![Imidazo[1,2-a]pyrazine-6-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABnvAAAZ7wE1IBEyAAACC3pUWHRtb2xTb3VyY2UAAHichZRZi9swEID/yqDnRqcPOcRZQpZCYbeF7hb6VhRbyRpia7G9Of59R87ROEm94GOub2TNjDx52JVr2Ni6KVyVEkE5AVtlLi+qVUp+vX4dafIwnWQYhIFVk5K3tn0fM7bdbmn2ZkuzcxXNXEkO/vGuKXoxW0VdvWKSc8F+Pz+9dMyoqJrWVJlFqinGTWd8cplpu6/4zxKsNPWmqNghnJX15pDtj+T+4nTX5OTfXubomyEKy2JtYenq0rSwkZzixb/Ayla2Nq3NYbFHs6IB7n06eX502UdpqxZFn6HIzPqlrT8yNJRubbMPTIbCt8eUlAIB07pyVtdmD17yZiPASDAKTAAmBBOBicFoMAkYwfFGv5BY57X1C73u321KfsAc/D2H75dPLJBMSURDJUIIqUhifXopqqNAgEQfD0CgMYphhNuL4gRGqMdKnPWj+xh8QAnsMbekPJYaAxTHl49XsYS+9ayFSZSgpgPUsF5ax5grEp2mtNRHDcvCznWZThauyi9EKPKULHB5H/LTLht5rBkBV+e2xjH0CXzoJSD7gK/wGZD3AHUDBMMrBH3Ad+8MzO4BYR/wvR4Goj7gJ2MYiPuAn6NhQPcBP3XDQNIHuhkdJrz/ahefItfd7o7BJ8xVw0/HZpBRNy28j7CLmWSnc43izZlnFz8Ehr/B6V90JInaOm2hVQAAODJJREFUeF7t3Qe4FOX99vFETBQ1ghFJLIkRozEaC/mrqNEYO6gIxI5iixU1diOaYMVYMIpdsYFYELEhYAWB2EuAWBEFNCoiCkoQBc3z7j37zjjznLb723JmZ7+f65oLOPPszs4cZu6dedr3HAAABt/zfwAAQCEIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQGCTHnvvffc66+/7v8YQAUQIMiEr776yvXr1899//vfd9/73vdc9+7d3Zw5c/xiAMqIAEHNGzFihFtrrbWC4Igv7dq1cwMHDnSLFy/2XwKgDAgQ1KzJkye7P/zhD4nQWHbZZYPgiP9s3XXXdQ8//LD/cgAlIkBQcz755BN31FFHuTZt2kQhoUdXBx10kPvggw/cwoULXf/+/V3btm0TQbLLLru4N954w387AEYECGqGHkVdfvnlrn379olg2GKLLdxzzz3nF3czZ850++yzT6LsD37wA3fiiSe6efPm+cUBFCnTAfJ//3dDtIwfP8Nf3UBYFukzduxYt9566yXCYPXVV3dDhw71izYwYcIE17lz58RrO3To4K6//nr3zTff+MUBFKhuAqRnz7ty32C/9YskECDp89Zbb7ldd901cfFXPcdZZ53l/vvf//rFm/Ttt9+6wYMHu1VWWSXxXhtttFHuy8V4vziAAtRFgOy99z3Bn8OGTfGLJBAg6TF//nx38sknB4+c4hf8vfbay7377rt+8YLpfU855RT3wx/+MPG+e+65Z0nvC9SjugiQp59+L/jzD3+4NXcBWeQXixAgrU93CjfeeGODO4WNN964rHcKurPZbbfdEttYZpllgjubBQsW+MUBNKIuAkSOP35M8PeLL/6nV+o7BEjrUl3FJptskrioV7qu4pFHHmlQt7Laaqu5IUOGuP/9739+cQAxdRMg7747z22++eBg0d8bQ4C0DrWW2nvvvRMX8Wq2lgpbd6200kqJz9ClS5dGW3cByKubABHdfejfuhtpjF8elaVK8L/97W9BpXj8wt21a1f35ptv+sUrrqX+JQCS6ipAPv/8K7fddrcFP3vmmfdjJfP88qic22+/3a2xxhqJ4FCP8dGjR/tFq27KlCkNerivsMIK7oILLnBfffW1XxyoW3UVIHLHHVODn6ll1rffJp9xN1Ye5fXCCy+4LbfcMnFxVsfAyy67LHVjVt17772JMbbatFnWbbLJHm7MmBf9okBdqrsAWbLkW9er193Bz0eMeC2xrrHyKI8PP/zQHXLIIdFoufkLcht3xBFHpHrUXI3yqzsP3YEsv/xabrXVurv11uvnjjxylJs27VO/OFBX6i5AZMKEmcHPd9hhiFuw4LtHEk2Vh93XX3/tLrzwQvejH/0ocdfx+9//3v3rX//yi6eWArBv3/Pd2msf5Tp3vjL4f7LZZje6AQMmunnzmm4aDmRZXQaI9O07Olh3xRXPRj9rrvzChYvdZZc946655gX32mvp/cacJvfdd5/r1KlTIjh+8YtfuOHDh/tFa8aUKe+7gw++P/q/okX9i/RoVHe3QD2p2wCZPv3T4BvkFlsMdu+//3nws+bKDx/+auKisfvud7h//OPZ3Lfoj/yide/f//6323777RPBsfzyy7vzzjvPLVpU+9/W1T3k4Yffcl273p74P7HnnsODTqtAvajbABE9ftD60057LPh3c+Xfemtu7qI4JHHBCBddSC66aJJ78cUPGlTM15O5c+fm7uz6uqWXXjoRHgceeGAupBu2eqt1uivVHemWW96U+P/w5z+PdbNmzfeLA5lT1wHy2WeL3Lbb3hqUefnlD1ss//XX3wT1J2efPT54bOEHiZYddxyS+6Y9wT377Pt180hjyZIl7sorr3Q//vGPE8Gx2WabuWeeecYvnjkffPBF8CUk/v9Ad7aXX/5soo4NyJq6DhAZOnRKUOaAA0YWVD6kcFBInH/+hCA0/CDRopBR2Ch0FD5Z9Nhjj7lf//rXieBYddVV3a233lp3Q4G89NIHbr/9RjT4QnH//W/U9Z0psqvuA0RDvPfocVfipC+WLg56fKXHWP5z8XDZZptb3JlnPukef/wdt2jREv8tas7bb7/tunfvnggODUbYr18/98UXX/jF64b+L4wc+XrQwi/++99//3uDu1wgS+o+QGTcuBklBYhPFeuqYFdFux8kWrba6ubgkcfo0dOC5+i15PPPP8999tMaDIfes2dP98477/jFK0JDjvzzn/90N9xwQzA0u/qXaM4Q9R5XJ0W19NKf+rdG3NX6U089NRjlV4/UVFdTaV988XXQaq9Ll8GJ3/0ZZzzuPvyQ0X6RDZkOkDRQk9+rr34+mNDKDxItqoBVpeuDD74ZDLWSVhpm/eabb3Y/+clPEsHxm9/8xj355JN+8bKaNm1aMCKvpqfV6Lzx7VsX7Ufv3r3dTTfd5GbMmOFvsmxmzJgXjQQd/wJx3XUvZuJOFPWNAKmit9/+NPet+aVogit/0UjBxxzzsBs+/AU3Z07lR6Et1KRJk3Kf7/8SF+CVV17ZXXPNNRUbZv3VV191p59+uvv5z3/e4OLf1KJBGXX3ES7+II3NLb/85S/dOeecU7EwmTRpVjQCQrh06zbMjRnztl8UqBmZCxD1Ctaz5rS3gFIzz5tvfiVReR8uv/zlca5jx23dDjvs6gYNGtRqTWBnzZrl9t9//8SFVk10jz/+ePfZZ5/5xUumiZy0v35YxZe11147+EwDBgxwI0aMCAY+/PLLL/23Sli4cKGbPHmyu+eee4K+KPvtt18QMP57h8u2224bzLVe7rG59H/y9tunRC3/wkWdWv1K9vj68eNnJNY1JiwLVFOmAkTPnffYI/+oaNCg2pnHQc1A1Rrs0EMfcBtvPNCtuWYf167dRomLmp7pX3LJJVWZdlUX5LPPPtstt9xyic+w0047uddff90vXjKF0bnnntugGbAWDbTYp0+foFWXAq2cpk+fHtSL7Lvvvg32VYtCRo/ONBxLOan5uFrvqSNreOGfM2dhokw8QPT4U409mkOAoDVkKkBUQRmeSKrArEWzZ3+euzMZ5XbZZR+31FJLNbioaencuXPuAnR+RebMuPPOOxs8NlpnnXXcQw895BctmeYD0RSyK664YmJ7mkxq9913D+4YNJhhNeiz3HLLLcHdh3+8f/aznwV1JeVulqzOqf36PeFuu63hmGDh/+PwceewYVP8IgkECFpDZgJEbe3Dk0itn3Q3Uutmz54dfEPecccdg4uqf2HTsv7667v+/fsHj2hK8dJLL7mtt9468d66sOuup9zfwGXkyJHBhdnf3l/+8pdgv1uTKu0PPfTQBsd8q622CoZpqYbw/7KGRtGf6lM0f37Tw8AQIGgNmQgQtXTZeuubgxNIFdGTJ2dvfKpPP/00eIyjZqnqb+EHiRbVD5xxxhnu+eef91/eJF2sDzvssMTdjv6un1XiQq5K6m7duiU+t6aSVQV2JepVSqHHhRpuPh4k+ruOcaXvjOKBELbi0oyaTSFA0BpqPkDUw1udtMITaPDgl/0imaOOesOGDXN77rlno8/utegx1EknnRS0oGrs0YvuKi6++OIGj490F6K7kUrQXUe7du2ibWluEAVVNfpllEJ3Hbr7iB8nVfRrLvdKiQfCu+/OC74YadHfG0OAoDXUfIBceunT0clzxBEPNWjNUg7quKYhOzTe07HHHut69OgRdFLTRUUVrfpT/9bPtV7lVF6vqzS1MFJrJPVp0KRHfpBo0dAixxxzjBs3blzQ7Fb1GWq26geO6j8qQWGlllvx7W288cbu6aef9oumlkJYHRd1txTugyr9KzUFrx8IuvvQv3U30hi/PFANNR0gEyfOcptumj9xNFLuxx//1y9iouabjzzyiDv55JPdBhts0OCCXMyi1+t99H7lbhbq02MVhcPBBx+cuNDFF79iXncwenzUUlNYq48//jgYVDHcnu461CtcAzDWovfee8916dIlcTz//ve/+8VK5geCOplut91twc+eeaZhs26/PFANNRsgavYYH2/oqadm+EWKpiaqurj5va0bW/QsPN5pza9wbWzR++r9K9EU1qew0l3Q4Ycf7jp27Njgs2hRfwpdECtFdQhqwRVuT50PR40a5RerOTq2xx13XOJYaniXcmosEDRplX6mlln+nXZj5YFKq8kA0clz9NGjopNGgxiWQs/8VTntX2C1aCpWDRqo1kgPPvhgi01ntV7lVF6v86dyDRdtr1J1DT4NQzJ+/Pig+W+4fT1mqyS1CtOjs3B7G220UUXDqjWos2H8i8ORRx4ZHOtyaCwQ1BEx7M0+YsRriXWNlQcqrSYDRD24wxNm331HmIdK14iyqrfwL+56tq1vmBMnTiz5sZNer/fR+zXWUU7b1+eoBlWah9vVYISVovBQB8BwW5r/fP78bE6wpDuqtm3bRvv6pz/9yS9i0lQgaGoA/Vx33/G5RpoqD1RSzQXI1KkfRyOcalC6d94pvumnnr9feOGFDcZK2mSTTdxdd91VsSaael+9v7YT364+hz5PpesFqhEgemwVv/Po1atXJqaxbc5TTz2VuNNUr/pSNRcIGvpE66644tnoZ82VByqlpgJE37i6d78zOlk070Kx3nrrrQYX8A033DBoYlpN2p626weYPl+lVDpAVGEeb92lId4rNdhi2uguM/6FRH12StFcIEyf/mkwDIpmPXz//c+DnzVXHqiUmgoQDfsQnijhPObFuP/++xP9HpZffnk3cODAVrvIabvavj5H+Jn0+fQ5K6GSAaKmuptvvnn0/hoSJOt3Hr7hw4dHrdxUN6JQsWopEAYMmJg4D1oqD1RCzQSI5ssIT5Lddruj6Lkz1FRVTUjjF7hqDExYCH2O+BhM+pz6vOVWyQCJ9/NQH4+s1nm05NJLL42Og/rWWHvXtxQIGpAxHNVXo0+3VB6ohJoIkJkzvxuqRLfumvGvUOoAdsIJJ0QntZY09kPQ59Hnin9Ofe7GepFbVSpA7r333uh91VQ3a62tihUfAn+vvfbyVxekkEDQCM4qE58SAKim1AeIWlj17v3dCaIJmQqli6/6QYQns6Zhvfvuu/1iqaLPF58uVp+/XCFSiQDR2FZhiyvdOWWhn0epNO3vWmutFR1rjeRbrEICQUO89+iRnOkSqKbUB4iGZQ9PjsMPf7BBB6rmaNC78CRWj2v1Bq8F+pzxMa60H+VQiQCJD4yoOyjkae51Tb6l46JRAYod1qbQQBg3bgYBglaT6gDRNKDhUCUaxmH27AV+kSZpIqB4eJRSodka9HnjIaL9KVW5A0QtycL3U71HqX1msqZfv37R8TnqqKP81UDNS22AfPzxfLf11pdG36z0TatQEyZMiL79tWnTxj3wwAN+kZqgz63Pr/3Q/mi/SlHOANEETOF8Hmp5VEsDI1aLjtEaa6wR/T985ZVX/CJATUtlgGg4iF69jstdoPZxv/rVaW7AgKf8Ik1Sq5f4REVXXXWVX6Sm6POH+6L9srbqkXIGiGYSDN+rXL2vs0gjHIfHSSM2A1mSygDR6KZLL72CW3HFDXIn3TFu0aLCH4388Y9/jE7YAw880F9dk7Qf4T5p/6zKFSAKsbA/jeX5fr353e9+Fx33Z5/9rvc4UOtSFyDPPfdcNEBd27bLuddeK7xndrw5aadOnYLWMFmg/dD+hPum/bQoV4BoqI7wfSrRXyVrxo4dGx0vDe0CZEWqAsS/UF577bV+kSZpPos111wzeF0Wn8lrf8JeztpPy/wd5QiQBQsWRINC6i6klEdq9USNDML/my2N6AzUilQFiGbVs35TO/vss6PXHnroof7qTNB+hfuo/S1WOQJk0KBB0XuUq3lxPdAUxOFx69u3r7+6YFOmzA5Go54/v76GiUE6pSZANPhceIKpsvjTTz/1izRJ34LD0VA15/bs2bP9Ipmg/QrnFNf+FvvtvxwBornA9Xo9Zszqca4EjTQQjlLcoUMH00gI6k8azkp44YWlzYEDlEMqAkQj0Ibzeau5Y7HNVS+44ILownjeeef5qzNF+xfuq/a7GKUGyKuvvhq9fvfdd/dXowUnnnhidPwsc6lrQqmwWbtlMFGg3Fo9QDSK629/+9voxOrfv79fpFmqCwinbFUIFfutvNZo/8Kw1X4XUxdSaoCcfvrp0evvuecefzVa8Pzzz0fHz9JCkABB2rR6gJx88snRSbX11lsXPbR6/Nmy3qsexI+Z9r9QpQaIRpfVa9V0t1KTbmVdOF+KHkEW23OfAEHatGqAjBkzJhpiXRelWbNm+UVaFI7FpPeZNm2avzqTtJ/hcdP+F6qUANE2w9f26dPHX40CnXLKKdFx1HhZxSBAkDatFiAfffRR9OhJi6Vvg2bAC4cs6dKli78607S/2m/tv45DIUoJkPjYYqXOtlfPHnrooeg4qsNsMQgQpE2rBIiGJ99pp52iE+nII4/0ixRk8ODB0XtceeWV/upM0/6G+67jUIgrrrjNtW/fOViee+5f/upm7bPPPtH2LHeKyJs3b17Un6dr167+6mYRIEibVgmQ+Dfh9ddfv6iK4LgDDjggep+0zC5YLdrfcN91HApxww2Puk6djgqWl16a7q9uVni3uPbaa/urUKTOnTsHx1L1IBr3rVAECNKm6gHywgsvRBMmLbvssm7q1Kl+kYKtttpqwfuoZ3Y9Cnve6zgUYsiQydEFaPLkwmd1nDNnTtFhhabpjjs8njNnzvRXN4kAQdpUNUC++OKL4BtsePJcffXVfpGCTZ8+PXqfgw8+2F9dF7Tf4THQ8WiJNUA0N0m4nfPPP99fjSLF501//PHH/dVNIkCQNlUNkPiosj169PBXFyVeGVlKENUy7Xd4DHQ8WmINkHhdE/0/Sqd5XsLjWcx4bwQI0qZqATJkyJDopNEkO3PnzvWLFGXgwIHR+z32WH2eTNrv8BjoeLTEGiCaqjbczpQpU/zVKNLrr78eHU/1Ti8UAYK0qUqAqA9BOFaVhioZP368X6Ro1ufIWaL9Do9BIS3ZrAESb6yQlSHyW5NmKgyP53777eevbhIBgrSpeIBoqJJNN900OmH++te/+kVMunfvHryfmkQW05IlS7TfYZNQHY+WWANkjz32iI61mmCjNDqG4VTFxYwpRoAgbSoeIJruNAyPrbbayjQKaWM0PajeU3c29Sy8sytkulRrgGy33XYc6zILZ3Qs5PcWIkCQNhUNkPh80BoAsJyPmsJhxQttwppVYVNmHY+WWAMkvIOs92NdTquvvnrBv7cQAYK0qWiAXHXVVVGArLzyykXN8dESdUDU+2pwunoWDs6n49ESa4BwrMuvmN9biABB2lQ0QGT77bePQqRnz57+ajPuQPK4A6lN3IEgCyoeIGq1E+88WEy79+ZQB5JHHUhtog4EWVDxABFNpKMpUHXCtG3b1v373//2ixSNVlit0wqrXo91OdEKC1lRlQCRiy66KLoL2WCDDcwDKIbi/UBmzJjhr64L2u/wGNAPpHbQDwRZUbUA0TfXHXfcMTpxjj76aL9IUS677LLovR599FF/dV3QfofHQMejJdYAifdEnzx5sr8aRXrttdei43nSSSf5q5tEgCBtqhYg8uGHHyYmkbrvvvv8IgUbNWpU9D71NhdIKD4niI5HS6wBctNNN0XbGT58uL8aRbr//vuj43ndddf5q5tEgCBtqhogMnr06MQ0tu+9955fpCCW+TCyptj5UKwBotkLw+2ce+65/moU6ZJLLomO5xNPPOGvbtKSJd+4ddc9JViOO+42fzVQdVUPENEAcuEJtM0227hvvvnGL1KQn//858F7qElkPQqbguo4FMIaIJ988kn0++rdu7e/GkU6/PDDo+NZzBeoxYuXuA4dtgmWQw45y18NVF2rBMhXX30Vzcqm5ZxzzvGLFCQ+H8abb77pr8407W+474XOh2INEFl11VWDbf3iF7/wV6FIG264YXAs27VrV9TYYosXL3Zt2iwbLHvtta+/Gqi6VgkQ0QVQw5voRFKTxkmTJvlFWhQfIl6tvOpJvFWbjkMhSgmQ/fffP9peIZNXoXG6mwsf4e62227+6mYpQMLfwR//+Ed/NVB1rRYgcsstt0QnxM9+9jP32Wef+UWaNW/evGBaXL1eTYPrifZX+63913EoRCkBEq9Iv/HGG/3VKJAajoTHUTMTFoMAQdq0aoCI2sGXclLstdde0etfeuklf3UmaT/Dfdb+F6qUAIn3Odlnn3381SjQ8ccfHx3HF154wV/dLAIEadPqATJ//ny31lprRSfG9ddf7xdp1oMPPhi9tk+fPv7qTNJ+hvus/S9UKQEi66yzTrDN5ZdfPpjfHsVRXyjNxqljqBaIxTYeIUCQNq0eIPLss88mhjp59dVX/SJN0kkYjmy69NJLu3feeccvkinaP+2n9lf7XcxFqNQAUWOH8AJ26623+qvRgnHjxkXH74gjjvBXt4gAQdqkIkDkwgsvjE6O3/zmN27RokV+kSYNHjy4pBOzlmj/wn3VfhfjnnteiwJk2rTih9ZXX5OwAnjbbbf1V6MF8cnVnnrqKX91iwgQpE1qAkS39/Gh3/v27esXaZKmzVUlvF6nFl0vv/yyXyQTtF/hIHzaX+13MRYuXOwuu+yZ4E7ESsGh7StINNc9CqPxr9q3bx8cO/XbKab5bogAQdqkJkDkgw8+cKusskp0kmjIh0INGzYsel2XLl0yN2qs9kf7Fe6j9rc1xJtOH3roof5qNOHyyy+PjtuZZ57pry4IAYK0SVWAiMZ0Ch+T/PjHP3bvv/++X6RJ4RwhWnTCZkn8AlTMHBLlpouYOhPqc6jeqpAhVOqdjllYea5m1xoTzoIAQdqkLkDkz3/+c3Si6JFJoXcTGuV0mWWWCV73wx/+sOhmkmml/dD+aL+0f9rP1nTDDTdEv5+s1zmVw8033xwdr6OOOspfXTACBGmTygDRUCebbLJJdLKcd955fpEmDRo0KHpdp06dyjoPe2vQ59d+hPuk/Wtt8Ton3YVMnTrVL4L/T/PehHdspbYSJECQNqkMEHnjjTeC/gbhiacRYQvVq1ev6ETbaqut3MKFC/0iNUGfW58/3BftV1rEW7797ne/M1UK14P+/ftHx+mQQw7xVxeFAEHapDZAJD58xpprrlnwkB0qt95660Wv1ZhDS5Ys8Yulmj6vPne4D9qfQve/GhQYCo7w8+mxFpI0Zlg41I4GTpw9e7ZfpCgECNIm1QEiGjYjPGmKGbZj1qxZUcWlFs09XSt3Ivqc+rzhZ9d+aH/SRnPbhx1AS5nbJYsUsDvvvHP0OyzHo0cCBGmT+gDRUCfhM2QtxQzkpx7taskVvlaPg9JeJ6LPF39spc9fTM98CTsLahk/foa/uoGwrMUZZ5wRfVY1My62b0pWxSeN2mijjcpyB0yA1Ci1VDzrLOc239y5jh1d7luXc6uskv+3mnQXUi+W+50HS6GKLW9U+S2UwTPPPBMN37Hccsu5119/3S/SJF18w4mXtGjcrRdffNEvlgr6XPFxwfS5iw0PiQdIz5535S48zbdiKyVA1OBh0003jT7zcccd5xepO/GhefQIq1zzyBMgNUatR/v1ywdGeEFvbNH63BexoHxTwrKFKra8UeW3UCYXXHBBdPLoG10xQ53o8U+8TkRNYtWvIi0Vv/oc+jxhU10t+rzWx1ZhIOy99z3Bn8OGTfGLJJQSIKKReuN3ekOHDvWL1A3N9xG/Y7722mv9ImYESA3RtWXPPfMX8e9/XxPqODdmjHMff6xfpHNz5jg3dqxzmuFT61VO5Zu6JhUbCMWWN6r8FspEfUG222676AQq9puuKqB79uwZvV6LHrm09rAn2n68h7kWfc5SKszDQHj66feCP//wh1vd/PlNB26pASKa636ppZYKPr++fT/88MN+kczTcCWbbbZZ9Hssps6uEARIDRkwIH8Bb9fOuccf99cmPfGEcyuumC+v1zVG67QUqtjyRpXfQhn95z//cR06dAhOIPVWL2Yo85AqM+Pf9DW2lDrDVbtHtban7YZjW2nR5ypHZWs8EI4/fkzw94svbroZdDkCROIDYmpUZcuAgbVKF/dddtkl2n8NCKr6u3IiQGpE7i7ULbdc/gI+apS/tnEqp/J6nV7vKzYQii1vVPktlJlCIxzqZOWVVw5CpVjqyR0f9kSL6lg0z0al70j0/tpOWKcTLvo85ephHg+Ed9+d5zbffHCw6O+NKVeAyGmnnRbt04q5b1UTJ070i2SOLuzx1oJqcm75f9kSAqRGXHJJ/uLdrZu/pnldu+Zfp9f79HMthSq2vFHlt1ABenwVv/AWOtSJ7/bbb0809Q2X9ddf3/39738P5m0vB72P3k/v629L29fnKCc/EHT3oX/rbqQxfvlSHXnkkdH+qRJ5+PDhfpHMWLBgQaK5ru6Q1Qm2EgiQGpG7E839kpy7+25/TfPuuiv/OgWJTz/XUqhiyxtVfgsVoAp0VaSHJ5Mq2K3U7FS9qsNJqfxFLaEOPPBAd+WVV7qxY8cGFcbN0XqVU3m9Lt4CLL5oe9puJZq9+oHw+edfue22uy342TPPNByc0i9fKgV6fO4L1Y0UO/93LZgzZ06izkPhUckWfqqgD7elLyNIqdyXwtwvybmZM/01zdO1Ra/T6336uWWpsMpvoULUlFdNenUy6XGQmvqWQjP76fGYKj7D3sPNLXrGr9Y24aJ/+2X8Re+r99d2iplJsFiNBcIdd0wNfqaWWd9+m2zp0Vj5cjj33HMT+7///vvnwuxzv1hNeu6554JHVeG+6e/lumP1KZD1ZaNjx46J46n+QpUMLBjlzvPcL0gDoflrmqfyel3uWtKAfm5ZKqzyW6ggdSoMTyZdxMtVaakWULfddps7+OCDg8l//CAoZtHr9T56v1JaVhWjsUBYsuRb16vX3cHPR4xI1rU0Vr5ctN9hnwgt6ueifhK1Sk2u1Ukwvk+qMNdcNpWgOqTOnTs3+H8VLrq707wsH31U/BTFqJBKBkihii1vVPktVJi+0YcnkyoyK0GPpTRPyWWXXeaOPvpo161bt6DuZcsttwyCS3/q3/q51qucyrf0uKtSmgqECRNmBj/fYYchbsGC7x6dNVW+XHQRjAex7hg1qZKavdYSjW0Vr+/Qov9/5friEjdz5ky37777Jral0DrhhBOC1m3bbLNNYp0aLFx00UUVeSSKIq2+ev7iXYlHWIUqtrxR5bdQYfpWH3+UoAEY68HUqR+7W275l/vXvxp+82wuEPr2HR2su+KK7+4CmitfLvo9xcNeixoQ3HHHHX7R1NGQ7BpVN5xrRoseR5azk2BI46BpW/4jUTUR9ivn77777sT/fS1rr722e+CBBxLlUGW5LxnBxbvYSnSV1+tUCe/Tz7UUqtjyRpXfQhVoqPewWayGgPdPtCxQB9WXX/7QDRz4tNt11zuii/4229xSVJ3G9Omfus02u9FtscVg9/77+fqI5sqXmwJeAy/GL3oa1XeMeummjL7NazKoeM9yLWrAUa7hSeI0TXE4z0q4rLvuus12ylS4qa4prA8Mlx122ME0DA7K4OKL8xfvXXf11zRPzX71OprxVp8mnQpPHk1GpTGaat0333zrnn/+P27AgIm5LzW3Rxf6+HLQQQ3njW8pEPR+Wn/aaY8F/26pfLnNnTs3aOob70SpZeONNw7uSMox8GApdBegoWX8Jt4akl0dPcv9+VQRHh9AM9zWwIEDg6a7hdDUz7179068h75UHXvssakfQDRzNEyJ6jE0REmhX4xGj85f8PU6vd6ndVoKVWx5o8pvoUrUUkXT34Ynj6bFrUUa+FBDkJx77lNu++2HNAgMLWqSq/WTJs0KKsd9LQXCZ58tyh2rW4MyuqtprrwelQ0a9Fxw51Jur7zySoMOnVpWXXXV4Fn/888/77+kYlQ5Pm7cOHfYYYcFF2//QqzJoEqdz8Onim9VgIdDwGjR3w8//HD3scZMMnj66acTg1tq0ThlV111VdmDD83I3RUGF/D27V3uP5a/Nmn8+Hw5lT//fH9tntZpKVSx5Y0qv4Uq0rewcFA/9VZXRXYt+OqrJbn/YzPc3/42zv3+9/kLu7/stNPQ4M5BdyS6M2lOc4EQGjp0SlDmgANGNlu+e/c7g3V67HXhhZOaHVPLSq2yNNti/EIaLnqmf8opp7iHHnqo7JXV+mY+cuTIoGOqf7ehRXUeahRRyjS0jdGjMVV4/+hHP0psTxXjCtVSKQxvueUW99Of/jTx/htssIF7vKVxmVCY557TZEXONVUPps7NPXvmL+K5/9e5E825Rx7J313orlLDlTz6qHN9+uTXq5zKN9UpWuu1FKrY8kaV30KV3X///dEJs8oqq1SseWWpvvxySe7/z3R3xhmPu623vrlBYGjp1m2Yu+SSp4O7BL+eoznNBUJIdzo9etyV2F5jzjrryUQZ3f3ceee/WwwxC/Wj0CMX/d78i7kWfSlQk9ajjjoqeLyjymIN/9JSyyOtV32A/m+oQ6O+4W+44YYN3j9cVA+hVmKVaBqrz6xQjG9PFeGqEC+3L774wv3lL39JjP2mpUePHkGLMhjoenLQQd+NoKuL/4IFfqk89fU67bSWh3PP3eEG5ZrrGxaWLVSx5Y0qv4VW0Ldv3+hk2X777c1DnZSbms4+/PBb7uSTH3VbbnlTg8DQom/8emQ0ZYr9cUlzgRCnu56WAkSV96NGveW6dk3Wwey11/DcnUPDXu3loEctqlRXT341ivAv8E0tKhvv3FnMa9u3bx8ES6UGgFSAqWI7vk1VfKsCXBXhlaSwUGjEt61QUbgoZFAA1alqpNwVVkhe/HN3zi1SWGtekM02c65Dh3xg6M9NN83PA1JImIfbK1Sx5Y0qv4VWoKFO1LkrPFk0SmxrmTdvUe5b5xvuuONGBy2f/MDQog5+1177onvjjUZG4UyJhQsXu2uueaFB8J144lg3a1Z5Hy3FqRJZowxoLLGuXbs2eOxjXdRvQnPO645EldiV+pKhx2S6q/IHzzzggAOCR67V9MQTTwSPseKfQ4+59LgrLXPjpNLIkc516pQMjtwXFDdihF+y7mQyQETf+MK29OqAVc3ezx99NMcNHfqo+9Of7gjqDvzA0LLffiPcjTe+7N555zP/5an2n/98HrTeiu+LglH9SuKdEytJE209+uijuUC7JhdgJwYV3DvttFNQIb/FFlsEdx/6U//Wz7X+pJNOCvptPPbYY1W5cOsuShXX8Ym2tKiCWxXdrUWf6+qrr270c6k5PGKmTnVuu+2SwaE7EFV0Z6CVZzlkNkDk+uuvj04QDaFR7krYOF3U/vGPfwQVoW3b/jT3zW4Xt956f0lcaPv0uS/o/Bf2v6hlL774gdt33xGJ/VNFv+62iqmvySJVVPsjL6ftm77ujNR4wL8zUlPg9957zy9eX+bOde7oo51r0+a74FCdhyq8KzBMfy3LdICIhr0OT4799tvPX10SPVvWo5XNN988cRK2abOsW3nlLdzaax/tDjvs/mAgww8/bKKirYYpKO6997UGzY179x7pXnml/BXQaff222+7PfbYI/F/Ie11DbpT33HHHROfuVp1M6mjZs5XXOHcSisl7zq6dFFTQb80XB0EyGeffZbo3atvgaVQqx+dXPHh5JPh0SaYevfGG+90s2fX1uMpKw0Xf+mlT+fOs2QdT79+T2QyOH0aYfj000+v6dZOah3mT2mg8csq0TosldTEdr31ksGx2mrODRnS9DzlyH6AyKRJk6JezyussELRw26rbf5f//pX96tf/apBYGjRhUNjFWmYDs0RUa9mzJjnjj02P9ZWuGy11c3u+utfdIsWZa8TW9jf4ic/+Uni/4MqqlVhXWvC/ilqYBDfHz2WrfRMna1m2jTndtstGRzLLOPcmWc23TwXkboIEDnnnHOiE0J9CVoa6kQtfzQ9q+pO/MDQosH09LhiSO4bSrWGaa8VEyfOioaODxeN3zV27Nt+0ZqlCufGenyrgrrWe3yrx31jPeQ1SZi1h3zqqD701FNd7ttfMjw00+O77/ql0YS6CRBN4BQfAlutd+LUjHPChAnBECiN9UrWon4FGjL+zjvvrLmhyKtNQ6yot3s4ZEq4HHbYg+6112r3Lk0VzI2NOaUK6ayNOaXmzRroMr6vGuZFTZ8LHaMrddRce/Bg5zp2TAbHhhu2POQIGqibABGd/OFIsOrVrOEx9KhBA/v5jyHCRbfz6tB233331V+lYhl8+umX7rzzJiSaM+vv/fs/4ubMqVyruHLT7153sf6ot6qAVr1YlmmAS3+U4HXWWadmhgqKTJzoXOfOyeBQh77rrmu+FziaVFcBIgqC8CRobOwlLSuvvHJwCz969OgWh8lAYd588xN3+OEPRiGy7rqn5C5CvdzAgdek/hjfddddDWamVIWzpiauFxqh+Oyzz24wT4km2NL00mn235kz3aJ9900Gh4YXOeEEtbLxi6MIdRcgoua8fmionb7GWNIdSa0/w04zjf+1885X5y7I+7t27TbK3QkuFVyM0zgJkiqOmfkvSf2dGpspUY9+1eIxTRR61/bv787Nhd6z8fDQhE0ZnDOoNdRlgKjZZceOHYPRVg866KCg7iMtHbzqwaJFi92llw5xK62UfCyix0FpmARJFcWqMPYrkXVXWu4h3WuVpin+7W9/m/j96c5dvf1V39jawsduS+c+V8/cMji3zFlnHQ3s5hdFCeoyQJAOTVVIt9YkSKoYVgWxPx+IKpJVoYwkNTxR03V9GYsfL410rLlVWkNjk3N1zv0+x+V+r/+r1Yr/FCNA0OrS0CRWFcKqGI5/Bn2DrYU521ubhgg69dRTG3Sk1CgQ5Z5LpSmVmJwLLSNAkAqtNQmSKoBVERzfpiqKVWGsZ+go3LRp09zuu++eOJZ6TKy5VRZUqFNec50fyzE5F5pHgCBVqjUJkip8VfGrCuD4dtTAQhXFsNNIyb/+9a8Tx1XTFN92221lrWus5uRcaBwBglSq1CRIquBVRa8qfOPvrQphVQyjPPTocdCgQVG/q3DRwKOlTq3QmpNzIYkAQarp8VW5JkF68sknG0xlqwpgVQRXakKpejd37txgXvn4sPHqxNunTx/3nyKHRm9qci41xKjGHC9oiABB6pU6CZIqcnv16pV4re5mVPGrJt2ovKlTpwajVMd/BwqCnj17BjOINke/fzWr9h9rtvbkXCBAUEOa+wba2CRIqrhVBa4qcuPlVdGrCl9U38iRI12nTp0Svw/VW4xoYnrYct6BovwIENScliZB0oVFFbaquI2XUcWuKnjRujQS9iabbJL43WjZdttt3eTJk4MympzLrwPToiFlSqkDQ3kRIKhZjU2CpG+n/s9UkasK3Wr1KUHLNEBp+PtRnUj4d83bo3DxH1eFd516DIb0IEBQ05rqBxBedI455pigIhfpEg8QNW7YYostGvz+tISTc2kiOAIkfQgQZIJ6ImuulvDCs/HGGwcVt0ineICoJ7sMHTo0Gi5f/XPiIxEQIOlEgCBTxowZ467T/A5ItcYCRHS3eP7557uZM2fGShMgaUWAAKi6pgKkKQRIOhEgAKqOAMkGAgRA1REg2UCAAKg6AiQbCBAAVUeAZAMBAqDqCJBsIEAAVB0Bkg0ECICqI0CygQABUHUESDYQIACqjgDJBgIEQNURINlAgACoOgIkGwgQAFVHgGQDAQKg6giQbCBAAFQdAZINBAiAqiNAsoEAAVB1BEg2ECAAqo4AyQYCBEDVESDZQIAAqDoCJBsIEABVR4BkAwECoOoIkGwgQABU3UW5ANkpFwha/ltAgOyRCxCVPZUASRUCBEDVTcwFyK25QNDydQEBMiwXICo7lgBJFQIEQNUtyQXIV7lA0OIKCJCvcgGisosJkFQhQABUXy5AnMKjwABxuQAJyhIgqUKAAKg+AiQTCBAA1UeAZAIBAqD6CJBMIEAAVB8BkgkECIDqI0AygQABUH0ESCYQIACqjwDJBAIEQPURIJlAgACoPgIkEwgQANVHgGQCAQKg+giQTCBAAFQfAZIJBAiA6iNAMoEAAVB9BEgmECAAqo8AyQQCBED1ESCZQIAAqD4CJBMIEADVR4BkAgECoPoIkEwgQABU3xFH5AOhTRvnFi3y1za0yir58rvu6q9BKyJAAFTfW285t8cezl17rb+mcXffnQ+PF17w16AVESAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAHQut5917mzznJu882d69jRuR/8IN9xUP8+80zn3nnHfwVSggAB0Dq+/da5fv3ygREOa9LYovVnnJEvj1QhQABU3//+59yee+YD4vvfd27//Z0bM8a5jz92bvFi5+bMcW7sWOd6986vVzmV1+uQGgQIgOobMCAfCu3aOff44/7apCeecG7FFfPl9TqkBgECoLo++cS55ZbLB8KoUf7axqmcyut1ej1SgQABUF2XXJIPg27d/DXN69o1/zq9HqlAgACorl12yQeBRtgtxl135V+nIEEqECAAqmuNNfJBMHOmv6Z5M2bkX6fXIxUIEADVteyy+SD48kt/TfNUXq9r29Zfg1ZCgACoLgIkMwgQANW1+uo8wsoIAgRAde28s60SXeX1OlXCIxUIEADVdfHF+SDQHOfFULNfmvGmCgECoLo0TInqMTREiYYvKcTo0d/Vf+j1SAUCBED1nXtuPhDat3du3Dh/bdL48flyKn/++f5atCICBED1aWTdnj3zobDUUs4dcIBzjzySv7vQYIoaruTRR53r0ye/XuVUnhF5U4UAAdA6vvnGudNOa3k496WXzpdTeaQKAQKgdU2fnp8XZLPNnOvQIR8Y+nPTTfPzgGg9UokAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJv8PcnoJ6Hfn0qYAAAAASUVORK5CYII=)
| Product Number | 4H56-1-GU |
| Purity | 97 % |
| CAS | 788819-82-9 |
| MDL Number | MFCD19441125 |
| Molecular Formula | C7H5N3O2 |
| Molecular Weight | 163.136 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory