| Product Number | 4H21-1-K8 |
| Purity | 97 % |
| CAS | 628297-55-2 |
| MDL Number | MFCD09702398 |
| Molecular Formula | C11H10N2O2 |
| Molecular Weight | 202.213 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H21-1-K8
CAS: 628297-55-2
Molecule Weight: 202.213
Formula: C11H10N2O2
PN: 4H21-1-73
CAS: 906352-85-0
Molecule Weight: 202.213
Formula: C11H10N2O2
PN: 4H21-1-V4
CAS: 850375-11-0
Molecule Weight: 188.186
Formula: C10H8N2O2
PN: 4H15-1-G6
CAS: 179056-79-2
Molecule Weight: 186.214
Formula: C11H10N2O
PN: 3H37-1-P6
CAS: 179055-95-9
Molecule Weight: 183.214
Formula: C11H9N3
![[3-(1-Methyl-1H-pyrazol-5-yl)phenyl]methylamine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABmWAAAZlgHn8I+EAAACP3pUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/SsTnI6+QQNV2qjaddNJ2H2476b5NKaQdUiET0Ld/fzbtttJ2VIAcHD92YjsZ3+3KFdm4uil8NQkE5QFxVebzolpOgr8vP8MkuJuOMzACw6qZBG9t+z5ibLvd0uzNlXbnK5r5MjjMj3ZN0bPZKurrJZOcC/bv6fG5Y8KialpbZQ6ophg1nfLRZ7btVvFNCFbaelNU7GDOynpz8PYqOb6c7po8+NrLPczNACWLYuXIwtelbclGcgov/0GWrnK1bV1O5ntQKxrB3qfjpwefrUtXtTBED0VmV89tvc5AUfqVy9bgDAa/HiZBKQCwrS9ndW33BEeotoJYSawiNiI2JlYTa4hNiE2JFRw+mBdgIMBCRJDvlcOAL/t3B6smv+G5v3hAB8mSWCKllCFHIWlsUg1CcPjjNNad4IlJSAg2RoMEIwnBQkXTJE5JGFHFtcB/oYVGGSUiQX0a6Rg5nRpohD2ECzk1hnN0ogRKRaWIJRprkyZf8kMvqVFpF8zooz5VKTo1iQHn4C82AtZoIjATVEqkQCqF+Wef+ZyO577KT4akyCfBXARdov+4RSOPuQ6Ir3NXQ27QAZqeArIPYGU+gdk1QPUBrOMwEPUBrPowEPcB7JFhQF/s4QZg+gC24HCWkj6ADTscIe0D2N7DgOB9ojsNN5DzYnen5wZzVu/DaRvevDgr+eF03mCiK3FuNIqIL7J8HWEnrc8+rh0YXlxJ7OS+YnBLT/8Dzyay5QbLwawAAD5mSURBVHhe7d0JuFXj4sfx+zddZB4zu5muearIkJDCzTyFhIvEJVzqSua5hCK5oSRlSgllqJQmDUqDIZGKQlQaNGh8//2W+67Wec8+5+z97rX32cP38zzrofOutfde6+yzfmutd/qLAQDAw1/cHwAAkAwCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXjIaIEce2SlYkpXq+pbdTsvgwdPd4lJ83wcAsE7BBcjZZ79qVqxY7a5Sgu/7AADWKagAueCCN4L/du8+0V2lBN/3AQCsU1ABMmLED8F/69R50SxYsMxdLeT7PgCAdQoqQOTGG98L/r916+HOWuv4vg8AYJ2CC5Bp0+abmjWfDxb9fyK+7wMAWKfgAkR096F/624kEXd9AEDqshIgqS6pcrdbuPAPc+KJXYOfffLJzMiaf3LXBwCkriADRHr0mBT8TC2zVq9eU6Is0foAgNRkJUCSler6VqLtVq5cbc4557Xg5z17flmiLNH6AIDUFGyAyJAhM4Kfn3zyS+b335eHPy9rfQBA8go6QOT66/sFZe3ajQx/Vt76AIDk5HSAfPfdb+bZZz81l1/+ljnppJdMrVovmLPOetU8+ugwM3v272VuFzV16jxTo8Zz5uijnzczZy4Mflbe+qo7ufTSXuaJJ0aaCRN+dosBAP+T0wFi/51oUSurb76Zl3A710MPDQ3KmzfvH/y7vPVPOaVbifc59dSXg2bBY8f+WKoyHgCKWU4HiFpQvfDCOPPFF7+Y+fOXmcWLl5thw743Z5zxSrDetde+m3A712+/LTMnnPBisM64cT+Vu36vXl+VChG71K37knnggSFm5MiZQSU9ABSznA6QsihQtN4xx3QO/p3Mdt26TQzW0eOpitbXnYaC5rHHRpjTTuteKki06A7onnsGBxX1y5evcl8CAApeXgbIkiUrgvXUukqS2U5DvKv+JBoCyZo4cbZp335UeOfjLscf38W0avWRGTDgO7Ns2Up3cwAoSHkZIH36TA7W0x2AJLvdoEHTvQIkavLkOaZjx0/Nuee+XipItBx7bOegrqVfv2+CoAOAQpXRAMkEtcxSfYau+n/8cZFbnFX6LM89N840bNizVJBoUauxm25637zzzpRgeBUAKCR5FSA6Ydev/3Jwcn7rrclucaVSE+EuXcabxo3fKhUkWo466nlz3XV9Tc+en5k5cxa4mwNA3smbAFE9hB0g8ZlnxrjFOeWnn34P+pNcddXbpnr1kkGy334tzE471Td1655tnnrqqbXBU3qwRwDIB3kRIGq6q7oFnYDbth3hFue0X39dYt5448ugyXH16s+aatWamG22qWnWW++v5i9/+Uuw1KpVy7Rp08ZMmzbN3RwAclbOB4jqDzQ5lMKjvFkG88Fvvy0xr776kTn77KvMRhttFAZIdDniiCPMAw88YKZMmeJuDgA5JacD5KWXJoSPftQno5DMnz9/7f69ZM4880yz8cYblwoSLQceeKC55557zMSJE93NAaDS5XSAuBXRiRb1UM93ixcvXntn8qq58MILTZUqVUoFiZa9997btGzZ0owZk9v1PwCKBwGSY5YuXWp69+5tGjVqZLbYYotSQaJljz32MLfccosZNmyYuzkAZE1OB0ixW758uenXr5+58sorzbbbblsqSLTsvPPO5vrrrzeDBg0yq1YxpAqA7CFA8sTKlSvNwIEDzbXXXmuqVq1aKki0bL/99uaqq64yPXr0MH/8QcdFAJlFgOShNWvWmCFDhpibbrrJ7LbbbqWCRIvuWAAgkwiQAjBy5EjTokULU61atRIhMnfuXHdVAIgNAVJgmjdvHgbIe++95xYDQGwIkAKjuxEbIPfee69bDACxIUAKzLJly8Je7qeffrpbDACxIUAKUPXq1YMA2W677dwiAIgNAVKA1C/EPsaaOnWqWwwAsSBAClDXrl3DAHnllVfcYgCIBQFSgCZPnhwGyM033+wWA0AsCJACpI6GW265ZRAgxxxzjFsMALEgQApU3bp1gwDZZJNNzIoVK9xiAEgbAVKg7rjjjvAx1tixY91iAEgbAVKg+vTpEwZIx44d3WIASBsBUqB++umnMECuuOIKtxgA0kaAFLDdd989CJADDjjALQKAtBEgBez8888PAmS99dYzCxcudIsBIC0ESAFr06ZN+BhLk1EBQJwIkAL28ccfhwHy8MMPu8UAkBYCpIAtXrzYrL/++kGAnH322W4xAKSFAClwhxxySBAgO++8s1sEAGkhQArc1VdfHT7G+uGHH9xiAPBGgBS45557LgyQN9980y0GAG8ESIGbMGFCGCAtWrRwiwHAGwFS4FatWmWqVKkSBEidOnXcYgDwRoAUgdq1awcBstlmmwWBAgBxIECKwG233RY+xpo0aZJbDABeCJAi8MYbb4QB8sILL7jFAOCFACkCM2bMCAOkSZMmbjEAeCFAikTVqlWDADnssMPcIgDwQoAUiTPPPDMIkA022MAsWbLELQaAlBEgReLBBx8MH2MNHTrULQaAlBEgRaJ///5hgLRt29YtBoCUESBFYv78+cHEUgqQCy+80C0GgJQRIEXk73//exAge+65p1sEACkjQIpI48aNw8dYv/zyi1sMACkhQIpIhw4dwgB599133WIASAkBUkTGjBkTBsidd97pFgNASgiQIrJ8+XKz8cYbBwFSr149txgAUkKAFJmjjz46CJCtt97arFmzxi0GgKQRIEWmWbNm4WOsKVOmuMUAkDQCpMh07949DJBu3bq5xQCQNAKkyHzzzTdhgNxwww1uMQAkjQApMqr32GabbYIAqVmzplsMAEkjQIrQqaeeGgTIX//6V/PHH3+4xQCQFAKkCN19993hY6zRo0e7xQCQFAKkCPXt2zcMkKefftotBoCkECBF6NdffzX/93//FwRIo0aN3GIASAoBUqT+9re/BQGy7777ukUAkBQCpEg1bNgwCBDdifz2229uMQBUiAApUk888URYD/Lhhx+6xQBQIQKkSA0fPjwMkPvvv98tBoAKESBFaunSpWbDDTcMAqRBgwZuMQBUiAApYocffngQIDvssINbBAAVIkCKWNOmTcPHWNOnT3eLAaBcBEgR69KlSxggr7/+ulsMAOUiQIrYF198EQbIv//9b7cYKBgLFiww7du3N2eccYbZY489TJUqVYLZOXfffXdz3nnnma5duyYcF87+fSQr1fXzXfHsKUpZvXq12WKLLYIv/HHHHecWAwXhqaeeMltuuWV4ci9r2Wmnncybb75ZYttUAyHV9fNd8ewpEjrppJOCL/ymm25qVq5c6RYDea1JkybB93u99dYzF1xwgenVq5eZOXNmcLehDrRjx441d9xxR9CQJNHJP9HPypPq+vmuePYUCd1+++3hl378+PFuMZC3nnzyyeB7vd1225khQ4a4xSUoTBo3blzq5J9qIKS6fr4rnj1FQr179w6/9J06dXKLgbw0b948s/nmmwd3Hh9//LFbXKaWLVuW+HeqgZDq+vmuePYUCc2aNSv80v/zn/90i4G89PjjjwffaVWQpyPVQEh1/XxXPHuKMu2yyy7Bl/6ggw5yi4C8ZGfdVJ1HOlINhFTXz3fFs6co07nnnht86TUy73fffecWA3ln1113Db7TP/zwg1uUEhsIqS7Fonj2FAktX77cVKtWLfziK0ROOOGEoOmjWqsA+WiTTTYJvs/Lli1zi1LiBkOyS7Eonj1FKYsWLTJ169Yt9eWPLsccc4xp06aNmTZtmrs5kLPiDpBkpbp+viuePUUJs2fPNkcccUT4hd9xxx2D9vD169c3G220Uakg0aL1H3jgATNlyhT35YCcEvcjrGSlun6+K549Rejbb781e+21V/hl32+//cyMGTPC8vnz55uXXnrJnHnmmcFwD26QaDnwwAPNPffcYyZOnBh5ZSA3UImeHcWzpwh8+umnJXrdHn300WbOnDnuaqHFixebV155xVx44YXB+EFukGjZe++9g/bzY8aMcTcHKkUuNeP9/PPPg7+P6tWrm2222cb89a9/Df5mrrvuOvP999+XWDffJH9kkPc0de1mm20Wfsn/8Y9/mCVLlrirlUmTUKnjYaNGjcIxtNxFA9VpYMZhw4a5mwNZ49uRUI9xoxIFQnkSre/+jUQXjdE1bty4Euvnk+SPDPJa9+7dwxkItVxxxRVpjX2l1lv9+vUzV155pdl2221L/WFo2Xnnnc31119vBg0aZFatWuW+BJBR9i5EQ5kMHTrULS5Bj20vv/zyMk/+yUq0fo0aNUyHDh3MhAkTgjt6hZsu5g499NBg3eOPP77E+vkk+SODvNW2bdugea79crvDNaRLQTRw4EBz7bXXmqpVq5YKEi3bb7+9ueqqq8wHH3xgVqxY4b4EkBEaXUHfP92J6DHsW2+9FYy+oMEUFRq6+r/rrrtKfG+jEv2sPKmsP3Xq1GBdtRjLV8ntKfLSmjVrgsdJ9kutP6Knn37aXS1Wek8NXNesWTOz2267lQoSLVtttVVwtff222+n3cwSqIgGVSzrkWt00R2zW+luy5KVyvqq/9C6e+65p1uUN5LbU+QdXeVfcskl4RdaFXdvvPGGu1rGjRw50rRo0aJEZ8XoojqZiy++OPhsqdTHAKnQaLsKEtX76cJG0xfYCaU0EoNaHeqxrCuVQJBk1tfkVrrIUgMWratOu/mq/D1FXvr999/NKaecEn6ZVVE3ePBgd7Ws++yzz8ydd94ZNBt2g0SLbuXPOecc8/LLL5uFCxe6mwN5zf2+77vvvsG00vmMACkw6iB45JFHhl9SzbKmyrtc89VXX5n77rsvrEh0F90xnX766cEf2Ny5c93Ngbzjfsd1933zzTcnvPPJFwRIAVGlnNtBcPr06e5qOUef+5FHHjE1a9Ys9UemZYMNNjAnn3yy+e9//xsEJJDPbCusww8/PPh+q54yXxEgBUJTc2o4EnvSPeqoo8rtIJirVLGoZ9Vq2hhtOWYXNQSoXbu2ad++PYM9Iq/p4k7fabUAy1cESAHo379/0GnKnmT16EftzfPdTz/9ZDp27BjM2667EDdMtNSqVcu0bt2awR6RdzSmnL7DGuEhXxEgea5Hjx4lOgiqeWw6HQRzle6mOnfuHIxxVNZgj3okoMEev/76a3dzoNJoRGu1MtRcO6rv+PXXX827774bTOCm760GMM1XBEgeczsI3n777e4qBUnNINXs8qyzzgqH7XaXAw44wNx999052YAAxcX9bkYXjeLw5ZdfupvkDQIkD6mz3q233hp+CVUvoDqBYqRHda+++qq56KKLyhzsUQ0LFK6jR492N0cRUiV2NpuJq36ySZMm5u9//3vQ90Tf04MPPtjcdtttwWPafEaA5Bl1ELz00kvDk6Oau77++uvuakVJgz1qqIrLLruszJ7H6jh2yy23BGMjKYhRXDQyru5adeX/888/u8VIEQGSR9wOgjpJaqBClKZnze+9914wFlJZgz3qRKLpe1E8XnjhhfD3r8YnSA8Bkid++eWXSukgqNt9DUfy4osvmv/85z/BKL7nn3++qVOnTrDottz+v36ucq2n9bWdtq9salTw0UcfmaZNmyYc7LFnz57uJihQBEi8CJA8oI52moDGfvE1BEKmmq2qpYj+yPSYTIPLuSdbn0Wvo9fT6+r1K5MeW+nxlSrg7edTvxMUBwIkXgRIjtNw09EOguqtHXcHwW+++SYY0rqsAQ8TLRqeXaOI2kX/dtcpa9H76P30vpVFx9C2YNMEWSgOBEi8CJAcNmDAgBIdBE877bTYOghqPgQNDaIe6+4J3i56PKUJo9q0aRNUTqu5YUVzeahc62l9baft9Trua9tF76/Poc+TbTYw99lnH7cIBYoAiRcBkqM0D3m0w1zjxo1j6SCoivjHHnssYV2A5mvWpE/qnBh380K9nl5Xr6/3cd9bn0efS58vWzSMvN5bdyK5UFeDzCNA4kWA5CBNxam+HfaLrkrpdOnOQHcEboskNQPWfAia6zxbo4LqffR+el+9f/Tz6PPpc1Z0pxMH1X3Y99VMiSh8BEi8CJAcogpedS6yX3CFSLt27dzVUqa5QPbff/8SJ2o1AVYwqXVXZdL763O4/Tb0eTM9h8mIESPC97v//vvdYhQgAiReBEiOSNRB8LXXXnNXS4nmfI7OSqhFk0vpZKkZ2nKJPo8+lz5f9PPq82s/MkEdD+04Yg0aNHCLUYAIkHgRIDlAz/3r1asXfrF1Na5+C+kYNWqU2WOPPUqcjBVQud77Vp8vGqRatB/an0w44ogjgvfYYYcd3CIUIAIkXgRIJdMjnOrVq4dfalUmjx8/3l0tJRpkMTpCryaW+vjjj93Vcpo+b3TqW+2P9itu6lxo3yNTfWuQOwiQeBEglUid6uLsIKhWWu7Vu3qGx9X0N9v0ufX5o/uj/YujNZqlHvP2tdN9ZIjcR4DEiwCpJOogGG1Kqw6CmifAl062mivDvp5G/Ozatau7Wl7SfkRH2tV+xhWK6rNiXzefpxZFcgiQeBEglWDgwIElOgime0KcO3duiQ6BCqZsjJOVTdqfaOBqf7Xf6Vq9enXYAuzYY491i1FgCJB4ESBZ5nYQ1NDj6TySUfDo7sW+nh6JVfZ4U5niPvLTfqcTvJamzNXrbbrppmn9LpD7CJB4ESBZpI5r0Q6CLVq0SGtOCjX9jT62Ouywwyq9X0emaf+0n3aftf/pdjrUZFP29T777DO3GAXk5Zf7mK23PjJYBg/OTMu+YkKAZIFConnz5uFJSiGS7giwek0NAmhfU1fmhR4elvYzeiei45BOEGvcLvtaGpcLhat370nmkEMeC5ZPPpnhFiNFBEiG6ZFI9ESvx1eagjVdatJqX1N1A+m03spH2t9onUg6TXx//PHH8HU0ARUKV58+k82RR3YKllGjZrrFSBEBkkF6Pl+/fv3w5KSKc1Wgp0sTNdl+HmqdlG6/kXyl/bats3Q8dFx87brrrsHrHHjggW4RCggBEi8CJEPUJLdGjRol7hLieL6uIT+iPcwLpamuL+2/PRY6Lr5DtGhgR73G+uuvbxYtWuQWo0AQIPEiQDJArYU0x4Q9sen/42oZFe0oePnll7vFRUnHwR4THR8frVu3Dl+DeeYLFwESLwIkZrrLiD6b111IOh0Eo3Ris7PoaZKmOJqwFgIdBztplY6PTwBo5F/7O3v00UfdYhQIAiReBEiM3A6Cqv+I6ySvpqoHHHBAeJLM9FDn+UbHw4arjlOqTXv12EqPr7S9HmehMBEg8SJAYtKqVasSfTzU8irOTmmaZMm+tu9jmkIXfbyn45Wqgw46KNhWFeooTARIvAiQmETDQ30+0umX4NJw73YaWM2XketDslcWHRc7n4iOV6rT46oJr/0dzpo1yy1GASBA4kWAxMSe4Lfaaiu3KG2aK9ye2Jg5r3w6PvZY6bilolOnTuG2mnIXhYcAiRcBEpNMXb0uW7bM7LTTTsHratA/32aqxULHxw6OqOOm45cs9Suxv0MNb4LCQ4DEiwCJiYbAyMTVa/R1NXc4KqbjZI9ZKkOTqM5KAypqOw2wiMJDgMSLAImJmu9m4urVDtOuOdJnz57tFiMBHScdLx03Hb9UHHfcceHdnoZ6R2EhQOJFgMQkE1evU6ZMCZum0rQ0NbZnuY6fjmOyNKmUvRD44osv3GLkuUGDpocB8tVXc9xipIgAiVHcV6933XVXeDKL87FYMdDxssdOxzFZmtbWbtelSxe3GHlu9eo1pkePSeadd5K/qEDZCJAYRa9eNVVquvbaa6/gtdTCa/ny5W4xyqHjZVvG6Tgma/r06eHvsGnTpm4xgAgCJEbRq9cXX3zRLU6Jxs6yr8UQ436iLeNSGYtshx12CLY54ogj3CIAEQRIjDRHRVxXr9GpN3v06OEWIwk6bvYY6ngmq0GDBsE2GiJ+6dKlbjGA/yFAYhbX1asdlkOVwD/99JNbjCTouNlGCKkM/xLtjDh8+HC3GMD/ECAxi+vqdZdddgleR6PMwp8dpVfHM1kffvhhGCBPPPGEWwzgfwiQmMVx9Tp37tzwNa688kq3GCnQ8bPHUsc1GerNbu9cGjZs6BYD+B8CJGYffPBB2levn3zySfgamugI/qITRem4JmvfffcNtqlWrZpbhDxg+3poGTx4ultcil0XqSFAYjZv3ry0r16j07S+9dZbbjFSoONnj2Uq0/9qOH5to99lXBOCIXuiAXL22a+aFSvK75dFgPghQDLATmfre/XasmXL8KT31VdfucVIgY6fPZY6rsl66qmnwu369u3rFiPH2UC44II3gv927z7RXaUEAsQPAZIB6V69Nm7cODx5pVMRDxMcP3ssdVyTNWrUqHC7u+++2y1GjrOBMGLED8F/69R50SxYUPbIzASIHwIkA6JXr/369XOLK2THcVJLLqRPx1HHM5XxxP74449wQMZTTz3VLUaOiwbCjTe+F/x/69ZlN2ohQPwQIBmQ7tXrKaecEmyroTiQPjukiY5rKmrWrMnvIU9FA2HatPlrf5fPB4v+PxECxA8BkgHpXr0effTRwbZ77LGHWwQPOo46njquqbjhhhvCC4FvvvnGLUYOcwNBdx/6t+5GEnHXR3IIkAyxV6/bbrutW1ShQw89NNiWToTxsJ0JdVxT0a1btzBAunfv7hYjh7mBsHDhH+bEE7sGP/vkk9LzgLjrIzkESIZEr16//fZbt7hc3IHEy/cO5Ouvvw5/h82aNXOLkcMSBYKGcdfP1DJLw7pHJVofFSNAMiR69ZrqYIjUgcTLtw5kzZo1Zuutt/YKH1SuRIGwcuVqc845rwU/79mz5HQLidZHxQiQDEnn6pVWWPHyaYVl1atXL9h24403Zk6WPFJWIAwZMiP4+cknv2R+/33d77Os9VE+AiRD0rl6pR9IfHz7gVh33nlnuP2YMWPcYuSo8gLh+uv7BWXt2o0Mf1be+igbAZJBvlev9ESPj29PdOudd94Jt+/QoYNbjBxVXiBMnTrP1Kjx3NoLu+fNzJkLg5+Vtz7KRoBkUPTq9dNPP3WLy8RYWPHxHQvLmj17dri9zx0MKkdFgfDQQ0OD8ubN+wf/rmh9JEaAZFD06vWZZ55xi8vEaLzx8R2NN2rPPfcMtqdZdf6oKBB++22ZOeGEF4N1xo37qcL1kRgBkkG+V6/MBxIfn/lAXBdeeGGw/XrrrWfmz0/ckxm5JZlA6NZtYrDOpZf2Smp9lEaAZJjtg5Dq1SszEsbDZ0ZCV9u2bcMQ6t//z0ceyB0///y7+fXXJSV+lkwgaIj3s856NVy3rPVnzVpo5s2jMUsiBEiG+V69Mid6+nznRHcNHTo0DJAHH3zQLUYlUWfArl3Hm6OOet4cd1zn4ERvlRcIUYMGTS83QCZOnB2MoXX88V3M229/7RYXPQIkw6JXrwMGDHCLy/TCCy+E26XaERF/0nGzx1DH09eSJUvMBhtsELzOmWee6RajEsyZs8Rcd13f8MRfvXon8/XXc9zV0vbxxyUDpmXLgWbx4uRbVBY6AiTDolevDz30kFtcpu+++y7c7p///KdbjCTouNljqOOZjsMOOyx4napVq7pFyLLhw783p5zSLTyp6+6gX7/MDXb58ssTg7sc+35nnPGK+fzzX9zVihIBkmHpXL3utddewXYaiiOVfiQwwfGyQ5joOKarSZMmYRjNmDHDLUYWqM7i8cc/Ce427Mm8UaNe5vvvF7irxu7LL38Npsa176tA6dJlfKkxtYoNAZIFdnTdVK9e77rrrvCk1bt3b7cY5dDxssdOxzFd0UeKb7zxhluMDJsxY7655JJ1raUUIk8+OTIY3ypblixZsfa7NKjEI62mTd8tVYFfTAiQLIhevX7//fducZmmTJkSVgL7jONUzOx4Yjp+Oo7pmjRpUvg7vO2229xiZJAqr/WYyp609fgq0ZDs2aLHZdHPo3G1hg5N/u+6kBAgWRC9eu3Zs6dbXK6jjjoq2E4TVKlfCSqm42Qn9NLxi8OqVavMZpttFrxm7dq13WJkgCqrVWkdveK/4YZ+OdGkVkOgXHZZ7xKfrW3bEWb58lXuqgWNAMmC6NVr8+bN3eJy/fe//w23/c9//uMWIwEdJ3vMdPziUqdOneA1q1SpEgQKMkeV1Kqstidn1TmoMntNDlU56PFZ+/ajgnG17Oe8+OI3zfTpyTfXz3cESBakc/W6bNkys9NOOwXbbrHFFua3335zV0GEjo+Ok46XjpuOX1xatGgRBtPEiRPdYsRAldKqnI62elLltSqxc9WoUTNNvXovh59XfVL69JnsrlaQCJAsOeGEE7yvXh977LHwxHX//fe7xYjQ8bHHSsctTs8++2z42tWqVVt7outi5s2b564GT6qMVqV09LGQKq1VeZ3r9FhN861HP/vttw8oMedIISJAsiSdq9fff/89bJK65ZZbmp9//tldBUZDWvwcHB8dJx0vHbe4aFh4eycYXdRE++STTw4elVFH5U+V0KqMtiffTPftyAQ9XuvefWIwTLzdDz2GU2/2QkWAZMmbb74ZnnSef/55t7hCbdq0CbdPZ1iOQmaHf9Gi4xWXESNGhAGuRRX0tnVcdNFwNXpE2b59ezNzZuW1EsonqnRW5XP0yl2V03aejnw0efKccOpcLRoKpXPnzwqyzwgBkiU//PBDeKK5+uqr3eIKrVixwhxwwAHB9jp5DR482F2lqOl42JO6jpOOVxzefvtts+mmm4a/OzUPVr2Kxtnq2LGjOemkk8z6669fKky01KpVKwiyadOmuS+LtVTZrEpne6JVZbQqpbPZtyNT9NjtnnsGlwjGa6991/zyy2J31bxGgGSRfQRyyCGHuEVJGTRoUHiS1CizixcX1pfRl46DHXVXx0fHKQ66U7SjCGi57rrr1l5Flj65zZkzJ2iqXb9+fbPRRhuVChIthx9+uHnggQfM118zIJ+oklmVzfbkqkpoVUbHRaMF9O3b17Rr187861//WntHcE7Qik6Lviv2//Xz66+/3jz55JPm3XffjT3s33//27V3pX/OO6LlpJNeCuZlLxQESBadddZZwclEJyXfk3/0Mc3ll1/uFhclHQd7TOJ6vBetjNeik38yFixYYF566aXgd62pjN0g0aI7pLvvvttMmDDB3bzgLVq0xNx667oe5VpU+Zxu346FCxcGx13fBTsBmO+y6667mksuuSS4gPj11/Rbf2mU4MaN3yqxz23aFEafEQIkix5++OHwSzpkyBC3OClqpmrnGNHiM01rIYlO/6vjkm4zZ91h6E7DvqbC3qfOSnSR8OqrrwZD+qv1nXui0qJxum6//XYzevRod/OCM3LkmLV3YuebatWamMMOezKobFals2/fDv2u9Ijx/PPPLzOso8uOO+4YhItd9G93HXfZcMMNzamnnmpefvll88cff7gfIWmrVq02Tz01ukSfkYYNe5rvvkvv+1rZCJAsGjhwYPjFTKeJ6ciRI4Mvtl5HJ6bx48e7qxQF7bc9Met46LikQ3UbdggULar70LTEcVi6dGkwP/tll10W9lNxl913393ccsstZtiwYWtPqp5n1RykE73mUVEYb7rpbqZq1fqmXr2Hg8pmHxoos3Pnzma//fYrdQy1KJQ1EnOnTp3Mxx9/XGGrRZVr1OznnnsuGHbIPg51F41lp4vAdC5SRo+eZerXX9dn5NhjO5vevfO3zwgBkkV6vKGWOvoyXnDBBW5xSqLzjOiLHfez21yn/dV+22Og45EOTfalFlT29dTqSq2vMkEnwPfeey84yW277balTlRaVF+mOyHV56TabyiXzJo1y5x44okl9q1p05Zr7878Onj26tUr4SOqGjVqBPUYaqwSBzXJVqConsT+zdpl8803N4888oj3CNmaj71Zs/dLPNJq0WKAWbTI7/UqEwGSZfvvv3/wJdTVZjp0hdqoUaPwS7333nubX34pjjkKtJ/aX7vvOg7pXLHrJHfQQQeFr6ffjfp9ZMPKlSvNRx99tPak2rREIEaX7bbbzlx11VXmgw8+8D5pVQY9XooGpO68fCdHmzp1atBIIXpc1GBBxyXTvyt9P/SYceutty7x/rrTUcW7rx49JpXoM9KgQQ8zYUL5d0u5hgDJsiuuuCL8AlZ0a10RNVXV81n7epr0qNBDRPtnJ3fSov1Pp8muTj4KDPt6ChKdMCqDQlB1YzfddJPZbbfdSpys7KKOko0bNzZ9+vSJdZiWOKmu4MYbbyzxuWvWrOk9qZdCR1f99rXUbFp3Z9n+Paljqpplb7XVViX2Tc3yfRvFaBbFc899PQwR9Rl5/vlxedNnhADJMvUdsF88XaGlS19c/XHa19SVue8faq7TfkXvPLTfvn+4okdU0Svk448/PqV56zNNdToaGFLDpkRPWHZR/U/Dhg3N66+/ntZxiNOXX34ZNFO3n1GPf7QPutNKle62dHKO7vMxxxxjPvvsM3fVrFKz7WuuuaZE/599993Xu1Xd0qUrzX33fVzikZZapqVxU501BEiWjR07NvzStWrVyi32Mnfu3HDYdy16FOL7Zc5V2p/oIx7tr/bblyrHox0E1R8gV6/oRQ0GNDFWWRW8m2yySbAP3bp1C5q0VgbVGUSPqepxBgwY4K6WlEWLFgWdNO1rqQJeFdiJ+uFUFlW8R1tE6i7p/fffd1dL2ocfTjUnnPBnnxFNmDV//rrvYzRcBg+evm6jMth1M40AyTI9brFNDuvWresWe9MVaPRxlq5OC6WJr/Yj2gxW+5nOFbc6/UU7CKr+IZ8qqvXYTf1Uoo/yoouGWjnttNOCwR7TCdlk6a5NTWmjn+H000/37kOhx5RHHHFE+Fq77LKLGT58uLtaTlDDGDWIsZ81nWbf8uOPi9YG5bC1d5VflPh5NEA0OrGm9y0PAVLANMSFvmx6lppO5a9LjwmiHQ21qM4lnZNtZdLnjtYZadH++TwOsdQhMPp69913n7tKXtFjvUcffbTEHWh0sYM9aiThdOvcEtGJPXoVropttYbypTuPaHjojiuVWTwry5133hl+Zo2GoIuUONlAuOCCN4L/qv9MeQiQAqZKUvtlmzw5/jbgatJq+4loUXt5tYfPJ/q80Xb+2p90murq0YeGrLCvp+fXeuRSSNSEVSdv1eWUN9ijhvdIt7mr7th0FxS9k9PvK536CdV5KOzs66lpbjbuoOKi0LD1IvqvOpHGxQbCiBE/BP+tU+fFtXc/ZT9yJUAK2CuvvBL+kWj4hUwYNWpUiStDLbp6z8RVaJz0+dy7KO2H9seX6jbOO++88PVUXxBHA4ZcpuOouw7VI0RP8tHl6KOPNq1bt0650YVGGrbz29jlyiuvTPtON1phrjuPfAoPSx0cbXjrokedQuMQDQQ770jr1mU/1iNACpjatNs/FA30lil6Nq0xfaJ/6GoGqivHdHrTZoI+jz6Xnc/DLvr86bSM0rbRk506CObq8/RM0YlYJzbVHZU12KPqU3T8K7ojVvPh6ND2+n3FcaWtprr2NVXnkQ+PrcqiOzy7LzvvvHMsF23RQJg2bX7Q3FeL/j8RAqTAqXOYvmDVq1d3i2Knoc5tB0a7qFOXmldWdr8Rvb8+hzu8hz5vukPW//jjj+bggw8OX1N9K9TMtJip0lcttc4+++zgTix6zKPHXi2+oi35dBcXfQSoRXcw06dPX/finnRBZft56G6pEAL+2muvDY+THhum23rMDQTdfejfuhtJxF0/UwiQSqJWMvpy6YownUHakqXWX+oE5Q6doRY7Gv+pd+/eWevlrPfR++l99f7Rz6PPp8+ZTudA0ZV09BHegQcemPWOZ7lOj5xee+01c9FFF5U72OPFF19c4liqLqVly5ZpNWaIivYwV1PdQqC/adXh2P3SJGPpcANh4cI/zIkndg1+9sknpYfBd9fPFAKkktx7773hlyvdQQBTod60Gsgx0bAZejShoSH0OEETJsVJr6fX1etHH4HYRZ9HnyuOaWg/+eSTUh0Ec+2RXa7RHYYeT6mXu/sYMbrokYyGXomLLiTsa6uTYLpX6rlE47XZYNYdVjoNFxIFgoZC0c/UMsvtuZ5o/UwgQCqJBtOzfzjpXp340BWS5vEuq/mnFlVkqnJUdwQaSVaPfyq6M1C51tP62k7bl9X5TYveX58jrrswjU2UTx0Ec5HuENUhToM9RoftUPCrF3Zc9F2xAyOq1VI6LbhylS6K7PFTXxlfiQJBMzfaqXN79iz5aDbR+plAgFQS/SHa1hpxTYLk65tvvgmeeZc1ZEaiZfvtty8xt4L+7a5T1qL30fvpfeOkiuJoiyM9h86nDoK5SMfPjsu12WabxRrG+n3Z35XqVwqRHvPZDp/6e/edeqGsQNDshvr5ySe/tPbufd0j6LLWjxsBUonsFLfqma5nv99++627StapSafasyvU9LjCPfn7LHodvZ5eN9Umo8l66KGHSrynHhEiHtHZGfWYKw56VGX7+agesJDrpzS1rj1+qvfzUV4gXH99v6CsXbt1j8LLWz9OBEgl0gBs7slWA9Gpd/QXX5QcyqCyzJs3L6ijefHFF4PWUuoZrlvxRPNL6+cq13paX9tp+0zSiUhNoe3xK8QOgpVNjyTt8dWEWHFQPxz7mqoXK3S2Ql13IRU1lU6kvECYOnVeMNOhhoafOfPPcdDKWz9OBEglUnNFPc5xWyLZRQGjIRLGjRvnbgrzZz1OdAwmNUuN6woZJdlm4KoTiaO1XvT3lun5PHJBtLFAixYt3OIKVRQIDz00NChv3rx/8O+K1o8LAZIDlixZYnr27Bl0mtNzZjdItPztb39b++VoHrQwwp/9GYq9g2A2Rcd6SmfEWdHvzg4omo1+ULlAdSF2DnY9uk61bq6iQNAsh3Yk33Hjfqpw/bgQIDlGV9Uaavzyyy8vNQOaXXbddddgwh6NF1VIzR6TpQ6C0Tkn6CCYear8tcdbQ46kQ8P32NdKZ+DFfHPrrbeG+/3hhx+6xeVKJhC6dZsYrHPppb2SWj8OBEgOUzPH/v37B3+wO+ywQ6kg0aKrmiZNmgTzLsTVsSuXff3116U6CGpsJmSeOhXqmKvFXapX0FG6OLK/v3T6RuSbTz/9NNzvf//7325xuZIJBA3xftZZr4brVrR+HAiQPKE7DQ3toQpjjRXkBokWPcZRJbZafcTVryKXqFLeDgGj5bjjjqODYBbp2b099ul0JrQXAAqkYqK/YdvB9dBDD3WLy5VsIAwaNJ0AQcX0vF+3xLYjlruo52ujRo1Mr169zNKlS93N845CMTrchsZyKoT9yicaEdkef99+Gxok0b5GMbS+ctnGA2qNFWenzMpCgBQA3RrfcccdJeYLjy7qma1Z0zSUSBxDhWSbZtaLdhDUI7t0HqHAjyY/s50KVRHsU//Wr1+/8PdYjM2tVedj93/QoEFucd4hQArMpEmTzD333GMOOuigUkGiRa1fzjjjjGCa2HSGSc8Wt4Og9g2VJzoZms9cF9ETaL5NchaHDz74INz/jh07usV5hwApYBoq5MEHHzRHHnlkqSDRoglv6tWrF8zh7Dt/dabo6vaGG24IP6s6CGrMLFSuoUOHhr+TW265xS2uUHRIeLWmKzYzZswI979Zs2Zucd4hQIqE5m3QwG7HHntsqSCxJ2j1Ju/QoUOl/2GrAYAeudnPpg6CGpwRlU/BbkdyVmW4HmulQnVX2lbDlxQjHS/7OFazZOY7AqQIadyhp59+OggMze3ghokWtXB6/PHHgyumbFInM30u+znUF8bnUQky57rrrgt/P2PGjHGLy1W3bt1gO7VGKla2f5fu/lOhIdu//35BqaHbKxMBUuQ0I6AqM0855ZTgkZYbJFrUW1h1EZke7FFzhkQ7CKrDZK6MCYZ1Bg4cGP6ONO5ZKjSLobbT3Uux2n333YNjUKtWLbeoXI89NiJomnvHHf5NqONGgCCkPhUaBLFBgwZljs+lKWI10u3nn3/ubp4WdRCMNkk+4IADiqqTWT5Rh1XbH0ct/1Kh/g/aToNwFis7P04qfUGWL19latf+c6iSyy7r7RZXGgIECam5b/fu3YPntNEJmqLLPvvsY1q1amXGjh3rbp4S9S+IdhBUPQ0dBHObJpuyv6/o3OkV4Q7E7w7EzvuhpVOn9P7e4kSAoEIa7PHNN98M5vQoa7BH3T3cdtttZsSIEe7m5VK/gGgHwbPOOosOgnkg2p/j7rvvdovLRB3IujoQPTZO1r33Dg4DRMO35woCBClRCylNG6shU8oa7FFDragJbkWDPepxWbSD4DXXXEMHwTyhId3t3OkajyxZtMJKvRWWpq498cSuQXice+7rbnGlIkDgTYM9ahBHnfjLGuxRP1e51ovOp64ZGO2UvlpSuYpFbtBQOfb3l+wkSdEWXGo0UWyiQ7loRO1kjBw5M7z7eOaZ1Fq9ZRoBgljYwR5151HWYI+6Y9FIrOoJb3+m/ifPPvus+3LIA+qbY3+P6rCajGhP9CFDhrjFBU/DuNv9f+aZZ9zihOxkUVomT86t8bMIEGSEBntUnUhZgz1qUQdBzdSG/KS6Klsndvjhh7vFCUXnB3/hhRfc4oLXvn37cP+TGdFYfT5OOaVbEB5nnPGKW1zpCBBknFppqbWWWm3ZPx7deWhYDOS3Cy+8MPydfvfdd25xKdOmTQvX16CYxaZhw4bBvuvxrfpgVWTs2B/Du4927Ua6xZWOAEFWaUpetebS4y7kv9deey0MhDZt2rjFCamDqNYvtr4gqkC309om2/CgdevhYYBMnDjbLa50BAgAb+ovpEeROimqj0cydAFhr8Jnz869k2KmaKRsG7bJVKBrmLHTTusehIf+m+KwY1lBgABIi/ru2EBIZnphjf5sT6SdOmV+1rxcoZaGdr/feecdt7gU3XHYu482bVLrX5UtBAiAtHTr1i08MaqSuCKaOsD2hdDAmcVAj69sgxJNPZ3MlNNPPjkyDJBx43KzyTMBAiAtmphMHQN1cqxdu7ZbnNBpp50WrK/RoJO5a8l3qvOzIau+MMlQqyuFh1ph5dIIvFEECIC02UBQ67pk6jWidy0tW7Z0iwvOP/7xj3B/NfZbRb76ak5496F+ILmKAAGQtmi9RjIdQ/UIx05MpQ6mixYtclcpGJ999lk46oLm2UlGhw6jwwAZNSp379AIEABpmzNnTlivoQETkxGd7z7ZJsD5yDYy0KI50ZNxzjmvBeGhMbBWrSp7PLnKRoAAiMVJJ50UnCQVJHPnznWLS9GQ/ZtvvnmwzVZbbRVUrhea9957LwyPmjVrusUJffvtvPDuQ6Pw5jICBEAsNLaTPVl26dLFLU7okUceCbcptJ7py5YtM3vttVewb2osoE60ydB8HzZAhg793i3OKQQIgFhodF2dKHXCVKVxMlQXYk+yhTa8zc033xyG49VXX+0Wl+mii3oG4aEZCDUTYS4jQADERpXEOmFqSuQFCxa4xQlpfhl7otVMhWoWnO80UrGtONfwJck80pPvv18Q3n20alXxYIuVjQABEJvocO2aEjlZukK3211wwQVucV759ttvw8nWdEfWv39/d5UydekyPgyQjz6a5hbnHAIEQGw0YZK98j7nnHPc4jItXrzY7LfffmGI3Hnnne4qeeHnn3821apVC/fjrrvuclcpV6NGvYLwOO64zmbZspVucc4hQADEqkaNGsHJc9NNNw2CIVkTJkwIW2Vp6dy5s7tKTtMju8MOOyz8/KoHSmWK5lmzfjOHHPLI2gD5r2nePPm7lspEgACI1aOPPhqeRHv27OkWl+v9998P+5OoUj1fQkR3HtHwqFWrllmyZIm7Wrk6dnzD7Lrr+WvvYK4xffuOd4tzEgECIFaqA7AnUk2glCr1arePwfTfdu3auavkFO2vbUmm5eCDDzbz5s1zV6tQ7dr1TJUqe5oddzzK/P57auFTWQgQALE79NBDg5OpHkmpP0SqNN2t7kDsSVl9RJIZwTbb+vTpE3SCtJ/zmGOO8QqPWbNmhU2gzzjjDLc4ZxEgAGJ3//33hyfVt99+2y1OimY73HDDDcPXUd3K9OnT3dUqhUIx2s9Di+o8Un1sZT399NPh63Tt2tUtzlkECIDYffnll+EJsXHjxm5x0oYNG2Z23nnn8LWqVKliHnvsMbNyZeW1UNLwJNFHVrpzUGurVCrMXZoXRa+lwNQQL/mCAAGQEZrzXCdF9YlYsWKFW5w0VVBrnpHo1b4ekfXt29ddNaPGjx9vzjzzzBKfQ50EU+nnkcgvv/wSPq6rX7++W5zTCBAAGdGqVavwRJvsKLRlWb16dTDbYbSZr5bq1asHvb4zeUcyaNAg06BBgxLvq8p9dX70qe9waVpf+7r5NsUvAQIgIzQPhj0xXnPNNW6xlx9++CHoqW5baUXvBG699VYzZswYdxMvkyZNCuYwt9PQRheNqpvswIjJqFevXvC6ugvR3Ug+IUAAZIztlb399tunVUfgmjhxYtDT3Q0SLZpzXCGj5r+qr5gxY4a7eQkKJfU/0R3OxRdfbHbYYYdSr6lF43yleyflUn2HbSiQj/PDEyAAMqZ58+bhCViPguI2efJk06JFC7PTTjuVOuG7i4JFdxR20b/dddxF62gO89GjR7tvHQu1uLLvpZZY+YYAAZAxmv/bniD/9a9/ucWx0d3Nhx9+GDzGOuSQQ0oFQSrLgQceaG688cZglOBM9z1Rnw+9p1pyqS9IviFAAGTMmjVrzG677RacJNUcV//OBlVuf/TRR8EkV82aNTMXXXRR8IhIy/777x/+v36u8g4dOpgBAwYkPex6HDQP/MYbbxwcG3VAzEcECICM0gnaXt0PHz7cLS5ar7zySnhc2rZt6xbnBQIEQEYNGTIkPFHecsstbnHROu+884JjooYAudLDPlUECICMUh+OqlWrBidLzTgIEwx5ol71OiZHHnmkW5w3CBAAGde0adPwLuTTTz91i4tOr169wuPx8MMPu8V5gwABkHGqoLYnzNtvv90tLjqXXHJJeDymTJniFucNAgRAxmmokW233TY4Ye6zzz5ucVFR0+AtttgiOBaaOySfESAAsuLKK68Mr7rVk7xYqX+JPQ733nuvW5xXCBAAWaHRc+2JU+NMFasrrrgiPA4acyufESAAsmL58uVmyy23DE6cu+yySzCMR7EtmuPdtr7ad9993UOUdwgQAFlz8sknh1ffxb5omt58R4AAyBr1uHZPpMW69OvXzz08eYcAAZBVmutc09K6j3eKZVG/Dw0fXwgIEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAODl/wGZtvCjEbHJ8QAAAABJRU5ErkJggg==)
PN: 3H30-1-P3
CAS: 934570-45-3
Molecule Weight: 187.246
Formula: C11H13N3
Melting Point: 138.5-139.5 ℃
TSCA: Not listed on TSCA inventory