![7-(2-Chloropropyl)-8-[(2-hydroxyethyl)amino]-1,3-dimethyl-2,3,6,7-tetrahydro-1H-purine-2,6-dione](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABIjAAASIwE6F+ykAAACo3pUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi/EDYKiSVFWrSZPaTVpbae8ml7gtUoAKaB6+/f4ObRoIA4XkjP3/2b7cnT2/3OVr2tiqzspi4QnGPbJFWq6y4mXhPT58n8Xe5XKeQgRhUS+816Z5u/D97XbL0lebm11ZsLTMvXb8YldnHc1WsbJ68SXnwv9zd3t/YGZZUTemSC2oOruoD523ZWqawy7+s4Sfm2qTFX4r9/Nq0872V3L3cLarV96XL9cYuwJKz9na0nNZ5aahjeQMD/9GL7awlWnsip726FYsgO/L+d1Nmb7ntmjQdDNkqVnfN9V7io68XNv0HZOh8eNm4eUCgGnK/KqqzJ5cy3UbQUaSUWQCMiGZiIwmE5NJyAiOL8YFBAIKAYmARkAkoBKQCegkdFIgFmvrNvOwf7PwiPBZ4+fnx/eafp21nb3G/yoXnoSrgSLJophLCpiIo5AEi4JEo1PIMMKbhIZmnCmRRDRDAsTOgpHOKqYS2A+1YmFymCmRKvk0EZOhjkhjDB5137rKFvdoj73NIqwgsXLIRKhjmgUsVgBhuVDK7SAMYu12pLiMvyx2puDG0SqWaOwJHvAwSpwNFXQIs9IS/mmtZb8XMNftZHFwagOm4vbdjSO6/jG8y/lTWaxOmpStFt4TYuQkv+1zLT9C71FZrWyFanITOOkpILuAS5RxQJ0BwTgQdAGXhONA2AVcyh6BqyEg6gIuwcdX0F3AlcM4EHcBVzzjQNIFDqU2TrjxnhdCjPst+tE+VPIE0wt4W/kTTC/m7Ukx4U4wwIQT6/Qi355ER0YOMtEAoyfW6cW/Pekm/IkHmGRinV4WtCfpuD+SDzATeSDFWcVMIgNpMMz4J+eM/3nloHl2Hfknd5WPG3r5DxfUOukATW1zAAA6ZElEQVR4Xu3dCZwUxd3/cQ8QgYACCkFF0KhBIyIqoImggKLGEIM+GjDeDwoq8QCPqH9ElHgFFUxUDkEkgoqiHBFDRMUzapDDA4KIi8h9yX1D/fdb8/QyWztnzewyM/15v179Wphfz0zP7Gx9p7urqvcyAAB42Mu9AQCAVBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAMrZ9+3YzfPhwc+6555p69eqZypUr258nn3yy6dGjh5kxY0ap9ffaay+7xJOsjtzAbwhARhYvXmxatGhR0ujHW6LFui1asjpyA78hAN62bdtm9zLU2B922GFm4MCBpqioyGzdutWsWLHCTJs2zfTv3980bdq01P2SBUSyOnIDvyEA3gYPHmwb+kaNGplly5a55biSBUSyOnIDvyEA3tq2bWsb+hEjRrilhJIFRLI6cgO/IQDe6tSpYxv6pUuXuqWEgoBItiC38RsC4K1SpUq2oVcvrHS4QRFvQW7jNwTAW6Z7IPEkqyM38BsC4K1Nmza2oeccSDjxGwLgbdCgQbahP+KII8zy5cvdclzJAsKtT5482bRr187UqFHD1K9f31x55ZVp7/Ug++L/BgEgCY33aNasmW3sGzRoYANl/vz5dnzIypUrzfTp082AAQPMiSeeWOp+bkC43Lr2dMaMGWMWLVpk1q1bZ/r06WN7gGHPiv8bBIAULFy4sGQwYaIlWqzboiWrr1+/3lSrVs29GRUs/m8IAFKkPY5hw4aZ9u3bm7p169q5sPRTwdKzZ08zc+bMUusnC4hE9Q0bNpiHHnrInH/++W4JFSz2bwgAclAQLAqnuXPnumVUMAIEQF5Zu3at6d27t2nVqpVbQgUjQADkHYVI9erV3ZtRwQgQADmvY8eOdmbfzZs3mwULFpju3btzDiQHECAAct748eNN8+bNTdWqVW134a5du5pVq1a5q6GCESAAsuraa6+11wVB4SNAAGSN9grUS0qDC1H4CBAAWaPR5woQd+Q5ChMBAiBrCJBwIUAAZA0BEi4ECICsIUDChQABkDUESLgQIACyhgAJFwIEQNYQIOFCgADIGgIkXAgQAFlDgIQLAQIga1atWmNq1TrJtG7d2S2hABEgALJmzZrN5uSTB5nOnV91SyhABAiArCFAwoUAAZA1BEi4ECAAsoYACRcCBEDWECDhQoAAyBoCJFwIEABZQ4CECwECIGsIkHAhQABkDQESLgQIgKwhQMKFAAGQNTt27DS/+c1I06vXO24JBYgAAZBV27fvdG9CgSJAAABeCBAAgBcCBADghQABkBH1utIyYMAnbskK6ohhzRpjevc25oQTjKlePbI0aWJMr17G/Piju3bOIUAAZCQIiJYth5j588s2egRIHLNmGXP44cWt8F6xF9W0Tg4jQABkJAgILd27v+GWCZBYNm405uijI0HRtKkxb75pzPr1xmzYYMykScboksCqaR2tm6MIEAAZCQLij3+caH9OmVIUs44o/ftHAuLYYyPB4dJtjRtH1hkwwK3mDAIEQEaCgCgq+tG0aDHEdOgwymzduqNMHVFat46Ew0svuZXdXnwxss4ZZ7iVnEGAAMhIdED06/eR/feQIZ/HrOP/1K4dCYdly9zKbkuWRNapU8et5AwCBEBGogNi7dotpm3b580vfzm0uP2LHJohQGKoVCkSDtu3u5Xdtm2LrKN1cxQBAiAjbkCMHv21/f8dd7wVsw6T2h7I0qXsgQAobG5A7Ny5y1xyySv2tk8/XVimHhpffmlM377GrF7tVjgHAuSzoFFj8FvmYr1XQXBcfPHomPWCtnKlMddfv/sw1bhx7hq7e2Edd1yk665Lt6lGLywg9wSNGoPfMhfvverRY1JJLVa94Oh8xpNPGlOrVqTh188nnjBm1y53zUhAHHVUZL2TToqM/dBtGvPx1luR21RjHAiQe6IbNga/pWb9+q1m1Kgvzbx5pQ/JxHuvFixYa049dUiZ+rJlG8xtt00yr78+2x7uKgj/+ldkTIca/X33NaZrV2NWrHDXKk2jzBs0iNwn1qIaI9GB3BM0agx+S06N/Nixs83ZZ4+w78nDD39Qqp7ovdIhQrc+e/YK07z5YHvbpZeOMdOmLYm6R5755htjOnTY3eifeaYxM2e6a8Wn+a7uvTcy/1W1apHl+OOZCwvIZUGjxuC3xNS4q5HXe3HKKYNM797vFrdrm93V0vbVV8vM1VePLXmf77prslm8OMaI7Fy1dq0xt99uzH77RYLjiCOMeTV8l/ElQBBK0QHB4Ley1JirUQ/eh6uuet02+tn2xhvfmPPOe8E+h8aODBz4H7N5c4KxEXvazp3GDB1qTL16keD4yU8iPa22bHHXDAUCBKEUHRAMfttNjbcacb0Xev1q3NXIl6dNm7abp5/+jznttGftc/761yPNxIlz3dX2vA8+2H1ye++9jbniCmMWLXLXik9jPp5+Ona33jxFgCCU3IBg8JsmhJ1rG2+9bjXmatTVuFeURYvWmTvvfKvkvdchrq+/Xu6uVuGWff+9mdqp0+7zHC1bGvNJ7O7fMW3dasyjjxpTs2bk/s88466RtwgQhJIbEKkMflNj+s03q0rdVgjUSF9zzbiS16wQVWO+p3z++WLTufOrdlt0sr1Pnylm5cqK78q6ceNG07t3b3NgtWqmR3HDv+CQQ4x5/vnY3XLjGT9+97TtlSsbc/PN+iC5a+UtAgShFCsgkg1+0wlk3aZv6X/5y0e2ocvnbqhqlNU4Bz2i1GhPnZrGIZlypPd1zJhZ5qyznrfb1qrVMDN8+HSzbdtOd9VyMWrUKHP44YcXt/t7mSpVqpin77nHbI817Xo86n579tm791rat1f3M3etvEeAIJRiBYQkGvymgOnSZZztjRTU27f/u/nzn9+3tR07KqZxy9TWrdvMs8++b1q3fs6+hnbtnreNdS6G4bp1W81jj31sB3xqWy+44MUyXa6zaerUqeb000+3waHloosuMt999527Wnw6v3HTTZG9DQWH9j4mTHDXKhgECEIpVkBIvMFv0Vas2GheeeVr063bBNsFOFhXJ+L1jf7DD7+vsG/K6Ro7dqz5xS9OMw0adCpulAfbxlmNdK7TbAHBmB0t11//DzNnzkJ3NW9Lly4111xzjdlnn31scJxwwgnm3XffdVeLb8eOyAlyTXyo4DjgAFO8mxqZUbeAESAIpUQBEWvwWzwaEzFu3H9t4xYdPPp236vXO+add4rMli0VdyI6nq+++sqcddZZJd+sL774puJv1pmfoN5R3HDOmjXLvP3222b48OF2GThwYMm/dbvqWi8bPvpogbnwwpdN48Z3mXr1Wpkbb7zRrFrlf15q69at5pFHHjE1a9a078tBBx1ktz+t7S1+jXbwn4KjOICKd1MTz7JbQAgQIEs01cc//jHHHgYLusFqOf30obZ30T//ObdCezWJGlc1spUqVbIN5M9//nMzceJEd7WULVq0yLzwwgv223rjxo3NvvvuWxJKiRatp/V1P91fj+Nr+/adZvDgfxQHyNH2sWvXrm3++te/Ft+e3ns7btw4c9RRR9nHqFy5srnllluKvxCkMfp73jxjOnbcfZ6jVSuNvHTXKmgECFAOFBSTJn1rB+MpQIIwUffYW2/9p3n99f+YNWvKr6eTGlM1qmpc1UAeeOCB5rHHHjPbPA6prF271jz77LPmjDPOKBMM9erVs7dfddVV5p577jH33XdfyaL/63bVtZ57X92ux9Xj+1ixYoW57rrrSkLsuOOOM29pIsIkvv76a3P22WeXbMc555xjZqdxgnvT+vXmq7vuMqZKlUhwNGyYeFr2AkaAIDS+/36N3ROYO9f/kIcPHcJ6990ie0jrjDMiJ64bNrzM1Kx5uGnfvr1tRJcvz/xwUkCN6C9+8QvbOKpxvfbaa21jmy6dF7jtttvMT37yk5LGVj2Trr/+evPKK6+YlZq2PA1aX/fT/YMeTlr0+HoePZ+PGTNmlAq33/72t8W/47IDEVevXm3++Mc/luyNHXPMMcV7jP9wV4tr165d9rDcIfXrm5uK7z9X81b16VNQ3XLTRYAgFDTPVTC2YE+OctbJ9Q8+mGduueUxc/DBdUsaPTX0bdq0MU899ZT34Z1vv/3WXHDBBaW+4U+fPt1dLan1xd+wb7/9drP//vvbx9FP7UmkdVI5BXo8PW708+h59fw+Ro8ebRo1amQfa7/99jN33HGH3bvR+Qy9r3Xq1LG1Aw44wPTr1y+tvbGPP/7YtGjRouS9/dOll5oNCxa4q4UOAYJQePTRyHxX1103IWe6q+owk04yd+vWzfz0pz8taZz23ntv25VUh5zmz5/v3q2Mdes0gvtO22jq/mpE1Zj60B7CYYcdZh9HewY9e/Y0S5aU72y5enw9T7Cno+fXdvjYvHmzeeCBB0z16tXtY+kQ3qGHHloS0l26dElrb2/hwoXmsssus78TPcYpp5xiPvzwQ3e10CJAUPDee2++Hbuhbra6FkUu0uGR999/39x8882mQYMGJWGipXnz5ubBBx8sc1hG9xk2bFhJ+KjRVOOpRjRdGzZssHsDwXN26tTJe0/Il55Pzxtsg7ZH2+UjaPiDx6pRo4Z9r1Kl9/D+++8vCSK9x7q/3nPsRoCgoCkwNFBOAaIgyYS+uerbZ6zuqro9nW+2yXzyySd2r+LII48sFSYan9CnTx/z3HPP2W/Duk3fjtVYqtH08d///teegNZj6dv6v3RxpD1Izx/sNWi7tH2+Xn75ZdvzLHj/Lr30UnuoLxH3UJh+D9rLQ1kECAqWDlV17TrBHrp65JH0DzssW7bMhsTFF19sxwdEN+TxFq2n9XU/3T8bdB6jV69ethus+3w6Lq/j874+/fTTktem3kjZDMFMaDu0PcF7qu30FZz8rl+/vn08DRaM1alA73P0yXidT0oWNmFHgKBgDR06zYZHp06vlLpYVDL6Bnz++efbsQFBY6Jvok2bNrXhcPfdd5fqrqr/63bVg/MQWnR/PU42v9Gru2nQBbVt27YZHVKZPHlyyXkHjYHI5LHKg7ZH26Xt03ZqezOhk/PBnkX04UCFiXqqBd2B1YMtle7AIEBQoGbOXGqnGfnVr4aa775LbXDYe++9Z883BAFw8MEH226fkyZNSvlYvNbT+rqf7h88lh5Xj58NgwcPto+p8x2+9I1ex/d1+Ovhhx92yzlF26ft1PZmsiciwR7GvHnzbC8sdVTQGBndphPuf/vb39IekBhmBAgKjkaE6xK12vt47bXkA8Q0Wvvyyy8vaey1J/HSSy+l1c0zFt1fj6PHCx5bz5PJ1BuSaYDMmTOn5LDVQw895JZzkrZT26vt1vb7CgJk6NChJedGNC6ke/fuGf9ewogAQcEJLsUaXBwqEZ0/CAa16Ri5ptkoD3rc4Bi8ni+T8xaZBIiucRGcMNfhoXwSHM7S9ut1+GjZsmVJmGvR/GCaJwx+CBAUlLFjZ9vw+M1vRiadZVbXfAjOWXTu3Nl7So1U6fH1PHo+Pa+e30cmARJ01dUJ6lw755GMtjc4sa7X4aNu3cjgzYYNG9qZiZEZAgQFo6joRzvvlM59zJiRePDb008/bXvj6PCF/l2R9Hx6Xj2/z3P7BogG5+l+6iKbK72t0qXtDrr4+gw2DLo+Z9I1GLsRICgI0VOVDBnyuVsuZeTIkbbxrlq1qp2RdU/Q8+r5tR3annT4BIh6IAUjzLPZK2xP0Pbrdej1pDvtSfRJdGSOAEFB6Nv3NRse1147PuFUJTr3oMNH2gPYU+ER0PNrO7Q96ZwT8QkQTVao+/z+9793S3lJr0OvR68rHQRIdhEgyHtvvDHR1K59smna9HqzdGn8EcPqZROcMPc5dFQetB3aHm1Xqr2A0g0QzTWlvR2Npajo6UnKi16HXo9eVzpzdREg2UWAIK8tXry4ZLzF+PGJD80EcyPpRHYuCU6sa/tSkW6ABHsf6X5bz3U+r4sAyS4CBHlr586dpl27drZBuOGGG9xyKVOmTLGD0dSVtrx7W6VL26Pt0vZpO5NJJ0D02PqmrqnSFbaFRK9Hr0uvL9XfKQGSXQQI8lYwuOz4449POgNtcC2HdE9YVxRtl7ZP25lMOgGii1Vp3auvvtotFQS9Lr0+vc5UECDZRYAgL2m2Ws01pWPgyQaCaV4jNRoaEZ6rYx+0XcGI9WTzMKUTIEGDme2LQeUKvS69Pr3OVBAg2UWAIO/ocEUwzblmvU1GExpqXU0rksu0fdpObW8iqQaIDvHosJgGzeVqcGZKr0uvT68zlUN0BEh2ESDIO8FJ5wsvvNAtlaEp1dVVVifac32SPG2ftlPbm2gq+FQDRNOnaD1dg7yQ6fXpdaYyDQ0Bkl0ECPKKLqSkBkBX7Vu9erVbLuOZZ56x62t23Hyg7dT2arvjSTVArrnmGruez4jtfBKMsNfrTYYAyS4CJM9osJyWeOLVg9sHDPjELVnx7pdLNAuretzoug0ffPCBW45J1+lQg6Ep1vOBtlPbq+2OJ9UACWabjXXxpEKi16fXqdebDAGSXQRInknW0MerB7e3bDnEzJ9f9voY8e6XK7Zu3WpOOukk+8evizilSpPnaaR3qtfz2NO0ndpebXc8qQSIppJXJwN1Dw4DvU693mRT8HfocKOpU+eXxX8DhTGgck8jQPJMsoY+Xj24XUv37m+45bj3yxW33nqrbTRbtWplduxI7eqCS5cutfdR76Z8EvTG0vbHkkqAaLJArXPmmWe6pYKk16nXm2ySxKuvfsE0afKg+eGHsl+ikD4CJM8ka+jj1YPb//jHifbnlClFMeu5aOLEibaXTa1atcyCBQvcclzvv/9+0sNBuSg47KbtjyWVANF7pnW6dOnilgqSXqder153IporTZ/zhQtTG3iIxAiQPJOsoY9XD27XlOea7lxX7Iu+Tni8++1pmucouIbDa6+95pYTCrrFpjPVRS4IpuiI1+04lQDJ19fuK9l7FiBAsosAyTNBQ59scUXf3q/fR/bf0dOex7rf3LmrzIQJc7yXsWNnmFGjJpjhw4d7LepxpT7+ahi6detWattSMWTIEHvfPn36uKWcpu3Vdmv7Y0klQPL1tftK9p4FCJDsIkDyjBsU8RZX9O1r124xbds+b375y6HF3/Aj11OIdb9LLnmlzOOms/ziF/ebWrUiF/DJZNG4iFTnOoo2YMAAe/+//OUvbimnaXu13dr+WFIJkHx97b6SvWcBAiS7CJA8EzTO8cSru7ePHv21/X9w3XC3LtOnLzGDBk31Xp566j3z8MODba8pn+Xee+81derUsQ3DHXfcUWrbUpGv38KTfZtOJUDy9bX7SvaeBQiQ7CJA8kyshj5avLp7uy66FOxhfPrpwjL1XFFUVGQOOOAAe+W+dK+kl6/nAZIdz08lQPL1tftK9p4FCJDsIkDyTLKGPl491u1BcFx88eiY9VwRNIbq659oig8XvbDoheUiQLKLAMkzyRr6ePV4t/foMamkFqueK4JpOc4777yUJwZkHAjjQFwESHYRIHkmWUMfrx7v9gUL1ppTTx0St54rNEK7cePGtpF4/PHH3XJcjESv75YKUqoj0QmQ7CJA8kyyhj5ePd7tovmxEtVzxfTp002VKlXs8vnnu7sgJ8JcWMyFFY0AyS4CBHmlf//+trE45phjzPr1kS7IiTAbL7PxRiNAsosAQV7R+Y/gAlFXXXWVWy6D64FwPZBoBEh2ESDIO8uXLzeHHHKIbTRGjRrllsvgioRckTBAgGQXAYK8NHnyZDs2RGNEkl3bgWuic030AAGSXQRIAdEUJW++OdfkaBuZdX/6059s49GyZcukvW9atGhh1x05cqRbygnaLm2ftjOZdALk2WefteteffXVbqkg6HXp9el1puLuu982p532rFm/fqtbggcCpIDceOMb9tvVzJmxxw8UGoWGwkMNiMIkkSlTptjDHOru6TOvVnnS9mi7tH3azmTSCRA9tq7iuP/++6d0iCef6PXoden1pfo71QzUy5blR5fufECAFIj33ptvw6Njx5fM9u073XLB0uErHcaqXv0w8/7709xyKZdddplteDt37uyW9ihtj7ZL25eKdAJEgmk+Cm1ak0J9XfmEACkA27btNL/73Ys2QD744Hu3XPBeeeUN06DB703btv3N6tWb3XKJVatWmcMPP9w2Ok8//bRb3iO0HdoebZe2LxXpBoiuqVK1alX7TX3RosK4lKteh16PXpdeH/YMAqQAPP/8DBseutpgWPXuPdm+Bzff/GbCc0Aff/yxHemtrrLjxo1zyxVKz6/t0PZou1KVboBI8G3997//vVvKS3od7H3seQRInlu1apNp3fo507LlEPPdd+G9zvPGjdvs4TuFyKhRX7rlUnTCWj249O11T4WInlfPr+1I98S+T4Bo0OVhhx1m75furMa5Rtuv16HXk2wwaTDDgmZbiCUfZmDIZQRInuvTZ4r9A9BVBsNu9uwVtoeNljlzVrrlUnToSI239gAq+nCWnk/Pq+f3eW6fAJFgxPahhx5qx9LkI223tl+vI5UR9kFA6AvW/Pllv2ARIJkhQPLYrFkrTPPmg027ds+bdevoligjR35hG4SLLnrZbNqUeOS5BiHq8JEaI53ITrUnjy89fnDCXM+byiDIWHwDRDR6X/c955xzcnZMTDzaXm23tj+VWQgkCAgt3bu/4ZYJkAwRIHnsf/93nP3wv/rq124ptNQm3nTTm/Z90d5ZMjr3EJxYV1faVKbD8KHH1ePrefR86ZzzcGUSIBs3bjTHHXecvf8tt9zilnOatlfbre3X60hFEBA6P6ifU6YUxazDDwGSpyZN+tZ+8Dt1esVeXRC76bzQOef83b4/ep+SUe+nyy+/3DZOWjQiXNOKJBucmIzur8cJRphr0fOk2tsqnkwCRObMmWMOOugg+xgPPfSQW85J2k5tr7Zb25+qICCKin40LVoMMR06jLJjQdw6/BAgeWjz5u3m/PNH2g/+f/5TGN0ys+2TT36wh/fOOOM5s2jROrcc03vvvVd8n+Yljb0mNtTsuJpiPdXriWg9ra/76f7BY+lx9fjZkGmAyKeffmqqV69uBy8+/PDDbjmnaPu0ndpebXc6ogNC5wn17yFDdl8KgADJDAGShwYNmmo/9Lffnt+9acpbcJ2Tq68ea3bsSH1wpXr5aEJDXaAoCACds9CehK7Tcffdd5v77ruvZNH/dbvqwTkVLbq/HiebvZ405uGiiy6yj/+73/3OLadF84lpLIUeS4eHcu2ciLYnOGyl7dT2pis6IDTVT9u2z5tf/nJo8fsY6b1FgGSGAMkz+uD/6ldDbU+jVL9Zh5VG5F9xxeu2gXjqqc/cclKaUn3gwIE2HIJDPskWraf1db9EU7KnY8GCBfY6KK1bt7Y9t6KfTyeVZ8+e7d4lZfpGH7w2PVau9M7SdgQnzLV96e55BNyAGD36a/v/O+6ITFjp1pEeAiTP3HVXZMCcT4MYRj/8sNaOk9HhrEwP96lR+/DDD83w4cPtopAI/q3bs9n4aooWHbo59dRTSwWGxj7o8FivXr3M0UcfbW/Tns7NN99sfvyxbDfVVOg64sGJdXWRzeYekw89f9BVV9uV7DrnibgBofOFl1zyir3t008XlqkjPQRIHpk+fYk55ZRB5txz/24HziE1EyfOtY3Eeee9UNzIxp/qZE/TnsT9999vTjzxxFKhccQRR9gR1x99VHqsz9atW82jjz5qatasWfJNXVcy3LFj90niVOncTdDFV0unTp0qfNoTPZ+eN9gGbU+q557iiRUQQXBcfPHomHWkjgDJEzt37ixuAHuaxo3vMv/4R+q9UBBx773v2obi1lv/6Zb2qBkzZti9iWOPPbZUaOiSvffcc09K135funSpvZxrcHjrhBNOMO+88467Wko0OC8Ysa7zDj179iz3uab0+Hqe4HyMnj+VQYKpiBcQPXpMKqnFqiM1BEie0PUOKlWqbs4668qcO9mZD6KnOnn77e/ccoWaMWO+6d27v/nZz35WKjSaNGliT8p/9dVX7l1SMnXqVHP66aeXPJ5Otn/3XfqvVdOD3H777XaqdD2OfmpvINsXpdLj6XGjn0fPm2x6knhmzFhS5lIG8QJiwYK15tRTh8Ssa265F16YaScpRWIESB7QCOZ69erZroyffBJ7Th8kp+lNrrtuQnEDnZ2T26lS3k+btsQ89tjHtvt1kyYPF/8+zypuNPe23Xv//Oc/m7lz57p386YR7sHgyCpVqtg9GZ9GWXs2OnQW7Blo0ePqGuTaQ1i5MvF0MS6tr/vp/sH2BXs6eh49nw91JlGPRAWBZmWIFisgAkEvPbcejCH67W9fLN6TKypVQ2kESB7QtzL9oWkQGvKDTtZ+9tki8+CDH5Q0SFp0DkszCAwe/Ib5/vsf3LtlzaZNm+zeTLVq1exnR9eQf/755732XvUFRnvAweVxoxd9sdHt2pNQUEV3b9b/dbvqWs+9r27X4/pOIaO9SnUmUY9EvbcKZ10XJ1Pff7/Gzuoc/M66dZtgvv02s8GfhYoAyXH6ZqqxBYV0LYdcEDQO2ZylVYc8PvpogZ1CRd+Eg8dQD7CuXSeYl1/+yixfntoUHNny/fffl8y/pUVXcPz3v//trpYyfQY1LYvOuTRu3Njsu+++ZYIh1qL1tL7up/tn8llWBuo8oDqT6P1Vt3aNjdIA22z6+OMf7Jxqeg6NYn/ooQ/MmjW52wljTyBAclyHDh3sH2Dfvn3dEjIQNO6ZztKqaTHefbfI9Or1jh31HtxPx9d1ieGxY2cnvMhVRfnggw+Kt+tk+1nSoVDtzWbSiAfU42vWrFnm7bffjtm9Wber7tMzLJYvv1xmrrwyMrZHi7q1B4MCy4PGEunyAG3aDLfPp58vvvhlWgNTCxkBksM0JYb+4NWNc/PmPd8IFZKgAdKS7iytmuVXc2yp8Tr99KEl6+pQinp5TZgwJydnR1ZPvqFDh5YcTtJerb6YbNmyxV0152jPTT3pdAhQ7/Uf/jDGdmuvKOr+/ec/v2/3JvX8//M/LxfvyZXfIch8QYDkqO3bt5cM7nr11VfdMjIUNPrpzNKqk/Dq/qmpMIK6Dp/ceedb5p//nJs3Y3N0zkHn1YJpV/QFJVvdZrNNe3hDh04zrVoNs+/32WePMOPG/XePTSD6zTerbEeM4PevLww6ZxJWBEiOevLJJ+0f95lnnumWkAVBA5DOLK29e0fGkqgx0yErdQfesiW7x90rks6vBYdIg8/azJkz3dX2GL2/+r3oPdchQZ2v2rAhN/bsoretadM+5v/9v0e9OwPkMwIkB6m7Y+3ate2Jx1z6gy4k0QGR6iytOoyhcQbRQVMINHVIsLerz1zXrl3NihUr3NUqTL58yw/2jo46KjK5Zd26dW2vMh0qDAsCJAfdcMMN9gOpP2SUj+iAYJbWyCFT7fXqi4s+ewceeKB54oknMr4mSjpWrvyxeM/u5VLnGTQtf65bvHiJueKKK2znBL13J510ku20EAYESI754osv7PWy9Qe8J78FFjo3IJilNUJ7v/oCo8+gGkN1vX3zzTfd1bJKIaWwOvjgQ039+r82p5/+pHnppfzr6aRBvuomHRwS1Lxe6kZdyAo6QH744QdTVFSUV4um7NaHT39QKD9uQDBLa2lffvll8V5Z25LG8Ne//nVaVwJMlcJJIaXnUGjdemtv8+OPmU2guCdpoOaIESPswE29pqpVq5revXunfAnefFOwAeLOM5RPi6ayrshDB2EUKyCYpbWs119/veRvSdPG9+jRw6xZk/n5CIWRLrYVfOYVVgqtQqGpYzQSX1PJ6PU1aNDATjETiw4faszMueeea7tY633WT43b0futCTejBe9ZPMnq2VQxz1LBJkyYYN9Apb96luTLctppp5k6derYbzAoX/ECgllay9K08bomeY0aNezflS7Vq8vq+pwsVvho5t2gC/GRRx5pXnvtNXe1gqHJLIMrSGp5443SY44WL15sWrRoUeoLZKwlWqzboiWrZ1PFPEsF0oddU2HrDRw/frxbBqx4AZFoltawU2Onua2Ck8W6bkmq13lX2AwZMqTkOvEKowcffND+vYaBZh7u1q2bfQ8DOsoQzA6gKew1gl+HsfWe6PzntGnT7JUodankaMkCIlk9myrmWSpQv3797JvXvn17twSUSBQQ8WZpRcRnn2kCw9NKGqp27drZxi4eTeIYdBNW+CiEohvSsNJenN6TRo0apXX542QBkayeTRXzLBVEv4QDDjjAHkP8+uuv3TKALNKkiPXr17eNlcaP6MJY0VcQnD9/vrnkkktKGjSFjsIHEUEnhXQPWScLiGT1bKqYZ6kgXbp0sW/cTTfd5JYAlANdxEp/c8HVEHUoRvNtKUx0DjJozGrVquXeNfR0vlPvTbrXQQne02RLRaiYZ6kA2oXWh1i/lNWrV7tlAOVAe/pqrNT9PHpvQ4uuMKgg0d6JurWitGCsjXphpcMNinhLRaiYZ6kArVq1sm/aU0895ZYAlJMgQM455xz7f51UP+igg0yzZs3sCWEhQGLLdA8knmT1bKqYZylnL7/8sn3DdE3pbF13AIVt1y7NATXPXg4V/twAiYUAia1Nmzb2veMcyB6kS3c2bNjQvmG6eA2QCl3LQb2sHn44HHMWlRcCxN+gQYPse6fp9JcvX+6W40oWENH1yZMn215y6jatDg9XXnll2ns8icTfijzRp08f+2Z17NjRLQFx9e37ng0QXVsC/ggQfxrvoUN9ev80Ul2Bop5rGh+iOcmmT59uBgwYYMfbREsnQLSXM2bMGHv1yXXr1tn2Ur2/siX+VuSBBQsWmOrVq9vpAubNm+eWgZg075UuTKTL2WomXvgjQDKzcKGmz4kMJky0RIt1W7REdU2xUq1aNfdmb7GfJU907tzZvlF/+tOf3BIQ19Spi+zexw03lL2ULdJDgGROexzDhg2zg591TRGNY9NPBYumfXGvCZQoICReXWN0NCWN5iDLlrLPkic++ugjO6pVx/WUqkCqHnnkQxsgY8bMcktIEwGSH4JQUTDpSpTZkpcBsmvnTnPlKafYN0SzWAKpUu+r8857wV60aNWqTW4ZaSJA8ocuuaup5TXkIVvyMkC2FO/ujS7+0D7UooWdfx9IlS5Jq72Pa69los1sIEDyi0JE542zJf8CZN06Y376U2P23tts/vhjtwok9Pjj/7YB8uKLhXPtiT2JAMlt6p2qWTo2b95sOx1179495OdA7rhDB/SM+cMf3AqQVIcOo8wppwwyy5bl71XvcgkBktt0SYvmzZvbecnUVbhr165m1apV7mre8itAvv3WmCpVjNEu2MKFbhVIaNasFXbv46qrXndL8ESAhFt+BcgFF0T2Ph54wK0ASf3tb5/aABkxonS3SPgjQMItfwLkrbci4dGokTGbN7tVIKmOHV+yh68WLlzrluCJAAm3/AgQTXd8/PGRABk92q0CSc2du8rufVx66Ri3hAwQIOGWHwHy179GwuOMM9wKkJJBg6baABk6NP6lV5E+AiTccj9A1GOgTh19Co2ZPt2tAim55JJXbIAUFf3olpABAiTccj9AuneP7H1cd51bAVIyb94S07jxnebCC593S8jQouIAubr47/OxBAHyv8UBcisBUpByO0C++krXfTTmwAONSWO+fCDao48OKP4INS3+SYBk27biAPm+OECWJQiQ74sDZCEBUpByO0DOOiuy9/HYY24FSFkwXbY7qymyoDhA7N9oggCxh58JkIKUuwEyblzkg/nzn2u+Y7cKpETX5daszUcffbRbQjYQIKGWuwFy553G7LOPMRMnuhUgZf369bN7H1wzppwQIKGWuwGyaZMxX3zh3gqk5bTTTrMB8tlnn7klZAMBEmq5GyBAhnS5UB2+atiwoVtCthAgoUaAoGA9+eSTdu/j1ltvdUvIFgIk1AgQFKwzzzzTBsiHH37olpAtBEioZSdA9AHSEk+i+po1xvTubcwJJ0SmadfSpIkxvXoZ8yOjhuFn2bJlJSOgd+7c6ZaRLQRIqMVp1dOUKCAkXn3WLGMOP3x33V1U0zpAmgYNGmS093HjjTe6JWQTARJqMVp1D/ECIhCrvnGjMeqbr9ubNjXmzTeNWb/emA0bjJk0yZgTT4zUtI7WBdLQvn17GyDvvPOOW0I2ESChlqDVT0OsgIgWq96/f+S2Y4+NBIdLtzVuHFlnwAC3CsSlS3ZWrlzZHHzwwWbHjh1uGdlEgIRaglY/DbECIlqseuvWkdteeqn07dFefDGyDtO4Iw3PPfec3fvo0qWLW0K2ESChlqDVT0MQEMmWaLVrR25btqz07dGWLImso+ncgRR16NDBBsibOiyK8kWAhNqeCxDNsqvbdLXBeDQHltbRukAK1q5da6pUqWJq1apV/PFhDrVyR4CEWnYDJJ5Y9VT2QJYujazDHghS9NRTTxntfVx++eVuCeVBXe1r1jTmppvcym7HHWdMmzburSgACVr9NMQKiGix6pwDQTn41a9+ZQOkTXGDtWvXLreM8qCek4ls2ZL4SAPyVoJWPw2xAiJarHrQC0vfTmJ9AHWbalqHXlhI0YwZM8xBBx1kQ+T22293ywCyKEGrn4ZYAREtVl0BcdRRkdtPOiky9kO3aczHW29FblONcSBIk67TXbt2bRsiTzzxhFsGkCUJWv00xAqIaPHqGmXeoMHuuruoxkh0eND8V1WrVjX77LOPGTVqlFsGkAUxWnUP8QIikKiuk3D33huZ/6patchy/PHMhYWMjR071s6Htd9++xXv1L7llpFNzGkXSnFadaAwDB482B7Kqlmzppk2bZpbRjYwp11oESAoeH369LEhUq9ePTNv3jy3jEwwp12oESAIha5du9oQOeqoo8zy5cvdMnwxp12oESAIBU2q2LFjRxsip5xySnG7FqOxQ/oYzxVqBAhCY/PmzaZVq1Y2RM455xymOsmGVGaUYE67gkWAIFRWr15tjj/+eBsil112GaPVM8WcdqFGgCB0fvjhB3P44YfbELntttvcMtKRyh4Ic9oVLAIEoRQ9Wv3xxx93y0gV50BCjQBBaH300UeMVs8Uc9qFGgGCUBs3bhyj1TPBnHahRoAg9IYMGWIPZdWoUcN8/vnnbhnJMKddaBEgQLH777/fhgij1T0xp10oESDA/+nWrZsNEY1WX5aoV1EI7DVoL7sAifAJAf7Pzp07zYUXXmhD5OSTTy6o0erbd243w+cMN+dOPNfUG1HPVB5S2f48eczJpse/e5gZK2eUWp8AQSr4hABRNFq9devWNkTat29fEKPVF29cbFq83qIkFOIt0WLdBrj4hACOH3/80TRp0sSGyB/+8Ie8Hq2+bec2u5ehMDjshcPMwFkDTdG6IrN151azYvMKM23FNNP/y/6m6atNS92PAEEq+IQAMSxcuLBktHrPnj3dct4YPHuwDYJGoxqZZZtSP69DgCAVfEKAOGbNmmXq1KljQ+Sxxx5zy3mh7YS2NghGfDPCLSVEgCAVfEKABDRavVq1ana0+siRI91yzqvzfB0bBEs3LXVLCREgSAWfECCJ8ePHm0qVKtnR6v/617/cck6rNKSSDQL1wkoHAYJU8AkBUvDss8+WjFafOnWqW85Z7IGgPPEJAVL0wAMP2BCpW7eu+fbbb93yHqNwGFs01tz16V2m0+ROZuaqmSW1NhPacA4E5YZPCJCG66+/3obIz372sz0yWn39tvVmyuIppt/MfubCf11oGoxsUNLYB4sGDAYGzRpkbzti1BFm+ebUrwVPgCAVfEKANGi0+kUXXVQho9V37tppR4grBLq818WO1dhn8D5lAqPJK03MNVOuMU9//bT5YtUXpR5D4z2ajWlm11PY6LHmr59vx4es3LzSTF853Qz4coA58dUTS92PAEEq+IQAadJo9TPOOMOGyNlnn5210erz5883r0561fQY38O0GtfKVB9avUxYHPL3Q0zHSR3NIzMeMe8seses27bOfZgyFm5YWDKYMNESLdZtgItPCOAherT6pZdemvZo9TVr1phJkyaZvn37mgsuuMCeV9Fj7VW/ePnfSONdY1gNO47jjk/uMK8XvW4WbVzkPkzKtMcx7L/DTPs32pu6I+raubD0U8HS8989S503EQIEqeATAnjSaPWGDRvahr9Hjx5uucTWrVttz60nn3zSXH755ebYY4+NhEXUom7CzZo1M9ffdL0Z9s6wMoeigFxEgAAZmD17dslo9X79+tnb5syZY1544QVz8803mxYtWpgqVaqUCYwjjzzSXHLJJeaJJ56wgxU3bdrkPDKQ+wgQIEMff/yxvba6gmH//fcvExa1atUy5513nunVq5cdlLhy5Ur3IYC8RIAAWdClSxcbFpryRHsd2vvQ1CfaGwEKFQECZMFvfvMbGyATJkxwS0DBIkCADK1du9ae59Chqmx16QXyAQECZGjUqFF27+OKK65wS0BBI0CADAUj08eNG+eWgIJGgAAZ2Lhxo71eiGbp1Qh1IEwIECADr776qt376NSpk1sCCh4BAmSgc+fONkBGjx7tloCCR4AAnrZs2WJq1qxpD2Ft2LDBLQMFjwABPGlUufY+Onbs6JaAUCBAAE9XXXWVDRDNewWEEQECeNCAwdq1a9sBhJqaHQgjAgTwoGt5aO/j/PPPd0tAaBAggIfrrrvOBsiwYcPcEhAaBAiQph07dtgrCOoiUEzNjjAjQIA0vfvuu3bv46yzznJLQKgQIECaunfvbgPkmWeecUtAqBAgQBp27dplDj30ULPvvvuaJUuWuGUgVAgQIA26fK32Plq3bu2WgNAhQIA09OzZ0wbIgAED3BIQOgQIkIZGjRqZvffe2yxYsMAtAaFDgAApmjp1qt37aNmypVsCQokAAVJ011132QB59NFH3RIQSgQIkKJjjjnGBsi8efPcEhBKBAiQgi+//NKGR7NmzdwSEFoECJCC++67zwZI37593RIQWgQIkIImTZrYAJk9e7ZbAkKLAAGSmDNnjg2P4447zi0BoUaAAEk8+OCDNkB69erlloBQI0CAJE4++WQbIDNmzHBLQKgRIEACRUVFduT5UUcd5ZaA0CNAgASefPJJu/dx5513uiUg9AgQIIGJEyeaE044wZ5IB1AaAQIA8EKAAAC8ECAAAC8ECPKSTmxriSdZ3bV9+3YzfPhwc+6555p69eqZypUr25/qwtujRw+68AIxpP4XBuSQZAGRrB5t8eLFpkWLFiX3ibcAKI2/CuSlZI16snpg27ZtJQMFDzvsMDNw4EA79mPr1q1mxYoVZtq0aaZ///6madOm7l2B0Ev+FwbkoGQBkaweGDx4sF1Pl6pdtmyZWwaQQPK/MCAHJQuIZPVA27Zt7XojRoxwSwCSSP4XBuSgICCSLcnUqVPHrrd06VK3BCCJ5H9hQA5ygyLekkylSpXseuqFBSA9yf/CgByULCCS1QPsgQD+kv+FATkoWUAkqwfatGlj1+McCJC+5H9hQA5KFhDJ6oFBgwbZ9Y444gizfPlytwwggeR/YUAOShYQ0fXJkyebdu3amRo1apj69eubK6+8suSQlcZ7NGvWzK7boEEDGyjz58+340NWrlxppk+fbgYMGGBOPPHE6IcHYAgQ5Kl0AkSHqcaMGWMWLVpk1q1bZ/r06WO77wYWLlxYMpgw0QKgNP4qkJeSNeqJ6uvXrzfVqlUrdZv2OIYNG2bat29v6tata+fC0k8FS8+ePc3MmTNLrQ+AAEHIbNiwwTz00EPm/PPPd0sA0kSAIDSCvRLtWcydO9ctA0gTAYJQWbt2rendu7dp1aqVWwKQJgIEoaMQqV69unszgDQRICh4HTt2tNOyb9682SxYsMB0796dcyBAFhAgKHjjx483zZs3N1WrVrVjPbp27WpWrVrlrgYgTQQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAAL/8fiPRqhVrW0i0AAAAASUVORK5CYII=)
| Product Number | 4H20-5-18 |
| CAS | 329323-15-1 |
| MDL Number | MFCD00831963 |
| Molecular Formula | C12H18ClN5O3 |
| Molecular Weight | 315.76 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory