![2-Azido-3,7,8-trimethyl-3-H-imidazo[4,5-f]quinoxaline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABBxAAAQcQFnx7/JAAACv3pUWHRtb2xTb3VyY2UAAHichZVtb5swEID/ysmfF+OzDdhVkqpKNWlS2w9rJ+3b5BKaIgWogObl3+8MaRaSDGQS2+d7zi93Pk9vd/kaNmlVZ2UxY8gFg7RIymVWrGbs18v3iWG382lCSqRY1DP23jQfN0Gw3W558p7mblcWPClz1o3f7Oqsp7NVvKxWgRQCg9+PD88tM8mKunFFkhJVZzd1K3woE9e0q/jPFEHuqk1WBJ16kFebztofKfwn+K5esn97WdDYHaHwlq1TeCur3DWwkYLTJ77BKi3SyjXpEl73JFZc097n08f7MvnM06KhpreQJW793FSfCQnycp0mn2SMGj/uZyxHAlxT5ndV5fbgW17sEJwEp8BpcCG4CFwMzoCz4FDQj8aRFJA0kFSQdJCUkLSQ1NCSD9apX8TL/iOlncACnmBxKE+H/64cJazb4nrx7qoVQQKuFYQJngrIAXLGJoJrpGUhR2l8ZZXVQEcSmwg0l8ZaCLmRVkLEwzBGMFyEMgbLpTSGehiFhno61gZQcKPQAkqOxlhCYi2QDMQ6tN6ciCIyrmyoaCoTRn5GobVhsPeLQa61MuBrS2ZocUhT+1oqOj/SjU1bSdtKlYylryOrFVBXCAETSco06USRZTpk6itU2hsNTdj2DUrp+5GKZCenrXu5jbtaW7KjOYbGB0ZwdPR8+loWy5MmZMsZe0XWRsDP9K2WhyBgUFbLtKJ75Q141VNA9gEfMkfg7hqg+oAPsGFA9wEfjsNA2Ad88A4DUR/woT4MxH3AX4xhwPQBf42Gj9VeACiGp/DjPde1l3R4Fjx3d3upj4y8ypx5vEsCI4y6srYRt+OZ37skM8KEF44ZRc6c3+WxESa+CMlR5CwCulQ5wpwFQZdahxkpLu7jKHIeBIfsfRk4wUnKCL7eEWpevDHByQMU0LM7/wuINS4zdWK4NQAANipJREFUeF7t3Qn8VXP+x/EZhuzLINsMyQgPu7HECEn2JCMqIoT0t4x1RqixjJ3BFJKGpKSioSwVabRNJUuRFiKJKKKULfP99/6a83N/p3vPOffzu/t9PR+P+6DfOfcs9/e7533Od/2FAwDA4BfhHwAAkAQBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQICi6999/382ePdv/V6/PP/88vAqAEkSAoKhmzJjhfvnLX7pf/OIXGV8bbLCBa9CgQc1rt912c4ceemjNq0WLFq5Dhw41rwsvvND99a9/rXndeeed7pFHHql5Pfnkk+7ll1+ueU2ZMqUmvAgwIDkCBEXVvHlzHxJt27atFQLt2rWrFRIHHnhgrRDZaqutVgmafL3WX399t95667mDDz44fPhAVSNAUDT9+/f3F+hTTjklvChr33//fa2niFmzZtV6yhgxYkStp5AHH3yw1lNKly5dIgNs44039k9Kr7/+enjXQNUiQFAUixcvdltssYXbcMMN3ccffxxeXHImTJjgA+TII48MLwKqFgGCoujUqZN/+ujevXt4Uclq1aqVP+ZRo0aFFwFViQBBwf3nP/9xq622mtt3333djz/+GF5csqZPn+5+9atfuf3228/997//DS8Gqg4BgoL64Ycf3B577OFWX31199prr4UXl7yOHTv6p5BBgwaFFwFVhwBBQd1xxx3+AvynP/0pvKgszJs3z6299tpuxx139GEIVDMCBAUzd+5c3xz2N7/5jVuyZEl4sdnXX3/tW0eptdWwYcN8Kyv9V//Wz7U8l6688kofgj179gwvAqoKAYKCadmypb/wqiNfXbzxxhu+c+Dxxx+fuD+I1tP6ep/eXxdffPGFb9arbS5btiy8GKgaBAgK4l//+pe/kB933HHhRYmob4f6a2y//fY1oaBmtbvssos74YQT3BVXXOFuvPHGWn099G/9XMu1XmqPd21H29N2LW699Va/nZtuuim8CKgaBAjybunSpW6bbbZx6667btYX7LfeesudeuqpvvWTLti//vWv3bnnnuueeuop35ckG1pf79P7tR1tT9vV9rWfbCxfvtwXxW200UYMfYKqRYAg7y677DJ/sdZde1K6KOtCr+a+eq+GMlHR13fffRde1UTb0fa0XW1f+9H+sgmDXr16+ffq/IBqRIAgr1TfoLt8DYCYtNWSmshuuumm/uK8//77+8rwfNL2tR/tT/tN2kR3xYoVbuedd3ZrrbWW+/DDD8OLgYpHgCBv1EmwcePG/u5+3Lhx4cWr+Pbbb93555/vL+SqpNZ4VYXqsKf9aH/ar/av49DxxFGRmNY/88wzw4uAikeAIG/uv/9+f3E955xzwotWoZZNBx10kF9foaMmv8Wg/Wr/Og4dj44rjtZXx8hs61FQ2/jx4/1wMfXr13f16tXzDR3atGnjfx7Q7yVOknWQG3zSyIsFCxb4CmZdDOIuwhpMcdddd/VffNVDJC3qyhftX8eh49FxxQ32OHr0aL+umgnDRn1qGjVq5AYOHOjrodRIQcERNP0OJAmHJOsgN/ikkRcaDl1f5EcffTS8qBaFSxAeXbt2DS8uKh1PECJxIXjMMcf4dceOHRtehBhTp071c7wsXLgwvMi77rrrav4/STgkWQe5wSeNnBs5cqT/Eh922GHhRbWojiEotiq18AgEIaLjjKoTefPNN31dj9ZDdjS+WNJRmZOEQ5J1kBt80sipb775xu2www6+DHvmzJnhxbUEFeYqLiplQXGWjjdK+/bt/XrPPPNMeBEiqK5j9uzZ4R+nlSQckqyD3OCTRk4Fd+xxTxQq69Z6BxxwgJ9NsJTp+HScOl4ddybqJKngVJFXOQ1TX2xqBh31dJdKv4MkLxQGnzRyZsaMGf4CqieQqAuCKknV30JNZovV2ipbOk4dr447qrPhxRdf7C9gDz/8cHgRMsg2QOIkWQe5wSeNnGnatKn/8qoOJEpQJKR+F+VEx6vjjipyU0XwBhts4IduUXEe4lGEVb74pJETam2lL67GlYqivhKqbFbP73Ir5tHx6rh1/FF9Pq6//nr/WWjkX8RTJXqPHj3CP04rSTgE6wwZMsRPXrbOOuu4ffbZxze3Rm7F/zaAGCrSUX8PFfGo/0cUBYy+4PkeniRfdNxxQan5RzbffHO3ySabuC+//DK8GCFqxtuwYUO3aNGi8CJPgRzIJkDUqEENOdSnpF+/fm7LLbcMrYm6iv9tADHU01xf2gceeCC8qBZVMmtcLA1gWM50/DqPqJGFdUetz6RLly7hRUhDHQl32mknPw6Z+tzooj9hwoScdCRU/crgwYPd7rvvXuvnqLv43wYQQR3nVKSjVkpxRVKaf0Nf7rpOKFVsOn6dh84nE7Xc+t3vfueHsI/ryY6faLw0zd2y2WabuTXXXNPXjbRt29YHSSAcDumEA0cvPQ1OmzYtZS3kQvxvA8hAF0mNsqu7cXWki6MLqubhyNWQ7MWi49d56HyiPP744/7idd5554UXVS09DXTo0MEX8RVqNsevvvrKdevWzTVp0iS8CHVEgBTJ73/f0x1+eB83Z07mSZG0Tim75ZZb/AXy8ssvDy9aheYmr6SLqc5D56PzykQj/O69995ujTXWiO1UWQ0+++yzmvlXjj766IKNtCxLlizxlenILQKkSBQOTz31jjv77Kddpu9RKQeIyv9VPKPmqqo0jqMWSbpwaPjzShAM4x7X0mrEiBF+vdatW4cXVRW1Wttuu+38Z9GpU6eCDJip5tbqv6OGDOrYevDBB4dXQR0RIEUShEOnTkN9kKRTygFy7LHH+ovB008/HV6UVosWLXxdSVQnvHKi89D56LziNGvWzM/HPmnSpPCiqvDCCy/4vjEa8v7uu+8OL86bvn37+tZdG264oR/scs6cOeFVUEcESJEE4TBv3lcrH+cfW3lBWh5ao3QDRC1aFB6q8ExK84dr9r5KovPRecWZPHmyD5C4wSUrkQZJVB3Z+uuv75599tnwYpQ5AqRIUsPhscfedF26vJSy9CelGCAqS9ZFc7311ks8jauKuHQBzSZwyoHOR+eVpAjv5JNP9qE7fPjw8KKKpOl+L7jgAn/OKuZUXw9UHgKkSFLD4ccf/+vOOGOIGz9+Xsoatdf59NOv3auvznfvvvu5mz9/Sc1r2bLCDkQYjPUUV/afSvOi6z1XXnlleFFZ0/novHR+cWbNmuUr0/faa6+CVh4Xw9Kly91RRx3lPxv13I/rXIryRYAUSfjpQsFw4olPuG+++blyMXUdtdjSv+NezZr1cS1a9K95tW//lDv33KE1r/PO+7s766xOvimlXpdddpnvzxC8/vGPf7hHHnmk5jV06FDf+1ovFUeoHHvPPffMqhJ01KhR/mJy++23hxeVNZ2Pzkvnl0QwfH3//v3DiyqGbmpOOqmv+/Wv93ennHIK44FVOAKkSMIBIj17vuruuec/Nf9OXWf06Pf9cr3uvnvCyov9yzWvK68cWSskFBqpIaJQCQLmt789xf3qV+v6C5n19eKLL9YcVxKqaNf74nqqlxudj84raUOCTz75xLdcUwe5Uh/C3uLNNxe45s0f9X9n3buPrvgnLRAgRZMuQL7//kfXtu1gN2vWTy2V0q2TC0uXLvXNcIOXmlgGTxl6DRs2rNZTiJ489HSijli6YF511VXhTUYaMGCAf1+fPn3Ci8qazkfnpfNL6uqrr/bv0ZNeJXnhhdnugAMe8q/nnks2si7KHwFSJJnC4a23PnVnnvkvXy+SaZ1iCYbnUIes+fPnhxdnxBPIz9QreqONNvL1IRovqxKaluqpeJ99evqnDz2FoHoQIEUSFQ533jnePfHEW5HrFEvwNJFNj3LqQH6m8cI0jEdqkeBvf/tbd9ppp7levXqVVY/1775bsfJp9EX/d9q69UBf/4HqQoAUSVQ4qCK9XbsnI9cpFpVr//73v/dt+5Ne7IJWWH/+85/Di8qazkfnlaQVVuC+++7z72nTpo3r3bu3O+OMM1yDBg1qBYqGHVcFtNaNmnekmNRvqUOHIf5v9IILnnVff/1deBVUAQIEWQuG5zjppJPCi9JSnYv6S7Rq1Sq8qKzpfHReOr8kVImu4is9gWjI8lQffPCBn5Tr7LPP9lMCpwaKptE98cQT3T333JNVWOWLWgwed1w/Hx633jrWF7eiOhEgMDn88MP9xXPixInhRWltvfXWbpdddgn/uKzpfHReSWlocgWChtiIozomjearcaPU4z01UBRCxx9/vOveva+bNu2jgl7AFyxY6po0+afbb79ebsAAhkevdgRIgS1atMw31V26NLeP/OoNrZFhU1tR6b/6t36epLd0Nl599dWshufQWETqQ1IpM/TpPHQ+Oq8kgqc2jYtloZFsNdnShRde6CdG0rY23/xwt+eef/cX9Isuen7l7/x1N3Xqp+6HH6LnZQnTk0TSkaG/+OIbd+mlw924cclGIUBlI0AK7JJLXvBfRrW2qgsVZag3uO5Et9pqq1p3qJleWk/r6325KApROb22q8Hy4tx2221+XYVaJdB56Hx0XnHUmU6t1+rVq5e43ijO4sVfuuHDJ/sGF6ee+qTbd98H/d+VXgcd1Nt17vyse+ihKe611z7xld1R9J5yHhkaxUOAFNCoUe/7L6JCxEJ9NtQfQx3RglDQU4CKUjQu0xVXXOFuvPHGWn049G/9XMu1ntYP3qvtaHvarsXs2bMTD8+hkWi1Tw2FUgmCIV2SjLB77bXX+nWjZjCsK1Vijxkz1z/dalgcFTEFgXLggb19B1M1t500ab779tvaowgE4VCuI0OjeAiQAtGYVccc08/fHX7ySbJK14Ba4px66qm+5ZMuRJoNT3MdaE6KxYszFzuko/X1Pr1f29H2tF1t39LiJxieo1+/fuFFtaj5qgZh1FNQ3NS3pU7Hr/PQ+cSdyzvvvOOfPBo1auRn4yuU5ct/cBMmzHM9ekzyTxbq4BcESuPGvVb+3oa5r7766XiCcCjHkaFRXARIgaioQV/CRx+Nn/o1oDkndKHXvBO6SGs2N83HnaspYbUdbS+YJU770f6ymbMjGJ5D8y7EHZdmLtR+sh0KpdTo+HUeSWZiPPTQQ/1TX7HPWU8dkyfP908hehpp1WqAH6BTUsOhnEaGRvERIAUwc+YiX6TQps0gt2JF9B1rQBWmar6pC5VGNFVleD5p+9qP9qf9av9JXXPNNf59ccNzaN50rVfuw7rr+HUecfPAB0OdqJNgKUsNhyQjQwMBAiTP9IU8/fQhvpIzyTAPKuYIioU23nhj9+CDD8bWL+SK9qP9ab/av44jSbGLhudQ6NSvXz+2T0Tz5s39k46KdsqRjlvHr/OIoqe4zTbbzH+Wn35qbzCh+ql0Leus9VbphMMhbmRoIECA5NnAgW/7L9/f/vZKeNEq1LnsoIMO8hfvxo0b+/mci0H71f51HDqecKe3dP7+97/79eMqikeOHOnXa9euXXhRWdBx6/h1HlHUIVDr9eyZ3YVXTa67devm5+9ee+21/TYyvbRc62l9vc8qXThEjQwNBAiQPFKfj0MOedgPMhdUWGby8ccfu1133dVfGFQPkc18G/mg/es4dDw6Lh1fFD2pbLvttn7qUvVZiNK0aVNfLzB27NjwopKm49Vx6/ijjBkzxq+nuqUkT4+qO1LQ7LbbbjXhsNZaa/n3a8yxdC3r9HMt13rBe/R+bSeuLiosXTgUamRolDcCJI+CgebihrfWHX4QHl27dg0vLiodTxAicU8iQZn/RRddFF5Ui6Y3VcsvNf8tl3kxdJw6Xh131PSsWk+flZo3x9WRiIYvUW92fW5qjKCxsdTpcPnyVVtCpaP1tL7ep/drO9qetptUpnAo5ZGhURoIkDxRE0p96dRcMoru3INiq1ILj0AQIjrOqDoRNWnVXfCaa64ZO0z5JZdc4reZ7dwixaLj1PHquKPcfPPNfj31vYmi+eTVQkvramiS6667Ljag4+j92o62p+1q+0nmrY8Kh1IeGRrFR4DkgXr+tmz5uG97P3du9NAdQYW5iotKWVCcpeONEvTQVr+SKOqdrbBRhXSxm7jG0fHpOHW8UVO0KjQ1V4qK8qKGjlHP/U022cR/Tu3bt69TJXs62p62q+1rP3EjBUSFQymPDI3iI0Dy4L77JvsvnCoiowwcONB/yQ844ICSL8rR8ek4dbw67iiq2NUFN65id9q0af6Cq5ZK06dPDy8uCTouHZ+OU8cbReNi6fN55plnwotqqA5DxWAbbLCBHywxn7R97Uf7036BXCNAcmzWrA9co0adVj6BPBI5BpGaearpqy5OxWptlS0dp45Xxx3V2XD8+PG+Evmoo44KL1qFZvPToITbbbed++ijj8KLi0rHo+PS8cXNOqh+MwqPqCHrdRHX56L5PpLUj+SC9qP9ab+ECHKNAMkhtbhRufO6627jxoyJHqwwKBJSv4tyouNNUuQWdLZL0gFSHRC1ri7WcXUnhaLj0PHouOI6SC5ZssRXXKsF2rx5tTvgBVSMpCcBXczfe++98OK80v60X+0/rjgLyAYBkkO6wwvKtaNozCkV8ajnd9xYSqVGx6vj1vFHjZ2loh/duWvdJO69915/l6wL8eTJk8OLC0r713HoeHRccdTqTL/3u+66K7zIU0W26iJUnFSoJ48w7Vf713EkqVjXiAkavw2IQoDkyKJFi3zPYw1QGFcpqgrmpHfnpUjHnaSiPOhMN3jw4PCitP75z3/65q/q26DpXotB+9X+dRw6njiaF0VBqSa+K1akL7IMWltpPvliCuaz1/HEueGGf/uBFYEoBEiOBBfLuCIpDUGhogR1AitnOn6dR9SQGirOUW/pHXfcMXHHSHXCU3GLPsuWLVsWrF5E+9H+tF/tX8cRR09j++yzj38ayzQzo/pjJHkqLZSgdVZcP5GgDxNznSMKAZIDr7zySuKexxrqQ19gjYJbznT8Oo+4oUvUH0LrZTOkh3q9t2jRwr9vww03dLfccktks9i60Ha1fe1H+9N+43rdB1S8pfd07tw5vMhTj3AN+a5+GXFPpYWi49Dx6LiieqzffPMYHyDz5y8JLwJqmANEX5w4SdYpd2reqomaVOQR1UM5oJnpVMwV9eUtBzp+nYfOJ4o6t6nllubPWLZsWXhxJBW5BE8jGqjxpptu8sPH54K2o+1pu8FTRzZFTJqzXHUKel+maXoVmtq2OveVEh1PXKgHTdGnT18YXgTUMF/hk4RDknVEzT7V/FFfZk2+o5ny2rRp439e6nQR0nleeeWV4UWrUL8IratxjCqBzkPnE9ffQ3f4Wk+9tLOloTpuv/12X7+kbajYTE8JvXr1ch988EF49UhaX+/T+4PJubRdbT/p0CGB1q1b+/dH9eVQx8P11luvzj3Mc03Ho+PS8WXSr99UHyAaUQHIJNkVPo0k4ZBkHd0FabY2dU5T3wJ9kRUcQXl0KQt6Hjdo0CBREYvmItc5aUbASqDz0PnovKLod6pWTSo6ieo/EkXbULm9Oilqn8Frm222cccee6y79NJLfXFa6qCD+rd+ruVaL/V92o62l21wyHPPPee3ccQRR4QX1QhuFjRGVSnScen4MoX/s8/O8gHywgvR47ihupmv0Eku7nHrqMhHF9+FC9M/Jpfao39Y0PN46NCh4UVp6c5XFa7Wi2ip0XnofHRecYL+I0lm8YujCu+HH37YtW3b1u2000615nlP99Jyraf19b66VMwrcNQ/RI0D3n333fDiGhpiXfsePnx4eFFJ0HHp+HSc6YwdO9cHiMbBAjKJvsJHiAsHiVunY8eOrnv37uEfl4Wg5/GJJ54YXpSRKi533nnn8I/Lms5H5xVHrbB0EVcT2ST9ELKhAR7Vz0HNi/V0oKcP/Vf/1s+jBoDMVjCo4g033BBeVIuecHSuliecQtBx6fh0nOlMnfqpD5AHH5wSXoQSot/R4Yf3cXPmLA4vqpHPccyir/ARwnd5mV5RVNcxe3b5PSJrBj5VCkf1PA5TEZfuhMt9OtcwnY/OK0kRXtBy66yzzgovKgvqOKmRhhWaUY0g1LxXTygavbiU6fh0nOk6s2oQUF14br99XHgRSoh+R0899Y47++ynXaYGoCUbIHHi1tEdUDZ3h6oEvf76633Ztl6qP0kt89Zjue46g9fMmTN9P4XgFfWlz8aFF17oz02z8CX1xhtv+PckqWwvJzofnZfOLwn1TFfHu7fffju8qKSpeXaTJk18WI4ePTq8uBb9rekziRvupdiC4XTS9eXRBGi68FxzzUvhRSghQTh06jTUB0k6WqdFi/6rvIYMSb9+NqKv8BHiwkHi1sk2QDRURPgJpy4vPUWoDiZ4qR+HeukGL5WZd+jQoeal4gv1vtZFJKrncTqjRo3y+1SLn0qi89F56fySCHqxq5FEOVEPdR23/g7iBOeo1melLGgdp+MN0yRS++774MqbpefCi1BCggCZN+8rP3LA55+vWmRasU8gliKsKVOm1HrKUEug1KcQhUzwhKKXxilKDYHjjz++VkjsvvvutUJEbfvDQZPulW0Fv0Zz1fseeOCB8KKypvPRecWNVpvq6KOP9u8ZN648ikfUyENjSOmVqcFHKg3nXg6/6+B3l2n4+cMO6+NOP31I+McoIanh8Nhjb7ouXVZ9Yiz7ABkyZIjbY489fJNXDf0QFAGoEr1Hjx6pbyk5ammUWgymFlfqq5LN8BwSjEOkaV8rSTCNbTad8FTcpdZbKhIqB7rx0DkmHZ+rXH7Xcb+7Vq0G+InRULpSw0FPjWecMcSNH1+7XrbsA0Tj76g+Qi0/+vXr53vviprxNmzY0A9EmI7qO0pRUO4f1ZM3jCeQ2g477DD/Pt3VB09/mrAqrggx9elS+059+tRQ5alPpzNmzKgV/tkUlwZ0s6MiS4Vd3DA1gUp5AtF86Ice+nD4xygh4XB4993P3YknPuFnkgyE18ml+BTIIJsACegLrJFZVWwU0EVYzTvVLFY9ZBUyEyZMKOmOhJbhOagD+Zla/Wj4F71PfSpSixCDMakK8dKNTOq+wwF2yimn+Ho69VqPGro+TOGl7ZdzHYj86U/Pu3326emHdkfxvP32Z74u6qabVh3gM104aCbUe+75T82/062TKwW7QgdfWt1xhqcGVVm4moNqWAk1k1TdiO4+FSSlKvjyaSiTJGiF9TP1/dF7OnXqFF60CoV16lPEa6+9VuspI1wHppZxqU8pF198ca2nGN2YpIaEilbjAkx/k1GdBsN0nHpfObfCkm7dXvYXny++yDwPPPJHTan/8peR/negV2ooBNKFw/ff/7jy+jnYzZr1U4fldOvkSsECRNR/Qj1fy6XsO4qelIKRVpP0LKcfyE800q0u0ltssYVbvDhz56dS8dhjj/nzU9+PpMdbCf1A5JZbnnc77fQX9957pTGScLVYtGiZf9rYf/9e/uJ//vnD/FNIOpnC4a23PvVFkKoXybROLhQ0QETTf6oyvRJoYD7dwSUdnqOae6IHVCykz0x1YeVCdXE65sMPPzxxw4ly74kut9/e06233g5u/PjizhBZLZYu/c716DFpZbD39hf9du2ejB3MMioc7rxzvB+KJmqduipIgOhRee7cuX7Y665du0b+0ZYT9QPJZniOah4LS1TJrQtx8+bNw4tK3mmnneaPPelIyuU+Fpbcf//9fp1sG0ggO999t8I3wVWzaV3s1fJNg1gmabMRFQ6qSFcIRa1TVwUJkL59+/rWViq60ACEGsW2UgQj0p555pnhRauo1tF4RXe8qttS2Gbb96cUqAHIH/7wB3++SUYgKPfReEUjZGsdDUCJeNkOPKnipaFDZ7rjjuvnL/LNmz+68jN/e+VTbvoixVJUkACpdI0bN/bDc8S11KnW+UDk6quv9utm2wGzlHz22We+1Zh+10lGYC7n+UDkxRdf9L+zO+64I7wIafzxj0+Ef5TRK6/MdSefPMgHx8EHP+wHrVy27PvwamnpyUKjJZdC6zgCJAfUV0BfNPVyj1NtMxLK9OnTfUsmdb4s9/PWGF56ktZAmhrpN0o5z0gowQ2P+t8gXpIAefPNBX7gQwVH48a9VobzOLd4cbJWbgqMJ5+c7o48sq9//5gxc8OrFBwBkiPB3CBjx44NL6ql2uZEV+e7Qw45xLdkyqavSClT/YH6hmiSqqgpdst5TnRRvZ5+x6XeHLmYXn75/ZWfz1D/+sMfetf8vybkSvXee1+4Sy8d7i/8GmPs2mtHZTXf/MiR7/mRAfT+pk0fcX36vOGLwIqNAMkR3Y2qQjmu6aba3Ovio4Eby5mOX+eRqQ9BQOXnugidfvrp4UVlTUPw6Lz222+/yJZWmvVQ62k0hlKg49Dx6LjiqJOs1v3jH/8YXoQ00j2BLFiwdOUT32gfGrr4q0Ng0D8jiUmT5q/8nT3l33vggb3dvfdO9CMllwoCJIeCL2emoSECGtFX62XqAVzqgp7WOo8oGqJm00039UVdqj+oNMGw/ieffHLkMCfqsKj1Mo05VSjBGF06nqTU6KFp06bhHyON1ADRRV4d/w444CF/8e/QYYibMuXjlLWjzZy5yF1wwbP+vfvt18tdf/2/Vz49JutrVUgESA7pblwDLe66664ZO2eJKtv1tKK5MaLWK0U6Xh23jj+u0YAmjtIFS/1lKpGacQcjC19zzTXhxTVUFKQRGDTSc1y9Sb5ov9q/jiNJk/OA5rJPHXoImaW2wurc+aeLv0LlpZeStzr96KOv3NVXv+SHkNH7L798+MrrSrIOrMVAgOSYhs7QBUXDakQJhpHQXOHlJJjbPK5cfMyYCb7eQ01fo+7Oy51GV9ANQ716m7rBg18KL66hPjAq8tP4W++99154cV5pf9qv9q/jyIbCQyGC7Iwb96EbNmxm4pZSmsfj1lvH+op1Bcc55zzjpxUudQRIjmm+CN3pqYI1avRXdcJT8Y4GZVQny3Kg49Tx6rijOkOqHXuzZpevXG/vVcY9q0Rz537k9tzzrJVf/FvdG29krlTXTYVCVRfzQj2JaD/an/Ybd1OTjoqvVIyFn+jinss5yNV0V4MfNmnyT/++U04Z5MOnXBAgeRAMfRHXwS7oqKVRYL//Plkb8GLR8ek4dbw67ii9e7/mvwx33PFseFHFmjr1E1/erYtLVOsaXcT1JKCbjMcfz+9cG9q+9qP9WcJDTjrpJP87TzrqdKXT33Uu5iDXgIcDBkzzfy9aX1PMquVWKbSsygYBkgdLly51m2++uS9v1vAtUc4///xERULFFhS56XijqAxXzRn1hUidk6AaaPgJlV23bj3Qj2uUiYqR9Lehz1MNL3LdxFfbCxp0aD/ZFlulCn7v2dSbVLIgHOLmIM9EofPcc7P990PrNWvWx/XvP80HSjkiQPIkGLK8S5cu4UW1qJhLTX+1rsYJK0U6Lh2fjjOqWE7UTFFfjFLo5FQMKo7Q+f/f/z0beTepC3LQOkv9MtS5r6491vV+bUfb03a1/bpc+BcsWOBnENW2Sn1yrEIJwsEyB7mKpjTMuparyOr++ye7r7/OfKNRDgiQPFGRj8Z+Wnfddf0Q5lH0xVdFbCmGSBAeOr64C9yIEe/5L8cVV4wIL6oqmpdan8Mtt6w6AVCY+mOoklqfsf5WNEbViBEjIvuWpNJ6Wl/v0/u1HW0vST+PTNThU02TNXqAtqeXWt3paSTub6DSpYZD0jnI1aT3vPOG+p9riHb9XaQLnnJEgOSRyqD15UsycZJCJggRfVGTDhueL9p/UHyh44oLQd1JHXVUX39nVYrt1QtJo6tqLgZdMB5/PL4RgXqEa1gRjU0VXLBVca3Omhpv7MYbb6w1aZb+rZ9rudYL3qP3aztxPczTUTDcfffdfnTpYHsa401BNHHiRP//+ln9+vX94KjVKjUcks5Brrk5FBwKGz25VBICJI/UfHXvvfd2a6yxhp8TPo6+xEFxlr6wxWqdpf0GFwwdT5K7TjVB1BdH5bn4qVmmyrnVAzmbVjUaf0pDrGvKA032FFzM0720XOtp/SQDWqYzadIkP5J0sC8Nsqh6rvAMk+r/o+Hdg+IxzWmf5G+6HKkVoYYOSXcjFA6HQs9BXmoIkDxT8YK+cK1btw4vSkt1DEHFuprMqt9FofpRaD/an/ar/es44uo8RLOl6UJ56qlPRpb7VxtdXDTSql6zZ2du9hxFnVPV83/YsGH+6UP/1b/1cyu1qNKTim5ugjDS1L733XefbwASRfUi7dq18+9Rp1mFV5K/kXIQVHAff/zjPgRURxGWLhwKOQd5qSFACqBZs2a+Hb7u9pIaNGiQ72+hL6p6fud72BNtX/vR/rRf7T8JBYaCQwGSadrNaqanD302mvOh2OXe6pNzwQUX+Ka9+j2r+EuttcaPHx9eNdbIkSP9SMzazg477OCHfi9nKoYKKrg1I+B99012y5evWoycLhwKOQd5qSFACmDy5Mk+QPTYnw111lM9hCow9UVVmbdGwbWUcaej7Wh72q62H1SURnUSDFORlb4wKsJCemrvr89I4yGpfqSQtL+nn57gmjY9ruZpQxd8zfGhscrqQk8e1157bU1lu8ZGy3WT5HxT/URqBffNN0dXcGcKh0LNQV5qCJACUasWfcksU5xqzCl9OdUhTNvQ4IS60GtGwMWLM/eITUfr6316v7aj7Wm72n7c2FZhKiNWpbkqz8u9OWK+BXVEV131YsYOaLmk/jgqVlFHtZ13vsbVr7+/H1VXRaq5NmPGjJomySr+VJPfQhW7Ws2d+6X7859H+t+J+u7o9/Lhh/EV3FHhUIg5yEsNAVIgs2bN8pXpe+21l/nLpXJvzb+h5sHB3aSebHbZZRd3wgknuCuuuCJtix39XMu1ntYP3qvtaHvW8nQ119WXRc13EU13psHoqtlOfZqU9qH5KdQXJxiMT30VevWasjLs4xtC1FWfPn3cZptt5v+2NGpBoYZrycbChcvc3/72ih/hVp/P+ecPc9OnLwyvllFUOBRiDvJSQ4AUkJrz6svVv3//8KKsqZWMhkrRLIhbbbVVTShEvbSe1tf7wq1ssqV5CvRF0cUKyah3+mWXDXfPP5/bOeE/+2yZnxJVYRHcUev3Mnr0+wVv1KDiz44dO/oblTXWqOeuu66XW768+MP0LFnynevRY5IfJUGf0WmnPekmTvwovBqyRIAUkPpSqLOX7vxzPfbV119/7Ztypmuxo59reS7py6eKw6hxn5CZLmJ1HZRvwoR5/ikwuJtu3vxRX2xVCr8TzczZuHEr16jRJb4Bwb///UF4lYJQHdCjj77pZ/HTZ3TCCY+74cPfDa+W0ccfL3Xdur3s+3uoeS9qI0AK7Oqrr/ZPAxrqBNVLFzPLoHxffvmN69v3TX8h1HK9OnZ82o/DVWrjKf3ww4qVNzKv19z1a24LzdBXCHryevrpGe6YY/rVhOugQW8nDgF9znfdNaFmQigVdSV9bzUhQApMgyuqmawGW4xrc18subg7RrTg80s6KJ8aKehOOLigHXLIw+6228b5ubZLnZ6ILr74eX/canTRr9/UvBat6WlHA1pqf+qD89BDU9I2yU1H9RgaTVqfr96v7agoEOkRIEVw1113+acQDXxXiqx3x0gu+PySDsqneUZUt6Gye/1uynGkY83MF9TTqPhTTV9z6fXXP3FnnfW0376CVq2iFi/+JrxaWpr4afDgt90RR/T179eTi55g8hl0lYAAKQK1n992223d+uuvX5JzhWd7d4zspX5+SQflSxcy5UYTKN1xxzjfuVIvDSwYNfR9ErrI/+UvPzXJ1Ta7dn3Z110kpTqRVq0G+PerrqRPnzcK3l+nXBEgRaJKbj2FXHTRReFFRZft3TGyl/r5JR2Ur5K8885C1779U/4cddefTcV22Lff/uDHHbvkkhf88DFJqSFIcAwHHtjbde8+0bfWQnIESJFocDqNcqu+IRrxdM6cOb4/RvCy9hXJBcvdMbIT/vyqcVA+Baf6xAT1DZpDJXW0Wv0sH3VxCq/OnX/qk6MWbDfe+G/fFBrZI0CK6Lbbblulr0aml4q8GjRoUPM65JBDfO/f5s1bujZtbvEVrH/9688vDfCW+lJ57tChM2tekyfPd6+++vMrtZKx2u+OCyHd51etg/Lp4h0UQanuQnUZon/nsi5O4aSboaCTpZpAf/BB5nBCPAKkSPQEotne1OGqbdu2vke4Ohp26NCh5nX00Uf7kAheO++8c60Q0RDc9erVd9ttd5b/QtTldc45z9Qcm/6dqhrvjvMt3edXzYPyiQae1JNB0DM8OP+61sWpCFZ1LRrrSuufe+5QN21abivwqxUBUiT33nuvf7Lo3LlzeJGZvihqMhm89CVJfcpQOXPqU4gqC4MnlNReuem+lNV6d5wvmT6/ah2UL53g/K11cWr6rCHZ1XRY6ymcs5mbBfEIkCKYP3++H1J7yy239P1CSk26L2W13x3nWtTnV42D8qWTev7Z1MXpb1WjRDdr1scvVwX7s8/OylgMBjsCpAg0uZSePjTlbSlK96UU7o5zJ+rzq8ZB+dJJPf9s6uL0tKyfqwJeQ+mXWg/9SkKAFNhzzz3nw+OII44ILyoZ6b6UAe6OUSjhv7GkdXFqtaW56NXnBPlFgBTQ8uXLXcOGDX3l97vv2tu951u6L2WAu2MUSrq/MeriSgsBUkBXXXWVf/q44YYbwosAhKQLB+riSgsBUiCa7U9Tf6opbq6mpAUqWaZwoC6udBAgBaBe5U2aNPF9PkaPHh1eDCCNqHCgLq40ECAF0Lt3b190pc6BAJKJCgfq4koDAZJnCxcudJtssol/6f8BoFIQIHmmpw49fegpBAAqCQGSR6rvUL2H6j+KObouAOQDAZInammlFldqeaUWWABQaQiQPFFfDxVdqe8HAFQiAiQP1Mtcvc2322473/scACoRAZIHRx55pH/60LhXAFCpCJAcGzBggA8PjbgLAJWMAMkhze2hOT4014fm/ACASkaA5JBmF9TTh2YbBIBKR4DkyMSJE91qq63m5znXfOcAUOkIkBxYsWKF22uvvdzqq6/uXn311fBiAKhIBEgO3HXXXb7o6qKLLgovAoCKRYDU0bx589z666/vtt56a/fVV1+FFwNAxSJA6qhVq1b+6WPQoEHhRQBQ0QiQOvjwww99eBxzzDHhRQBQ8QiQOnriiSfc4sWLwz8GgIpHgAAATCoyQFSsFCfJOjJ+/Hhfz1G/fn1Xr149t/3227s2bdr4nwNANUt2FS0zScIhyTo9e/Z0jRo1cgMHDnSff/65H1lXwdGyZctE7weASlaRV8EkF/e4daZOneoaNGiQcR7z6667LvwjAKgq0VfRMhUXDhK3TseOHV337t3DPwYA/E/0VbRMxYWDxK2juo7Zs2eHfwwA+J/oq2iZUjgkeUVZa6213Lfffhv+MQDgf6KvomUqLhwkbh0CBACiRV9Fy1RcOEjcOhRhAUC06KtomYoLB4lbR5XoPXr0CP8YAPA/0VfRMhUXDhKsM2TIELfHHnu4ddZZx08GNXr0aP9zNeNt2LChW7RoUerbalx//fXhHwFAVYm/0pahbAKkffv2bubMmb6TYL9+/fyc5gF1JNxpp538SLtffPGFX2fChAl0JAQAR4DUUIX54MGD3e67717r5+PGjXMnnHCC22yzzdyaa67p60batm3rgwQAqln8lbYKBM16N9lkEzdt2rTwYgBAGgTI/2g2wW7durkmTZqEFwEA0iBAUixZssRXpgMA4lV9gJx77rlu7ty57ssvv3Rdu3Z1Bx98cHgVAEAaVR8gffv29c11N9xwQz817Zw5c8KrAADSqPoAAQDYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAACT/wfrrZ00sGVG/QAAAABJRU5ErkJggg==)
| Product Number | 3H42-1-07 |
| Synonyms | 2-AZIDO-7,8-DIMEIQX |
| CAS | 210100-59-7 |
| MDL Number | MFCD00269918 |
| Molecular Formula | C12H11N7 |
| Molecular Weight | 253.269 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory