![3-Oxo-2-[1-ureido-meth-(Z)-ylidene]-butyric acid ethyl ester](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABR4AAAUeAFiTNmHAAACK3pUWHRtb2xTb3VyY2UAAHichZRtb9owEID/ysmfh1+SkFBEqCrQpEl0lUY77dtkEkMjEbtywtu/3zkJNAGWolh33N3js89nTx6P+Rb2yhaZ0TERlBNQOjFppjcxeXv9PhiRx+kkwSAM1EVM3svyY8zY4XCgybvK5dFompic1P7xscg6MQefGrthHueC/XleLCtmkOmilDpRSBXZuKiMC5PIslrFf1KwXNp9plkdznK7r2f763H3cXosUvK5lxn6nhCFdbZVsDY2lyXsPU7x499go7SyslQprE5o9mmAe59Onucm2eVKl6i6GbJEbpel3SVoyM1WJTucDJUf85jkAgFZmvzJWnkCpzmzFCA9kD7IAOQQZAgyAjkC+QBScBzoFxggMEIEWO+tcglfTx8KVw0zeGnGDH5Wo9ZfsFheTEIqQs4hoCHWFHw6GqLwqC9QCDoMPgVuE38w4DSKnGyCBj7lo5bssvWEBE6YyqNhGAXQCEF934/OojE2Oc6pGudFdqOuzc1/LCK7VHE6WRmdtlTI0pisBKnK+0utC6+pMAFjU2Wxad0ELrQNeF3AnUc/4HcBd3r9QNAF3FlfAO8eMLwBwv4MYRdwfdSfIeoCrus6GVzkslRWGUiM3mPTVTfleb4gLcNvud1hJwbnDDVxJ92om851eP+GHrpAdR/6Cee/RkR/EYS4KZv4olnEVbfUt/MLxr/DBPeWxlodzc5vCKo37wtrPT4Mn9zpP6MEp4cbKjnKAAAsJElEQVR4Xu3dCZQU5dX/cWBYZFUk7oBLRIKKaCIDglH0IImGV0FQo7gREfAkChxNBFE0IokYQIjJCYooIIia4J+Y44uKxIivRFGDKC6gyCaLTpBl2Bfvv+9TNnQ/M9NTc6cHuqu+n3PqiHVvM/Scrvp1d9XzPNUEAACDav4OAADCIEAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgADq449FbrlFpGVLkfr1RerVEznlFJH+/YMakAVLly6VQYMGyRlnnCGHHXaY1KlTR44//njp0KGDDBs2TBYtWpTWX61aNbdlEqanqhycnwrkkgcfFCko0COx9E1rI0f6jwIqZPTo0VKzZs19J/yytlSl7fOF6akqB+enArli7NggJKpXF7npJpG33xYpLhbZulVk/nyRPn2CmvaMG+c/Ggjl4Ycfdif56onX0g033CCvv/66bNiwQXbs2CHLly+XefPmyf333y+nnXZa2uPChEOYnqpycH4qkAtWrhSpXTsIhyee8Kv7aU17tHfVKr8KZLRixQqpVauWO8lPnTrVL2cUJhzC9FSVg/NTgVxw111BMPTs6VdK6tEj6B061K8AGQ0ePNid4Hv16uWXyhUmHML0VJWD81OBXNC2bRAKL7/sV0p66aWgt107vwJk1DbxOtMT/Jw5c/xSucKEQ5ieqnJwfiqQCxo3DkJh/Xq/UlJRUdDbpIlfATI6/PDD3Ql+fZjXmScZDmG2g+Hg/FQgF9SsGYTC7t1+paRdu4JefQwOilmzZslRRx0lbdq0kU6dOuX09uyzz+77dyfvvNod5nXm8UMi03YwHJyfCuQCPoHklRYtWpQ4aebq1r17933/7mx8AskkTE9VOTg/FcgFyWsgr7ziV0rS6yTaW1joV3AA6Dt6PUnqu/mRI0fKpEmTcnabMmWKfP311/v+7VwDAaJoyJAgFK64wq+UpHdqaa/euYUDatu2bW60tp4k77jjDr+c85J3YV177bV+qVxhwsHvmTlzpvTo0UOaNm0qDRo0cF/5PfLII7Jnz56UR2VH5n8ZEGUrVojUqhUEQ+JdY5kmTw56dByIjh3BAaUD7PQEqdc/Nm3a5JdzXnIciA4inD59ul/OyA+H0vg9l1xySeIlO1kWL17swvfDDz+Uzp07y4ABA1IelR2Z/2VA1I0aFYSDjja/+eZg9LmOQk8cePLOOyJ9++4fiT5mjP9oVLFVq1ZJ/fr13Qny8ccf98t5Y1TidabPQUOkd+/eMnfuXBeGO3fudAGjI9GHDx8up59+etrj/HAoTZge/T02atTI311pmX8qEAcPPCBSo0YQEqVtWhsxwn8UDoBrrrnGnRx/+MMfyt69e/1yXnnwwQeloKBg3wm/rC1Vaft8YXrWrl3rLuZnW+afCsSFzoKqM++2aBHMxFu3bvDnfv2CGg64N998071j1+2NN97wy3nps88+k4EDB0rr1q3dJwKdjbd58+bSsWNHuffee+Wjjz5K6w8TDpl69LqHfpXVtWtXuf322/1ypZX+UwHgIPr222/33b101VVX+WWEkPqpRgOrKq4fESAAcs6TTz7pTnz1Ep8G9RoBbHbt2uUuol900UVy3XXX+eVKI0CAytDbe3V+rCp4dxdXmzdvlmOOOcYFiH6tg8pbs2aNNGzY0N9daQQIUBmtWwcX2vNwfEKuuvPOO114NGvWTLbqHXGotGXLlkmTKphFgQABKuO554IA0TEiS5b4VVTQ559/7i4sa4A8/fTTfhkh6JiP2bNnS1FRkRQXF7tbhHXJXB3QmG0ECFBZ550XhEjXrn4FFdStWzcXHnpXEmx0ypQuXbq4Ndf11t3CwkI3hkZvTMg2AgTIZOlSkQUL/L3ptJ5cU13XDYHJq6++6sKjRo0a8u677/pl5CACBMjk+98PwkHXSs9ER6xrgLRqFW56eKTR8Qo6ClsD5Be/+IVfRo4iQIBMrrwyCIZzztHBCX51P5199dBDg95x4/wqyvGnP/3JhYcOrlu3bp1fRo4iQIBMvvhC5JBDgmB46im/mm706KBP1xnR9UMQytb16+WnTZq4AHnooYf8MnIYAQKUR6dw12Bo2lRkyxa/up+uWtiyZdB7yy1+FWVYc+utMiHxOxt88smya+dOv4wcRoAA5SkuFjnuuCAY7r7br6Z78cWgT6+bfPCBX4VP5xmrWVP2Jn5n6//+d7+KHEeAAGHoeiEaDDrJ4rJlfjXdxRcHvRdc4Ffgu+ii4Hel/0XeIUCAMPQCuk5Zoic7nb4kk08+2b9Q1fPP+1Uk6ScO/R0lPoEw43F+IkCAsN56a/+6If/6l19NN3Bg0HfSSSI7dvhV6LWOk08Ofke33upXkScIEKAidEZTPemdeaZIpgWONmwQOeKIoPd3v/Or0Lut9Hej8zOtX+9XkScIEKAiVq8WadAgOPk9+qhfTTd+fNCn/WvW+NX40nEeuryq/m7+9Ce/ijxCgAAVpcvb6slPP2Fs3OhX99uzR6RNm6D3+uv9anzpSHP9nej63/o7Qt4iQICK2r5d5MQTg5PgoEF+Nd1rr8mWRN+rNWrI6vKmQ4kDneMqeR3p1Vf9KvIMAQJYzJgRnAT1bqtPP/WraV7s0UN+nujt1r59lcyImld0ll39vXXr5leQhwgQwKpTp+BkeMklfiXN6mXL5JBDDhGdquOp8qZDibLp04PfV506uvCHX0UeIkAAq4UL90/j/r//61fTDB061AXIcccdJ1syTYcSVbqyYLNmwe/qzjv9KvIUAQJURv/+7qS48wc/kG91LqwyaGhoeGiIaJjEjq5truFx9NG66LlfRZ4iQIDKKCqShY0by58TJ8dZY8b41TRTpkxxAVK3bl23RnVsrFghUq9eECBPPulXkccIEKCSXhs7Vn6YODnqEqJf67ogZdAL6O3bt3ch0rO86VCi5KqrgvBo2zbzmirIOwQIUEm7du2SVq1auWDo16+fX07z1ltvuSVbtfdf5U2HEgUrV4pUrx5sb77pV5HnCBAgC2bNmuVCoaCgQN5//32/nOb66693vW3atJG9maZDiYJNm0S6dtW7CPwKIoAAAbLkZz/7mQuG888/3y+lWb16tTRo0MD1jtfpToA8RYAAWbJ48WKpXbu2C4a//vWvfjnNiBEjXN8RRxwhG3TiRSAPESBAFt1+++0uGE444QTZrlOelGHHjh1y4oknut5B5U2HAuQoAgTIoo0bN8qRRx7pguGBBx7wy2lmzJjh+mrVqiWfljMdSk76+ONg7XddB75+/eBW3VNOCcbGaA2RR4AAWfbYY4+5YNDrHF9++aVfTnPBBRe43ot1Gdx88uCD+0fhl7ZpbeRI/1GIGAIEyDK9s+qss85ywXDttdf65TQLFy50d25p74svvuiXc9PYsUFI6K25N90korMMFxcH05XMny/Sp09Q055x4/xHI0IIEKAKvP7664lzaHW3/fvf//bLafr37+8CpGXLlm5MSU7TcR21awfh8MQTfnU/rWmP9q5a5VcREQQIUEWuvPJKFwyFhYUZp3EvKiqSxo0bu94x5UyHctDddVcQDGFG0vfoEfQyBiSyCBCgiixfvtzNe6XBMGnSJL+cZuzYsa6vvOlQDjqdjkRD4eWX/UpJL70U9LZr51cQEQQIUIXuueceFwzHHnusFOt1gu/oJxKtaXBouEycONH1aG+nTp3cvops0xPbfxLbNg2qbG66gmCqxCclFwrr16fvL03ik5XrbdLEryAiqvk7AGTP1q1bpWnTpi4YhgwZsm//gAED3L5sbU0S292JbU1ik2xujRqlPJuEmjWD/bt3p+8vjV7P0V59DCKpmr8DQHZNmzZN9CSvqxJ+8cUXbuT59773PbfvpJNOcp84kpsOQGzevHnavjDbpYltYmL7b2KTbG66jkcqPoEgRTV/B4Ds0q+rOnTo4AKje/fuMnDgwH3hoSPS80ryGsgrr/iVkvQ6ifYWFvoVRAQBAhwA8+fP3zeNe82aNd1/dSR63tGv4TQUrrjCr5Skd2ppr965hUgiQIAD5MYbb3TBoZuOQM9LurpgrVpBMEyZ4lf3mzw56NFxIDp2BJFEgAAHyNSpU/cFiH4iyVujRgXhoKPNb745GH2uo9C3bRN55x2Rvn33j0TP9XEtqBQCBDgAdIS5jjTX8LhKl3jNdzpRZI0aQUiUtmltxAj/UYgYAgQ4AEaPHu3CQ0ec68jzSFi0KJh5t0WLYCbeunWDP+uyvlpD5BEgQBXTkeWHHnqoC5BxTC6ICCFAgCrWt29fFx6tWrWS3WEG4AF5ggABqtCCBQv2Tdf+ks4NBUQIAQJUofPPP9+FR9euXf0SkPcIEKCKPPfccy48ateuLUuWLPHLQN4jQIAqsG3bNjevlQbIHXfc4ZeBSCBAgCowfPhwFx5HHnmkbNq0yS8DkUCAAFm2atUqqV+/vguQCRMm+GUgMggQIMt69erlwuOss86SvXv3+mUgMggQIIvmzZsn1atXd9vcuXP9MhApBAiQJbruR9u2bd2nj0jMdwWUgwABskTXJtfwqFu3rqzQac+BiCNAgCzYvHmzHHPMMS5Ahg0b5peBSCJAgCwYPHiwC49mzZrJVl0bA4gBAgSopKVLl0qdOnVcgDz99NN+GYgsAgSopG7durnw6Nixo7uQDsQFAQJUwpw5c1x41KhRQ97R5VyBGCFAAKM9e/ZI69atXYD07t3bLwORR4AARn/+859deDRs2FDWrl3rl4HII0AAg2+++UaaNGniAmTkyJF+GYgFAgQwuPXWW114nHzyybJz506/DMQCAQJU0EcffSS1atVyATJz5ky/DMQGAQJUUJcuXVx4dO7c2S8BsUKAABXwwgsvuPCoWbOmLFq0yC8DsUKAACHptY4WLVq4APnVr37ll4HYIUCAkB566CEXHnr31fr16/0yEDsECBDCunXrpFGjRi5AHnnkEb8MxBIBAoRw0003ufA4/fTTZffu3X4ZiCUCBCjHe++95+a60gCZPXu2XwZiK/cD5OOPRW65RaRlS5H69UXq1RM55RSR/v2DGlDFzj33XBcel112mV8CYi23A+TBB0UKChL/ymqlb1pjGglUoenTp7vw0PU+Pv/8c78MxFruBsjYsUFIVK+uX0CLvP22SHGxiK72Nn++SJ8+QU17xo3zHw1Umq4s2Lx5cxcgv/nNb/wyEHu5GSArV4rUrh2EwxNP+NX9tKY92rtqlV8FKuW+++5z4XH00Ue7Nc8BpMvNALnrriAYevb0KyX16BH0Dh3qVwCzlYk3MfXq1XMB8kSmNzFAjOVmgLRtG4TCyy/7lZJeeinobdfOrwBmP//5z114nH322bJ3716/DEByNUAaNw5CIcxo36KioLdJE78CmLzxxhtSvXp1t7355pt+GcB3cjNAatYMQiHMgK1du4JefQwOipcTnxR1ckF9xx6l7dJLL/WfKoAUuRkgfALJG88++6y7xdU/+UZhu+qqq/ynCyBFbgZI8hrIK6/4lZL0Oon2Fhb6FVQxnZ22du3a7mTbqVMnWbhwoSxbtizvN71ors+poKDAPScApcvNABkyJAiFK67wKyXpnVraq3du4YD69ttv963M98knn/jlvHbxxRe753XBBRf4JQDfyc0AWbFCEmemIBimTPGr+02eHPToOBAdO4IDrlmzZu5E+9prr/mlvKaBmAzHGTNm+GUAkqsBokaNCsJBR5vffHMw+lxHoW/bJvLOOyJ9++4fiT5mjP9oHCCFhYXuJPv000/7pbw3cOBA99xOOukk2bFjh18GYi93A0Q98IBIjRpBSJS2aW3ECP9ROID0TiU9yY6JYIhv2LBBjjjiCPf8fve73/llIPZyO0CUrjutM++2aBHMxFu3bvDnfv2CGg6Kzz77TCZPnixnnHGGO8H++te/9lsiYfz48e75NWjQQFavXu2XgVjL/QBBTliyZIk8/PDDcvnll8tRRx3lTqqp229/+1v/IZGwZ88eadOmjXuO119/vV8GYi26AbJzp8iXX/p7YaC36+o78NTA0FHaZ555pvzyl7+UZ555psxV+iZMmOBu8c3VbUqmmzS+ozcI6HPWRaXe1lmhATjRDZABA4LrJHqnFiqtVatW7iTarl07eemll0LPTtu5c+cSn1ZyaQs72rxnz56uv3379u72ZQBRDhBdjCpxwMvRR4uEPNmhbMnBdU2aNJEtW7b45TKtW7dOnnrqKZk0aVLObVOnTpUinckgBB1geMghh7jfgT4fAFEOEL3lt3nzIERYDKjSdu3aJU2bNnUn0LG62FcMDR061D3/4447rkIhCkRVdANEPfNMECB16uhtQ34VFTR69Gh3AtVV+jRQ4kZDQ8NDfwcaJkDc5W+ALFggcv/9It9841fSnXtuECKXXeZXUEHFxcXSuHFjdwLVW3jjSL++0uevX2fp11pAnOVvgOia6BoMvXv7lXTvvbd/MOLs2X4Vnq1bd8nq1ZtTto2yalWRrFy5RpYvXyn9+/d3J9DTTjstlheT9TnrhXT9HeiFdSDO8jdAXn01CAUNB53aJJObbgp6Eye9UGuMxNTu3XulS5en5Ec/erTEdtpp90mzZj+Xww47SwoK6roTqN6NFUd6K6/e0qu/g6jNAQZURP4GiOrWLQiGjh31raFf3W/dOpFGjYLeRx7xq/jO3r3fSvfuz5QIj9StZcvfyLHHXpoIklaxPnnqoEINEB1kyJK3iKv8DpClS4ML5BoM5U3m94c/BH2HHx5uoaqYWrhwnRQWTnBhMXNmySna16/fJqtXb5LNm7f5pVjRaU2Sgyt1uhMgjvI7QNTgwUEwNGsW3LpbFh2ZrnNoae+vfuVXkeIvf3nHBciPf/yErFq1yS/jOzrBogaITrioEy8CcZP/AaKDBI85JgiGYcP8aroXXgj6dP10JmIs0549e+W66553IdK790z31RZK0ineTzzxRBcigwYN8stA5OV/gKgnnwyCQWfq1cWoMunSJejt3NmvIMWKFRvl3HMnuhCZMOE9v4zv6GJTGiC6+FTUVmUEyhONANEL6Ml11K+6yq+m++ij/asdzpzpV5Hib3/7yAVIu3YTEr+2r/0yvqPL3mqI6DK4QJxEI0DUvHnBCoW6zZ3rV9PddlsQIN//fnBtJGb0K6krrnjOfcK4+uq/ya9//Yr88Y9vu4vm77+/1l0oTxowYJYLkcsvf1a2b+cW6NIsXLhQCgoKXIi8+OKLfhmIrOgEiOrVKwiGH/5Qz5J+dT8dvd6kSdCrky7GzK5dZY/3SG56Af2aa2bIzTe/sG/f73//hv9X4Tu33HKLC5CWLVvGcpoXxFO0AmTVKpH69YNgmDDBr6b785+DvoYNZc/atX418ubPXy1t2z7mgkE/jdx332vugvlFF00pESbJ7eyzH5Xly7nbqDQ6q29ymhedMwyIg2gFiNL5sTQYjjxSZFOGW1D37JENrVvLC4nev5U3HUpETZ78vgsGDZK3396/+NaWLTvlk0+K5JVXlsrEif+Re+75p9x44/+Tfv3+IcXF8fvKLyydpVgD5LDDDpOvv+aaEaIvegGybZvICScEIXLHHX41zfI5c+SyRN/RNWrIO+VNhxJRv/nNbBcinTtPlrVri/0yKkBXZUwuvNW3b1+/DERO9AJEPfdcECC1a+ti3n41Tffu3d0B36FDh1hODqiTJ+pXWBoiejEdlaPzg+nrSS+qL9AZo4EIi2aAqPPOC0Kka1e/kmbp0qVSp04dd9BPmzbNL8eCXtfQu6z0TixUXtfEa05fT+eff75fAiIlugGi7/4S7wI3JA7konJmjR08eLA74Js1a5Z4R55hOhQghMWLFyc+/NZ2r6nn9NMwEFHRDZCEz/v2lVGJg3hAq1bu++my6EJJxxxzjDvgh5U3HQoQwu233+5eTyeccIJs377dLwOREOkA2fz119Lu0EPdgTxu3Di/nGbSpEmur27durKivOlQgHJs2rRJjjzySPeaGj58uF8GIiHSAaKS63jrPfp6r35Z9AJ6YWGh673yyiv9MlBhEyZMcK+n+vXry5df7r9NGoiKyAeIjgrW0cF6IOto4UzmzZsn1atXd9vc8qZDAcqhC02dddZZ7rXXS2dJACIm8gGidH6i5K2VH3zwgV9Oowe69uqBz0pzqCx9I5J8U6JvUIAoiUWAKJ0pVYPhwgsv9Etp9KsG/cpBe/UrCKCy9CtRfT3pV6RxHGuE6IpNgOhaDbpmgx7Izz//vF9Ooxc9tU8vgurF0HySnLfqwgsnuylJSpPs8ZW1P1WYHqTTmzL05gx9TenNGpHx8cc6i6RIy5bBHHT16omccopI//5BDZEXmwBRAwcOdAfxSSed5FaTK4vedqm3X2qv3o6ZT1InPxw/vvTpWcoKgbL2pwrTg5L09nB9Pent4nrbeN7TWawLCoLBuqVtWhs50n8UIiZWAaLrVuv61Xog63rWmegAMO3TAWE6MCxfpAaITsm+YUPJMQhlhUBZ+1OF6UFJOkBVB6rqa+qaa66R1157rUq2/yS2dYlNsrWVNlP12LFBSOjaOzfdJPL22zqYSp+kTvMs0qdPUNOecm6fR36LVYCo8ePHu4O4QYMGsmbNGr+cRqei0F6dmiJfJE/wAwcGC0GNHl3ywm1ZIVDW/lRhelA6nSpHX09VuXVMbNOqlfKJwLoddVT6k1i5MphjTmtPPJFeS6U17dFeXWYBkVTN3xF1e/bskTZt2ogebDfccINfTqOT4SVXmtNJ8vJB8gS/ePF/3fod55zzuHz11ZZSe3xl7U8Vpgel0wvoycGF9erVc1+TZnvrmdhmJjbJ1ubffnzXXUEw9OyZvr80PXoEvUOH+hVERDV/Rxy8lvhorgdxjRo1Ep++M08gqNNya69O051pOpRckXqCHzw4mKp9+PDXy+wJsz9VmB6UTZcN0NedvqbmzJnjl3Nf27ZBKLz8sl8pSd90aW+7dn4FERHLAFE9Eu+O9CBu3759xlsrdWEgXSBIe3XBoFyXeoLXWXZ1sajCwgmyYsXGUntSJfeH2WDXu3dv93pq3bq1+0ScVxo3DkJh/Xq/UpLO/KC9unw0Iim2AbJs2TI55JBD3IH81FNPpdW6desmHTt2lBtvvNFtbRPvurRPL6hfffXV+/aH3fr0uU0GDfqTDBv2ils6NlvbAw+8LmvWpN/R45/gtU//f8iQV8vs8feH2WC3du1adw1OX1N6Z2BeqVkzCIUwn8Z1bXjt1ccgkmIbIGro0KHuID7uuONky5bgOkFy1Ho2tzp1jpSmTXvImWeOK3Eiruz25JPpixYl9ydpwLRvP8FdD9HrIqX1JJW1P1WYHpTvvPPOc6+No/yL1LmOTyBIEesA0dDQ8NADWcNEr3Gceuqp7v9/9KMfJd6937dvu/XWW+Wyyy6Tu+++O21/mG348D/ImDHPyvjxb8mjj76btW3SpAWyaVP6eJbSTvAjR/6f23fbbbPK7Mm0P1WYHmS2ZMmSfeuFjBkzxi/ntuQ1kFdCrF6p10m0t7DQryAiYh0gasqUKe5A1pHCerLXPx966KHy1Vdf+a15obQTfFHRVunQYaLbv2DB2lJ7VFn7U4XpQWbJFQv1U0jeGTIkCIUrrvArJemdWtqrd24hkmIfIHoBXS+k6wGdfFc4atQovy1vlHWCHzfuLbe/T5+/l9lT1v5UYXpQtrxfM13XyqlVKwiGxJuvMk2eHPToOBAdO4JIin2AqLfeesvNlqoH9vHHH++mgM9XZZ3gN27cnnjH++S+emk9Ze1PFaYHpdOvSJNzYlXVlvWBhKXdgqtvsLSmo81vvjkYfa6j0Ldt0/uU9d73/SPR8+0rOlRINX9HHOkU78l78/P504fKdILX6yYEyMGjq2L6J/xsb1kPkFat/KcReOABSRw0JfuTm9ZGjPAfhYip5u+II53iXQ++n/zkJ34p72Q6wevsvDpLb1k9Ze1PFaYHJelqmLoqpr7O9IYNvY28KrY1iW1LYpNsbZk+jS9aFMy826JFMBNv4tOV+3O/fkENkRf7ANGp3fWg1qneP2YKalQRXQ1TX2e6OmY+f0UKpIp1gOiU7jq1ux7YAwYM8MtAVuhXpMk51XScERAVsQ6Q3//+9+6g/t73vuemegeqwgUXXOBeZ7oqJhAlsQ0Qncq9YcOG7sD+y1/+4peBrEj9ilRXxQSiJLYBolO564F9xhln5N+EdsgLqV+R5t2cV0AIsQyQ+fPn77tt95///KdfBrJCV73U15iugslXpIii2AWIjjw/55xz3IF9+eWX+2UgK/Qr0uSMu7oKJhBFsQuQqVOnuoNap3L/4osv/DKQFddff717nenql3xFiqiKVYDo7LtNmzZ1B/ZdTPCGKqKrXCa/ItXVL4GoilWA3HvvA+6gPvbYY6W4OH0hJiAbUifn1FUvgSiLTYB8+eV6OeGEy6Rhwx/IlClT/TKQFbq6ZfIr0mU6FQgQYbEJkDvvnC2nnz5cunUbnnENdMDKX6AMiLpYBMh7761xEwDqsq4ffpifC0Uh95W2RDIQZZEPkL17v5Wrr/6bC5B77mHMB6qGfl2VXOtDV7kE4iDyATJjxscuPH784yfk66+3+mUgK3r27OnCQy+g8xUp4iLSAVJcvFM6dw7Wv5g48T9+GciKf/3rXy489NZdXd0SiItIB8iYMf924fE///O07NzJYC5k3969e91gQQ0QHTwIxElkA2T58g3Svv0EFyBz5jDiHFVDpynR8NBpS1avXu2XgUiLbIDcdtssFx59+/7DLwFZoRMk6kSJGiAjWP8bMRTJAHnzzZUuPNq2fUyWLFnvl4GsGDRokAuPE0880U3dDsRN5AJk9+690qPHsy5ARoyY65eBrPj000/dIlEaIDNmzPDLQCxELkCmTfvAhUenTk/Khg3b/TKQFbo8rYaHLlcLxFWkAuSbb7a74NAA0SABqsKLL77owqOgoEAWLlzol4HYiFSA6FdWGh76FZZ+lQVk265du6Rly5YuQPr37++XgViJTIAsXvxfd9FcA0QvogNVYcyYMS48GjduLEVFRX4ZiJXIBIjerqvhMWDALL8EZMU333wjhx12mAuQsWPH+mUgdiIRIOvWFbvw0IGDOoAQqArvvvuuC49TTz3VfZUFxF0kAkRn3J08+X15+eXP/RKQVTrX1bp16/zdQCxFIkAAAAceAQIAMMlagOg1CN0yCdOTKtl/4YWTZcuWnX7Zqejfifym1yB0yyRMT2mWLl3qpic544wz3MXyOnXqyPHHHy8dOnSQYcOGyaJFi/yHALFW8aOsDGFO5GF6UiX7dRs//h2/7FT070R+CxMOYXp8o0ePlpo1a+57bFkbgP2ydkSEOZGH6UmVGiC6omBpU5NU9O9EfgtzIg/Tk+rhhx92/dWrV5cbbrhBXn/9dTfTrk6QuHz5cpk3b57cf//9ctppp/kPBWIt/FFWjjAn8jA9qZL9AwcGU7OPHj3Pb6nw34n8FiYcwvQkrVixYt+kiFOnTvXLADIId5SFEOZEHqYnVbJfR5mfffajcs45j8tXX20ptQfxECYcwvQkDR482PX26tXLLwEoR7ijLIQwJ/IwPalS+wcPnu3+PHz462X2IPrChEOYnqS2bdu63jlz5vglAOUId5SFkDyRh9nCSu3XEeY611Vh4QRZsWJjqT2IvmQ4hNnCOPzww13v+vUsPAZUVLijLAQ/JDJtYfn99933mvv/IUNeLbMH0eaHRKYtjOSdV7t37/ZLAMoR7igLIcyJPExPKr9/zZpiN9+VXg/R6yKl9SDawoRDmJ4kPoEAduGOshDCnMjD9KQqrX/kyP9z+267LZh1t7QeRFeYcEjtmTlzpvTo0UOaNm0qDRo0kDZt2sgjjzwie/bscXWugQB2mY/ECghzIk/t+fDDr+Tuu+fIJZdMc2M8evWaIX//+6fy7bel9ycVFW2VDh0muv0LFqwttQfRVdEAueSSS2Ty5MmJT6yLZdu2bYnX3YfSuXNnGTBggKsn78K69tprU/8KACFkPhIrIMyJPLVH/9uv3z/k/ffXyo4du91XUr17z5THHnuv1P5U48a95fb36fP3MnsQTRUNkNKsWrVKGjVq5P6cHAeigwinT5/udQLIpOyjrILCnMhTe8aO/Xfapw21evVmueiiKfv+v6y/c+PG7XLeeU/uq5fWg2gqLxxUeT1r16511z6SRo0a5fo1RHr37i1z586VTZs2yc6dO13A6Ej04cOHy+mnn57ytwAo+yiroDAn8vJ6vvlmu3TsOHHf/2fqf/TRdwmQGCovHFRZPXrdQ7/K6tq1q9x+++1ptQcffFAKCgr2PbasDcB+WTsiwpzIy+v54x/fdgMGkzL16+y8Oktvph5ET5gTeWk9qSHQunVr9wnD99lnn8nAgQNdXb/i0tl4mzdvnnhT01Huvfde+eijj/yHALGW+Ug8gGbN+kx+8pOnSkxVAmSLLkOrF9Evuugiue666/wygArKiQDR8PjpT5+Szz/nXnxUvTVr1kjDhg393QAq6KAHyPPPfyI/+9k0N1UJcCAsW7ZMmjRp4u8GUEEHNUCmTftALr10urv7CqgKOuZj9uzZUlRUJMXFxe6OKl1hUMd/AKicgxYgEyf+R7p3f0bWrSv2S0DW6AjzLl26uCVq9dbdwsJCefzxx+Vb/x5yABV20AIk9RZcf9u8eaffDgDIMQctQAAA+Y0AAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmPx/eG7eqwYbkb8AAAAASUVORK5CYII=)
| Product Number | 4358-1-0C |
| CAS | 6319-01-3 |
| MDL Number | MFCD00025454 |
| Molecular Formula | C8H12N2O4 |
| Molecular Weight | 200.194 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory