![3-Amino-5-fluoro-1H-pyrazolo[3,4-b]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB7UAAAe1AGnxyFvAAACK3pUWHRtb2xTb3VyY2UAAHicjZXbauMwEIZfReh6I8mSjyFOCSmFQrsX2y7s3eLYSmKIpSI7p7ffUZx27Vh1C74YpPn+0Yx+5NndqdqhgzR1qVWKPcIwkirXRak2Kf79+jCJ8d18lkMSJKo6xdumeZtSejweSb6VVXbSiuS6wu3+9FSXvZyjINpsKGfMo3+en14uzKRUdZOpXAJVl9P6svik86y5nOKTErTKzKFUtE2nlTm0an85sx8jp7rA/3tZwt4CULQudxKttamyBh04I/CxH2gjlTRZIwu0OsOyID70Pp893+t8X0nVQGgVyjzbvTRmn8NCpXcy34MYBI/3Ka48ALJGVwtjsnMborJIcebBFHfSyrye32SKf0Kj3I439JMIozPEE6jnCQEK1HJdmt/Qy5bmxONBeKU5Cfw4ctHis9qcM/9Ke0QwHrtof0hvz4XRMK6l3qsGhByngYkGYeLSC9y9CBIkjH/QgXCfJnT34pOEi6Sl4T5FxF1w5C4dEh5E4Zel42/QnLDITSc39ENLR9C2Jz7o2HfTHnMX7/Y9ht/azzX027PTjpFXWhWd8KK6AlGb8kuua26LIOtTbQpprCdAwKZ2Ad4HOLLWvAILFyD6gEDWjWOA3wd8ZO02BgR9IEDWYWNA2AdCZF01BkR9IELWSGNA3AdiZL0zNtZkAFi7jJWw+72rY+jikVHGG9zelwgfTNeN0I6/6PujCuHgwaWd15jCP2j+DwijBRfFa+BQAAA9+ElEQVR4Xu3dC/wVc/7HcbuLXfe9uIa1yx+LZd1Tsli5J9YlUay1Fbm0G5ZCi5DW/bIuSSV3XSgJSUUXQqmQIpUkukql0s3333tyxpzvOb/fb873N2fOnDOv5+MxD/qdmfM7vznnzHtmvt/v57ueAQDAwXr2DwAACIMAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBCghA44oEvW0rfvR/YqeQW3AUqFAAFKyA6Qo49+zCxdutJeLQcBgiQgQIASsgNEywMPvGuvloMAQRIQIEAJ2eGhpX79bmbOnG/tVbMQIEgCAgQooWAQNG/e1///664bZq+ahQBBEhAgQAkFg2DMmFn+/x900MNm8uR59uo+AgRJQIAAJWQHQdu2r/j/vvDCAdbaP7K3A0qBAAFKyA6C6dMXmoMP7ur/bMSIGdYW69jbAaVAgAAllC8IOnUa4f/s9NOfNWvWfB/YYp182wFxI0CAEsoXBAsWLDOHHdbd/3mfPhMDW6yTbzsgbgQIUEJVBcEjj4z1f55vcGFV2wFxIkCAEqoqCJYvX2WOP/4J/7H7738n6/GqtgPiRIAAJVRdEPTvP9l/TIMLZ89e4j9W3XZAXAgQoISqCwI1njdt2tt/vEOHof5j1W0HxIUACXD9UobZLriOFqquQmp6f0ePnuk/fuCBXcykSesGF9a0HRAHAiTA9UsZZrvgOlryNYzmE+a5Ub7CvL+XXDLQX6dVq3WDC8NsBxQbARLg+qUMs11wncxC1VWEeX+nTFnglTbJrPfGG5+F2g4oNgIkwPVLGWa74DqZhaqrCPv+3nDD6/56p532bOjtgGIiQAJcv5RhtguuQ9VVZIR9f+fOXWoOPbRb1vrVbffxx/O9sihAMREgATV9KasSZrvgOlRdrXzz5i01N974hjn55KfzjiTPKOT9ffDBd7PWr2o7ddDIPHbNNUOyuv8CUSJAAqr7UlYnzHb2OlRdrUwrV64x3buPyypF0qBBN3s1XyHvrzpdqPNFcJt82wVvd2nRlUuXLmPMd9+tslcFaoUACajuS1mdMNvZ61B1tfIMHTrdNG78dNZ7pqV16xftVX2Fvr/Bq4uqtps2bWHe13HiiU+aQYM+tVcHnBEgAdV9KasTZrt861B1tTJ8+ukC7yoy+F5pKeWZ/4oVq023bu9lXQlllhYt+vvjSYDaIEAC7C+ay1KVfOtQdbW8ffPNctO584isK8nMcvXVyWh7UFuMOmpoEGLw9antrWPHN7zPIOCKAAmwDwIuS1WqWoeqq+Vn9eo15plnPjBHHvlozvuvHnbjxn1lb1JyH344x/z97/1yXu/hh/cwjz02waxatcbeBKgRARJgf7lclqpUtQ5VV8uLSovodqP9viv8Vfww323IJBk48JOsz1tm+etfnzHDh+dvhwOqQoAEuB6sw2xX3TpUXU2+zz9flNVzLrMcckhXc889o823366wN0msZctWeVUQ6tV7JOfvufjigV4jPBAGARLgerAOs11161B1NbkUDAoIBUXwvdCiQFGwlKtZsxabq64anPN31a3b1dx22yizaNF39iZAFgIkwPVgHWa7mtah6mqyKNR1ZZhv3MUZZ/Ty3q9KMXbsl+ass/rk/J1/+UtP07v3xMTflkPpECABrgfrMNuFWYeqq8mgRvBguZnMokZzNZ6rEb3SKCQ0xqRhw545f/eZZ/Y27747y94EIECCXA/WYbYLsw5VV0vrq6+WeN1vg/tci7rpqrtuGm7pLF68wtxxx5vebSx7P1xxxSDzxRfle8sO0SNAAlwP1mG2C7OOFFJ1VYPFXnttKoPCakkD/TTgL1+xQo0i10DBtPnss4Xm0ktfytkfanhXT0G7uznSiQAJqO5gXZ0w24VZRwqputq+/Wv+Y40aPWnuvPOtRI5BSLKXX/7YK/Fh72sVQRw2bLq9euqMGvW5OfXU3G7Lxx77uBkw4GPzPc0jqUaABFR3sK5OmO3CrJMRtuqq7k3b62g57rjHzX//O9Kr+ksDaH7jxn209sD4H7PHHtdm7TtVBujRY5xXFBHraJDhk0++b444okfOZ+3cc583EybMtjdBShAgAdUdrKsTZrsw62SErbqqhk31CLLXCy5qFFVZ8bfemslo47Vmz55tzj//fLPJJr81W299pNl551Zmn31u89qerr9+mJk/f6m9CX6wcOFyc/PNw7Pa6dYtD5orrnjKfPXVfHsTVDgCJKC6g3V1wmwXZp2gMFVXM6ZO/do8/PDYrLEk+RadQaoukhrn1X6SJitWrFh7VfZfs/nmm5v11lvP/PSnG679/73M9tufsna/3W8mTpxrb1JyS5cuNdOnT/f+mySarKplyxf8z9Vee3U0O+10jtlxxyNNp063m+XLl9uboEIRIBVm5sxF3i0Y3VqwAyS46FaNehwNHjzVK6dSyfr372/+7//+zwuO4LLzzvua3r0H2avH4rPPPjMvv/yyueeee8wll1xijjnmGPO73/3OW37+85/nvFYt+nlmHa2v7e69917zyisa0Pi5/SuKTp+dE07osXbfXmq23fY4s+mmu3ivU6+vV69e9uqoQARIBVO3VN27VvluuxprcFH5lH//+1WvTlIl9a6ZOHGiOfroo3MOxBtttJHp0KGD+fbb6uejj9LkyZPNAw88YM444wzzm9/8Juc1RbFsvfXWa6+mmq69Gn147VXpVPslFIV6sN1zz3Nrr+QONRtssO7qLrMcfvjhZvz48fYmqCAESEqorLdGFWveitx72D8u6qbZps3L3ijsch338PXXX5tLL73UrL/++jkH2SZNmnhn/3EYMWKEadWqlalTp07O64hj0ZXAP//5T/Pee+/ZLy1ys2Z9Zc455xzzk5/8JOs1/OxnP/P2wbx5dDWvRARICqkxtF+/Sd7I93w1njKLBtBpHITaY8ph3ojVq1eb+++/P+8Z/r777mveeOMNe5PI6cz/+uuvNzvvvHPOa7CXTTbZxHtdCrX//Oc/5tFHHzUvvviiGTZsmBk5cqTX/pFZ9G/9fMCAAd561157rXc186c//cm7orKf21723ntvc/vtt6+9Ki1uN++33npr7efm4Jzf/8tf/tLceeedZuXKyrnCBQGSekuWrFh70PrYXHbZoLzVWTOLrlpatuxvevYctvZsM3kNzq+99pr54x//mHPg2mqrrUzXrl3NmjXF7YGmA2ejRo1yfn9w2X777b2z9O7du5tPP412atmPP/7Y+zt1C0u3suzfnVl0VXbeeeeZTz75xH6KyHz//fdeyG233XY5v3/33Xc3L730kr0JyhQBAp/KfGvO7HbtBpsGDXIHM+69d2ez007N155N7mvq129gbr31VjNt2jT7aWKlA/Epp5ySc6DacMMNzeWXX26++eYbe5NIDRkyxBx11FE5vz+z6Arjjjvu8NpA4vTBBx+YG2+80ey66645r0mLbi01a9bMfPTRR/amkVmyRKVhrs7bKeD444+PfZ8gegQI8lLjqEZiq7T8n/+8bgDZHntcberUaWw22ST79sz+++/vHaziPCAsXrx4bdC1y3twOuGEE7wz8mIaN26cOeyww3J+txa1eVxxxRXm/ffftzcriVGjRnntELqNZL/Wn/70p95V0Zw5c+zNIqPbeqeeemrO795ggw1M27ZtzcKFzD9SrggQ1EijslXSol27J8xuuzVee9DeMudgkFn23HNP737+hAkT7KeJhG6P9OjRw2y77bY5v/sPf/iD1zW2mBYtWuQ1TOdroNfv79mzp1m1KpndotXr7LbbbjPbbLNNzmv/1a9+Zbp06eLt32IZOnSo1xZj/27dZtTvVhsWygsBgoKsWrXau21zwQUX5D2IBxeNvWjfvr15553saXpd6Uz6oIMOyvk9OrO+6667it5A+9RTT+W9r6+GbI17KHY7S1Q00O/uu+/O2zusfv36Rb1yUkioO3O+jg7aj6+//rq9CRKMACnAnDnfemMqmjXr65VeTzudrapnk87Id9xxx5wDQnDZaaedvNsV6tpaqJkzZ3r36+3n1H18BVmxu4jqdtmZZ56Z8/sVoI8//ri9etlQkGg8jNqLgn+Xbgs++OCD9uqRUlfrNm3aeLex7P16+umnez3PkHwESEgqSnj++f39BmWVXUc29US68sora+zCqjPfiy66yLulUd1tCx3gOnbs6HV3tZ/jiCOOKNptsiCNobAbohVcGmdS7Ab6uKjtSvvT3sfNmzcv+mBLNeJrVL39u3/xi194XZWL/ftROwRISA89lF0hV2MjSi2ptZJEjcw6u1W7gH1wCC66//2Pf/zDK8cRvAX17LPPelct9vq///3vTZ8+fQK/qXh0q0UHsuDvV6+qOAbmlYLaljbbbLOsv3evvfYykyZNsleNnMa32EGtRV2fy/kqr9IRICFozujg6G0NwCtiW6Pviy++8A6Wt9xyi/nb3/5mDjnkEG90cb4GXC26HaDHtZ76+nfu3Hlt0PUt+uCxmugsU1cSusdtv+bgoraMv/zlL15I2I9tuumm5qabbjLffVf80fFqy1CdKfs1XHjhhRVfKFC91+yGbjWwq/2p2HQCoUb+LbbYImffK8jiOnFAeARIDVTO4/jjn/DDQ2XWizUqWz18nnjiCdOiRYu8xf9qs+hKoHXr1qZ3795m2bLivP4w1KVTwVa3bt2c15hvUWmMc88918yaFc+c3Kraa7d3qILvM888Y69asXRFqxOW4D7QbcRBg+IpPKkuxboqVRdj+/OgQZhIDgKkBpdfPihrNLa6s0ZJZ9TPPfec13Bo3y4p1qKzeR0gNHq7lD2HZsyY4fWe0ngKu4aSFoXM6NGj7c2KRgPfGjZsmPUadtttt6KO2k4ylYVRe09mX6ixXScgcRk7dmzOWBt9T5AcBEg1evWamNXucdddb9mrOJs/f75XM2nLLaseU6FFt3UaNGjgDQTTyO/nn3/eq4n05ptvZtVK0r/1cz2u9XQVoy6Zmfkvqlp0y0sHijhuDVXnyy+/9Go7ZV6X7n0Xc0yCTeFh13BSl+G5c5NXtiVOaosK9tJSoDz99NP2akWl21eZ33/DDTfYD6OECJAqfPrpAq/MeSY8mjfvG8k0pzpQ/utf/8rbs0iLCuOddNJJXuG5KBprdYWhcRiaTOnYY4/N6bKZWdQlVcFTyttbCrLM69HBPC66bWVfeagMvEIFmjf+ZbPxxhv7+0bdfNWDLi5qF8v8bn2OkRwESB4q4xGcKlaTL82YUbsumzpIqTFct4/sg7fO6nTAUgG6Yh+0dOWjA3W9evVyXocWXZH069fP3iwWpQgQBazd5qHbJMUelFhuNH4neNKjK2PV24oDAZJcBEgenTqNyLp1pWq1taEzuHxdFHVWp0F4agsoBY2j0MEzeJ87s5x44omxD+YqRYDYva0U5Ap75Bo4cGBWD0ANHlVPwWIjQJKLALEMGTItKzyuvXaIvUpo6vJ58cUX5xycdSanelG6GkgCNRKrUd1uyFZ3yjgbTeMOEI3zCP69avMo9hVguVPJ+OA+0/tU7Ks1AiS5CJCA2bOXmCOPfNQPj5NPftp8+63b2eiHH36Y059ei+ZrUGmOJFJf/3xjNTRqPI5G9jgDRO1LwV5v6m2V9gbzsDRANPj5UPWBYiJAkosA+YFKlajOVSY86tbtujYE3EpcqydUsNFRi8p7lEOhOJUW0fwVdmO7BicW+4oprgDReJvgLUX1VEtrV11XJ598sr//NF5j8ODB9iqRIUCSiwD5QZcuY7JuXfXsOd5eJZR77703p03h7LPP9g5a5WTMmDFml112yfo7NBixmO01cQWI3WiepkGCUdHJhLpaZ/ahqhQX6wqOAEkuAsSobtNXWaVKLrrIrVSJJhEKHph0i0Q9q8qVQs+e7U8HjWLNYhdHgKgke/DvUXkSuNG4o+DJkoK5GAiQ5Ep9gKhUyQknPOmHh0qVzJ9feHFC3QcOHpg038HIkSPt1cqOurnqIBv823bYYYeiXIkUO0AUiMH5PNTeU+m1rYrtmmuuyfpsFOM2LQGSXKkPkH//+1U/PA48sItTqZKbb74560uk9o44p3eNg0bNB/9G3c6Kuk2k2AGiLtOZ59eZcxQDNdNOXZ7VASGzX/fZZ59qS/S7IECSK9UBopLswXaPO+54016lRg899FDWgVWVZOPoG18KdoioYT3K3lnFDBCVlw+OYdB8HoiGxocEPxf33XefvUqtECDJldoAmTr166xSJZplsNBSJer2GuytpNsjn376qb1aRbFvZ6mLb1SKGSDBonwq21Ipk0ElRaNGjfz9q/LvUe5fAiS5UhkgK1asNk2a9PbDw6VUiUpOB3uhxFnaoZTUJmI3rEc12LBYAaI53IOvVyXzEa0pU6Z4NbIy+1hle6JCgCRXKgOkc+fsUiUvvFBYqRIdRIMfao3g7t+/v71axVJjdLCLr0asR1H2pFgBEnyvNKNgnFV+0yR4daqrvKg6KBAgyZW6ABk2bHpWeFx9deGlSuwSGO3bt7dXqXgaJxI841TtrNoqRoCozH3wverVq5e9CiKi27fBbr1dunSxV3FCgCRXqgJkzpxvs0qVNG5ceKkSlWMPTrl5+OGHR97rpFxoxHrw4FzbKr7FCJDgvXn1HCvlBFpp0KRJE39/a1bNKPY3AZJcqQkQlSpp2fIFPzxUquSDDwovVaJS35kPswYKprkEhoJTt4Qy+0Ol4DUdqquoA0RnxMECkT179rRXQcQ0i2Bmf2tRJeraIkCSKzUB0rXr2KxbVz16jLNXqdHw4cOzvhwdO3a0V0kd9UQLHqQ1KZWrqAMk2O24Tp06ZtWqVfYqKIJgj7dzzjnHfrhgBEhypSJAxo//au0BqasfHq1bv+hdkRTqqKOO8j/Iu+++O/NG/ODcc8/190ttGk+jDBA1lAcb+lVmBvEIjo3abLPNanVVKgRIclV8gCxevMI0avRjqZKGDXuaefMK/0DbVx9xzwudZLqNF2w8VRC4iDJAVEYm+H5p8izEQxUKguOjaluskgBJrooPkCeffN8PD5UqGTHCrYbTMccc43+I99hjj0gaByuJ5jnJ7B+1hbjsnygDpFWrVv5zqZ0G8TrppJP8/d+4cWP74YIQIMlV8QEydOiP3XZdSpXItGnTsu7zq6Irso0fPz5rH7nMDxFlgAQHeaq3GOIVrHqsuXFqc7uXAEmuig8QeeedWeb116c7lWgXTT+b+QDrHj+NsfnVq1fP30+aIrdQUQWICllmnkdLpRW2LAcLFizwJprKvAe1qUxNgCRXKgKkNtQYu9NOO/kfYBpjqxYMAJfG06gCJDjQU1ciKA1V5s28D6pY7YoASS4CpAZ24/nEiRPtVfADu/G00BpZUQVIcKxOFN1I4UYVjzPvg9oQXREgyZXYAAmO2dCi0uthBLeJQocOHfwPL42xNTvuuOP8/dW6dWv74WpFESC6Ytxyyy395+nevbu9CmLSp08f/33YdNNNzcqVK+1VQiFAkqtsAkQzBS5dWvMHMOoACd7X16yDqJ6+4Jn9pdIhhYgiQD777DP/ObRMnTrVXgUxUcXq4HvhOhUyAZJcZRMgWh544F17tRxRBojmNAhOQvTqq6/aq8Dyzjvv+PtLvbJUOyysKAJk0KBB/nNssskmVN4tMU3tnHk/XGulESDJVVYBogmgVBCxOlEGyCuvvOJ/cFX3atmyZfYqsKg+VrDYZN++fe1VqhRFgNx7773+c3DLsfQ0a2Xm/bjtttvsh0MhQJKrLAKkefO+/v9fd90we9UsUQbIXXfd5X9wDzjgAPthVKFBgwb+fuvUqZP9cJWiCJCLL77Yf44zzzzTfhgxC5a5admypf1wKARIcpVFgIwZM8v//4MOethMnjzPXt0XZYAERzM3a9bMfhhVOP/88/39dt5559kPVymKAGnYsKH/HBq/g9K68cYb/ffjiCOOsB8OhQBJrrIIEGnb9hX/3xdeOMBa+0f2drXx5z//2f/g6ouAcIIN6fXr17cfrlIUAaIil5nnoHx76Wn64Mz7oflBXBAgyVU2ATJ9+sKsirpV1bSyt6uNHXbYwf/gMpNdeGr3yOw3lVEPK4oA2W677fznSNM0w0k1YMAA//3YZptt7IdDIUCSq2wCRDp1+nEu89NPfzZvSfZ827nafPPN/Q/ukCGFT32bVsOGDfP3m/r/hxVFgGgEfOY5hg4daj+MmL3++uv++6FecS4IkOQqqwBZsGCZOeyw7v7P+/TJHRWebzsX6v4ZrOWj7qkIR/OlZ/abuvKGrcxb2wDR7wkWdHz33Zq7faO4XD8LQQRIcpVVgMgjj/w4s2C+wYVVbVeoxYsX+x9aLRTkC88uZqh9GUZtA4T3LHnsz8KiRYvsVWpEgCRX2QXI8uWrzPHHP+E/dv/92VcGVW1XqNmzZ2d98D///HN7FVRB+yq477Qvw6htgPCeJY/rZyGIAEmusgsQ6d9/sv+YBhfOnr3Ef6y67QrB2aw717PO2gYI71nyuH4WggiQ5CrLAFHjedOmvf3HO3T4sbG0uu0KQRuIO9f73rUNENpAksf1sxBEgCRXWQaIjB49039cU9VOmrRucGFN2xWCXlhu6IWFDHphVbayDRC55JKB/jqtWq0bXBhmu7AYB+Lmueee8/ebxmWEFUWAMA4kWRgHUtnKOkCmTFnglTbJrPfGG5+F2i6s4Ej0m266yX4YVQiORFc5/LCiCBBGoicLI9ErW1kHiNxww+v+eqed9mzo7cJQ8bfMB7d58+b2w6hCixYt/P1WyNzoUQQItbCShVpYla3sA2Tu3KXm0EO7Za0fZrsw7rjjDv+De+CBB9oPowrBK7dC5sKOIkCoxpssVOOtbGUfIPLgg+/mhEeY7Wry0ksv+R/cjTbayHz33Xf2KrCol82vfvUrf79pWtOwoggQ5gNJFuYDqWwVESAaja5R6VEHyNdff21+9rOf+R9eevXU7L333vP3l5aZM2faq1QpigBhRsJkYUbCylYRASJ9+34UeYDIQQcd5H94r7nmGvthWIKTcBXaaBpFgDAnenIwJ3rlS2yAJEW7du38D2/dunXth2Fp3Lixv7/UmF6IKAJEVxxbbrml/zzdu3e3V0FMdPsy8z5oPNDKldl168IiQJKLAKnBa6+95n94NZJ2+vTp9ir4gUqJbLzxxv7+evLJJ+1VqhVFgMjpp5/uP88555xjP4yYXHrppf77cMwxx9gPh0aAJBcBUoNVq1aZbbfd1v8A33DDDfYq+IHGXWT20y9+8QvzzTff2KtUK6oAeeCBB/zn2X777e2HEZN99tnHfx8K6Y1nI0CSiwAJ4fLLL/c/wLvssgsNs1XQWWZmP+kqoFBRBYhdwI+iivFbsGBBVi25kSNH2quERoAkV8UHyIoVq83//ve2ufXWUWbhwuX2w6G8//77WQekwYMH26uk3owZM8z666/v76Pnn3/eXqVGUQWI6Moj81waz4N4PfXUU/7+123NFStW2KuERoAkV8UHyDPPfOD3ymrZ8oW80+CGEeyNdfjhh9sPp16bNm38/aNGbJcxM1EGSKtWrfznYjxI/E466SR//6tjRW0QIMlV8QEycOAnWV17u3Yda68SSt++ff0PsZY33njDXiW15s+f7425yOyb66+/3l4llCgDRLdMgu/XhAkT7FVQJPo8bLjhhv6+f+aZZ+xVCkKAJFfFB4iuOFq3ftEPkIMP7mrGj//KXq1Gavf44x//6H+QjzrqKHuV1FLNqcx+UZDo/reLKANE75faqzLPd8UVV9iroEgeeughf7+rvP7SpUvtVQpCgCRXxQeIqF5Ww4Y9/RBp1OhJs3hx4fdkn376af+DrKWQMh2VSiPNg1cf//znP+1VQosyQERXQpnnq1OnjtejDsV32GGH+fs9im7UBEhypSJAZMSIGd7EU5kQufLKwhvCVedpv/328z/Mmi9kyZIfp9NNo6ZNm/r7Q4PFZs2aZa8SWtQB8umnn2bNUEh59+IbO3asv7+1vPzyy/YqBSNAkis1ASK33z4qqz3kuecm2avU6O23387qnti2bVt7ldTQbHPBA3Tnzp3tVQoSdYBIo0aN/Of8wx/+4DSlKsJr0qSJv79VyiaK/U2AJFeqAkRdes86q48fICoDP23aQnu1Gl144YX+B1ph8uqrr9qrVLxFixaZnXfe2d8Pu+66a626akoxAuTNN9/0n1MLM0sWj674gsVHu3SJph4dAZJcqQoQmT59oWnQ4Mf5Q5o27e0FSyFUpTc4derWW29dq1s35ahZs2b+36+rkChuVRQjQCR4AFKXXgaCFkfwxErVG5Yvdxt3ZSNAkit1ASL9+k3KupX13/8WPkp22LBhWWdbGhuSlkbaRx991P+7tWgSpygUK0CGDBmS9Xo1zSqiNWXKFPPzn//c38e33HKLvYozAiS5Uhkg0q7dYD9A1Liu+dQL1bFjx6wDk6ZvrfSzW42vUJ2rzN+srs1RnWkWK0Ak2DNIZ8eF1ulC9YJtTZpQLMr9S4AkV2oDZMmSFeakk57yQ+Soo3qaOXO+tVerlhoIg/WftPz73/+2V6sYH3/8cdYEQZql8cMPP7RXc1bMABk3blxWqRVVikU0Bg4cmPUduO++++xVaoUASa7UBohMmDDbG1iYCZELLhhQcKkTnWn96U9/yvoCderUyV6t7H3xxRdZjea6fedS76o6xQwQ0RiV4OvX7ImoHXWc2G233fz9qgq8q1cX1qZYEwIkuVIdINKt23tZ7SH6d6G+/PJL8/vf/z4rRHQlUim3s9S7xv77NPd41IodIOo5Fuz8oOCP6vZbWmmWzuDnQl27o0aAJFfqA0RXHLryyASIrkh0ZVIoNSJus802WV8mtYmUe8O6blEFD7pailUWpNgBIsEqsVrUcwhu7I4kZ555pr1KJAiQ5Ep9gIjaPtQGkgkRtY2ojaRQn3zySc6ZunpnlWsX3xdeeMH88pe/zPp7rrzySnu1yMQRIKIDXfBvqm2xvzRSwcRgyXydZMydO9deLRIESHIRID9QL6xgqRP10nKh21nBmdi0aJxIOQ021D3s9u3bZ40y11Lstp24AkS3sjTwMfO7Nt98cy/8Ed7JJ5/s7z8Npi3mHDkESHIRIAEaDxJsD9F4ERdqWLd7Z+lLdtlllyW+dpYOpH/+85+zXvsGG2wQ2aji6sQVIKIG9GB3ZDUEF+sMutJ06NAh6/NRzKtSIUCSiwAJ0Ih0jUzPBIhGrGvkugt18dU4keA9Yi0qwJjEKr4rV640N954Y9ZgMC26TaFyIHGIM0AkOHe6Fk0alvSAL7WuXbtm7TO9T/rsFBMBklwEiEW1sVQjKxMiqp1VaKmToKFDh+Y0QmvRfCJJmJRKQacy9So0aL9GfXHnzJljb1I0cQeIXHLJJVl/89FHH13rml6VSuM9gmNpdtxxR697d7ERIMlFgOShKr3BW1m33TbKXqUgCxcu9Hr7BKv4ZhY1speifUS9wxQce+yxR85r2mKLLbyz87i7IZciQBSgdqP66aefXvSz6nIzYsSIrHlf1Lnigw8+sFcrCgIkuQiQKmi+kEyAqHF9+PAZ9ioFUyn4/fffP+eArUWD9G644Qbz2WeFl1QpxMSJE71uuCrnYb+GzMGzVL3GShEgoiuOhg0bZu0HXYlwO2sdFcrceOON/X2j25y6so4LAZJcBEgVNGOhZi7MhIhmNJw7t/YHlMwto7322ivn4J1ZDjnkEG+Alr6k3333nf0UBVm2bJl3haOGTnvEfHDRl3T48OH25rEqVYCIwkK/M7hP1CaS9ob1Z599Nmt+c7Xp6fMbJwIkuQiQamjudA0s3H//B82ee3YwzZrdXnCpk6ro9lDfvn3XXt0cmHMwDy468zvggAPM2Wef7XWj1TYawKVbCtOnT/cX/Vs/VwP9zTffbM466yzvaifY0yjfcuyxx5Y8ONSt9rHHHsu6nabZDeO4vx6kELGvRNQ7K61dfBXowU4gCpLevXvbqxXV7Nmzs8YiHXHEEdxeTBACpAZduoxeexC53Pz2t2eZrbY63Nx++0P2KrX2/vvvm8svv7zK20pRL7/97W/Nf/7zHy94SkUD0bp162aOP/74rDPc4KJ77uoZFme5Ed3OsttENE4kTYMNly5d6lVRsN+LQYMG2asWjd6HW2+91dv39udCof7iiy/am6AECJAa6IrjtNOuNr/+9UFmo422NxtssKF566237NUioYZtDchq166dd/skX6O7y6KzyHr16nn999XzK+7G8YyvvvrKPPjgg14PtGBvnpqW3/3ud7Ge+eo2o907S4s6QsQZZqWgist777131t+t8uyjRtWuI0khVAFB0+Ha+99edPU8aZLbWC1EgwAJYdas2Wa77XbxP7gqVxLlfAdV0e/Qmdadd97pHbwaNGjgHUyDDZrBRT/X45r7QuvfddddXgOobhGVyueff27uvvtub3CiPbI9uKg0/CmnnOJdlVx77bVZPX4yi3qsjR8/3v4VRaOeaPYtQM1oWKlVfHv06GE222yzrL9XbXVxHaTVwUOdF+z3Xe+Byu/r82E/pkGuqrKsWUIRPwIkpH79+mV9cJs2bWqvEjs1kOs2lP6bJFOnTjWdO3c2devWzfnCBxeFhPajGmq//TZ7Lha1fzRv3jwndHQ11apVKzNv3rys9YtFYREse5J5DTqgxXESEYfJkyd7bQv2+6P9b78vxaCDv/ZnvqvSJk2aZPVMVDtfvs4gW265pXd1G3UpeVSPACnARRddlPWh7d69u71KauksVSPvdYZuf7mDi8aYnHvuuV4gh7kdpFHwdu8oLWpY1ZVZHA2qixcvzmkX0aI2q8cff9xevWxo/+u2pt0GpW66OhgXmw72aqgPTlKWWfQ5qmqgrbZ76KGHvNCwt1Mduji7GKcdAVIAfeGC94fVU0hnb2mlWf50AMo3ij246Iv+j3/8w7zyyitOo7zVZqN52PON6N99993NSy+9ZG9SFCoFn+816Iy4V69eXttJOdDnWLcV69Spk/O31K9f3+vUUWyap17TIdu/f6uttjIPP/xwqH2pAbr/+te/vNtY9vOceuqpZtq0afYmiBgBUiDdp9X9+swHdb/99qv1WI1yMnr0aHPVVVdlzU6Yb9GBtnXr1t7ZYFS3FdTN9uqrr86p16VFvbniCHO1J+mee77bLQrSnj17JnYOGN2Ouu2223LmrdGihnIVzCx2BwtNTlZVW4aKjbrcFtT7ftxxx+U8pz4n+rwwILR4CBAHunwOflB1FlSpdEDROBH9jer+a39Jg4seb9u2rbd+MQ9EamP561//mvP7dRDS79eZabHp6kudFezXoEVn9hrtH8eZfBjqQaV2I3tuFy3q6XfOOecUveaZbgOqd2G+8D/hhBO83l+1pVpduiK1n1/vh4K9mJ/JtCJAHOkSOfMBVUOvPryVQmfQusWgnlz5btkEl1122cU7MKhMS9z0Gu0up1p0G0Rn01Fd+VRHr0Hdku3XkFl0L/+OO+6I5eooSHWqNIbG7gCQWdQRoFmzZuajjz6yN42UDtrq3ZXvc6QrNvUSjJLaxLS/84WlOnUUqwt+WhEgjtRzJHhGrkmjNJlUuVLbhNoSzj///LyNk8Flzz339AYixtmltioKCXW3zdcQq7aJYszRnY8OTI0aNcp5DcFFpfF1tq/OF7qVEyWdwavUunq16bNo/+7Moltv5513Xiyj69UBQuOZ7Negg7u6mBezA4RK0LRs2TJnOgWd7Ok9KFW9t0pDgNSCyocEP6AqgxGm8S8p1Jj6/PPPe18o9Y6yv+jBRW09OqON+0w6LAV6mzZt8jaonnHGGbGNutftteuvv77GNiIt6sasKxR1VVUgq6OAxv2oq+rIkSO915xZ9G/9fMCAAd56Giujv0shGWyTq2rRldrtt9/uDeYstpkzZ3pXN/Zr0HflggsuiK0LtuhWo8YP2a9FHWBuuummVLVfFgMBUks6WAQ/mBr/kGRqSFVZDnVLzTdYL7ho9LqK15VTbxbdkrFng9SiwWg66MYxriFDJxhqe8jX2ymORYNK1eAf18BHnZCoK3e+z5XGmUyYMMHeJDbqJaf9Yb8uDQqOs8pBpSFAakm3UIKNqToDLkV7QHXUs0XFCjWPdXVnq2pQ1Yjxe+65xzuLLGc6U893/1+3kUoxdkNXbrrVpquGfLfbolh060q3sNQNVldCcdJg0KoO0EmZgbOmgEvCLdlyQ4BEQOU6fv3rX/sfRjUsl7J8iOg2gcqCqHujPVAsuOieuBqB1bNMlU8rie6xq9tqvttzuroqZdBrdLUakBXWqrulqyYdgLXk66mkRT/PrKP1td29997rja/RZ7AUdItIJx32a03yLSKdHGmUvf2aS3GLrdwRIBF57rnnsj6MKr8eNzXi6yxX8yfkG6eQWXQgUtdJNeaqKm6lUxdVDWS0i1OqQVVVZ5Pa+UFVcdX+of8mTSU0Upeykb9SECARUrfX4AdRjZ3FNmPGDO/Drttodt2o4KJbVxo7ods3pb46KpWxY8fmHbuhAoKaayWJZ8tJk+kmm++qTt1kNdC0nFRV5WCjDdczJx35B/Pem9F2M640BEiEVNQwONOgLuOL0V1SXUBvueWWGosV6vdrYik1ICbxLLZUNKNevkGR6jmlK0nkp7FOmovD3m+VMFBPAx3bt2/v3z7cccv1zJF7rWdaHLWe6X3rCeab2bUf6FiJCJCIaQBXsKFaswm61H+yqXeR5kzPV4k0uOjyW7dl+vfvH6pYYVop7NWDLl9pfN0CTMoo8iRQocyqSoVo6uVKKhWizgfNmv7V7P/79cwZ9dYz7f+6nunSaj3TtfUG5q1el5kVywovtVLJCJAiUDtE8Ium2QZdqPtlmGKFGnmdKVbIfdvCqPFZ7VX2PlUbkmp5paGNqCrVFSs87bTTyqp7d6HGvT3E3HTBH82d564LkMzS8/KtzKThD6+92iqf8V7FRIAUSbBWk9omwpZs0IjmK6+8ssaBaLptoPLyURYrTDMN1Ms3P72KDKqnVFILJBZDTeXSNaAxDdasWW0mDrvf9Gz7m6wQ0dLnxn3Nlx/HU+UgyQiQIlmwYIHZcccd/S+eKqDmGwWs+8aa90ADvoLr51t22mknr2KpBqgheqoioJ5p+arV7rHHHrHOCV4qCgeFhP33p3nCpu+Wfm1GPX2p6Xrh+jlBMrjLGWbx/On2JqlBgBSRgiHYzVF99xUYOpt97bXXvD7nmpTI/rIGF80Nrca9d955x356FIl6qekqMN/4GdW7KkbHiFLT7SjdlrL/3syUsXFUOE66hV9+ZAbedXROiDxy8S/Mu/07mFXfxVflICkIkCJTjaPgF1JndzWNRFZPruuuu66kpR9gzJQpU0zjxo1z3h8Fi8q1V0J3aDWAqyE83+DFY489Nrb50MvJZxNeMM9cu2tOkDxx1Q7mk9HxVzkoJQKkyHTJ36BBg5wvp73sv//+XrHCKOZFQLQGDx7sVSC23zOVDnnkkUfKqoBmkMrb5KvTpa66KuqIqq1ZtcKMH3Sr6dFm85wg6de5npk7PR13DAiQGGjchv0l1aLpQ2+99daK7s1SKXTb8b777ssqWZNZFP6aRKtcaLDfIYcckvN3aHCgKvbSky+8ZYvnmNd7nm8evuCn2UFywU/MsEfPM0u/SWaVg6gQIDHQAKzgF1XjD8q9WGFaqXPExRdfnLdUjAoZqjJAUqm8yLnnnptTsUDtdC1atPDKk8DNvBljTf9bG+RcjXRvs5kZ91In74qlEhEgMdAkTZkvqwrPofx9+OGHeWci1CBStV8laeS/SrSosKEqE9ivV5/HuMq9p8Gn7zxtnmz325wgefrqnc309yqvygEBUmS69RFsNNeYAlSOfv36edWX7QOzumQ/+eST9uqxUyl1lVS3X5+6hKsEO6K3auUyM2bA9abbJRvnBMmAO/9iFsz6wN6kSvb2YZY4xfvbUkjddTNfWt064NZV5VGpGk0kpqKM9oH60EMPNWPGjLE3KTr14DvyyCNzXo/mwlBJHMrcFN+Srz83Q7qelXOA13iSEU9dZJZ/W3OVA3vbMEuc4v1tKaRyGJkvrxouUbk0UPTvf/97Ttl4/Vs/j2O+FZVeUVVou8y6Fk0zywlM/L6aMsL0vfmAnAP9o21/bT4Yeq9Zs6bqKgf2NmGWOMX721JG3TuDAwU1uREq37vvvuv1sLMP4Jtvvrk3RXAUxTVtulV69913e6VX7N+rOS9GjRplb4IYqXbW5JHdzGNXbJNzwO/T8U9m+ZL8k1iVKhjCSuarqhDq2pn5Euv2VdzTjKK0nnjiCbPDDjvkHNBVXUDVkqOiIpr5Cm7q5KVHjx5lXWa90qxYvsiM7nul6XrRhlnh8NHwLvaqHgIkxVQCIvNl3m+//eyHkQLqjaVqBPnmom/YsKGZOHGivUloGnR64okn5jyvRpW3a9fOm+MCybRozhTzyv2NvWDofummXpmUfAiQlNJZX7A4orpRIr00B/qZZ56Zc7DXeBLNba7xJWF988033hQB+Wp1nXLKKd7AVZSHhbMnmxVLq64zRoCklEb7Br/Y1BSC6LamrkbtA79GuP/vf/+rtmy82tS6du3qzf9ib6/6aerxh8pCgKSUqrkGv9xARiYIVEsrbBCosnO+4NEYo5qCB+WLAEmp4OAy3QMHbNXdijr55JO9W1G69dWkSZOcx11ufaH8BAMkzBK3+H9jCowbNy7ry05ZdlSnqsZwjeXIV3Orto3vKB92QNS0xC3+35gC1157rf9lV5dNIIyquuMGP0tRdv9F8tkBUdMSt/h/Ywpo+tPMl/6qq66yHwaqlBkQGOz2q265xRqAiGQrZTiEkcxXVcZ0ayF41shUtHDx5ZdfehORqfzN9OnT7YeREgRIynTs2NEPD1U8BQBXBEjK7Lvvvn6AtG3b1n4YAEIjQFLEnrp25MiR9ioAEBoBkiJq6MyER506dbwBYwDgigBJkYMPPtgPkIsuush+GAAKQoCkxIwZM7yS7ZkAGTJkiL0KABSEAEmJu+66yw8PFbtbvXq1vQoAFIQASQn12c8ESIsWLeyHAaBgBEgKzJ49z2yxxZ5mo43qmPXX39S8/PLL9ioAUHEIkAg8/vhQs/32p5pttmlodt75KLNyJaW1AVQ+AiQCLVs+a/bY41qz665tzGWXdbUfBoCKRIDU0sKFy83BB3c1BxzQxVuGDWM6UQDpQIDUUr9+k/zwOOyw7mbFCnpfAUgHAqSWLr30JT9A2rfPnYoUACoVAVILixevMIcc8uPtq8GDp9qrAEDFIkBqYeDAT/zwqF+/m1m2jN5XANKDAKmFyy8f5AfIFVcMsh8GgIpGgDhaunSld9WRCZCXXppirwIAFY0AcfTqq1P98KhX7xGzZAnzVQNIFwLEUbt2g/0AadOG0iUA0ocAcaCxHhrzkQmQ/v0n26sAQMUjQBy8/vp0Pzw0Cv2bb5bbqwBAxSNAHHToMNQPkNatX7QfBoBUIEAKtHLlGnPEET38AOnTZ6K9CgCkAgFSoFGjPvfD46CDHjbz5y+1VwGAVCBACtSx4xt+gLRo0d9+GABSgwApwJo135ujjurpB8hTT31grwIAqUGAFODtt7/ww+PAA7uY2bOX2KsAQGoQIAW45ZYRfoD87W/P2w8DQKoQICHp9tWxxz7uB0jPnuPtVQAgVQiQkMaN+8oPDy1ffLHIXgUAUoUACemOO970w+Pss/vaDwNA6hAgIXz/vTEnnvikHyCPPDLWXgUAUocACeHDD+dk3b6aNm2hvQoApA4BEsI994z2w+OMM3rZDwNAKhEgIZxyytN+gDz44Lv2wwCQSgRIDT7+eH7W7Sv9GwBAgNTohRc+9sNDVyIAgHUIkBrMnbvUnHTSU6Zu3a7m5Zen2A8DQGoRICEtX77K/hEApBoBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcBJ7gAQH5RXCdTtb8Hm09O37kb1KXlH9fgCoFKkPkKOPfswsXbrSXi1HVL8fACpF6gNEywMP1FzfKqrfDwCVggBZu9Sv383MmfOtvWqWqH4/AFSKVAdI8+Z9/f+/7rph9qpZovr9AFApUh0gY8bM8v//oIMeNpMnz7NX90X1+wGgUqQ6QKRt21f8f1944QBr7R/Z2wFA2qU+QKZPX2gOPrir/7MRI2ZYW6xjbwcAaZf6AJFOnUb4Pzv99GfNmjXfB7ZYJ992AJBmJQ0Q16U28j3PggXLzGGHdfd/3qfPxMAW6+TbDgDSjAD5wSOPjPV/nm9wYVXbAUBaESA/0IRRxx//hP/Y/fe/k/V4VdsBQFqVNEAK4bqdrbrn6d9/sv+YBhfOnr3Ef6y67QAgjQiQADWeN23a23+8Q4eh/mPVbQcAaVTWATJz5iLTq9dEc9llg7zeU2oI15XDySc/bW644fW8AwPzPU/Q6NEz/ccPPLCLmTRp3XPUtB0ApE1ZB0jwZ/kWjS5/7LEJgWfJ/zy2Sy4Z6K/TqtW6wYVhtgOANCnrAGnc+Glz883DzWuvTTWffLLALFy43Cxbtsq78lBtq8z6w4f/ODgw3/PYpkxZ4IVPZr033vgs1HYAkCZlHSA1ue++t731W7Z8wf9Z2OfRLbDMeqed9mzo7QAgLSo6QObNW+qtr7aRjLDPM3fuUnPood2y1g+zHQCkRUUHiG5naf0GDbr5PyvkeR588N2c8AizHQCkQUUHyMiRM7z1zzvvef9nhTyPRqNrVDoBAgC5KjZAVq9eY84+e92EUc8/P8n/eaHP07fvRwQIAOQRe4DEpXPndRV2zznnOS9MAADRqsgAefTRcV54HHnko+bzzxfZDwMAIlBxAfLEExO88FDD+fvvz7EfBgBEpKICJBMe9eo9Yt5++wv7YQBAhComQHr2HO+FR926XbNGngMAiqMiAqR793VtHprbfMiQafbDAIAiKPsA6dp13UyCCo/Bg6faDwMAiqSsA6RLlzFeeKjw4auvEh4AEKeyDhB7gF91y/z5S+3NAQC1QIAAAJyUdYAAAEqHAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE7+Hz4tfuJxVUsdAAAAAElFTkSuQmCC)
| Product Number | 3H32-3-4Z |
| Synonyms | 5-Fluoro-1H-pyrazolo[3,4-b]pyridin-3-amine |
| CAS | 1034667-22-5 |
| MDL Number | MFCD15526909 |
| Molecular Formula | C6H5FN4 |
| Molecular Weight | 152.132 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory