![(2E)-3-[2-(Trifluoromethyl)pyridin-5-yl]propenoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB2cAAAdnAFPwsinAAACInpUWHRtb2xTb3VyY2UAAHichZRtb5swEMe/ysmvh41tHpIopIpaVZrUbtLaSns3OeCkSMGugDx9+50hTWFhJEDOD//fHT4fnt8diy3sdVnl1iSEU5+ANqnNcrNJyNvrozchd4t5iiIUmioh73X9MWPscDjQ9F0X6mgNTW1B2vnZscp7moOkttww4fuc/X5+emkYLzdVrUyqkaryWdUMPtlU1c1b/CcEK1S5zw1r5awo9623P8J3t0+PVUa+1nKPc0tEYZ1vNaxtWaga9sKnePvfYKONLlWtM1idcFjSANe+mD8/2HRXaFNj03nIU7V9qctdigOF3ep0h86w8f0hIQVHQNW2WJalOoFruWHFQQlQElQAKgQVgYpBTUBNQXEfH5znKOCo4CjhIeZ8q13Q19OHTshPuAf3fF0/mv9Hd2HKREI8TqWUMeBS8AeDvbMRNIri4NP0lYOA51IUSSQmsYwJnDBeRKcShRHlUWOaXkAj3FeQdBKiEVTyxlcYoPHOrtHGcTdSO3sWe2f20m8tppVd8rqYr6zJOk3Is4SsOGkS/kuvK3HOOQFbZrrEMnYOnLQLiD7gdugCiCFAXgHBeISgD7jdH48Q9gFXK+MRoj7gKusCLIeAuA+4OhwHJn3AVe04MO0DTY2PE26+t3XNN3GD4Vcrv4mI6ze7USL8ny1vv9IbTDDA3CgUHg4w4RDDOrXPPs8fbF6dTaxzcDE8rhd/AQLzs5u1qaxKAAA3mUlEQVR4Xu3dB7hUxf3/cXpVqSIlSImADWwIFooSiiUqEImVKIhGo4CAiCKCyE8jIsYYBRERUAlBRQVRrEhRiQ2J4gVFmhSRS+/9+7/f5b/L7pxbz57dnbn7fj3PPA/cM7Nldu987ikzp4gAAOBDEfMHAADkBwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIEErUuRoyS8/bdauFRk5UqRDB5G6dUXKlxcpV+7Iv9u3F3niCZE1a8xWcBGfNSxVgBEL+eInDArSZu9ekf79RcqUiW2XXdE699xzpA3cw2cNyxUxf4A4Rf9S51d+22RmilxwgXfwyKtoG20Ld/BZwwFFzB8gTtG/zPmVnzYHDoi0bBlb9/TTRZ57TuTHH0V27hTZtUvkp59Enn9epEmT2LqtWh15DNiPzxqOyGXEgi/5CQNTftoMHRpbb8gQkUOHzFpH6TazzcMPm7VgI/Nz47OGpXIZseBLfsLAlFebbdtEKlY8Wuf++80aObvvvqPt9DG2bzdrwCZ81nBIDiMWfMsrDLKTVxs9TBHeXq9ewQ5PaF29WifcfuxYswZswmcNh+QwYsG3vMIgO3m1ufbao9uHDze35u2xx462v/56cytswmcNh+QwYsG3vMIgO3m1adjw6PavvjK35u3LL4+2P/lkcytswmcNh+QwYsG36DDwU7JTufLR7Zs2mVvztnHj0fZVqphbYRM+azgkhxELvpmBUNCSnRIljm4vyDHxsP37j7bXx4K9+KzhkBxGLPhmBkJBS3b4qzR98FnDITmMWPAtrzDITl5tgjwu3qiRuRWJltscDhOfNRySw4gF3/IKg+zk1YYrc9yUkSFyySVH+v2mm8yt2eOzhkNyGLHgW15hkJ282jA3wC2bN4v07Bl7PqNYsSPnJ/LCZw2H5DBiwbe8wiA7ebXZulXkuOOO1olndrLOdEZiHDwo8uyzR849RH+mWnr3Nmtnj88aDslhxIJveYVBdvLTZvDg2HoPPZT7sfXDh4+shxTdRtdLQmJ8/PGRBQ+j+1uLLnT4ySdm7dzxWcMRRcwfIE7Rv8T5lZ82evjjwgtj6zZuLDJmzJFVWXV11t27RZYuPXLo4owzYuu2aFGwwyHIn2XLRDp1iu1rLVWrHlk9V/dKCorPGo4oYv4AcYr+Rc6v/Lb57TeR5s1j6+enaBtti+DoQoV6eKl06di+LllS5O67RbZsMVsUDJ81HFDE/AHiFP3LnF8FabNnj0jfvvm7S50Obn36HGmDYOjhogkTRGrU8Pa3XnG1eLHZwj8+a1iuiPkDxCn6lzq//LTRe2CPGCHSrp3IiSceuUd22bJH/t22rcjjj4usXm228tLDIRs2mD9Fdj7/XOTcc72Dt87dmDHDrB2coD5rIGAFGLFQ6Oihjpo1jwyCOv9g1SqzBpQOzjfe6A2OChVEnngif5fnAoUQAZLO3n03dkDUv2qHDDmyV4Ijh4P06qby5WP7qXhxkR492HND2iNA0tnevSKXXur9y7p2bZFJk8za6WXKlNhJeeGi9xv/9luzNpCWCBCIvPGGSP363sFSLyX1sx6TyzQcWrf29kWdOkdCJUivvy4ycqTIjh3mFsAJBAiO0L2RRx4ROfbY2IFTl+Do1k1k/XqzRaGyb8MGOXzrrUcOT0W/fz18pYexgry66YsvRM4//+hz3HGHWQNwAgGCWOvWHVn4r2jR2IFUl9fQhfr27TNbOG3//v0yPWsv4IWKFWWJuddxww3BXt2UU99qcAEOIkCQPfOv5HA56SSRt94yazvpnXfekYYNG8ppWe+rV1aZllV26nvUS3U/+8ys7p+G7qOP5rx3x5pVcBQBgty9/LJIrVreINH5Bz/8YNZ2wpIlS+SSSy7JehtFQqVkVrkkq4yqXl02jh9/ZLJgUDi/hEKMAEHedu4UGTTIOyNalyu/6y5/d85LgS1btsjdd98tJUuWjISHltKlS8vw++6TPbo8SVC++06kTRtvcHCFGwoRAgT5t2KFSJcu3kFRb8P6zDPWLuB38OBBee6556Rq1aoxwaGlY8eO8vPPP5tN/NNbyupJ8eh7gWhhjg0KIQIEBTd7tncFWC2nnSby0Udm7ZT65JNPsl7qGZ7gOP3007NeaoCvVcPzn/8UqVTJ2y/XXMMsfxRKBAj80WXKdXnx44/3DphXXSUS5F/1PqzI2lu6+uqrPcFRpUoVefbZZ0N7JYF5/32RU07x9sPZZ4vMnWvWBgoNAgTx0WXLdRVYXcY8evAsVUpkwAA5HOR5hXzYuXOnDBo0SMqUKRMTHCVKlJCePXvKZr3dbFD03hx//KM3OKpVE3nhhdxvAgUUAgQIgrFkSbbLonxdvbosePFFORzklU05eOmll6RWrVoxwaGlXbt28kOQV4zpZbf33HMkJKPfr/5ff663pQXSAAGCYOkCjY0ahQbUdVllXFbpklVaNW0qnwU5tyLKf//7XznvvPM8wXHSSSfJtGnTzOr+6R6F7lnoHkZ0cGjRPRHdIwHSCAGC4Ony5k8+KbMrVpR7sgZXnagXHtRvuOEGWR3Q7O61a9fKX/7yFylatGhMcBx33HEyfPhw2RfkrHk9l6HnNMzg0HMfeg4ESEMECBJmd2amPH3bbVKiePGYAb5cuXIydOhQ2a339fZh79698sgjj8gxxxwT87jFihWT7t27y/oA1+3aumqVZOi9Uszg0Kut9KorSy9dBpKBAEHCLVy4UFq3bh0z2GupU6eO/Oc//zGr52rq1KlSr149z2O1aNFCvv76a7O6b7t27ZLhQ4ZI17Jl5fmsx/85HBw6v0Pneeh8DyDNESBImldffVXq1q3rGfxbtmwpCxYsMKvH+N///icXX3yxp+2JJ54o//73v83qcZk0aZLUrl079PhnZpV+WeXdrHIg6/lDM8wBhBAgSKo9e/bIsGHDpHz58jFBoIefevToIb/pbXajbMz6S//222+X4tkcBhuStYfg9zBYdnQP5sILL4x9nqzSo359WZq15wMgFgGClFizZo107drVcwK8QoUKMmLEiFAwPPXUU1KpUqWY7Vquu+46WRXgzG49Z9KtW7dQiEU/j55j0XMt+/ReKQA8CBCk1Pz586VZs2aekChVqpTnZ+ecc47MmzfPfAjf9CotvVpLr9qKfh4NtZtuuknW6f07AOSIAEHK6STDCRMmSI0aNTyhoUWXHxk3bpwcCnBmt84P0Xki5nPpfJIv9F4oAPJEgMAaO3bskIEDB3oOa+ny67179w5kGRKdkd62bVtPcOgMdp3JDiD/CBBY5/PPPw8drjIHeV2OffTo0b4WQty0aZPcddddoTWxoh9T18zStbN0DS0ABUOAwFqzZs2Sxo0be4JEz1m8n8/Z3wcOHJBnnnlGKleu7HkcXa1XV+0F4A8BAqvp3saoUaNC50GiB3+d/5EXvd/Haaed5gkOvT/IbL2nCYC4ECBwgp7/6NChQyQEGjRoYFaJ0DsMXnXVVZ7g0ENgY8aM8XUIDIAXAQJn6AzxcBi0b9/e3Czbt2+XAQMGhO5xHh0cehK+T58+oXuiAwgOAQJn5BQgehnw+PHjpXr16p69jksvvVSW6L1KAASOAIEzsgsQvcdI06ZNPcHRqFEjeVfvTQIgYQgQOCM6QFq1ahW6t4gZHBUrVpQnn3xS9us9SQAkFAECZ0QHiLm4ov7/1ltvlczMTLMZgAQhQOAMvYLK3OPQovca0XuOAEguAgTO6NevX0xw6L1F9B4jAFKDAIEzXnjhhUh46EKIem8RAKlDgMAZ2V2FBSB1CBA4gwAB7EKAwBkECGAXAgTOIEAAuxAgcAYBAtiFAIEzCBDALgQInEGAAHYhQOAMAgSwCwECZxAggF0IEDiDAAHsQoDAGQQIYBcCBM4gQAC7ECBwBgEC2IUAgTMIEMAuBAicQYAAdiFA4AwCBLALAQJnECCAXQgQOIMAAexCgMAZBAhgFwIEziBAALsQIHAGAQLYhQCBMwgQwC4ECJxBgAB2IUDgDAIEsAsBAmcQIIBdCBA4gwAB7EKAwBkECGAXAgTOIEAAuxAgcAYBAtiFAIEzCBDALgQInEGAAHYhQOAMAgSwCwECZxAggF0IEDiDAAHsQoDAGQQIYBcCBM4gQAC7ECBwBgEC2IUAgTMIEMAuBAicQYAAdiFA4AwCBLALAQJnECCAXQgQOIMAAexCgMAZBAhgFwIEziBAALsQIHAGAQLYhQCBMwgQwC4ECJxBgAB2IUDgDAIEsAsBAmcQIIBdCBA4gwAB7EKAwBkECGAXAgTOIEAAuxAgcAYBAtiFAIEzCBDALgQInEGAAHYhQOAMAgSwCwECZ8QTIDt27JC///3v8txzz8n+/fvNzQB8IEDgjHgCpE+fPpG2DRs2lBkzZphVABQQAQJnxBMgAwcOjLQNlw4dOsjixYvNqgDyiQCBM+IJkH379oVCpHTp0jEhUrJkSendu7ds3rzZbAIgDwQInBFPgIQtW7ZMOnXq5NkbqVq1qowePVoOHjxoNgGQAwIEzggiQMJmzZoljRs39gRJkyZNQtsA5I0AgTOCDBClexujRo2SKlWqeIKkc+fOsnz5crMJgCgECJwRHSAtWrQwN/um5z969eoVOh8SHSJ6vkTPm+glwAC8CBA444EHHogM7sWKFZN+/frJ1q1bzWq+ZWRkhPZszL2RmjVrysSJE+Xw4cNmEyCtESBwxmuvveYZ3I8//ngZO3asHDp0yKzu29tvvy0NGjTwPFfz5s1l/vz5ZnUgbREgcMozzzwjv/vd7zyD+1lnnSVz5swxq/ums9VHjBghFSpUiHmeokWLSteuXWXNmjVmEyDtECBwzoEDB+Tpp5+WypUre4Lkz3/+s6xcudJs4ttvv/0mt9xyS+iQWfTzHHPMMTJs2DDZu3ev2QRIGwQInLVx40b529/+JiVKlIgZ3MuWLSuDBw+WXbt2mU18++abb6Rly5aewKpXr17o0BqQjggQOO/777+XNm3aeAZ3PdT1yiuvmNXjMnnyZDnxxBM9z3XRRRfJwoULzepAoUaAoNB488035fe//71ncL/gggvkyy+/NKv7tnv3bnnooYekXLlyMc9TvHhxue222yQzM9NsAhRKBAgKFV3zSpdtP/bYY2MGdz2HcfPNN8uvv/5qNvHtl19+keuvv94TWBUrVpR//OMfLBuPQo8AQaGkQaGBYZ781mDRgNGgCcqnn34qTZs29QRJo0aNZObMmWZ1oNAgQFCo6aErPYRlDu56qEsPeQVFJxm++OKLUr16dc9zXXbZZfLjjz+aTQDnESBIC3oyPbv5I3/4wx9k0aJFZnXftm3bJgMGDJBSpUrFPI8uk9K3b99AZ84DqUaAIG3s3LlTHnzwQSlTpkzM4K6XAd95552yadMms4lvS5culSuvvNITWDpz/vnnnw905jyQKgQI0o5ONNQJh+bgrhMT//Wvf4UmKgblww8/lFNPPdXzXGeeeabMnj3brA44hQBB2tKlT3QgNwd3HfB14A+KBpIGU3Yz57t06SIrVqwwmwBOIECQ1vRQkh5S0kNL5uCuh6D0UFRQ9BCZHiozZ87rITU9tKaH2ACXECBAFj25rSe5zXuC6Mnwe++9N3RyPCh60l5P3puBpSf5X375ZbM6YC0CBIiil9vqZbfm4H7CCSfIuHHjAj35/dZbb2U7c/78888PdOY8kCgECJANnQB48sknewb3c845JzRxMCg6ofGxxx7zzJzXZeN1IuS6devMJoA1CBAgB7oUiS5JokuTmEFy3XXXhZYyCYrOnO/WrVu2M+cfffTRQGfOA0EhQIA86OKIf/3rX0OLJUYP7rqYoi6qqIsrBuWrr77KduZ8/fr15Y033jCrAylFgAD59L///S+0bLs5uOvy7rrMe5B05nzt2rU9z9W2bVvZsGGDWR1ICQIEKKDXX389dCMpc3Bv0aJF6MZTQdEbYumNsfQGWdHPM2jQILMqkBIECOCD3sr2//7v/0K3to0e3PUcht4CV2+FGxSdOX/NNddEniPovR3ALwIEiMPatWula9euoaumooOkQoUK8vjjjwd68jsjI4O7HsIqBAgQgPnz50vz5s09h7UaNGgg06dPN6sDhQIBAgRE7wkyceJEqVmzpidI2rdvH9qDAAoTAgQI2I4dO+SBBx6Q0qVLx4SILpPSq1cv2bx5s9kEcBIBAiTI8uXL5U9/+pNnb6RKlSoyatQoOXjwoNkEcAoBAiTYrFmzpEmTJp4gady4sXz88cdmdcAZBAiQBLq3MXr0aKlataonSDp16iTLli0zmwDWI0CAJNqyZYv07t3bs2y8ni+5//77Q+dPAFcQIEAKLF68WDp06ODZG6lRo4ZMmDAhdEUXYDsCBEihGTNmSMOGDT1B0qxZM/n888/N6oBVCBAgxXTZ+CeeeCI0ez06RHR2+4033ihr1qwxmwBWIEAAS+gquz169PAsG1++fHl5+OGHZc+ePWYTIKUIEMAyCxYskFatWnkOa9WtW1deffVVszqQMgQIYKkpU6ZInTp1PEGi9x/58MMPzepA0hEggMX0sNXQoUNDh7GiQ0TvhgikGgECOGD16tVyxRVXRAJE55EAqUaAAI7QuSPhAKlcubK5GUg6AgRwRHSA6JIoQKoRIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI4gQGAbAgRwBAEC2xAggCMIENiGAAEcQYDANgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAQI4ggCBbQgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI4gQGAbAgRwBAEC2xAggCMIENiGAAEcQYDANgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAQI4ggCBbQgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI4gQGAbAgRwBAEC2xAggCMIENiGAAEcQYDANgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAQI4ggCBbQgQwBHRAVKpUiVzM5B0BAjggN9++006duwYCRAtjz76qOzbt8+sCiQNAQJYbP/+/TJixAipUKFCTHiES/369eWNN94wmwFJQYAAlpoxY4Y0bNjQExrFixf3/KxNmzby/fffmw8BJBQBAlhGz3V06NDBExI1atSQCRMmyM6dO2Xw4MFStmzZmO0lSpSQO+64QzZu3Gg+JJAQBAhgic2bN0vv3r2lZMmSMcFQunRpGThwoOzYsSOm/sqVK+Waa67xBI2eYH/66aflwIEDMfWBoBEgQIodPHhQRo8eHbo01wyDTp06ybJly8wmMebOnStnnXWWp+0pp5wiH3zwgVkdCAwBAqTQrFmzpEmTJp7Bv3HjxqFt+XXo0CEZO3asVKtWzfNYV1xxhfz0009mEyBuBAiQAsuXL5fOnTt7BvsqVarIqFGjQnslfmzdulX69esnpUqVinlc/X///v1l27ZtZhPANwIESCI9j6HnM/S8RvQAr+c9evXqFToPEgTd47j88ss9AXXCCSfIuHHjQnssQLwIECAJDh8+LBMnTpSaNWt6BvX27dtLRkaG2SQQ7733npx88sme5zz77LNl3rx5ZnWgQAgQIMHmz58vzZs39wziDRo0kLffftusHji9Guupp54KXZ1lvoZrr71WVq1aZTYB8oUAARJkzZo10rVrVylatGjMoK2zynV2uc4yTyadH3L77bd7JiLqfJIhQ4bIrl27zCZArggQIGB79+6VYcOGyTHHHBMzUBcrVkxuueWW0LpWqfTdd9/JxRdf7NkbOfHEE+Xf//63WR3IEQECBOi1116TevXqeQbnli1byjfffGNWT6mpU6eG1tIyX2uLFi3k66+/NqsDHgQIEICFCxfKRRdd5BmM9a/6yZMnm9WtoXtLjzzySLZ7S927d5f169ebTYAIAgSIQ2Zmptx2222e8wrlypWThx56SHbv3m02sdLatWvlL3/5i+d8zXHHHSfDhw9n2XhkiwABfNAT4P/4xz+kYsWKnr2O66+/Xn755ReziRP++9//ynnnned5TyeddJJMmzbNrI40R4AABTRz5sxs51Y0bdpUPv30U7O6k1566SWpVauW5z22a9dOfvjhB7M60hQBAuTTjz/+KJdddplnUK1evbq8+OKLocmChYkuGz9o0CApU6ZMzPvVZeN79uwZ2Kx5uIsAAfKg60v17dvXs8y6ri81YMCAQr++1IoVK+Tqq6/2BKeu2/Xss8/6XrcL7iNAgBzoelHPP/+8HH/88Z7B88orr5SlS5eaTQq1Tz75RM444wxPX5x++uny0UcfmdWRBggQIBuzZ8+WM8880zNYnnrqqfLhhx+a1dOG7m2MGTMm23uXdOzYUX7++WezCQoxAgSIoodrunTp4hkcK1euLP/617+4y9//t2XLFrn77rs9h/V0leH77rtPtm/fbjZBIUSAAHLkhPGDDz6Y7QnjO++8UzZt2mQ2QZYlS5bIJZdc4glcvbBg/Pjxhe7CAsQiQJD2Xn75Zfnd737nGQT/8Ic/yKJFi8zqyMY777wjjRo18vThueeeK5999plZHYUEAYK09eWXX8r555/vGfR+//vfy1tvvWVWTzjdC/r2229lypQpMnTo0NBS67o8St26dUNFV/GNfp36//A2raf1tZ2218fRx0smnVw5cuTIbCdX3nDDDbJ69WqzCRxHgCDtrFu3Tm6++WbPsh3HHnusPPbYY0lbtkMHeJ2UeO+994YmIZqvJ96ij6ePq4+vz5OsQNmwYYPceuutnuVdypcvLw8//LDs2bPHbAJHESBIGxoMjz76aCgoogc2XTiwW7du8uuvv5pNAqcnn/UqplatWnlOQCe66PPp8+rz6+tINN0Lat26ted11KlTJ7SXBPcRIEgLb7zxRrZLl19wwQXy1VdfmdUDpYd2pk+fHrq6yzxJbxa9PFYPq/Xo0UMef/zx0KE0nX+hy6vrFWJa9Eqw8L/157pd62l9bafts7vMNrro69DXo68r0Te2evXVV0OH2czXoGG2YMECszocQoCgUPv++++lTZs2nsGrdu3a8sorr5jVA6VLpetMbf2L23z+cNH1pvSuhXrF0sqVK82HiIs+nj6uPn5261qFi74+fZ36ehNFD1vp4Ss9jBX93HqYS0NPD3vBPQQICiW9fevf/va30GW40QOW3r518ODBCb19q55r0JPJNWrU8AzWWvSvcX0NixcvNpsmlD6fPm92ewNa9PXq607kuRI9kX7jjTd6nlsvCHjiiScSvjeEYBEgKFT08M7TTz8tlSpV8gxS11xzTeB/5ZsmTpwo1apV8zy3/uWtf2nPmTPHbJIS+jr09Zh7BFr09ev7SKTPP/88dImv+dwNGzaUGTNmmNVhKQIEhcYHH3wgp5xyimdQOuuss2Tu3Llm9UDpfBE9pm8+t/5lPXDgwNCNp2ykr0tfn3mJsBZ9P4mcB6OTDCdMmJDtnppOTkz2HhoKjgCB83766Se54oorPIOQ/iU9duzY0KKIiaJXdullsuYVVboHNGzYsKRc7RQEfZ36es09N31f+v4SeWmzLnty//33h5ZBMZ9bl0txpQ/TEQECZ+ky6v379w8tqx498Oj/+/XrF1qGPZF04cBzzjkn5rl17oXOMXH1pLC+7uzmyOj7TPRCicuWLZNOnTrFPK8WvaLsueeeY9l4CxEgcI7uUYwbN05OOOEEz2Bz+eWXh278lGivvfaa57BP48aNZd68eWZVJ+n70PcT/f70/er7TrSPP/44tES8+dk2adIkdMky7EGAwCl6cleXGjEHF73F7HvvvWdWD5z+Fax344t+bp2I+MADDxS6lXr1/ej70vcX/X71/Sd6b0AfXy8t1ptWmZ91s2bNQsvQIPUIEDhj2rRpnsFEj9k/9dRTSRm8dS6DeYhFz7O8//77ZtVCRd+feWWZ9kMyliTR2+ZqYJmXY+v8kUReboz8IUDgDL1aKDyA6DH622+/PTTfIxn0fIq5LIcuYLh27VqzaqGk71Pfb/T71/5I9HmmsIyMDGnXrl3M8+vPkFoECJwxadKkyOChS5Aky/r16z23ctXJcMnY67GJvl9zEqD2i/ZPskRfqZXoOT3IGwECZ0QHSPv27c3NCaF/YZvh0bdv37S9UZK+b33/Zogka0+kXLlyBIhFCBA4I9kBosf4ow9b6WEzXbAQEuqH6Et9tZ+ScU6EALELAQJnJDNA9Cog84T58OHDzWppTfsjun+0vxJ9dRYBYhcCBM5IZoCYl+rqYRt4mYeztN8SiQCxCwECZyQrQHSyXPSgqCeO0/WcR160X8wT64mcbEiA2IUAgTOSESC6XEf0DHO9dJUlxnOn/RN9ia/2X6KWPSFA7EKAwBmJDhC9oVL02lY6eS5d5nnES/sperKh9mMiblBFgNiFAIEzEh0guups+PF1+Q5dHh75p/0VveyJ9mfQCBC7ECBwRiIDRO97Eb0ku64BhYLTfgv3ofZn0PcTIUDsQoDAGYkKED0RHH0zKF2FNt1mmQdF+y16FV/t1yAvQCBA7EKAwBmJCpCXXnop8rg6OS7Rdy8s7LT/oicZav8GhQCxCwECZyQiQHRF1+j7iujNlBA/7cdwn2r/BrVyLgFiFwIEzkhEgIwcOTLymLo0vKt3ErSN9mP07XG1n4NAgNiFAIEzgg4QXbupZs2akcfUe4IjONqf4b7Vfg5irSwCxC4ECJwRdICMGjUq8ng6+W3Lli1mFcRB+zN6Uqb2d7wIELsQIHBGkAGiVwvVrVs38nhctpsY0Zf1an/He3UbAWIXAgTOCDJApk+fHnms8uXLS2ZmplkFAdB+1f4N97X2ezwIELsQIHBGkAHSpUuXyGP16NHD3IwAaf+G+1r7PR4EiF0IEDgjqADRY/NlypSJPNacOXPMKgiQ9m+4r7Xf4znXRIDYhQCBM4IKkDFjxkQep169eoHOlIaX9q/2c7jPtf/9IkDsQoDAGUEFSPRtagcPHmxuRgJoP4f7XPvfLwLELgQInBFEgOiM6OhFEzMyMswqSADt53Cfa//7nZlOgNiFAIEzggiQmTNnRh6jVq1a5mYkkPZ3uO/1c/CDALELAQJnTJ78upQqVSVULrvsanNzvvTv3z8yAHXt2tXcjATS/g73vX4OfhAgdiFA4IypUz+SatXahMqf/+zvZkVNmzaNDEDjx483NyOBtL/Dfa+fgx8EiF0IEDhj+vRvpGHDPqHSvftz5uY86XH34sWLMwCliPZ3uO/1c/BzHoQAsQsBAmfMnLlUzjlnTKjceec75uY8LViwIDL4VK1a1dyMJNB+D38G+nkUFAFiFwIEzog3QCZPnhwZfC688EJzM5JA+z38GejnUVAEiF0IEDgj3gB56KGHIoNP9+7dzc1IAu338Gegn0dBESB2IUDgjHgD5LrrrosMPsOHDzc3Iwm038OfgX4eBUWA2IUAgTPiDZDzzjsvMvi8+eab5mYkgfZ7+DPQz6OgCBC7ECBwRrwBcuqpp0YGHxZQTI3ohRX18ygoAsQuBAicEW+A1K5dOzL4+LkCCPGLvhJOP4+CIkDsQoDAGfEGSMWKFSODz9KlS83NSALt9/BnoJ9HQREgdiFA4Ix4AyR6EuH69evNzUgC7ffwZ6CfR0ERIHYhQOCMeAJk7969kYFHy/bt280qSALt9+jPQT+XgiBA7EKAwBnxBIhiDyT12AMpXAgQOCPeAOEcSOpxDqRwIUDgjHgDhKuwUo+rsAoXAgTOiDdAmAeSeswDKVwIEDgj3gBhJnrqMRO9cCFA4Ix4A4S1sFKPtbAKFwIEzog3QFiNN/VYjbdwIUDgjHgDhPuBpB73AylcCBA4I94A4Y6EqccdCQsXAgTOiDdAuCd6aml/h/uee6IXDgQInBFvgKimTZtGBqDx48ebm5FA2t/hvtfPwQ8CxC4ECJwRRID0798/MgB17drV3IwE0v4O971+Dn4QIHYhQOCMIAJk5syZkQGoVq1a5mYkkPZ3uO/1c/CDALELAQJnBBEgety9ZMmSkUEoIyPDrIIE0H4O97n2v5/zH4oAsQsBAmcEESCqdevWkUFo8ODB5mYkgPZzuM+1//0iQOxCgMAZQQXImDFjIoNQvXr15PDhw2YVBEj7V/s53Ofa/34RIHYhQOCMjz9eHgmQPn3eMzfn25YtW6RMmTKRgYiFFRMregFF7Xftf78IELsQIHDGjh375MYbp0rr1uNl3rxV5uYC6dKlS2Qg6tGjh7kZAdL+Dfe19ns8CBC7ECBIS9OnT48MROXLl5fMzEyzCgKg/ar9G+5r7fd4ECB2IUCQlg4cOCB169aNDEYPPPCAWQUB0H4N97H2t/Z7PAgQuxAgSFujRo2KDEYVKlSI69g8vLQ/tV/Dfaz9HS8CxC4ECNLWnj17pGbNmpEBadiwYWYVxEH7M9y32s/a3/EiQOxCgCCtjRw5MjIgVapUSTZs2GBWgQ/aj9qf4b7Vfg4CAWIXAgRpTWdEn3DCCZFB6eabbzarwAftx3Cfav/6nXluIkDsQoAg7b300kuRQalo0aIyd+5cswoKQPtP+zHcp9q/QSFA7EKAwDrhyYLhMmdO3gNFdP2C0pnSrVq1igxMjRs3jvtqoXSl/ab9F+5L7dcgZ/oTIHYhQGAdM0C6dHlVDh3KfRCKJ0DUokWLYhZZ5LJef6Iv29X+1H4NEgFiFwIE1jEDRMsbbyw2q8WIN0DUvffeGxmcihUrJh988IFZBbnQ/tJ+C/eh9mfQCBC7ECCwjhkeWjp0eFn27Mn5sFIQAbJ3796s9udEBqhq1arJ2rVrzWrIhvaT9le477QftT+DRoDYhQCBdczgCP977NhvzKoRQQSI+vnnn2Mmv1100UWyf/9+sxqiaP9oP4X7TPtP+zERCBC7ECCwTnQYTJ2aEfl3y5YvyubN2U9GCypA1GuvvRYZpLTceOONgZ4ILky0X7R/ovtL+y9RCBC7ECCwTnQYHDx4SDp3nhL5//Dhn5rVQ4IMENWzZ8+YQbFv375mFWTRfonuJ+23RCJA7EKAwDpmGETfB6R587GyatVWo4W3TbwOHjwonTp1ihkchw8fblZLa9of0f2j/aX9lkgEiF0IEFgnuzC4+eY3Iz/r3997dVR2beKlazdF3/5WJ8c9/vjjZrW0pP0QPVlQ+ymIta7yQoDYhQCBdbILg2++WRfz8++++y2qRfZtgrB161Y544wzYv7S1sM26XpORN+3edhK+0f7KRkIELsQILBOTmHQu/fMyM9vuWVazLac2gRh/fr1nhDRE8fpNltd3695wlz7RfsnGd5+++2YvZ7ly5ebVZBkBAisk1MY/PzzJjn33Ocj22bPXhHZllOboOhf2NGHs7TopavpMk9E32f0pbpatD+SseeRkZEh7du3j3luAsQOBAisk1sYPPTQJ5Ftf/rTlMgSJ7m1CYoe4zdPrOvkuffff9+sWqjo+4ueJKhF+yHR5zw2b94svXr1illiRovOdu/YsaNZHSlAgMA6uYXB+vU75PzzX4hs13kiKrc2QdKrjMxLfHVA0zWgCtshLX0/+r6ilyfRou8/kVdb6WPr3QurVKkS87xaOnfuzJ6HRQgQWCevMHjqqfmR7e3bvyy7dx/Is03QdLJc9Ix1LboK7bx588yqTtL3Eb2qrhZ9v4mcJKhmzZrleV4tTZo0CW2DXQgQWCevMNi2ba9cdNH4SJ0xY77Os00i6HId0WtnadGTvHozJVfvbKivW19/9MlqLfo+E7U8iVq2bJnn8KCWqlWryujRoxO6xwP/CBBYJz9hMHHiwkgdXeIkP20SYd++faFVZ83j9Ho7V70n+JYtW8wmVtLXqa83+ja0WvR96fvT95kIO3bskIEDB0rp0qU9z9u7d+/QeRDYiwCBdfITBvv2HZRLL30lpm5ebRJJ73sRfVOqcNHDPjpAZmZmmk2soK9LX595OE6Lvp+g7+cRpvNJJkyYIDVq1PA8b4cOHWTx4tyX74cdCBBYJ79hMG3aEk945NRm8uTvQ4EzaNDH8uuvO8zNgZk4caLniiUt5cuXlx49esicOXPMJimhr0Nfj74u87Xq69f3kSjz58+XZs2aeZ63YcOGMmPGDLM6LEaAwDp5hUGYXsKrdyvMT4C0bTsxsv2CC8aFzpvkdn+ReOzcuVNGjhyZ7V/XWurWrSuDBw9O+l/Z+nz6vPr85mvSoq9XX7e+/kRYs2ZNaCKieX5F935GjBjBsvkOIkBgnbzCIJreLz0/AfLYY/M89S67bJLMnLnUrBoYvaHSs88+K3Xq1PEM1uFSq1Yt6dq1q4wfPz7wpTn08fRx9fH1ecznDhd9ffo6E3EDKKXzRfT8irm3o5cH617Qb7/FLksDdxAgSBuzZq2QK6+c7AmS7t2nyQ8/JO6qKf3Levr06Vl7S12kTJkyngE8uuhVR+eff35oYNUFC9966y355JNP5Ouvv5YVK1aEis7PCP9bf67btZ7W13baXh/HfOzooq9DX4++rkT+5f/qq69mu8fTsmVLWbBggVkdjiFAkFb05Pu4cQs8V27pEilDh86WTZt2m00CpVc7jRkzJnSC2rxyK9FFn0+fV58/0VeHLVy40LP0ixbd2/nPf/5jVoejCBCkpczMXTJkyCfStGns3kirVuNlwoRvs/4qP2Q2CZyea5g5c2boMtmmTZt6zg3EW/Tx9HH18fV5EnVuI5pe1XXbbbdJ8eLFY16LrqI7dOhQ2b07sQGN5CJAkNYWLfpNunV7y3NYq2PHyTGLNSaDDvDffvutTJkyJTTYXnvttaEFDPUQkBbzUlv9f3ib1tP62k7b6+MkIzDC9DDYk08+KRUrVvQE2Q033CCrV682m6AQIECALO+881O280ruuGOGLFvGZLbcvPvuu9KoUSNPcOjez2effWZWRyFCgAD/n66pNWrUVzGLNWpp1mxs6F7suoQKjlqyZElW6F7qCY7q1avLiy++mLY33UonBAhgWLt2uwwY8KFnb+TiiyfIlCmL5ODBxJ8fsZmegO/Tp4/nIoBSpUpl9dsA2b59u9kEhRQBAuRAb6N73XWve4JEJy9+8cUas3qhpwsa6hVcxx9/vGev46qrrkroYouwEwEC5EJnu+s9R6JnsodL377vy+rV28wmhdLs2bM9t/XVctppp8lHH31kVkeaIECAfNi+fZ+MHPm5NG8+NiZEzjtvrDz99Beya1fiJuOlkk5WvPrqqz3BUblyZXnmmWcK3U20UDAECFAAK1dukZ493/XsjeiNraZNyyg0J471EuBBgwZ5Zs6XKFFC7rrrLtm0aZPZBGmIAAF8+OyzX6Rz5ykxIXLqqQ/K5ZffL198sdCs7pSXX34527Wz2rZtKz/88INZHWmMAAF8OnDgkEya9F3o7ohnnPGk1K//V6lW7WIpW7amk5Pnvvjii9A6WmZwnHTSSVl7V9PM6gABAsRry5Y9MnjwVDnxxD/JccedJkWLlggNvK4s37Fu3Tq56aabPEupHHfccfLYY48l7G6EcB8BAgRk0aKl0rbtlZ6/4G1dQFCXb3/kkUfk2GOPjXm9usx6t27dZP369WYTIAYBAgTMhSXMp06dKvXr1/e8xgsvvFC++uorszqQLQIESABbb6L03XffSZs2bTzBUbt2bZk0aZJZHcgVAQIkkC23cd24caPccccdoctwo19H2bJlZciQIbJr1y6zCZAnAgRIgvnz50uzZs08f/k3bNhQZsyYYVYPjE70++c//ymVKlXyPLcu/75q1SqzCZBvBAiQJDrJcMKECVKjRg3PYN6hQwdZvHix2SQu77//vpxyyime5zr77LNl7ty5ZnWgwAgQIMl27NghAwcOlNKlS8cM7Lq6be/evWXz5vjuP/LTTz/JH//4R09wVKtWTV544QU5dCi9VxNGcAgQIEWWLVsmnTt39gz0VatWldGjR4dWvy2Ibdu2yT333BNaVj368fT/+nPdDgSJAAFSbNasWdK4cWNPkOjPdFtedI9C9yx0D8N8DN0T0T0SIBEIEMACurcxatQoqVKliicEdC9l+fLlZpMQPZeh5zTMNnruQ8+BAIlEgAAW0fMfvXr18tztT8+X6HkTPX+i9OopvYrKDA692kqvumKZdSQDAQJYKCMjQ9q3b+8JCL3feLt27ULzN6J/rvM7dJ6HzvcAkoUAASz29ttvS4MGDTxBEl10ZrnOMAeSjQABLKez1XXW+jHHHBMTHLqWla5pBaQKAQI44tNPP42Eh54T0dV0gVQiQABH6Ez1cIDoXBEg1QgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI4gQGAbAgRwBAEC2xAggCMIENiGAAEcQYDANgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAQI4ggCBbQgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI4gQGAbAgRwBAEC2xAggCMIENiGAAEcQYDANgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAQI4ggCBbQgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI4gQGAbAgRwBAEC2xAggCMIENiGAEFKjLmtSIEKCJDcmN+XvAqCQU8iJcxf6LwKCJDcmN+XvAqCQU8iJcxf6LwKCJDcmN+XvAqCQU8iJfhlLjgCJGd8n1KD3kZK8AtfcARIzvg+pQa9jZTgF77gCJCc8X1KDXobKcEvfMERIDnj+5Qa9DZSgl/4giNAcsb3KTXobaRE9C98XgVHECA5M78zuRUEh95ESpi/1LmVnBzYt0u2b1yR1LJlwwrZsG6FrF29QlauXCErViSvfPTRR5EAqVSpkmd7MsqqrPe8bs0Kyfx1hWzL9PZPIsvhQwfNr0CE+Z3JrSA49CZSwvylzq1k54fZo+T524t76ia6PHxNEbnuwiJyRt0iUrrEkcE8nUrF8kXkgoZFpHubIvJEV2//JLKM711B1i/73PwqhJh1cysIDr2JlIj3F/rNvzf3DAzJKARI6gJEy/zX+plfhZDoOkgeehspEe8v/I/zJ8q4nuU9A0yiCwGSugB55d5akrnqG/OrEBJdD8lDbyMl+IUvOE6i54zvU2rQ20gJfuELjgDJGd+n1KC3kRL8whccAZIzvk+pQW8jJfiFLzgCJGd8n1KD3kZK8AtfcARIzvg+pQa9jZTgF77gCJCc8X1KDXobKcEvfMERIDnj+5Qa9DZSgl/4giNAcsb3KTXobcARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAQI4ggCBbQgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHEGAwDYECOAIAgS2IUAARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI4gQGAbAgRwxPKfF8tptYuESoszCBCkHgECOGLtysVyfYsiofLXywkQpB4BAjhi49rFMvyGIqHy9O0ECFKPAAEcseXXxTLmtiKhMrEvAYLUI0AARxAgsA0BAjiCAIFtCBDAEQQIbEOAAI4gQGAbAgRwBAEC2xAggCMIENiGAAEcQYDANgQI4AgCBLYhQABHECCwDQECOIIAgW0IEMARBAhsQ4AAjiBAYBsCBHAEAQLbECCAIwgQ2IYAARxBgMA2BAjgCAIEtiFAAEcQILANAQI4ggCBbQgQwBEECGxDgACOIEBgGwIEcAQBAtsQIIAjCBDYhgABHLF1/Y+RAHmpXzVzM5B0BAjgiIMH9sqk++uEAuTD5642NwNJR4AADtmzc6Os+2mOHDq439wEJB0BAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgSwWHjmeX4LkEx84wCLmQGRVwGSiW8cYDEzIPIqQDLxjQMsRjjAZnwrAYsRILAZ30rAYgQIbMa3ErAYAQKb8a0ELEaAwGZ8KwGLRQdIXgVINr51gMXMkMitAMnGtw6wmBkSuRUg2fjWARYjIGAzvpWAxQgQ2IxvJWAxAgQ241sJWIwAgc34VgIWI0BgM76VgMUIENiMbyVgMQIENuNbCViMAIHN+FYCFiNAYDO+lYDFCBDYjG8lAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+/D/ldvwz9OXMvgAAAABJRU5ErkJggg==)
| Product Number | 4H21-3-14 |
| Synonyms | (2E)-3-[6-(Trifluoromethyl)pyridin-3-yl]prop-2-enoic acid; trans-3-[6-(Trifluoromethyl)pyridin-3-yl]acrylic acid |
| CAS | 944805-93-0 |
| MDL Number | MFCD06205688 |
| Molecular Formula | C9H6F3NO2 |
| Molecular Weight | 217.147 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-3-14
CAS: 944805-93-0
Molecule Weight: 217.147
Formula: C9H6F3NO2
![3-[2-Methyl-6-(trifluoromethyl)pyridin-3-yl]acrylic acid](data:image/png;base64,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)
PN: 4H21-3-0A
CAS: 545394-86-3
Molecule Weight: 231.174
Formula: C10H8F3NO2
PN: 3H32-3-8H
CAS: 1133879-76-1
Molecule Weight: 173.138
Formula: C8H6F3N
Melting Point: 232-236 ℃
TSCA: Not listed on TSCA inventory