j9m4tuDZvSg9//3vf4M/SK1RFO9SJ5ni+++X5jTMX5lzzx3oNfxXX52/o7WwULjqqmFe2aBB071/F1Y3FTSowR5EoNWUUzXxLlXUoGuNL3+hSB2aZ/Tcc8/ZVZOiK+UXX3wxz4oI6le5+uqrzaJFsefqpBoBUgq++6B7cPUxbfQTdjHSSJs2bYI/zkzdB8SnW09Tpiw2jz02wZx9dmQ4bvRxwQWD7YcUGgoTJy70ys488w2zceO2Quumim7jqY8quh9Jn7y1s6EmhJYmNdpaDkef/qND7uKLL/Z2F02lsWPHeqv1Rj9PnTp1SnwCKwFSwjasXmT63lrGC4+37jva/Lktuz7VZhs1WMcee6z3B6qZwqNGjbKrpDWNmvrqq4XmoYc+N02a9M8XGjp05dGnz3dm5cr8Q8iLCoXWrUd45Xp8YXXnzFllVq/eZH/ZmYYsR+8n4h9nn322efPNN80ff+Q/l+Kgq1LNHm/ZsmW+YdtaIifVE0k1Byh6vpIO9XOony7Rya+pQICUsHF9rgquPuZPG2EXIw1pjwb/doQmfy1blt63HNUnoYl+99//qWnQ4PV8gaGjVav3zIAB08zixYUPUy4sFGTq1KVeefTz2CZMWOB9XQsyKmj8PpNU0LbE0Z3s/qF5Ftdcc40ZMmRIyhdn1C0qzavQ3Jvodcf8Q1cCKk9lg67h5NpoKvrKS/9/zz33JL1cTTIIkBK0fO5X3kKJCo8Pnv23XYw01rNnz+AP96yzzkpp45AK6gD/+OO5OQ3K2GDl3Oijdu1XTJs2I72JgMuXb7AfXqCCQiHabbd9lOe5bAqz6HLNI1EnfCop5K+//vp8t4/8Q1cDmhehn6OWtdcgiXgsXLjQjBkzxutruO2227yVcu3v7Tfm6jBP9TBj/Z5pwzON3Ip+vosuusjrpC9tBEhJyflFePeRk73w0JLtvy+ZaddAmjv//PODP+Annij9vqs//thqPvhgtunceYypV69PvtCoU+dVc/PNH3hDbVetchsCXFAoRNNGU9pwqrC6ChH1sUS/Pq3sO3v2KrtqUnTLceDAgaZp06Z5RiUVdOj2T6xJnFWqVMlX1z7UYa3HaAXkolYUcDFx4sSc4K+d5zlPOOGEtBp9RoCUkLUr5ga3rr586za7GBlg5cqV5uCDD/b+kHW/W3MzStrq1etzAmGa96n/lFNeyxca+todd4zyJvutXVu8QzgTtXXrn96CjKefnnu7S1dGjzwy3qxZk7r+EZ9u7Wh5fi0VoobYXqMs0UOBoY3HOnbs6E3WW7Nmjf2UKaGrnquuuirPc1eqVMmbTa6RV+mEACkpOVcgEwa3Nx+/0sLbthaZSbco/IZIs32TWeokXupz6d27tzn77ItyPhmfZapV+788oXHqqX1yGsmPzUcf/exdlaQ7XQ395z+feeHhn4OWitdw4OiZ7ammxvfHH3/0Or2ffPJJbwfAwiZxqlz1VF+T9Ip718lNmzZ5S9NEr5OluS+333671++SjggQIEGaHe7/gWvMfXHQp1DNGzjjjDOCPc133HEnU758LVO1altTv36fnNcx1utL2Ly5eBu24jJz5m9eZ350GF588RBveHDYqLNft86irzrU16bAS2cECJAgfRKtV69e8Ieeqr031Cn6+OOPm1NOOSVPQ+IfGvHTtu1dOaHxbUpHMpU2XTlpRnt0kNx++0fe7Phspw2ltL5Z9M9Zi2Rqxd5MQIAkwe/TKOpA9pk/f36wk9w+++zjPBtamwppyQndW7cDQ4eGDWu46Mcff1zst1BKk0aR9e49Jc9ggLp1XzXPPPOVtxtittFyJvq5RvfL7Lvvvt7gjExa54vWLQl2UBR0IDsNHTo0+ONXJ228f/jTpk3zZlP7ExTtQx31WttIC+5l42ZKhVm6dL3p0uWTPFcjmumukWSaSZ/p9Dvy1FNPBR8+dOgW5Y033pjy+SolgdYtCQQE9IfvNwSdO3e2iwNax0kTwexdBP3jiCOOMJ06dfI2AYIx33231Fx5ZWStLf+44oph3tcz1QcffJBvb5j69evnnNN3dtWMQeuXBAIEWjJDcwf8T5KapOYbP368tzbSYYcdli8wdKgxUYf8t9+ylH8suuIYPvxH7wokOkh0hbJkSenNvk6UblNqiZXon71+J956K/M3kKP1SwIBApk6dWqw1InuY2sIaPT+D9HH8ccfbx544AEzY8YM+9ugABs2bDHPPvuV1yfih8jJJz9rnn76HbNxY+rnj6SKJhd26NAhzzL0e+21l7effWns7VIcaP2SQIDA9/zzz+cLC/9Q/8gjjzxSLHuWh4lGZXXoEFk25R//uMPst19jU7XqCd7iielE80169erlTf6L/j3Q7pYanp1NaP2SQIDAp0YjekSNdjRUZ6lGayG1vvzyF9Ow4R2mbNlqwfutYdWlsTKATRNN7fWytJdMtvZt0folgQCBTw2H32CoXwPFa9u27eaFF14Odo3UoT4oLai4dGnJd7Rrv49LLrkkT3AccMABpm/fvmm38GYq0folwR6uG+tAOLRv395rNLReUkntBofI+mQ33XRTnoUTtQVxjx49SmQHyQ0bNph77703z+6DWift//7v/0pkmZvSRguXBDssYh3IfvqE6a/eqlnkKHlazr1hw4Z5rgCOPPJIM3z4cLtqyrzxxhv5Vu3Vis2uk0ozES1cEggJiJbd9hsQLb6H0jNs2LB8+6Y3btw4paPetIlV3bp18zxHcew+mAlo/ZJAgEC0V7oaEd2+SodNfsJu8+bN5uGHH/ZuZfkNvG5xaUOpVavc9x9ZvHixt8uhfs7+99X6ZNqkKpuXmSkMrV8SCBCIv4qq1rNC+liyZIm59tpr8zX4L7zwQkINvgKpe/fueXY7VCCp3yuZQMoGtH5JIEAwZcqUoFHRp16kn2+++SbfLSetQ6YFKouiW2JaZib6sU2aNDEzZ7KjqND6JYEAgda38hsWLVmB9KVl9+1O7+bNm8ec4KkFL+1Oea1jps2lkIvWLwkECPzF8apXr24XIQ1p2K3m6djDbrXt7dq1a71hwe3atcszKVTL9ZfUsOBMQ+uXBAIk3KZPnx40Mvfff79djDQWa+KfOt2jt5P1JyZqS2HERuuXBAIk3LQoot/YaB4CMo/2XLGXHtFx6qmnpsXSKOmO1g9wpJV11dgcffTRdhEyiNYx01bCuuLQyrl9+vSxq6AABAjgYNasWcGn1bvvvtsuBkKBAAEcaHl2P0C41YGwIkAABzVr1vTCQ5MIgbAiQIAEaQSPP7u5Y8eOdjEQGgQIkCAtmOjfvsrWjYKAeBAgQIK0+53CQ/ueZ/NmQUBRCBAgAdosSsM9FSBa3RUIMwIESIBWcvVvX40bN84uBkKFAAES0KBBAy88Kleu7E1AA8KMAAHitHz58mCRvdatW9vFQOgQIECcevfuHdy+GjVqlF0MhA4BAsTprLPO8sKjfPnyZuvWrXYxEDoECBCH33//3VtoTwGibVIBECBAXPr16xfcvhoxYoRdDIQSAQLE4bzzzvPCQ5sObd682S4GQokAAYqwbt26YAvUyy67zC4GQosAAYowaNCg4PbV22+/bRcDoUWAAEXw987ea6+9zIYNG+xiILQIEKAQf/zxh9l77729ALnooovsYiDUCBCgEMOGDQtuXw0cONAuBkKNAAEKccUVV3jhsfvuu5u1a9faxUCoESBAATRcd5999vEC5JxzzrGLgdAjQIACjBw5Mrh91bdvX7sYCD0CBCjAdddd54WHljBZtWqVXQyEHgECxLBt2zZToUIFL0DOPPNMuxiAIUCAmMaMGRPcvurVq5ddDMAQIEBMbdu29cJDG0gtW7bMLgZgCBAgH21Vu//++3sBcvrpp9vFAP5GgACWzz77LLh99dxzz9nFAP5GgACWW2+91QuPHXfc0SxcuNAuBvA3AgSI8tdff5mDDz7YC5C6devaxQCiECBAlIkTJwa3r5544gm7GEAUAgSI0qlTp+D21dy5c+1iAFEIECDKEUcc4QVIjRo17CIAFgIE+Nu3334b3L7q3r27XQzAQoAAf7vnnnuCAPnxxx/tYgAWAgT42zHHHOOFx3HHHWcXAYiBAAFyTJ8+Pbj66Natm10MIAYCBMjRokWLIECmTZtmFwOIgQABcpQvXz4IkMcee8wuBhADAYLQmz17dhAe/hyQ/v3729UAWAgQhN6jjz4ahMeee+7p/Ve7EH700Ud2VQBRCBCEXq1atbzQOOyww8yoUaO88NC/9957bzNp0iS7OoC/ESAItXnz5nm3rBQYd9xxh/e1N954I/ha5cqVvVtcAPIjQBA6a9asMaNHj/Zmm1evXj24fTVhwoSgzuOPPx58XcubLF26NOo7ABACBFlty5YtZsqUKd4iiccff7w5+uij83SY+4duW/355595HtuhQ4eg/F//+pdZu3ZtnnIg7AgQZJVZs2aZN99809x2223m5JNPNrvvvnu+sIg+KlasaA4//HDz/PPP29/K2xvk8ssvD+o2atTICyQAEQQIMtbKlSvNiBEjTNeuXU3Tpk3zzOUo7DjwwAPNwIEDzYIFC+xvmY8Co0mTJsFjW7Zsme9KBQgrAgQZ4c+NG82CCRNM36ef9maN+8uuF3TstNNO5sQTTzStW7c2vXv3Nt99950577zzgvJzzz3XbN++3X6amNatW2dOOumk4LG6ugFAgEA+/dSYVq2MOfpoY8qUMWbvvY056qjI11RWGv73P2P69DHmpptMTuttluyyi3k6p/GuEyMsdBx66KHmoosuMk8++aT5/PPPzYYNG+zvaDbmhFC9evWCx7TS+cVp2bJlpmrVqsFje/ToYVcBQocACbP16425+OKc34IdCj8uucSYGA1yyixebMw77xhz113GNGxoTNmy+V7Dlpyjf87RNOfYd999zZlnnmm6dOlihg8f7jXu8Vq1apU59thjgyC499577SoF+vnnn81+++3nPU7DfPv162dXAUKFAAmrTZuMOfnkSAO9114mpzU25rvvIqGisJg61Zj77otcjajOKacYs3mz/V0St26dMWPHGqP1pi680JiDDsoXFnmOXXc1RrsDtm9vFvbvbxbNnGl/x4Sp7+Pggw8OQqRnz552lQJNnjw55yKtjPc4jdz68MMP7SpAaBAgYZXTIHsNdE5DagrbPGnWLGMOPTRSt0MHu7Rw27ZFQumll4y5/npjjj8+f0DYh26jXX65Mc8+a8zXX0eCrhho+Xa/033nnXc2b7/9tl2lQPZs9W+++cauAoQCARJGGn20yy4mp+WMNNJF0XIeqq+rgYUL7dJcc+caM2SIMZrRXa+eMXvumT8goo+KFY0591xj/vMfYz74wJjff7e/Y7H64osvgrWv9thjD/NpAv09AwYMCGarV6pUyRs+DIQNARJGarDVgLdoYZcUTHX1mIcesksirrwyf0BEHwoT3QbTVcxbb0XCJg2888473hWIgqBcuXIJ7QXyxBNPeI/ToVFhS5YssasAWY0ACaNGjSKNujqu46W6ekyTJnZJhG49RQdG9eqR21Yvvhi5jaXbWWmqV69eQRAcdNBBZv78+XaVAmn9LP+xzFZH2BAgYeR3XP/6q11SMNXVY6pUsUsifvjBmCefNOaTTyId5RlG29j6QVCtWjVvkmI87NnqDRs2NJtTMdgAyAAESBjtsUckDBLpoFZdPUaPzVKadOgHQd26dc0ff/xhV4nJnq2uiY7MVkcYECBhlEyAqC8jS2lmevPmzYMgOOecc8y2OG+9abZ6jRo1vMftl3P0vfVWuwqQdQiQMDrwQPdbWLr9lcU0W/3UU08NQuR69ePESRMaTzvySHNVzuNezTl+f/RRuwqQVQiQMNJsb4VBKjvRs4g9W/2ee+6xqxTotzlzzND99jML9F7tuKMxzFZHFiNAwuiBByJhkMgw3pYtI48paBhvlvk154orerb6Cy+8YFcp0NYpUyJriun90vwZzXEBshABEkYapqpJhGrc4tnzWw2i6upI5LZXhpsxY0YwW12r+w4dOtSuUrDRo43ZbbdIiGg5mHgmbAIZhgAJq5tvjjRuWqaksFnUc+YYc/jhkbohXMZ8/PjxwWx1bU6VyGx18+abkdtYeu8qVSr8fQYyEAESVhs3GlOzZu4nZK1KqwUUtZCihq9qRna3brm3YrTwYiKjtrLIu+++G8xW10rAU/U+xUtzY/T+6VAQM1sdWYQACTNN+Dv//NwGrqBDq+Zqld4Q06ZUfn/IEQcdZJbNm2dXKVjHjrnv5YknGrNmjV0DyEgECIwZN86Y664z5sgjI0u769D/62sqg+f+++83++aEQPOco+8xx5htK1bYVWL76y9jrrgiN0Q0Co7Z6sgCBAiQgN5t2pieOSEwXUFQp07kdl88tm415swzc0Pk0kuNYbY6MhwBAiTgr+3bzeLo237NmsW/UKRuA/r9Tjq0JwuQwQgQIFEagHDaablBoFt98Vq+PHJ70H/sI4/YNYCMQYAALrT51XHH5QaBtgSOl4ZG77df5HEa5vv663YNICMQIIAr7c54yCG5IfL883aNgmlyZtmykccxWx0ZigABkjFjhjEVKkSCYKedIlv6xmvMmNzZ6hr5xmx1ZBgCJMw0U/qqqyJLm8DdhAm5+7/vvntiQ58HDowEjx6r2eo//WTXANIWARJWmkToN3oJrDaLAgwfHllfTO/nvvtGZvXH66mncm+DHXFE/EODgVJGgITV4MG5jVYiiwSiYK+8kvueas+VRGar33ln7m2wEC1YicxGgISVJrKpwdJViNa/Qmr4S+Xr+Mc/jElktrr2Dhk50i4B0hYBEkaax6AFFNXIaZ0rpFbbtrkhokUouSWFLEWAhJG/u6COAQPsUiRr+3ZjLrgg9z1u2jT+2epABiFAwujKKyMNm0YMsTJs8dDS9/Xr54bItdfaNYCMR4CEzZYtkVFCatS0jhOKj2arV6+eGyJ3323XADIaARI277+f26D16WOXItXs2erx7q2unQ9btTLm6KMjm3qpz+qooyJfS2RXRKAYESBhc/31kYZMy2esXGmXojjMnJk7W71cObs0L63Ye/HFuYFT0HHJJYyeQ6kjQMJEHbkVK0YaoCZN7FIUp6++MuaEEwqftKl+E43a0s9HS5togcbvvouEisJCkxPvuy93BN0pp7AxFUoVARImH3+c+wn25ZftUpQ27Q+in83BBxvz4492aa5Zs4w59NBI3Q4d7FKgxBAgYdKuXaTR0ZIbS5fapShNCxZEbivqZxPPooqTJkXq77prpJ8FKAUESFho+9QDDogEiIaXIr385z+Rn02LFnZJwVRXj3noIbsEKBEESFh8/nnu7atnn7VLUdoaNYr8bDTJM17+hFD6s1BKCJCwuO22SGOjHfBYrC/9HHRQ5OeTyM9GdfWYKlXsEqBEECBhoIX6/LkIderYpUgHe+wR+floJFa8VFeP0WOBUkCAhIE6Zf3bV48/bpciHSQTIFpRGSgFBEgYdO6cGyBz5tilSAfaP8T1FpZufwGlgAAJg6pVIw3Nv/5llyBdNGwY+RnRiY4MQoBkuS2ayexffTDcM335G1ElMoy3ZUt+rihVBEiW++zee82bOY3MFznH1h9+sIuRLubPj0wi1ORATRIsypQpkbo6ErntBaQQAZLlzqlWzZydEx73H3usXYR0c/PNkSsKLVOi5UoKon6sww+P1NXwbKCUECBZbMaMGTltzA7e8WDXrnYx0o22Gq5ZMxIMWjAx5+rRW0BRCylqW9xp04zp1i2yvLvqaOHFREZtASlGgGSxBx98MAiQqWqIkP7WrTPm/PNz+60KOrSXvVbpBUoRAZLFTjzxRC88jtJGRMgs48YZc911xhx5ZGRpdx36f31NZUAaIECy1M8//xxcfdx11112MQAkjQDJUj169AgC5JtvvrGLASBpBEiWql27thcehx56qPlLa2EBQIoRIFlowYIFZscdd/QCpAM71gEoJgRIFnr66aeD21fjx4+3iwEgJQiQLHTaaad54XHggQeaP7UTIQAUAwIkyyxZssTstNNOXoDcrJnNAFBMCJAs8+KLLwa3rz755BO7GABShgDJMo0aNfLCo1KlSmb79u12MQCkDAGSRVasWGF22WUXL0BuuOEGuxgAUooAySKvvvpqcPvqww8/tIsBIKUIkCzStGlTLzzKlStntmzZYhcDQEoRIFli9erVZrfddvMC5Oqrr7aLASDlCJAs8cYbbwS3r4YPH24XA0DKESBZ4vzzz/fCo0yZMmYTmwwBKAEESBZYv3692WOPPbwAadGihV0MAMWCAMlQ27ZtM99++63p2bOnOeOMM4LbV0OGDLGrAkCxIEAyxJw5c8zgwYO91XXr1q1r9txzzyA0/EMr8OpqBABKAgGShlatWmXef/9988ADD5hzzjnHVKhQIV9YRB8Kk/3339/cfvvt9rcCgGJDgJQydXh/9dVX5tlnnzWXXXaZt3+5HRD2VcYJJ5xgWrVqZV5++WXz/fffs2QJgFJRLAHiN3bxSKRuNpgxY4bp16+fueWWW0yNGjXMrrvumi8koo8qVaqYCy+80Dz++ONm3LhxZt26dfa3BIBSUSwtdyKhkEjdoqhx7tSpk9cwazFBNc6VK1f2Fhh85plnSrzxXbp0qTcn4+677zZNmjQx++yzT76AiD5Urtf6f//3f+bdd981ixcvtr8lAKSN1LTclkRCIZG6BdGyHe3atQv2wSjoKF++vBk0aJD98JRQ5/Vnn31mnnjiCXPRRReZQw45JN/zRx9a9PCkk07y9uzo27evmT59uv0tASCtJddyFyCRUEikbiwaztq4cWPve+y9997eFciXX37pdURv3brVLFu2zIwaNcq7ZaTyZJ7Lp13+pk6danr16mVuvPFGr0/C34O8oKNq1aqmZcuW3pWQXt/GjRvtbwsAGSX51jSGREIhkbqx3HXXXd7j1fn8888/28V5aLlzNeKJmj9/vnn77bdNx44dTf369YMgKujQlU6zZs1Mt27dzMiRI70wA4Bs495yFyKRUEikrk19BFpAcPfdd/f6P1JhzZo1ZvTo0aZ79+6mefPmXh+KHRDRh2aA16lTxxtCO3DgQDN79mz7WwJAVnJruYuQSCgkUtemRl6Pvf766+2ihL3yyiumWrVq+QLCPo499lhzzTXXmBdeeMGbCa7bZAAQRm4tdxESCYVE6tr8vg/dJkrWQQcdlC8sNDlPixQ+/PDDZsyYMd7VCQAgwq3lLoLdEMdzuNAcCT120aJFdlHCNBLq3//+t7nzzjvNsGHDzIIFC+wqAIAobi13EexwiOdw4a9Ay/LlAFDy3FruIiQSConUtREgAFB63FruIiQSConUtaXyFhYAIDFuLXcREgmFROraUtmJDgBIjFvLXYREQiFWXS3r0aVLF1OrVi1vKfOyZct6Q2w163vatGlBvVQO4wUAJCa+Vj5BsUKhILHq+l+Ldey8887exkqiW1daMDGVEwkBAPGJr5VPUKxQKEisurVr1/a2atV6Uxs2bDBr1641kydP9vb7Vt3DDjssqKtht/qaljLRrn2FWblypbfnBgAgefG18gmKFQoFSaSu1rJS3XLlygVf00zwBg0aeF8vU6aM6dy5s5k4caJZvXq1V7Z8+XJvaZL27dunbDFFAECGBIiuQtT3cdVVV3l1tbJutM2bN5vWrVsXuZx7xYoVg9tfAIDkFN5ylzI7ALQk+mOPPeYt4R6LOt+1Yq722VBYRG8opS1jtWcHACA1MipAdIuqQ4cO3gZSAIDSldYB4tN+GurH0JWFgkRXGQCA0pURAeKbN2+eFyAHHHCAXQQAKGEZFSCzZs3yAkSjqQAApSstA6RevXpm6NChZu7cuV5/x2+//eYtV1K9enUvQM466yz7IQCAEpaWAWJ3nkcfGl01c+ZM+yEAgBKWlgEyZcoU06ZNG2/9Ky3ZrltWxx9/vOnUqZNZsmSJXR0AUArSMkAAAOmPAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAk/8H3PkyG1c8970AAAAASUVORK5CYII=)
PN: 4H23-3-3Z
CAS:
Molecule Weight: 254.237
Formula: C12H12F2N2O2
PN: 4H23-3-3A
CAS: 2379918-41-7
Molecule Weight: 276.191
Formula: C11H8F4N2O2
![Ethyl 6-fluoro-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-3-3Y
CAS:
Molecule Weight: 258.2
Formula: C11H9F3N2O2
Melting Point: 80-82 ℃
TSCA: Not listed on TSCA inventory