![2-(Trifluoromethyl)imidazo[1,2-a]pyridine-3-carbaldehyde](data:image/png;base64,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)
| Product Number | 4H15-3-80 |
| Purity | 97 % |
| CAS | 898379-89-0 |
| MDL Number | MFCD05177468 |
| Molecular Formula | C9H5F3N2O |
| Molecular Weight | 214.147 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H15-3-80
CAS: 898379-89-0
Molecule Weight: 214.147
Formula: C9H5F3N2O
![2-(Trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABoyAAAaMgGcuAFVAAACVHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvh/EjD1FIFaWqNKndpLWT9m5yiJMiBaiAPH37nSFJQ5MRATn7/P/ZcHd2xg/7fA1bW9VZWSSEU0bAFmm5yIpVQn6/PXkReZiMUxShsKgT8t40HyPf3+12NH23udmXBU3LnHTjo32d9TQ7Sctq5QvGuP/n5fm1ZbysqBtTpBapOhvVrfO5TE3TvsV/lvBzU22zwu/kfl5tu9n+CuZuRvf1gnx+ywzHpojCMltbWJZVbhrYCkbxZt9gZQtbmcYuYH5At6QKv30yfnks001uiwabboYsNevXptqk6MjLtU03OBk2vj8mJOcImKbMp1VlDuBazm04GAFGglFgNJgATAgmAhOD4QwfHOco4KjgKOGo4QHGfW3dwm+HD5uQnzAD98zgR/s7O7ef3IWBEwlhlCupgNNAxSEIGkRMoOFCB+gUgqlTT1Id45iisZAxBFToMDiZo/Mo8RiVPA7A4zTSzp76nSVwwIU9RaWUGtAyLiV4mnIdRuAJqlUUOlgyETmI6SB2VkvsY/BlKM5dlLOws5G67J/woz1hnQyD7p+jPhnPy2Jx0YRskZA5J206ftllLY4ZIVBWC1thkbsJnPQSEH3A5e8MiFuAvALU8AqqD7jaOAPTW4DuA66ShoGgD7i6GwbCPuCqdBiI+oCr6WEg7gPtDhgm3Hgvde2OucN8TXe7w+4w4iofdxF5Fa+7iLpKIpfDdcK/5L07Ju4wwQ1G32HCG0xwi/Evtph/OgSxeXVA+henp4//GZN/95HY380rmskAAD6XSURBVHhe7d0JvFXj/sdxU0RcQoYyK0O5/4oMXVNk/OMiIfN062YW6nINhYuS6YpIJSRTFKlEUUqSIclYSpKkUZIG0/M/33X+a521n332OXs/e6+991n783691ktaz97nnFU9373W8zy/Zy0DAICDtezfAAAgHQQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQGSB306rJX2AQA1BT1WHtghUdUBADUFPVYeEBAA4ogeLQ8IEABxRI+WBwQIgDiiR8sDAgRAHNGj5QEBAiCO6NHygAABEEf0aHkQDpCqDgDRWrlypTnzzDPNueeea9asWWOfRobotfLADopUB4DoDB482Gy99dZmrbXW8o769eubl156yW6GDNBr5QEhARTO1KlTTatWrYLgsI/WrVubTz/91H4Z0kCPlgcECJB/ixYtMh06dDDrrrtuQmAcd9xx5phjjkn4vfXWW89ceumlZsmSJfbboAr0aHlAgBSnffbpExwtW/Yz8+f/bDcJhNuiuP3666/m3nvvNZtttllCSDRv3tyMHz8+aPfmm2+av/71rwltNt98c9OrVy/z22+/hd4RqdCj5QEBUpzCoaCjW7exdpMAAVIzjBw50uy+++4JobDVVluZvn37mj/++MNubn7//Xfz8MMPmy222CLhNY0bNzajR4+2m8NCj5YHBEhxsgNk330fNbNmLbWbeQiQ4vbll1+a//3f/00IgfXXX99cc801ZtmyZXbzJEuXLjVXXnmlqVWrVsJ7/P3vfzdfffWV3Rz/jx4tDwiQ4mQHiI5rr33NbuYhQIqTwuHqq69O6vg1zjF9+nS7ebW++OILc9RRRyUFUZcuXcxPP/1kNy959Gh5QIAUp3AotGhR8etPP11gNyVAioweRz366KOmXr16CZ39HnvsYUaNGmU3z9grr7xiGjVqlPDemgL82GOPVfoorFTRo+UBAVKcwqHQpcvo4NcdO75iNyVAisi4ceNMs2bNEjr3unXrmvvvvz+ng98ajO/Zs6fZdNNNE75WixYtzNtvv203L0n0aHlAgBSncCho7ENjIP7/v/vu3JRtURizZ882p556akJnrim6HTt2NIsXL7ab58yCBQvMRRddZNZZZ52Er60V7d9++63dvKTQo6Fk2aFw/fVjgv8/55wh5s8/U7dF/qxYscLcdNNNpnbt2gkd+GGHHWY+/vhju3lkpkyZYg4++OCE72GjjTYy3bp180qklCICBCXLDoXZs39MuAsZPXpWyrbIj4EDB5oGDRokdNo777yzefHFF+2mefPss8+aHXfcMeF72mGHHcwzzzxjN409AgQlq7JQuPHGN4Lfa9PmOfPHH+W3IZW1RXQmT55sWrZsmdBJb7zxxub22283q1evtpvnne44brnlFu8OJPw96g7lww8/tJvHFgGCklVZKMyZsyzhLmTo0C9StkXuff/99+a8884za6+9dtAp69eqnjtv3jy7ecFpDERjIeEQ0ViJxkw0dhJ3BAhKVqpQuPnmscHvH3vsU2bNmt9TtkVuqLT6HXfcYTbZZJOEzviAAw4w7777rt286GhWlmZnhb93zd7SLC7N5oorAgQlK1UozJ37k9lvv77BuYEDP07ZFtkbMmSI2WWXXRI6X417PPnkk3bTovbnn39660S22WabhJ9F60m0riSOCJACWfTNB+bX1amL9yF6VYXCLbeMC84dfvgTVbaV8ePnmLZtnzM33PCGGTNmllm1KnfrEeLqk08+Kbu2hyd0tpppdeONN3ozr2qq5cuXm3/961/eCvbwz6YV7p9//rndvEYjQApg6qge3pqQ527ewz6FPKoqFObNW27237/iLqSqtnL55SMT2hx4YH/TufPrZuTIr8wvv8T3EYYLrdm4+OKLvRLq4Q62bdu23lqPuJg5c6Y58cQTE35GlVy54oorvNpbcUCAFMDoR9oGCwt/XbXcPo08qS4U/vOft5LCI1XbSZPmmuOOG5TUVodKxV955atm2LDp5qefCj+DqFC0Svy///2vt2o83Kk2bdrUjB071m4eG6rq26RJk4SfWdV/e/fu7VUDrskIkAIIB8iaVRRoK5TqQkH7gxxwQPJdSFU++WSBeeCByWWfPJ9Jep0O3dVcfPFwM2TIF2bJktJZfPbaa6+ZPffcM6ET3XLLLc0jjzxS4zvRdCg8H3zwQW+/kfA10H4kb7zxht28xiBACoAAKQ7phMIdd0xICoF0TZ++2Dz88Pve2Ij9Hjo0Xbh9+2Hm2Wc/MQsW1Nxn/lWZMWOGOeGEE5Ie41x11VXmxx9/tJvHnnY81M6H9uO7k08+2cyaVbFwtaYgQAqAACkO6YSCOnY9gkqnbVW0yr1v3w/NGWe8kBQk/nHBBS+ZJ5/82Bt/qelU+rxz585JA8naSlZ7d5Q67cF+xBFHJFybDTbYwPz73/82P/9ccybXECAFQICUtu+++8k88cRUc/75Q5NCxD/OOutF07//FG9hY02iUuf9+vXzdgEMd4677babGTFihN08EnPnzvUememRkQastTCxVatW3qEqvjvttJP3X//3dF7ttJWtSsHPmTPHfsvIvPTSS6Zhw4YJ12rbbbc1jz/+uDctuNgRIAVAgMD3ww8/m6ef/sR7lBVeAR8+Tj31edOnzwfmq6+W2C8vKhMmTDB77713QmeofcnvueeeyBbTqZP94IMPvAV72pHQXojoeqhsytFHH23uvPNOM2nSpJyWibdpEWX37t3NX/7yl4TvYb/99jPvvPOO3byoECAFQICgMosX/2JeeOEzb5A9vJAxfJx00jPmvvteNx99NMN+ecHoE3u7du0SOj+VWW/fvr1ZuHCh3TwntCeIyoXYM7qqO3T34R/2uaoOBcpZZ53l7bkeVZjMnz/fXHDBBQll41XG5eyzzy67a/3Obl4UCJACIEAKZ8SIGebVV4t/j+tly1aZl1/+0ltfYo/BNGx4mdlyy4PNrrvu5W3nqk/+hfDLL7+Yrl27mg033DChsz300EPLAu4ju3nWVAvrhhtuSKqEGz523313r6NX0cXBgwebqVOnVrsnus6rLPwLL7zglVNR3S172m340OO5yy+/PLJFge+//7458MADE75mnTp1zG233WZWrVplNy8oAqQACJDCeOaZT4JO+P33i68wXyorVqzxgk/7te+7731lHejZZtNN/yehg6lfv7655JJLzJtvvpmXabGDBg0y22+/fcL3oE/1zz//vN00a5qd1KFDB2+Q2e7Mtc3sP/7xD+/7USHGXNLdk34eLXpUuXb7a+vu4KSTToqsVlc+r7ErAqQACJD805Ra/5O8Hg99/XXNnEK6cuUaM2zYBHPeeZd5n0rtTk2H9glXp6qB5FyPPWi8obJPx7feemvOPx1rMPycc85JmvKqOx5VwI3ycVJl3nrrLe+xXGWPzTQYH0WQ6C7v5ptvrvQuT3dXhUaAFAABkl+qS3XKKRVrMTS7KQ7UYWsWjx652Pt2+4cGsTXL6OWXX86qg//hhx/MhRdemLStq57Pq6PPJYXeXXfd5Y07hL+WihTq9zVFuJA06D1gwICkhZG6I9EYRhRl3DXOdPrppyd8PY0z6c5s0aJFdvO8IUAKgADJr9tuqyhJ0qHDK8EmUXGiTk1TUDWwrBXedpDoUId8xhlneI9A9Mk2HXrfHj16JM0Q2nfffSOZIaSy6I0bN074Wnp8pCm5xbCRVJhmgA0dOtS7FuHvV2Guki1RTMMdP358pTPd7r333pzfbaaDACkAAiR/Xn99VhAeqqob1xXfYRoD0ViInt1rTYEdJDr0SKRNmzbelrGqHlsZ3bXka42C1o9okDj8uEpjHtoLvSbsN67rqHGo8LU68sgjvZlVuZZqrY0mEOixXj4RIAVAgOSHVnS3ajXAC48WLfqYt976xm6SE6ogq/0etN5BjxS0wljPxJs3b+4Neuq/+n91KP/85z+9dsOHD/d2s4uaOnrN0urUqVOlA8F+R601FNrLQqU2Pvvss0pXSV9//fUpwyYbejymaxP+elqD8dVXxT9bLkzXpkuXLgmr79XJR9Wpa/bYtddem7Ta/9hjj83ban8CpAAIkOj9/vsfXmkQ/+6jR4+37SbO9A/3qaee8sYEqppSms6hjZQUOpk8VsqG9hq/7rrrzK677pr0vegIbyXrH1HWadJ03/BdkoLqoYcespvVKNoTXSvvw9dUA+FRUb2x448/PuHPTGNV2mslagRIARAg0evd+/0gPNq1G+xtS5sNPRZ69dVXvTEEbXpkd7KVHfrErzuQVJ/87UOrqDV7auLEifaXj4Rm8ahjs8cc/GOvvfaKtFKsSriHx1a0c9+UKfGY4KB6Vueff37C9dRkhihnjVVW8TiK9ThhBEgBECDR+uCDeUFZEG3slM2UXf2D14wbdW52B6tD5blPPfVUr5SGxgz06CDV+IB+/4svvvBmTmk2kdYQ2IPT/qEyFlE9+qiMvu/LLrss4etHuZ5Ei/bCQaxHaFE8His0jReFHzHpUV2UP6f+vh500EHB19PdSZQIkAIgQKKjFdzHHvtUcPehfTdcPfHEE2bnnXdO6tx1V6FP7loTkS110prNpGfZWhRnf639998/b3ck2mLW/7pa4R4VhYemoPpfS9OQo/xkXmi6iwtPsz7ggAMi3bJX5eL9rxX1OBIBUgAESHQ6dRoVhEeXLqPt02lRiQot1Ap35HqOfcopp0S6c546Ud3FHHzwwQlfW8+ztco86vUP+QgQXb/wnYeCM9UdW5zo2m633XbBz926devIpiUTIDFHgETjuec+DcLj+OMHmeXL19hNqqSOTLWQwo8c1Hlr3EP7N+STPrXaK74bNGjgrYaOStQBoufx4U/iCo9S8vXXX3t/hv7Pr/3So3hMSIDEHAGSezNmLEkoVTJ1ambz77WaV5sdhTts7RmhUt6FpGfo2j/b/560TkLTgKMQZYBoqm54nYQeW5XCnYdNU6TDCz07duxoN8kaARJzBEhuqVSJ9szw7z60818mVIk1/HhBU0nVSUfx6dCFwk2Pz8LhpoqzuR43iCpAtPAtvK5EA+a5/t5rElXbDU+e0FhbLhEgMTfiwbbm/vPX8o41KwmQbN1++/ggPLQxUyalSvRISKUg/H9wWpeRi8HxKNx9990JK7W113g29a1sUQWIVpj776vZbFHOQqopNNblr7nZaKONzLRp0+wmzgiQmPvvTW3NWQev5R0rVxAg2RgzpqJUyWGHPZ5RqRKtHg9XOdXq5+r2jig0DUKHxxE0GJurEIkiQLQK3p9xpcHzuKzzyAWt7A8Ha672QidAYu7y9m3NbvXX8o6flxMgrubP/9kLDT9Axo6dbTdJSXce4fDQI6FCFKNzoZXO4efobdu29R4TZSvXAaLrGV6kWNNXmOeaHpFqtbh/fa666iq7iRMCJOb0D97/A456amZc6THVhRe+HIRH9+7p78qnMY/wYyv9g6tpA7r2YOw111xjN8lYrgNEiyX999PdHZKp2KL/d1F3arl4fEqAxBwBkr0HHnjNNG/eywuP005Lv1SJBqTDA+a686hp4eHTAsTwXVS2g7G5DBDtEeLv56FJCVGviK7J+vTpE1x3lWrPdvIGARJzBEh2Jk78oCwEjje77nqxadHibjNr1lK7SaUUFOGpuvp1TXlslcqLL74YbPKkWlozZ860m6QtlwGinQT991JJdqSmv5fh8iO9e/e2m2SEAIk5AsSdyo1vt932pk6dnUy9eoeap55Kv9ifFgn6112zrYp9wDxdWpDn/1wqfeI6RTZXAaIQ82eLqZBkTdjPo9C0UNW/ZtoHXRt5uSJAYo4AcacChP61O/308+3TKak8ib/CXI9UcvGsuVios9lnn32C63LffffZTdKSqwBReXr/fRg4T58WV/rXLZu7EAIk5ggQN+qM/OumT2lLl6b36Eq0oZP/Wq2niBtV+fUDUoOyCxcutJtUKxcB8t1333kBrffQHua5mmJcCjROlIu7EAIk5giQzKlz8weMNVtFe0On68knnwyut8qTZDtIWaw6d+4c/Jzt27e3T1crFwFyww03BO+hWVjITPguxHVSBAEScwRIZvQMvUmTJsE169atm90kJY0H+CXZNdhc6NpWUdIKb33q189aq1Yt880339hNqpRtgGgwWKXu9XqtrubvduY0FuL/Geiu2QUBEnMESGZUcM6/Xip1nskdhDaD8l+rqrpx98ADDwQ/75VXXmmfrlK2ATJu3LiSutZR0UQIXUOVOnHZSpgAiTkCJH2apupfq7p165pvv/3WbpKSgsbfSVB3H/kuyV4I2lfdr95bp04db9ZaurINEG3H678+n7spxs3DDz8cXEeXvdQJkJgjQNKjsFBo+NdKYZKJUaNGBa9VNdtS0bVr1+Dn7tWrl306pWwCRKVUtL2vXqudFV2nEsOYH3/8MRjv22233ezT1SJAYo4AqZ7uHsI787nsm9CuXbvg9VHuJFhsFLz+4sKWLVvap1PKJkA0Ldp/re5EkB1VWvavZ6ZjWQRIzBEg1dNAuX+NNICe6WI0LRL0P8VpYLemlitx5W/Jq+fo2gkvHdkESM+ePYPXDho0yD6NDIXHsvr162efrlKsAsTfOCmdo1QQIFXTFF2/BLhCQB1bptSJ+dfY5TlyTReur5TuwsJsAkSbROl1Cqx58+bZp5EhFcv0/yx0J50JAiTmCJDUtDhQi6j86+O6kvnCCy8M3kPlz0uNHmP5P79W76fDNUB0d+fvsLfHHnvYp+HI3z9dY0qZiG2AoBwBklqbNm0y7vgqs+OOO3rvoRlJudgroyZSvS9dAw1up3MNPvtshtlkk9284/rr77RPpzRnzpzgz0xFFJEb4W2MVUU6XQRIzBEglQtPX1TJ9UymoIbNnj07eB9d61IVvgtLZwrzl1/ONTvscJZ33HbbU/bplEaPHh18HW1fi9wIr+rPpPICARJzBEgydXDhUiXaMdDV8OHDg+tbyuU0HnzwweA6DB482D6d5KuvFptmze7zjnvuSf/6h2uUPf/88/ZpOBo4cGBwXR999FH7dEoESMwRIIlUcG+vvfYKrkm2g94qlui/17Bhw+zTJeO1114LroNK2Vdn5swlwQ6P996bfsmXK664Ivg6U6dOtU/DUXhqdKdOnezTKREgMUeAJLrkkkuC63HggQdmVKqkMuEV0aW8E174Ud75559vn07iGiCnnXZa8HW0CA65sXjx4uC6ZlIahgCJOQKkwtChQ4NroVXnGpDN1nHHHRe8Z03fcTAbCmJNq9V1OPbYY+3TSVwDRO+tr6GvlW34o4L+7vp/j/V3Ol2xDZCqjlJCgJTTvtl++Qsd6TynT8chhxzivZ/GVEqdquLqWmjL1Oq4BohfMUBfC7lVu3Zt79rq73S6CJAyq5YvNC/c2jSpXRTHHWeuZdoduJbZc7vyi86R/0O72OVK8+bNvffcaqut7FMlR2sIdC20D0p1XANE762vkel6BVRPf4d1bfV3Ol2xDZBMfPPxsKSOPqqDACnsoUcfufyLvvvuu3vvqxImpc7fnyOdonyuAcL1jo7/56drnC4CpMzvv60245/6p3nl7laRH0/d1srcelkrc96prbxNXKI+Nt100+APWI8W7POlcoSvg/4/ncVu6eAOpAJ3IDUbdyCOARJnjIGU094Ve+65Z3AtcrUIjTGQCoyB1GyMgRAgSQiQClo34P8jWW+99czEiRPtJhkLz8Jas2aNfbpkMAurZmMWliFAKkOAJAqXrlYNq2zXEoTXgUyfPt0+XTJUxt2/DhdccIF9OolrgLAOJBqsAzEESGUIkGThDXROPfVU+3RG7rnnnuC9Xn75Zft0yQjvyHjnndUXR3QNEFaiR4OV6IYAqQwBkkzVRv3y1Tr69u1rN0nbiBEjgvfp3r27fbpkhO/s0tkO2DVAqIUVDWphGQKkMgRI5d58881gK1YNyH7++ed2k7SEy4tnUxK+pjv33HOD65DOtXQNEKrxRoNqvIYAqQwBktq///3v4No0bdrUrF692m6SFn8vjM0226xkB3Z32GEH7xrUq1cvrS19XQOE/UCiwX4gqBQBktpvv/1mWrZsGVyfyy+/3G6SFq1s999j0qT0O8O4mDlzZvDzp7snimuAsCNhNNiREJUiQKqmKrL+IkNNDXUpya66Wv41vvbaa+3Tsad90P2fP91tgV0DRNgTPbfYEx0pESDVe/bZZ4NrtOWWW2bcKa1YsSL4VKxPcLqzKSX77LOP97Nrc650r102AdKzZ8/gz2vQoEH2aWQoPAGiX79+9ukqESAxR4CkJ7wl62GHHZZxqZPwepBSms6rAXP/5z7iiCPs0yllEyDhKae67shOeFr7N998Y5+uEgEScwRIenQXoWfq/rW6/fbb7SZV0qp2/7Uqt1Eqwht0Pf744/bplLIJEIW7X5q/FO/4ckmLMf3tndMpgmkjQGKOAEnfRx99ZDbYYAPvWqnUyTvvvGM3qdJ+++0XXOs33njDPh078+fPDzofFeJTvbF0ZRMgEr7jGzlypH0aaXr44YeD6+iyvTMBEnMESGbuv//+4HqpvPWyZcvsJimpI/Nfm05BwZquc+fOwc+b6R1btgEybty44GtnUnoDifbff3/vGmpCwqxZs+zT1SJAYo4AyYymiYYLJJ5++ul2kyr5/yB1ZPJIp6ZRZ+HfrWkWWyZBKytWrDGHHfa4FyAjRmS+l7z+nPz9K7QQlL/bmfv000+Dv6va4sAFARJzBEjmFi5caOrXrx9ct/79+9tNUtJYiL/CXTO69F5x5FfF1dGjRw/7dFoWLFhhPvvM/fqEV0/fdddd9mlUI1w94IknnrBPp4UAiTkCxM2YMWOCIKhTp4758ssv7SYphQeWtcI3bp5++ung59MeKyoFXgjfffddcBe0zTbbmFWrVtlNkMKMGTO8cT5du+233955KwICJOYIEHfXXXddcO20E166pU50ncPFGlWxNy7USfhrXvTcvNCTBcJVANJdxIjEu4/evXvbp9NGgMQcAeJOn6zDYxpXXnml3SQlFaSrVauW9zp90hs7dqzdpMbRJ3x/0aCOq666ym6Sdyqj4n+SVj2ulStX2k1g0dhHLu4+hACJOQIkO5qZEi51Mnz4cLtJSuG9QvQeH374od2kxlCRSFUb9n+efffdN6uOJ5dUVNH/vm666Sb7NEI0+UAzBP3rlc3dhxAgMUeAZC/8zF/VZr///nu7SUpnnXVW8FoNqqvuUE0UXneha6AdCIvF3LlzzcYbb+x9bxoT0fN9VK5Pnz7Bn+Pee++ddfVoAiTmCJDcOP/884Pr2Lp167RLnWiVdLhUhDrfTBcoFpI6mPbt2wffvzrq9957z25WJX+9h46WLfuZ+fN/tpsEwm0zoVlY/vd49NFH26dhyhd+assBXSPVLVNJmGwRIDFHgOTGzz//7JV68K9lOtu2+jR2oNDxX6vV2+ns2ldo+r7Dj63WX39989prr9nNqhUOBR3duo21mwRcA0TjVY0bNw6+VwbUE+mDwOGHHx5cn1yNXxEgMdflkrZm753X8o4VPxMg2dAYhj9tVAPk7777rt0kJXXG4TDXFGGVfi/UFNjqaHBajzj871d3Hi7hIXaA7Lvvo2bWrKV2M49rgMiECRO8T9b6fmvXrm2mTJliNylZ119/ffBn2ahRI+8DUS4QIDHX59a25p9HrOUdq34hQLJ17733Bv9gtBNhJnd1eux1zTXXBK/XoU76iy++sJsWlMZ8/Km6OvTYLdPHVmF2gOi49trKwyibABFtcxvuKJcvX243KTmqDq0JILomWrU/bdo0u4kzAiTmRj/SNtjmd82q9Ds7VE6zWPwNjXS41GF68sknzSabbBK8hx4Nqa5UJmEUBXUA4RXmOlq0aJH1gHk4FFq0qPj1p58usJtmHSAKaZWV979//VmVcrXe999/P+HDgOuK81QIkJgjQHJvwYIFZttttw3+4QwYMMBuUi1NDw5X79Wh1dT//e9/M6pqmws//PCDF2D+4zn/0HPyXDxiC4dCly6jg1937PiK3TTrABH9POFSNFo0l84+7XGjGX+a+edfh44dO9pNskaAxBwBEo3XX389KHWi8YHp06fbTaqlT8baDtafGeMf+kfftWtXb3pqlPToTGVXNF4Q/vraFyWXK8zDoaCxD42B+P//7ruJP2MuAkRUmt9fv6Oj1LYa1l1juBrCiSeemPWU3coQIDFHgESnS5cuwT8ejWW4LqxbtGiRN1XWX7nuH3pufeihh3pz97/99lv7ZU5056PQCq8o9w91uCqMmIu7jjA7FK6/fkzw/+ecM8SEbw7sttnQ6v9wOCpESuFO5JNPPjHbbbdd8HNrBmC6ZXgyRYDEHAESHXW04cdQnTp1sptkZM6cOV65FBVvtDt3HRq0v+CCC0yvXr3MqFGjzOzZs+23SKCwePXVV709r/UYR6U+7PfUoc2gtJ9HpiXZ02WHwuzZPybchYweXbEPhd02Wy+88EIwM0uHrkOcx0R05xi+8zrggAO83TajQoDEHAESLU13DRcXzMXueIsXL/ZC4m9/+1tSZ1/Zoa+rvTH8w59xU9Whx28abNaeJVHXj6osFG688Y3g99q0ec788Uf5nUFlbbOlEAnfiWhgPY6zs/RnqQkZ/s955JFHRvpz6q5YM938r/f555/bTXKKACkAAiR6Tz31VPCPSJ/mteI3V3SXoV0StaDPHivJ9NDYitaiaJHdvHnz7C8VmcpCYc6cZQl3IUOHlk9lrqxtLuhxVng2kjq+uKwT0ZqOcKUEHeedd15kd1r6wNGtWzdvSnD4a3IHEkMESH6Ey2Prk19Uz9o//vhj7xO1VsKr09BOcjqaNm3q3X3ov/7v6XFX9+7dvVXvqsBaKKlC4eabxwa/f+yxT5k1a35P2TYXNLAenj2nWWc1fcW6FreGKyTo7tNlb/N0PfPMM0mPQuvWresFStQIkAIgQPJDnwLDt/Ouu/TFUapQmDv3J7Pffn2DcwMHfpyyba5oiq8CPtwBqnZW1J+ec02PpjSJI/zISne/uXiEWhkFVbiKrw6N1d1yyy2RPwL1ESAFQIDkj4rT+f+gNaNq8uTJdpPY0aOo/v2nmLPPftHsv39fM3hwcrXhqkLhllvGBecOP/yJKtvmihYbasW6vyeGDt2NqBR8vjrDbAwcODBhnYsOhWIuH536tObpoosuCqas+4eqTEc9zdxGgBQAAZJfd999d/CPbNdddy346vIofPXVEtOnzwfm1FOfT+jwdVx+efIn4KpCYd685V7w2O9TWdtce/vttxMKMOrQ45kHH3wwsmmvrvRIdOjQod4+LOHvVzOutPg0149MNSVdFY7D40Y6VJlg4sSJdvO8IEAKgADJL/1DPuaYYxI+qcXBZ58tNA899J456aRnkjp6HXoUdfHFw8306Yvtl1YbCv/5z1tJ75eqba5pKrY6Sn8/Ef9QVQD9fqE/AKgjV6UD7T0f/v401qExLt0h5NqwYcMSHsf610PfR66DKhMESAEQIPmn5+z6B+f/48t1/aF8+eij+ebeeyeZ448flNS56zjggL7eHcfLL39pli1bZb88UF0oaH8QvZf9/jaFmO56rrnmNe/RWS7pcYx2Ngw/1tKh0vtnnnmmN7YQ1aymyrz11lve4lINUIe/Hx2aIJFJJeh0aRquPT6kR3v/+te/Ip0OnC4CpAAIkMJQ6XP/ubEKJ9aEXfK0FuODD+aZHj3eLruLGpjUoev429/6ex34iBEzzIoVa+y3qFRVoeC7444JSV/Ldt99k4JzeuylcPv55/S+h3Rp8WWHDh2S6oLp2Hrrrb2dGQcNGpTRrpTpWLhwoXn++efL7uIuTprlpEN3HJrKHUVwLF26tOyDwOVJlRBU/kTrnIoFAVIABEjhqHSG/49RpUNcS51E6bff/jCTJs01t932ljniiMRBbP846KD+XvmR11+fZVauzPxTeFWh4FuwYIW3W2FVbXXXccopzyW00fc8ZMgXwULEXNE6mRtuuMHsuOOOSZ25f+y+++7eI0qt4h88eLCZOnVqtav5dd6fin3HHXd407+bNGmS9N7+oZlV6tyjWKSn2ljaE32LLbZI+Jr6fsaMGWM3LzgCpAAIkMJRYGjQ0f+Hqb1AioHWW7z11jema9explWrAUmBoePQQwd46zTGjZvttS8WCrxBg6aZww57POH7PeOMF8yHH+b2rsA3btw4byZSZY+TqjrC1QHsc1UdGo9RMEX52EwlT/baa6+Er7v55pt7Ewii+prZIkAKgAApLK0v8Pf+0CMt1aYqhF9+WWleeeXtsrui583BBz+WFBg6Wrd+wtx661vmnXfmml9/TW/P90L58cdVZZ/8xyesZtdx3XWjzfff52a3PZsGkDVVu2fPnl45lPCeLtkcCgytRdHi0EmTJkXagesR3cknn5zw9TXuc9lll5klS5bYzYsKAVIABEjhaQMp/x+rnqNrkD0fNPCpNQNt2rQxm266ralXr5Vp1OiKhA736KMHlnVcE8x7783L+WOgfJgxY4np0OGVhJ9Jj8Iefvh9p8dtmdLgu8a79Mn9iiuu8EqI+JUAmjVr5t196L/+7+m82vkFMVVAMx/0d0Hb2tpjO6qHpn1DagICpAAIkOJw9tlnB/9o9WkzqumQ+hT52GOPeZ+Qw53F2muvYzbbrHlZh3Ze2dfva+655x0zZcr8hFLqNdkbb3xtTjjh6YQgUXmUkSNr1grzXNPfMxVZDJdw0dGwYUNvq9uahAApAAKkOOgToP7R+v+A9RgkV3RHoz1D9GnSnobqH1rUePPNd5mPPir+2WCuNFajVfH2I7oLLnjJmwJcat55552kXS+1MFBldopxQkd1CJACIECKx3vvvReUOtF/tV+1Kz060QpkbThll5nwD62yVmE9zQ4qJQsX/uJNAAjvv65fd+s21ixalN/tggvhu+++8+54w2X99XdECw/z9fg0CgRIAYx+9LQgQH5bHd3GMkiPVjf7/6h1R5LJAi1tU6rXt2zZMiks/KN58+Zenacvv/zSfnnJ+eSTBea884Ym3I3o7uSxxz4q+kkCLlatWmVuvfXWpA3JDjzwQG/wv6YjQArg6w9fMH0vWd+89vDJ9ikUgJ5JH3XUUcE/bq1+roqCQIGgLXPtsPAP7TqnxxIKGCTSGM/w4dOTFkaeeOIzZuzY2XbzGkuLEO3pwttvv7236DEuCBDAqHTHfG82lv8PXTOlwrTQTI+e7EJ//qHHEYcccoj3CCtXe6XH3S+//OrV8rIXK3bs+IqZObO4p69WRXuc6DFm+O+Hyq907dq17GeO1+M6AgT4f1oP4j+j1noCbfqkaZbhgfbwocHx1q1bm0ceeSSSst2lQtV/O3d+PSFEVAjylluGmqVL03+cWGiLFi3yamWF93vX0a5du7xNDc43AgQIufrqq5OCInxoGq6m42parvZJR+6o5le7doO9APnrX7ubHXc8x+yySyvTq9dDkS7ky5aqB99zzz1J2xvrEef48ePt5rFCgAAhmkpp7yutxw9aKazHWoUuJR53Wjj54oufl92B3GC23voIU7t2+VoJPTp8/fXX7eYFN2LECK/+Vvjvi2pl9evXz9skK+4IECBEnyb9chh6RPXss8/G7rl1TfDTTyvMddd1T6pGe8IJJxTFVreaSBHeY0aHpoGrWGcpfcggQIAQlbLwO4RLLrnEPo08++KLL7wqAXZH3blz54J01D/++KPp1KlTUrAdf/zxNWJ7gFwjQPLAX/ORzoHC0iCo3ymoOiqKw/Dhw81uu+2W0Glr1lz//v3z8qhIZdZVWWDLLbdM+B60K6HqbpUqeqw8sEOiqgOFo06iXr16Xseg/+r/UTz0eFH722vP8XAnrn1dJkyYYDfPmbFjx5qmTZsmfE2VkdeU7WIe3M8Heqw8ICBqhjfffDPoILTLHYqTdgrUn489XfaMM87I6XTZ2bNnm7Zt2yZ8DY2LaYdCZuCVo0fLAwKkZrj00kuDjqJQe4QgfVOmTPEWb4Y7eM2g69atm1m5cqXdPG0rVqwwN954o6ldu3bCex9++OFm2rRpdvOSRo+WBwRI8VM5k/r163sdhebz18TKqKXqueeeS9rmVnuYP/3003bTammfmAYNGiS81y677GKGDBliN4UhQPKCACl+b7/9dtBhVFcLC8UnVdHCgw46KK2ihe+++65Xvyz8Wk3n1h7pfJhIjR4tDwiQ4hdegf7SSy/Zp1FDqKS+9i4PB4HqlF144YWVlk2fN2+eOffccxPKrOvX2qXw+++j2c89TujR8oAAKX5+1VTtha1Ps6jZJk6caPbdd9+EINHGTSq9rzuK1atXm9tvv9378w63UVn+yZMn22+HFOjR8iAcIFUdKAxtIuV3IKeffrp9GjWUxrUGDBhgttlmm4SQ0FiX/Xsa97ArMKN69Fp5YAdFqgOFcd111wUdifZwQLxogzD9GYf3o/cPzbTSjCvNvELm6LXygJAobo0aNfI6ExVNpCOJr5kzZybs03HkkUd6az3gjh4tDwiQ4qWNovwORRV3EX/PPPMMd5o5Qo+WBwRI8dIug36A8AwcyAw9Wh4QIMWrSZMmXnjo+fiyZcvs0wCqQI+WBwRIcdKeDv7dh3YZBJAZerQ8IECKk9YB+AGisuAAMkOPlgcESHHSntUKD1VYpboqkDl6tDwgQIrP119/HZSvOOKII+zTANJAj5YHBEjx6dmzZ/D4qnfv3vZpAGmgR0NJ8iuvqtDe/Pnz7dMA0kCAoOSoYqv/+Orggw+2TwNIEwGCkvPAAw8Ej6/uv/9++zSANBEgKDl+PSTdhXz77bf2aQBpIkBQUrSp0LrrrusFyP7772+fBpABAgQl5ZFHHgkeX/Xo0cM+DSADBAhKikp4+wGi8t4A3BEgKBlLliwxtWrV8sKjWbNm9mkAGSJAUDK0val/93HbbbfZpwFkiABByTj++OODAPn888/t0wAyRICgJPz000/BntiNGze2TwNwQICgJAwaNCi4+7jpppvs0wAcECAoCW3atAkCZOrUqfZpAA4IEMTeihUrzEYbbeSFR8OGDe3TABwRIIi9wYMHB3cfXbp0sU8DcESAIPbOOOOMIEAmT55snwbgiABBrK1evdpssskmXnjssMMO5s8//7SbAHBEgCDWhg0bFtx9XHXVVfZpAFkgQBBr5513XhAgEyZMsE8DyAIBgtj69ddfTd26db3w2Hbbbc0ff/xhNwGQBQIEsTVq1Kjg7uPiiy+2TwPIEgGC2Grfvn0QIGPGjLFPA8gSAYJY+v33381WW23lhceWW27p/T+A3CJAEEtjx44N7j4uuugi+zSAHCBAEEuXXXZZECAjR460TwPIAQIEsaPFgg0aNPDCY7PNNjNr1qyxmwDIAQIEsTNx4sTg7uOcc86xTwPIEQIEsXP11VcHATJ06FD7NIAcIUAQOzvttJMXHhtvvLFZuXKlfRpAjhAgiJUPPvgguPs47bTT7NMAcogAQaxcf/31QYA899xz9mkAOUSAIFZ22203Lzw23HBD8/PPP9unAeQQAYLYmDZtWnD3cdJJJ9mnAeQYAYLYOOWUU4IAefzxx+3TAHKMAEFsaNGgHyCnn346uw8CESNAEAvTp08PwsM/OnfubDcDkEMECGLhjjvuCIJjvfXWC35933332U0B5AgBgljYZ599gvDo37+/WWeddbz/13+ffvppuzmAHCBAUOPNnj3brL322l5gtG7d2vu9Xr16BXch66+/vhk9erT1KgDZIkBQo3311Vfm7LPPDsKid+/ewbnwosK//OUvZsqUKaFXAsgWAYIaQ3caL730kunatas57rjjzOabb54waK7j+++/T3jNBRdcEJzbeuutzaxZsxLOA3BHgKAorVq1ykyaNMncf//9pl27dma77bZLCgv7UBvbb7/95oWN36Zhw4Zm4cKFdjMADggQFIVPP/3UDBgwwFx66aVm7733NrVq1UoKCPto1KiROeOMM7yQ0Z1Jqn3Pf/nlF3PAAQcEr2vRogVlToAcIECQd0vmz/f26bjuuuvMEUcc4Y1P2OFgH3Xr1k14ZNW0aVOzfPly+61TWrx4sdl9992D1x999NHm119/tZsByAABkk9lHVdwVCeTtrJqlTH9+hnTpo02xDCmTh1jNtqo/NeqC/Xoo+Vt8k2f9MeONaZnT+97G7ndduaUSgIifKgQYsuWLc1VV11lnn32WTNz5kzvrZYsWWIaN24ctFP4ZLJd7TfffGPq168fvF6D76xWB9yl2TshJzIJhUzavvSSMQ0aJL6mskNt1DYqf/xhzEcfGfPII8b84x/G/M//GLP22gnfw7iyo0PZsfFaFYGx1157mfPPP9889NBD3kwpjVuk8u233yaMh+gRViYh8PHHHyeUPLn22mvtJgDSlEbvhJwJd+bVSbdtr14VnXStWsZ06mTM++8bo8c7+vT/4YfGqJNcf/3yNuusU/6aXJg925jBg7WHrDEHHVR+1xP+vis5vth2WzOw7I7o4e7dzZgxY8xPP/1kv2u1PvnkE++Rlh8CulPJxNiyO6LatWsHr7/33nvtJgDSUE3vhJwKd6bVSadtWQfsBYLalH2qNpMn2y0qfPCBKet1y9vqNW+8Ybeo2o8/GjNqlDH/+Y8xf/+7MfXqJYVD0rHJJsa0amWMalINGWLMd9/Z7+ps/Pjx3qMuPwTuuusuu0mVBpcF37rrruu9VqvVBw0aZDcBUI0qeifkXDqh4KuurR4XNWxY0WboULtFsmHDKto3alT+HpXRuILuYh54wJizzzZmjz2Sw8E+yjpj06yZMR07lo/FfPyx/a45N6QslPwQ0Er0J5980m5SpQcffNB7rQ5WqwOZS9E7IRLhDrc61bV98cWK83p8lK5DDql4nd7DdtFFxmywQXJA2IcG50891Rg9/pkwQXNl7XfKi0ceecT4IaCpv6N0l5SBG264IXj9JmV3TB/qkR+AtKTonRCJcAdcneraXnhhxXnNsEqX2vqv00B32NKlyUGhQ4/HjjnGmBtvLL+LWbQo8XUFppXpfghsvPHG5r333rObVInV6oCbFL0TIlFdKIRV17Zx44rz06bZZ1NTW/91TZrYZ425+WZjDjvMmCuuMGbgQGO+/NJuUZTat28fhEC9evXMjBkz7CYpaQGivVp9wYIFdjMAlhS9EyIRDoVMjspsvnnF+WXL7LOpaTDcf90WW9hnayyFwIknnmj8ENhll13M/Pnz7WYp2avVVR6e1epA1VL0ToiEHQzpHpVZb72K8ylKeFRKayz81+k9YmTlypXmwAMPNH4ING/ePKNpwlqtvsceewSvP+qoo1itDlQhRe+ESFQXCmHVteUOpFJLly41TZo0CUJA+4Nkulq9QYMGwesvP+usjBYqAqUkRe+ESFQXCmHVtY1qDCQGtFp9++23D0JA1Xz/SDVluRL+avVdyl57TtnxzjXX2E0AGAIkv6oLhbDq2uZiFpam7MaUqvuGV6tfeeWVdpMqvTdunOlYu7Z5rOy1X+pa3XOP3QQoeSl6J0SiulAIq65tVOtAYmTChAkJq9V79OhhN6nSnBdeMF9rgaSulVbvs1odSJCid0IkqguFsOraauA8vBI9nSKJr7xS0b6qlegxorLx4dXqTzzxhN2kag89VHHNVE/s9dftFkDJStE7IRLVhUJYOm1VeiNcC6uqBXRaYe0PvOs1qqNVIvr06eMFiA6tVn/11VftJlXTAkr/z0L1vVRXDAABklfphIIv3baqV+VX49UnZFXjVQenNQwrVhgzZUpiNV611WtKTLdu3YIQqVOnTsar1RPGnLbaypj/36MEKGXV9E7IqXRDQTJpm+5+IPXrp1d0MaY6dOhg/BDJdLW698jw+OMrruWuuxrDanWUuDR6J+RMJqGQSVvRboN9+5bvPrjjjuW7EW64YfmvTzxRz3G00s5+VUnRavWTyq6PHyL77LyzWZrBanWvYGTLlhV/LvvsU36nB5SoNHsnIB60Wv2ggw4yDcoC4LSyY1CzZub3DFarmyVLjNlzz4oQOfJIY1itjhJFgKDkLFu61PyrSRPzcFkAfKwQOPzw8j1Q0jVnTuIjwzPPNIbV6ihBBAhK0oq5c83M7bevCIHTT89sWrNW9Gvmm/96besLlBgCBKXrs88Sa4qphH0m3nrLmNq1K15/9912CyDWCBCUtrffLp9s4IdA9+52i6ppNb+/Wl1TpJ96ym4BxBYBAmgadDgEHn/cblG13r0rAkjrbV57zW4BxBIBAki4yGStWsaMHGm3qNpNN1W8fuONWa2OkkCAAL5bbqkIgTp1jJk82W5RNVU39l/PanWUAAIECPvnPytCYMstjZk+3W6Rmlarn3BCxeu1Wv2HH+xWQGwQIECYQuDkkytCYOedjfn+e7tValrt/7e/Vbxe7wXEFAEC2FQW5uCDK0KgWTNjMl2t7u8YqdIyQEwRIEBlli41Zq+9KkLksMOMWb3abpWa9p4fMoRaWYg1AgRIZe5cY3bYoSJETjsts9XqQMwRIEBV7NXql19utwBKFgECVGfixMTV6nfeabcAShIBAqTj5ZcTV6sPGGC3AEoOAQKkSxt2+Xch661nzIgRdgugpBAgQCZuvbUiROrWNea33+wWldPU4H79jGnTxpiddipf6a5dI/VrTfVVKRW1AWoQAgTI1CWXlAdIo0bpbSSV7p71aqO2QA1BgAAu3n+/fK1HdXr1Kh8zUUCoSGOnTuWvXb68fI3Ihx8ac+215VV81WaddcpfA9QABAgQlTFjygNBwaDdC6sqzqjqvXok5ofIG2/YLYCiQ4AAUdCCw4YNKx5PDR1qt0g2bFhFez0eY9EiihwBAkRBOxX6YXDQQfbZ1A45pOJ1eg+giBEgQBQuvLAiCDTDKl3hja3+8Q/7LFBUCBAgCn41Xh3TptlnU1Nb/3VNmthngaJCgABRCNfPWrbMPpuaZnb5r9tiC/ssUFQIECAKWqnuB4E2qUqXFib6r9N7AEWMAAGiwB0ISgABAkSBMRCUAAIEiEIuZmFddJF9FigqBAgQBdaBoAQQIEAUNHAeXomeTpHEV16paM9KdNQABAgQldGjE2thvfee3aKCiir6A+96jepoAUWOAAGi9MADFdV4VXFX1XhVOFGVeFesMGbKlMRqvGqr1wA1AAECRC3d/UDq10+v6CJQJAgQIB+026C2xNXugzvuWL4b4YYblv/6xBON6dPHmJUr7VcBRY0AAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADg5P8AYdvVdpMoiRsAAAAASUVORK5CYII=)
PN: 4H21-3-V2
CAS: 73221-19-9
Molecule Weight: 230.146
Formula: C9H5F3N2O2
![2-(Difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-8V
CAS: 2059954-47-9
Molecule Weight: 212.156
Formula: C9H6F2N2O2
![2-(Trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-3-T9
CAS: 73221-12-2
Molecule Weight: 186.137
Formula: C8H5F3N2
![2-Methylimidazo[1,2-a]pyridine-3-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-1-Q7
CAS: 30384-93-1
Molecule Weight: 160.176
Formula: C9H8N2O
![2-(Difluoromethyl)imidazo[1,2-a]pyridine-3-carbohydrazide](data:image/png;base64,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)
PN: 4H56-3-JH
CAS:
Molecule Weight: 226.187
Formula: C9H8F2N4O
![7-Bromo-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-B-14
CAS:
Molecule Weight: 309.042
Formula: C9H4BrF3N2O2
![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
TSCA: Not listed on TSCA inventory