![8-Iodo-6-(trifluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABtoAAAbaAHWTP6ZAAACMXpUWHRtb2xTb3VyY2UAAHichZRZb6MwEID/ysjPG19gjiikilpFqtTuw7Yr7dvKASdFCrgCcv37HZPShtAl4pjxeL4xzIw9uzsWW9ibqs5tmRBBOQFTpjbLy01Cfr8uJxG5m89SdELHsk7IW9O8Txk7HA40fTOFPtqSprYg5/npsc57PgeP2mrDJOeC/Xl+emmZSV7WjS5Tg1SdT+vW+GRT3bRf8Z8lWKGrfV6yszsrqv052l/J3c3psc7I17/c49wCUVjnWwNrWxW6gb3kFG/+AzamNJVuTAarE5o96uO/z2fPDzbdFaZsUHUR8lRvX5pql6KhsFuT7jAYKo8PCSkEArqxxaKq9Amc5sxagJagPdA+aAU6AB2CjkDHoAXHB+cFOgj0ED7me2vcgq+nd5OQJdzDEtzbXY/4/Gw1fGOyZEIiGkvFIaQqxgABjSSKiHpBO5IqDDrho6cXd8JDgEuQVEgVgKBScr8bfcydPQmccBlFhZIRmrwIhaKhCBT6cT8WKAKBRkl5iEJQj6OYYGK9UH5ZVRzEOIr8NgyPorADz0Exd+wzefPZypbZhQp5lpCVIG1Wf5l1LT8SS8BWmamwV10A53oJyD7gyjAOeAPAHwf8AaDGAdUHXEN8AovvgKAPuPYZB8I+4Jpt/JOiARCPrxD3gbaRxwk33ytd2/g3mOtytxvlBnNV8fPGusF4w9+5hVyVvdu7o8yw8t8j7KL3WXfIoDo4gNjF6cTwTJ7/Awu4r8Gh4ZzvAAA72klEQVR4Xu3dCdxVc+LH8Riyh7FMwjAIzSjDZMmWPTsx/7GMmYyYsjQ0ZC00lpFIloYWCUWliJRCRdJii0gKRVLK0yYtVH7/vodznPu7z3Ofe3/3nPvce8/n/Xqd14zu77n3nN9zn/M95/y2WgYAAAe17H8AACAbBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAJx0/2etrDeUJ36zAJzYIZFpQ3niNwvACQEBfvMAnBAg4DcPwAkBAn7zAJwQIOA3D8AJAQJ+8wCcECDgNw/ASThAMm0oX/x2ATixg6KqDeWL3y4AJ4QE+M0DcEKAgN88ACcECPjNA3BCgIDfPAAnBAj4zQNwQoCA3zwAJwQI+M0DcEKAgN88ACcECPjNA3BCgIDfPADACQECAHBCgAAAnBAgAGL3449rzcRB7czLPf5iVnw7334ZJYoAARC7eTPGBg3uLz/8Z/tllCgCBEDsVn5XYXr/a4sgRL6aPsYugiyEe75VtxVCYT4FQOK9N6JTcHIb9J99zY9r19hFUA07JDJthVCYTwGQeGtXf2+ear9HcIL76LWH7SKoRqEDojrFsRcAEmHWe0OCE+BjV21nvl++2C6CDAgQAIn2wr3HBifB8QPb2i8jAwIEQKIt+upD07P1Bt5JsOclG5rF86bZRVAFAgRA4o176vLgRDj8/hPtl1EFAgRA4q36bqF5rO02wcnwiw+G2UVQCQIEANb5cPQDwclwQIe9zNo1P9hFYAkHSKatUAr3SQAQsnbtavP0LfsEJ733X77HLgKLHRRVbYVSuE8CAMucj14OTnqPXrmVWfntArsIQmoiJDIpjr0AkFgju50enBTHPvFP+2WEECAAELJ0waem16UbeSfFHq1/ZSpmT7aL4GcECABYJg6+JjgxPn93U/tl/IwAAQDLDyu/NU9cXTc4OX729kC7CAwBAgCV+viN3sHJ8cnrdzVrflhpF0kEjcz/9K3+3uSTNgIEACqhVQufub1xcIJ8Z9itdpGypjVTXu/b2msH0vFPGPhvuwgBAgBV+frTN0z3Vut5J8hH2mxmvls8xy5SdjQe5oNXupo+V26dEhBvPNXGLkqAAEAmo3qeG5wkRz3yV/vlsvLlhyPMgJv2TgmGnpfWNhMGXW1W/7DCLk6AAEAmyxbN9u4+vBPluruRrz8bbxcpeUvmzzAvPnhKSiBo07/ptaoQIABQjXeGdvROkg+2rGUevvZA8+OPP9pFStL3K5Z4dxe6ywiHwYCbG5gvp460ixc9AgRA0dHjm/su28Vc2qyWOfPAWmbYM33sIiVFHQSmjetlHr9q+5TgULvHB6Pu89pBShEBAqAoTRg1wBz5+1pmr3q1zJ677WCWLVtmFykJ82aMNYNv3S8lONTTSj2u1POqlBEgAIrWqSccbmrVquVt1113nf1yUVtW8bl5pcfZKcGhbeg9R5mFc6bYxUsSAQKgaL377rtm/fXX9wJko402Mp999pldpOis/n65eev5m8wjl22SEhxP3bCbmfnuYLt4SSNAABS1iy66KLgLad68uf1yUflkUj/T79qdU4Kjd5vNzbvDbzdrVq+yi5c8AgRAUZs/f77ZcsstgxAZNWqUXaTGLfj8LfNcp0NTH1e1Ws+MebSFWb5krl28bBAgAIre3XffHQRIw4YNzZo1a+wiNWL50nnm1T7/MD1arZ8SHs/eebCZP2uSXbzsECAAit73339v9txzzyBEunXrZhcpKE10OHnEnebRf9VJCY6+1+xoZkx43C5etggQACVh6NChQYBss802ZtGiRXaRgvho0hDz1I27pwRHr8s2Nm8NaW9Wr/rOLl7WCBAAJaNZs2ZBiPzrX/+yX47VtI8+NFf+41hz0dG1TOe//RIeLz/8Z/NtxSy7eCIQIABKxkcffWQ23HBDL0D0v1OnTrWLRG7hwoXmsssuMxtssIGpv0Mtc+qfapmrT6tlBv1nXzN3+qt28UQhQACUlCuuuCK4Czn++OPtlyOzevVq88ADD5hf//rXwefV2WTdZx6wrRnzfHfz49riaMivSQQIgJKito9tt902OKk///zzdpG8vfzyy+YPf/hD8Bn+HU/btm3N0iWL7eKJRYAAKDn/+9//ghN7/fr1vV5aUfj000/N6aefnhIc2k488UTz8ccf28UTjwABUHI0DqRRo0bBCb5z5852kZx8++235tprrzW1a9dOCY699trLDB8+3C6OnxEgAErS6NGjgxN9nTp1zNdff20XqZbWGendu7epW7duSnBstdVW5p577jE//PCD/SMIIUAAlKwzzzwzOOm3bNnSfjmjcePGmcaNG6cEx69+9Stz8cUXm2+++cYujkoQIABK1syZM83GG2/snfw1a+8777xjF0kze/Zsc95556UEh7amTZuayZMn28WRAQECoKRdf/31QQgcdthh9suBFStWmI4dO5pNN900JTh23XVXM3DgQLs4skCAAChpWqmwXr16QSD079/fLuL92y677JISHJtttpm59dZbzcqVK+3iyBIBAqDkPfbYY0Ew/Pa3vzXLly/3/l2PtA4//JdVDbWtt9565vzzzzdz5syx3gW5IkAAlDz1pjrooIOCkGjXrp3XqO6vZuhvBx54oBk/frz943BEgCCR9NxcI401wyvKw4QJE7y7i3Bg+NsOO+xg+vTp4wUNokOAIFHefPNN06RJk5THGVoydcGCBXZRlBhdDGyyySYpwaF11HWxoHYSRI8AQSLMmzfPXHDBBWmPNPxNS6Zq1TsGjpUezdCrSRXt36k2elfFiwBBWdMcSf/973/NFltskXJiUa+dU0891btCDf+7Vr174YUX7LdBEdKkiloTxJ/e3d+222674P//6U9/MmvXrrV/FBEhQFC2nn32WbP77runnFw06KxDhw7mu+9+Wjnus88+M82bN08po00LF02bNs16RxQDzYOlyRS1KmH4d6b/1r/rd6uxHf6/P/LII/ZbICIECMrOhx9+aI455pi0UPi///s/M2vWLLu4Z9SoUWafffZJKa8rW609UVNLpyKd5r9q2LBh2u9JdyLh39PTTz8dvP6b3/zGmywR0SNAUDbCK8eFTzB//OMfzauvvmoXT6Mr227duqVd2WrtiYceesh7HTVDd4rhea/8TW0fagOpzJFHHhmUU7deRI8AQcmrbOU4bXoW3qNHj5yfgetKtk2bNmlBpOnDdQWMwlHvqRtuuCGtrUprgFTXBfu9997zJkdUef38J598YhdBnggQlDStHPf73/8+5eSiRxr//ve/zZIlS+ziOdGV7XHHHZfy3tp0JaxJ/BAfjdfQuI3wFCXa1FvurrvuynoBqVatWgU/e9ppp9kvI08ECEqSriZ1QrBP7ieddFLkK8dpyVRd8YY/R1e0ujJmfEH0NCBQI8bD9a3u1xpZPn/+fLt4Rhrfo7U9/Pd56aWX7CLIAwGCkrJ06VJzzTXXFHzlOF3x6spXCxeFP1dXyJqHiRHO+dPcVH/729/SRpNrLqtspmmvSpcuXYL30uwDeuSJaBAgKAlqx1B3TPWoCZ9cdHWpE0ShBgDqCvjCCy9MG5CoeZh05YzcaTZczYqr2XHDdapJEZ966im7eM703dh7772D973//vvtInBEgKDoTZjwtjcgLHxyUePoP//5zxpbOU5XxFp7IrxPunLWFTSzvGZP3W3DYza0ab2OW265xVu/Iyq6O/XfX50tKioq7CJwQICs8+mnn3rPznUV5E8DjZo3b9635ooreppttz3U1K69dXACUPdM9bApBk8++aR3pRw+AW6++ebmtttuM6tWrbKL42f6/YW72fqbVgrUioFx0N+4/znq7o38JT5A1Lc//FhEk7FpZPITTzzhPW9H4a1atdp07/62OfTQR8zvf9/B7LTTWaZOnQbelaquWIuNrpR1xWyvdPe73/2uKPe3JumOUXeOfvdaf9MdptYoj5M6V/htZ+qi/cEHH9hFkKPEB8hNN92UdhXkb+ppc+KJJ5revXtzy1sgI0d+ak4+ud+6E0p3b9t//26mUaN/my5dnjArVxb3Fb2unM8999y071Ex3THVFLVDqK0q3CNKmy7e1LaV61gdV23btg0+W7MVID+JDpDXXnstuBLS82v19rAb8vxNVyz6wj388MPezK6I1rRp35iWLZ8LgkNb48bdTYcOo838+aU1DcXrr79eaZuNxiTUVJtNTVL7g3rJhetDdwLqTVfou3yNDQpPtqj50uAusQGiaS923nnn4IukOY9EPUL0pVJjqAYt2UGiTT1wjjjiCNO1a9fYntcmxcKFK8x//vOaOeCAHinh8fe/P2umTMmtz38xydRr7N577y1Yr7GapEdGuoO3/340fqcmR4V379492BdNtklblbvEBkh4BlbNlVTZl0h9/1988UWv26bmQ7L/EPzt4IMPNp06dfLm60F2fvhhrXnssfdM06aPpgTHCSc8YYYOnW7KZVhFVeNW1K1U361ytHjxYm8mAHuadc0YoJkDaprCXX/z/n7deeeddhFkKZEBoimf/S+PHlllM3JZje2asbV169be8ph2iPjbfvvtt+6K+j9MBZ7Ba699vi7A+6cER5MmvUy3bm+a5cvL88o808j56dOn28VLkk7Mmnss/IhIm7rNaq6yYhrAp8k1/f3TWjE8lnaTuABRz4vwspcuawVo1PHYsWPNlVdemdaFM7w1aNDAa6RPegOqb+bMxeayy4alBIe2du1eMnPmFPZZeE3RVBpxzd1Vk3RCDl/Va1O7obrL6nFxMdL0/v6+arVK5C5RAaLulprKwP/SnH322XYRJxMnTjTXXntt2uJF4U2vqYzKJs3SpatM585vmIMO6pkSHGef/bR5662v7OJlT1fiGg0d1ezBNUnrq4RPxP6mDidal6WYad/9i0m1a7755pt2EVQjUQGix0/+F1x99OO44tPdhla8092H/Uflb3vssZ9p3/7BdSfPT8vmWX9l1q790Tz99FRz9NGPpQSH/nvQoKne60mmK/NLL700bdr4bNcvqUla9a99+/beCo/hfdeFUin1bNIx+Pt+yCGHMKdZjhITIM8880zwRdEf7Pjx4+0ikVM7iNpD7Fv7zTff3ey44xnrQqa9adbsCfPf/76+7urnq7I6oep4dIcRDg7dgdx99xveHQl+ocequa6gWJM0yHbHHXdM2Ve1I2jt+WynWS8WCsKddtopOI5+/frZRZBBIgJEXW3Djwtuv/12u0js1ENLPbUOOeQws/XW+5tddvm7adSoc8oJ9phjHjMdO75q3nhjttdLqRSpLePqq0emtXOo7WPWrMV28dhoCVPNV6XJ+G6++WbvcaUG9GlTDyiNavc3/bf/msqpvH5OP1/IpVCzWcO9Jk2aNMk0adIkZf/06EftB6XcCN23b1/vWDb8VS1zYKOdzMoVTGeUrbIPEPWe0gBB/wt/1FFH1fgz5jlz5ps+fcaYiy9+Pm38g7+pe6sG0Y0ZM2vdVV3xL6Wq3lMPPqgTTK+U41Bvq7Fjv7CLR06PgwYNGuQ12tqN1Pluej+9r94/7gZhXcHrSl5X9OF90FWyrvxrwty5c02LFi3SplnXI5+33nrLLl5y9Njq5OOamH13rWVO+GMt80zvDnYRVKHsA0RzFPlfeI3l+Oqr4mq0rahY7rUHXHLJC+bAA1Mbmf3tsMMeMddf/4o3zceKFfl3hQy/t0Z7f/xx5tHR4fI2PTLWuA09iguXUwA+/vj7ZvXq+ML666+/9gbl2YsPZbtVNVC0uk2fp8/V58dFV/S6srenjdcdQKEaexVmd9xxR6Vhpqv2cjJtyiRz3hHrm3+fUsvce+EmZlnF53YRVKKsA0RTSoSnKtHKcsVsyZKV5rnnPjZt2gxPu5L3t0MOecRcddVIM2zYDLNsmdvzZvs9L710mF0kRaYAuf/+SSmv645KI8s1wjwO6sE0YMAAb/yE3fgc3jR1hpaeVc83zWWmtTrUnlDVoxb9u15XOZXXz+nn7Sk4wps+X/uh/YlrjIPCQlf64c/Vd1nhojuDuKjNcLfddkv5XPVYUrf0cp2x+vn/tTDd/1nL217u8Rf7ZVSibANk0aJFKWM02rRpYxcpat99970XEmpPUGjYJ31tBx/c0wsbhc7ixSvtt6iS/T7aJk2qeg2LTAHStu2I4LWLLnqu2rsZV5op4KGHHvJ6z9kncm1qy9CSp7oyjvouU++n99X722tX+Jv2S/tX2YwGUdDnhxt7tenOQHcIUTZcT5kyxRx99NFpx/eXv/zFfP55eV+VL18y1/T+1xY/hUir9czcGa/ZRWAp2wDR1aP/5d93331j+8MuBD22eumlz7zHWIcf3jvt5K9Nj79atx7qPQ775pvMV4j2z2o7//zBVXYpzhQgX331renUaZwZNWqm/VIkNGeUHhdVNvpfHSPUNfuNN96wfyxW+jx9rj2OQ5v2M665rtSQrgb18EBYbbpT0B1DPjTb9CWXXJJ2V6eZFTTpaFJMfvG/wV3I4Fv3W/c3Ed8j2HJQlgGiGXP9PwCt0fDRRx/ZRUqWGtRffXWWuemmMWnzSPmb2jV0N/D665U3XofLhu9u1MZSmUwBEidNHVPZI6TGjRt7DdpRXnm70OdrP7Q/9j5qv7X/cdCdgO4I7M/UnUOua1zo0dt9991ntt76lwW7tGlQY8+ePWu8w0mhrVm9yjx1w25BiEwb28MugpCyC5CpU6emXKHpj6Bcqavv+PFfem0O6gJsB4kWZFqzJv0EEC7TteuE4P+fccZTlTZ6FzpA9MjonHPOSTtBNm3adF3IjbSLFwXtl/bP3mcdR9SP1Hy6M7DHGOkOQoMTs1m/RvtsD3jVpI9XXXVVLINsS8Wsd58JAuTxq7Y3369Ibl1Up6wCRFOxN2zYMPhj0ECspNAgRE0LokGJfo+oFi0qHxEcDgQ13B9xxC93MgMGpE8/UcgAGTJkSNrVsLrRjh492i5alLSfdjdiHY+OKw66Q9BFUmUTGGq6lMoa92fMmGFOOeWUlPLaTj755LKZ2DFfQ7scHYTIhKevsl/Gz8oqQHTl5f8xqLFT00onkdoyZs9eWuX4ETsQevR4J/jv4457PK2rsF0+Dmoz0Jos4ROa1hbX4Ms42hPipP3Vfmv/w8ej44vrWHTHoDsHe9p43WFoAkfR1PLt2rVLK6OBlCNGjLDeMdkWzplierbewAuQnpfWNku+JlgrUzYBois8/w9Ct/FxNayqC6PWbtaiNFdffbU3RXem0c16XeVUXj9XDF0g7UDQIMBjj/3lEZgCJVP5qGmmALsdQc/zS32xLu2/3aNJxxnncekOQl2Lw5+pbY899ki7s9N/a1G0yu5SYMzrT14a3IW8+MDJ9sswZRIgX375pdlmm22CP4xbb73VLpIXzZul6S20CqF99Zbrpp/X++j9CjEfV2UqC4R+/aYE/6aeXosW/dItuLLyUVGbVbh7qsbtaPBnuTTe6jh0PP54JG06Xh13nLRYlS5i7O+fX8fqRZZNO0mSrfyuwvS5cusgRGZ/WJ4LgOWj5ANEf6Dhxktd9Udx8pk5c6b3h2/PTVTdluvoZr2/PkefVyiVBYIed510Ur/g3zX9eqbyUdBdYrgrrLrAjhkzxi5WFnRc4a7IOu647pJ9fhfo8Gh2Nbq///77dlFU4YNR9wUBMuDmBmbtmngeQZaqkg8QzXbr/3HoLmTOnKoHxGVj8uTJ5s9//nPaFBL+pulQzjrrLHPbbbeZgQMHetO3VzUiWP+u11VO5fVzVS2Nq8/T5+rz41ZVIDz77LTg3zVIUWM8MpXPh66Q1cXaP/4999yzKGeejZKOT8fpH7OOvxDL2oYbzN999137ZWSwdu1qM/Dm3wch8sErXe0iiVbSAaI2BX/gk6Z3yKenix4pqBeKfWLXtv/++6+7Iu/sjdKNgt5H76f3tT9Lm/YjzkccVQWCenKFl5q98cafxjFUVd6VrrzD4XHAAQeYBQsW2MXKko5Tx+sfu+oh7jsRzTDsfx4Bkrsvp44MAkSPtFYui2e2hVJUsgGiHla77LJL8Ieh2VJdaHTvNddc4y0rGj6J16lTx2v8jntVNb2/PkefF/587Y/2K45pvDMFggYT+q9pQOL06RUZy+dKxxt+bKVG5mXLltnFypqON9y4rvqI83tGgORvxIOnBiHyet/W9suJVbIBosc9/h+Fxn5oDEiutOqbvaa5HoPpsVihuwDr8/S54c4A2rR/Ua9OlykQ1AX4vPMGB69ffnnqGub5UO+jcIO5rsSTFh4+HXf4TkT1ElfvLAIkf0vmz/C68ypAerT+lVn4Je1IUpIBonWj/T8IPQLI9XGPGtnVUyvcM0b/X3cxhQ4Omz5f+2Hvm/Y3is4BUl0gjBv3RUqZ6spnQ9N+hE+Yagv45ptkPwrQ8YfbRFQ/cUzPQoBEY8Kgq4O7kKF3H2m/nEglFyCa1yr8/FzjK3KhFeaOP/744Oe1qS1Cq88VE+2P3Uai/Y5ihbxsAqFly+fSwiNT+eqEBwnWrVu37BvMs6V6UH34daN6ihoBEo3vVy41j1/9myBEZr4zyC6SOCUVIHpM1ahRo+CPQb2acqEFgOyTsqZ5j+OqLwraL+1feH+1//kuZJRNIEyePC8tPDKVz0SdG/zV7HQ3Va5ddV2pPsLr1uTTGaQyBEh0po3rFQTIkzf8zqz5IfdH5+WkpALk8ssvD/4Q1DagNT+ypXEWGo3r//xmm21mBg8ebBcrStpP7a+/7zqOfMaNZBsIWmsk3wDRRILhEdAa84J04ZUzVV9RTsBIgERH07sPvm3/IETeHX67XSRRSiZAtJpg+CpWqw1ma/78+SkDAjUWY+LEiXaxoqb9DY8h0fHouFxkGwjqgaWeWNmWr0x4Vl31PIqqHafcqF7CPbNUb1EhQKI175PXvQWnFCC922xuli+OLuxLTUkEiAYHhk+eHTt2tItUSRPIhR9b7bzzzmbatGl2sZKg/db++8ei49LxFatXXnkl2FdNLKgpZ1A11U94AkbVXxQIkOi90uPs4C5EjetJVfQBoiuzo446KvgD0DxS2V7FqlyzZs2Cn1UIlWp4+LT/4TDV8WVbH4Wk9pvwXEx33XWXXQSVUD35dab6i6J9jgCJ3rKFX5hHr9jSC5DJw++wX06Mog8QTQHif/k14CqXq1h1ffV/Vm0IkyZNsouUJB1HuE0k6skjo9ClS5dg/7Q+RlzTmJcb1VN4PRHVY74IkHgsq/j8pwkWq1oLOgGKOkA0W214jeZnn618gaTKaPBdeCxFqTSYZ0vH4x+bjjPqwYb50Prz9erVC/YvrqVdy5Xqy6871aPqMx8ECOJStAGiBXK0rob/xb/kkkvsIlXS9B/hEebqCluOwl18dbxxTHviIrwmvWZKRu7CM0yrPvNBgCAuRRsg4S/9Pvvsk9NUJZpDyv9ZNTRH8Ry5GOm4wh0EdNw1TYsT7bbbbsE++avhITeqN78OVZ/5LPpEgBSG36iezVYuivJIevXqFXzhN9lkk5wmmtO0Jv7EiHq0U2wjzKOm4/Mf1em4c53WJeydd+aajz7Kb3qR/v37B787Tc0Bd+GpX1SvrgiQwrBDItNWLoruSNTLKNxA/NBDD9lFMgpPya6Bh0kQHmCp43cxZswsb5zHAQf0WPc7cA+R8HKqTz/9tP0ycqD68+tS9eqKACmMcgyI6hTVkaqxUCum+V/25s2b20Uy0h+HP9hQs9qqHSUJdJz+LL46fpeTRK9e7wSDBYcNm2G/nBVNseJ3elCPuXJ9dFgoqj9/6nvVq+sUNgRIYRAgNSw84Z4GzOUyVYmEp3jX1OhJEl6ZUfWQqygCRMun+vugNbeRP9WjX6eqXxcESGEQIDXohRdeSJmqZOzYsXaRjDQ3lL8MrRZnqulp2QtNx+svSqV6yHWurCgCJPzMPu5V9pJC9ejXqWubEgFSGARIDdHEcdttt13wJb/55pvtItXS9Cb+z2uFvyTScft1kMt0L5JvgGhtCz/A1f0a0fG7s6t+XdZQIUAKgwCpAZqG45hjjgm+4IcddphZs2aNXaxa4Zl2c+m1VU503H4dqD5ykW+ADBo0KPjsli1b2i8jD6pPv25Vz7kiQAqDAKkBd9xxR/Dl1jTWX3zxhV2kWhMmTAjeQ+Mikiw8LkT1kq18A0SrKPqf27dvX/tl5EH16det6jlXBEhhhAMk01ZOavRoNEW5P2ZDm+t0I3rk5b/H3Xffbb+cKDp+vy5yeRSYb4CE52+Kci0L/PSI169b1XOuCJDCsIOiqq2c1NjRaBry8IjlVq1a2UWydvjhhwfv8/77yV7sXsfv14XqJVv5BIiW2fU7QNSvX99+GRFQvap+Vc+5LmtMgBRGuYZEJjV2pOeee27KVdWKFSvsIllZvny5qV27tvc+aoj/McEzY4qO3++QoHpR/WQjnwB5++23g9/lmWeeab+MCKhe/TpWfeeCACkMAqRAevfuHXyhN954YzNlyhS7SNa0MqH/Xi7jH8pReDxMtis35hMgTz75ZPB51113nf0yIqB69etY9Z0LAqQwCJACmD59esqqa926dbOL5CQ8b1bSBg9WJTyoUPWTjXwCJNwG9eijj9ovIwKqV7+Oc2nbEgKkMAiQmNmzx55++ul2kZy1a9cueL8BAwbYLyeS6sGvE9VPNvIJkPPOOy/4PAYQxiM8oFD1nQsCpDAIkJi1bds2+CLvtNNOZuHChXaRnJ122mnBe7733nv2y4mkevDrRPWTjXwC5Pjjjw8+b9asWfbLiIDq1a9j1XcuCJDCIEBiNGzYsJSpSqJaQe+QQw4J/jgqKirslxNJ9eDXieonG/kESJMmTfgdxCz8O1V954IAKQwCJCZz584122+/ffAl7tChg13EWcOGDYP3ZfbXn6ge/DpR/WQjnwDhdxA/l9+pjwApDAIkJjvuuGPwBT700EOdpiqpij9PkLqs4hd+1+Zs56XKJ0D838FGG21kv4QIqX5z+Z36CJDCIEBioHEI/pdX25AhQ+wiefHvbLbaaiv7pURTfaheVD/ZyCdA+B0URq6/Ux8BUhgESEzCz8g1+lyj0KPCHUjluAMpP9yBoNgUJEA0yjw8V5JGoUeF5+/pXJ6X5xMg/A7i5/I79REgiEtBAkQ02lyjzv0vclQDzuiFlY5eWOWHXlgoRgULEHnwwQeDL7JGo2tUer4YB5KOcSDlh3EgKEYFDRDR6HP/y6xR6fk+8mAkejpGopcfRqKjGBU8QHQrrlHo/hdao9PzwVxY6ZgLq/wwFxaKUcEDRMaMGeONRtcXWqPThw8fbhfJGrPxpnOZjbdHjzfNH/94n7e98MI0++WMmI03fszGi2JUIwEi7du3D77U6tc+b948u0hWWA8klet6IA888JzZddcW3vbss7k9hmI9kPixHgiKUY0FyOrVq1N6UB133HHOJ39WJPyF64qEd931sNlyy328rX//ofbLGbEiYfxYkRDFqMYCRD7//PNgdK22Tp062UWywprov3BdE/3WW28Nfu6JJ56wX64Wa6LHhzXRUaxqNEBk4MCBwZdbj1zefPNNu0i1JkyYELyHenYlWXi9FdVLtvINkMsuuyz4+b59+9ovIw+qT79uVc+5IkAQlxoPELnooouCL/juu++e8y267LHHHsF7fPjhh/bLiaDj9utA9ZGLfANk0KBBwc+3bNnSfhl5UH36dat6zhUBgrgURYCoobdBgwbBl/yvf/2rXaRaHTt2DH7+6quvtl9OBB23Xweqj1zkGyDffPONWX/99b2fz3WuJmTmzzWm+lU954oAQVyKIkBEo6fDU5089thjdpGMZs6cGZzA6tSpYxYvXmwXKWs6Xh23f6JRfeQi3wCRAw44IHgPBhRGIzyAUPXrggBBXIomQOT+++8PvuhbbLGFmTEjtwFt4fEPSRtUGB486DIeJooAuffee4P3aN26tf0yHKge/TpV/bogQBCXogoQOfXUU4Mve+PGjXOa6kR/HH530m222cYsWbLELlKWdJw6Xh23jt/lJBFFgHz99ddmgw028N7j17/+dU6/O6RT/akeVZ+qV9WvCwIEcSm6ANEz3vAKhldddZVdJKOTTz45+NnLL7/cfrks6Tj9Y9bxu4giQOSkk04K3ufpp5+2X0YOVH9+XapeXREgiEvRBYiMHj06aM/Q/44YMcIuUqWpU6eaDTfc0PtZTZfyzjvv2EXKio7PnxZGx63jdxFVgPTv3z94H9dn9vhJuE1J9eqKAEFcijJA5IYbbvj5S7+e2XXXP5kFCxbaRap0zTXXBH8wUcz4W6x0XOFxHzpuV1EFiGYY0KqT/nu99NJLdhFkQfXm16HqU/XqigBBXIo2QPQHc9hhR5s6dRqYunWbmRYt7jXZznTy3Xffmd/+9rfBH02bNm3sImVBx+Ufo45Xx+0qqgCRhx9+OHivpk2b2i8jC6o3vw5Vn/kgQBCXog0Q+eKLuWbvvc839etfYfbd927z+OPZz3P16quvBo92tA0ePNguUtJ0PP6x6Th1vPmIMkBWrVpl6tWrF7zfqFGj7CLIQPXl153qUfWZDwIEcSnqAJHhw6eY/fd/yFun4uCDe5qpUxfYRaoUPiluttlmZtKkSXaRkqTj0PH4x6bjzFeUASJdunQJ3k/zN/3www92EVRC9RSeV0z1mC8CBHEp+gCRjh1fDRY7at68v1m+PLuT0dq1a02zZs2CP55tt93WTJuW21oXxUb7r+Pwj0nHp+PMV9QBovaZvffeO3jPu+66yy6CSqie/DpT/UXRfkeAIC4lESArVqw2Z501IAiRDh1G20WqtHTp0pSG5p133rlkQ0T7rf33j0XHpeOLQtQBIq+88krwnptvvrn58ssv7SIIUf2onvw6U/1FgQBBXEoiQGT69ArTpEkvp2VX58+f703S6P8R6Qp+4sSJdrGipv0N33noeHRcUYkjQOScc84J3vfoo4+O5G6pHKleVD9+XaneokKAIC4lEyDy5JMfBAFyxBGPrrtiy/7qW3NDhWfsVRtCqTSsaz/DbR46jlznuqpOXAGitSy23nrr4L1vueUWuwjWUb34daT6inJNFQIEcSmpAFE33iuueDEIkb/97RmzenX2V7SaCiL8OEubusJG8Zw5DtqvcFddbdp/1yktMokrQGTIkCHBFDPqMTZmzBi7SKKpPvweg6on1VeUCBDEpaQCRBYtWmlOOOGJIETuuy+3R1Faa+T4449POykX24h17Y8ddtpvl7VSshFngMgVV1wRvH/dunXNrFmz7CKJpHpQffh1o3qKGgGCuJRcgMikSXPMAQf08AJE/zthQm6Ns3rerBNmeJyI/r9We6vpaeD1+doPe9+0v3G2H8QdILqbCk/NseeeezqtbVFOdPyqB79OVD9x3A0TIIhLSQaIPPDApOAu5PjjnzALF66wi1RLg+/CI9a1aVZbTY1e6CDR5+lz/Vl1/U37l+8gwWzEHSAye/Zss9NOO6WcMJctW2YXSwQddzhQVS+qnzgQIIhLyQaI2j5atHg2CJE2bYZnPdVJmKb/0BxS/gSM/qbFmbTCX9zL4+r99Tn+YlD+pv3RfuUzPUkuChEgouP1pyjXpp5HSQsRHW+4x5XqI87vGQGCuJRsgMicOUtN06aPBiHSt2/2U53YNItteCr48Ka2iM6dO5spU6bYP+ZE76P3s9s4/E374TqrrqtCBYholb1NN900+DxdiS9YkP0MA6VMxxm+81A9xL16IwGCuJR0gMiIEZ8EAaJxItOm5fdcffLkyd6Kfv508vamsRhnnXWWue2228zAgQO9pXjnzp1rv41H/67XVU7l9XPhsRzhTZ+nz9XnF5rWpA+v5qiVIeP24osvpoSI2gLKvWFdxxdu89Dxqx7idtxxxwWfSYAgSiUfIHLLLWOCEMllqpNMNM5CffPDAxCz2bbccsu0f8u06f31OVGP66iOHqP069fPC47wiVxb7dq1TadOnWJp0A3TlXf4cdYOO+xQtl18dVw6Pv9Yddxx33noAqZFixYpv9tCBBaSoywCRIGh4PBDRIESpfHjx5ubb77ZHHHEEd7J1Q6BXDb9vN5H76f3LaRFixaZPn36mFNOOcVsvPHGaftmbxqw+Pzzz9tvEyk9qgs3rKvHmQI1zh5nhaTj0PGEe9XpeON8RKnZe2+//faUaVH8716hO4egvJVFgIgeXYWnOnnxxU/sIpHQ455x48aZ7t27e43fp512mjnyyCO9ie923XXXYNN/69/1usqpvH5OP19Imu6kZ8+e3mMMu6OAv+kORHciuutQuNiv62fjPOGp91Hjxo1TPlONzHH1SioU7X+4sVybjjPO49KsBeEFvbRtsskmpl27drGNIUJylU2ASL9+U4IA0VQnamRPojlz5pgHHnjAC7DwlW9422KLLcxf//pXM2jQILNiRWoXaD1uadSoUUr5DTbYwBsVr7uYOGga8/BgQ226glaoldpU8Npf7bd9B6Dji+tY1DHjqKOOSvs9qwH9888/t4sDkSirAFE3XnXn9UNE3XxzmeqklKmB9u677zaHHnpo2knE3/Tc/YILLjAvvPBCtYsUrVmzxjz00ENpjf4ap9KtWzfv9ThoGo/w3FnatD7G6NHZz8Bck7Sf4fU8tOl4op6exFdRUWFat26ddqGw3377mbFjx9rFgUiVVYCIBhQ2a/bLVCcacFiuZsyY4fXush//hLff/OY35uKLLzYvv/yy07raemauK2f78dc+++wT2XTjNk0kGJ7F19+0zOvIkSPt4kVB+xVehtbfdBxRTozo0++ya9euaWG7/fbbm169epVNGxKKW9kFiEyc+GXKVCea+qRcfPDBB16jrE7g9snK39RIq8dNGsEe1YlEa5GEF+fytzPOOMN8+umndvFIaGnXvfbaK+0zFZh69BZ3L7Hq6PO1H5UFuPY7rqV8FVYNGjRI+Tw1kKutbcmSJXZxIDZlGSCiSRb9uxDN2lvK3n13qrnxxvamfv36aScqf/vd737nnUDi7hqqx1/hsQzaNtpoI3PdddfF0kirNoN77703pQusv+mRnB7fxH3MNn2ePjfcBdnftJ/a3zjaOnTHWVknB/2bXgMKrWwDRG0fF174nBcgN9wQz5VgnN57b966E9EE07TpTWa77Y5cd4WZOkeWNp3I27dvX/CZhHVyVHuLPeZFJ89HH33U/Ogyp0w11GajNhkFpV0P2tTzrWXLlqZv376RPzLS++l99f76HPuztWm/tH/VtS250F2FLg7sLuS6CxkxYoRdHCiYsg0Q+f77NeaDD+abtWujP6FFTfv49ttfmU6dxpkTT+wb3D01aHCDqVfvNLPZZj+dOBs2bOg9wopz7qRsaVqOiy66KK0BV1N1xHVXoGf/AwYMMCeddJLXM8w+kfubHiGdeeaZ5tprrzW9e/c2EyZM8DoazJs3z35Lj/5dr6ucyuvn9POVPULzN32+9kP749K+VB09flR7hto1wp+rdg+1f8TxmUAuyjpAip3uktRec+utr5njjns8CI3w1qhRJ3PaaTeZLl16mU8+iWdsS740PYYGR9onWHUTjnMddC2spcdFBx54YNpnZ7PZd1DZbvo8fW4cC3v51IPKnitNQa1HZ+p5BRSDxAVI+OTcuHF38/HHmefOCpePgu6KXnvtc3PzzWPMUUf1SQsMf79atnzOmxxy7tzo2xXioivxXXbZJeWkp6V4NU39ypUr7eKRWrhwodegrbVU7G60+W56P72v3l+fE6cvvvgiZfJDf9MYj6gm8wSikugA0XbppcPsIimiCJCVK1ebV175zNx44yhz+OG90/ZBm3qLtWo11AwcONUsWFDY0epRUlB07NgxZQ13bQoWBUyhqEFfbUNPPfWUN22MTsoaWJlp1gBtKqfy+jn9fBwdAyqjGQpuuukmb9R4uN40qlyjy4FilPgA0Zapm69rgGh+ruHDPzHt2r1kDj30kbTP1HbwwT3XXdkOM0OGTPOW6i0nenSlR1j2lbQeddXEjMPFTJNa7rzzzin1pFHsms8qjkZ5ICoEyLrt/PMHV7kYVS4BsnTpKvP889PNFVe8mDIvV3jTv7dtO8IMHTp93dVtzY5jKAQ1pofXv9CmZ/ka3JiUNUCq8tZbb6XNHLDeeut5M+hWtUQAUEwSHSCHHPLLncHIkZUPhqsuQDTy/ZlnpplLLnnBHHRQz7TA0HbYYY+Ya6992Vu7JIqp5kuNuvWqe2/dunVTTpZqxFZ34DjGTBQz9fj6xz/+kbbmzMEHH7zubrh8Z05A+Ul0gHTtOiH4/2ec8VSl82ZlCpBu3d4MRrzbmyZz7NBhtBk1aqZZtYrulqL2BA041MDD8IlT41mGDcvcFlUONHL9zjvvTFu+eMcddzSPP/64XRwoeokOkCVLVnonev+/BwxIH1uRKUDsrrdHH/2Y6djxVTNu3BdebytUTlOfaAqU8ElU2wknnOBNmVKONJmi1lcJH6/WZNFA0EKtew9ELdEBIj16vBP8twJhxYrUuwW7fNigQVPNuecOMrffPtZriF+zJv0OBlXTZIx/+MMfUk6qmrTxyiuvLJuFjzTg89hjj00LS62/Uu5L+KL8JT5A1CZx7LGPBf+mQMlUHtHSaOoHH3zQmyY+fILVNPIPP/xwbNPGx03jRTR2xB4tv++++5btsr1InsQHiIQXotI4jXCX2srKI3o64V5++eVpJ1wtbFVKJ1w/EO2JFhWIWpWyVAMRqAwBYn4aHX7SSf2Cf+/c+Zd5nCorj/ho6dzKHvmcddZZZubMmXbxoqI1Vyp7JNe2bduyeSQHhBEgP3v22WnBv2uA31df/TQCuaryiNdzzz2X1uis3ls33nijWbZsmV28RqlTwOmnn54WeieeeKL5+OOP7eJA2SBAfqbZcJs37x+8pmlHMpVH/NTtVWuL291e69Wr53V7jWPa+FyoW7Jm7bWnWdcMvknolgwQICEaTOi/pgkNp0+vyFgehaFZby+88MK0gXcHHXSQmThxol08dgouTfluD4zcaqutzD333JO4gZFILgIkRBe05503OHj98suHZSyPwnr77bcrnfrj73//e+SLSFVl3LhxaUvY+lOzfPNN5pmdgXJDgFg0CDBcprryKLwnn3yy0skHb7vtttgmH5w9e/a6i4vzUj5TW9OmTZkcEolFgFRCa3HY4ZGpPApP059r2nV7+nMtLat1O6KyYsUKb3r6TTfdNOVzNA38wIED7eJAohAglZg8eV5aeGQqj5qjBZjOOeectDsDre3x/vvv28Vz0r9//xpbIAsoBQRIFdq0GU6AlJDXX3+90iVgW7VqlXPbhJboPfzww1PeS20t559/vpkzp+q1Y4CkIUCqoB5Y6omVbXnUvLVr15pevXqZ7bffPuXkv/XWW5uuXbtW2ztq/vz5pmXLlmm9vbQG+vjx4+3iQOIlLkBQ/pYuXWratWuXNj5DS9eOGDHCLu4FS+fOnb31ScLld9hhB9OnT58aH28CFCsCBGVrxowZ5tRTT00JBW0nn3zyujvM6V6ZoUOHmvr166e8rhHv119/fdGNeAeKDQGCsjdy5EjToEGDlJDQpI2a4NAOl+bNm5vPPvvMfgsAlSBAkAiaJfe+++7z2kPs0NDWsGFDM2rUT9PXAMgOAYJEqaioMBdccEEQHOpd9b///Y9p1gEHBAgSRyHiB4i6/gJwQ4AgccIB0qRJE/tlAFkiQJA4BAgQDQIEiUOAANEgQJA4BAgQDQIEiUOAANEgQJA4BAgQDQIEiUOAANEgQJA4BAgQDQIEiUOAANEgQJA4BAgQDQIEiUOAANEgQJA4BAgQDQIEiUOAANEgQJA4BAgQDQIEiUOAANEgQJA4BAgQDQIEiUOAANEgQJA4BAgQDQIEiUOAANEgQJA4BAgQDQIEiUOAANEgQJA4BAgQDQIEiUOAANEgQJA4FRULTe1am3rbEU2Osl8GkCUCBImzuGKJ2bvWYd52TpPW9ssAskSAIHG+rfjOnFTrX9727yZd7JcBZIkAQeJ8V7HS/LNWd2+7s8kQ+2UAWSJAkDgECBANAgSJQ4AA0SBAkDgECBANAgSJQ4AA0SBAkDgECBANAgSJQ4AA0SBAkDgECBANAgSJQ4AA0SBAkDgECBANAgSJQ4AA0SBAkDgECBANAgSJQ4AA0SBAkDgECBANAgSJQ4AA0SBAkDgECBANAgSJQ4AA0SBAkDgECBANAgSJQ4AA0SBAkDgECBANAgSJQ4AA0SBAkDgECBANAgSJs2LJ90GAdD78OftlAFkiQJBIPc5+xVxau6cZ12ua/RKALBEgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAYLE8seCaAOQOwIEiUWAAPkhQJBYBAiQHwIEiUWAAPkhQJBYBAiQHwIEiUWAAPkhQJBYBAiQHwIEiUWAAPkhQJBYBAiQHwIEiUWAAPkhQJBYBAiQHwIEiUWAAPkhQJBYBAiQHwIEiUWAAPkhQJBYBAiQHwIEiUWAAPkhQJBYBAiQHwIEiUWAAPkhQJBYBAiQHwIEiUWAAPkhQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAICT/we8O0aDxbeHbAAAAABJRU5ErkJggg==)
| Product Number | 3H32-K-Y1 |
| CAS | 1048913-78-5 |
| MDL Number | MFCD11100236 |
| Molecular Formula | C8H4F3IN2 |
| Molecular Weight | 312.034 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-K-Y1
CAS: 1048913-78-5
Molecule Weight: 312.034
Formula: C8H4F3IN2
![6-Trifluoromethylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-3-A4
CAS: 936009-02-8
Molecule Weight: 186.137
Formula: C8H5F3N2
![6-(Difluoromethyl)imidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-3-8S
CAS: 2149602-35-5
Molecule Weight: 168.147
Formula: C8H6F2N2
![8-Trifluoromethylimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-3-A5
CAS: 944580-98-7
Molecule Weight: 186.137
Formula: C8H5F3N2
![6-(Trifluoromethyl)imidazo[1,2-a]pyridin-2-amine](data:image/png;base64,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)
PN: 3H30-3-AF
CAS: 1005785-87-4
Molecule Weight: 201.152
Formula: C8H6F3N3
Melting Point: 114-116 ℃
TSCA: Not listed on TSCA inventory