![Ethyl 5-ethyl-4-hydroxypyrrolo[1,2-f][1,2,4]triazine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-1-K9 |
| Synonyms | Ethyl 5-ethyl-4-hydroxypyrrolo[2,1-f][1,2,4]triazine-6-carboxylate |
| CAS | 310436-60-3 |
| MDL Number | MFCD12756029 |
| Molecular Formula | C11H13N3O3 |
| Molecular Weight | 235.243 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![Ethyl 4-hydroxy-5-isopropylpyrrolo[1,2-f][1,2,4]triazine-6-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABQpAAAUKQEGPm7AAAACsXpUWHRtb2xTb3VyY2UAAHicjZbbbpwwEIZfxeK68dkcouxGUaJKlZJWalKpdxUB7y7SgiNgT2/fMXsIsAYicWGMv/k9/OOR7+73+RptdVllpph5DFMP6SIxaVYsZ96ft+83oXc/v0tgESwsqpm3quuPW0J2ux1OVjqP96bAicm94/fbfZV11uwENuWScEoZ+fvy/NowN1lR1XGRaKCq7LZqJp9NEtfNLgYkSB6X26wgx+UkL7fHaP84tQ/F+yr1PnN5hG8PgKJFttZoYco8rtGWUwwP/YaWutBlXOsUvR9gWmAJuc/vXp5Mssl1UcPQRsiSeP1al5sEJnKz1skGgsHgx9PMyxkAcW3yh7KMD8chytKZFzP4i2ttw7wdPjTsBRLlM+9GYBFFvocOx5cooBxCEAu2cT6Ac+zzCw4vwlcuXPTwXycc3A2/gMsBdYoFu+AMC8pDF66+oA4OCBq5aN8tzjDnVE5qB26aY8bVeeegrXyndtijfx5pgVUEPp1pJdzakZuWOOIiOqfNReB0nFH3zn3MVeBParN+wYH46pCWBqr80WyKGv6gIyDHNBgIOFCC7WwAD+UAPlCCHVxiEQ7gAyXYcWJk8/0SdJUBx0qGgRMfrEFfRsFl85QJ4cQHipBiJoX8zF0I5+lj/Sq8bN4PL7krzFTQyp20utC7KdLWsIn6Du7bJb/1ouJWBNkeY8pUl7YyIIBd2gZ4F+DIdpUxQHQBgWwfGQNkF5DIdo4TwF2AugL8cQW/C/jI9ocT8OACgi4QINsSxoCwC4TIdoExIOoCEWpO/hhhv3eso6g57qNM327wm/EJpuc4A8uZGHeECQcjJ3Tk1T+bRHrOM7CeqQnm2vxJpGc/U6jpBWMlxnoVwKxOMMFEDiZ0MaR1lsn59gHDq5sJaV1bCFzW5v8B0VnqYA/gCQEAADw5SURBVHhe7d0J/NVT4v/xGdughAlZkrFUUrIWgxAKjeVnHyNrWWKkLKn8s6VRKiRSUqRmRCKMJY0l20i2sU7WshSyhGkTzv++z3Vu93u+d/nc8733fu/yej4en8eYe8693/u5fe7nfT+fs/3GAAAQ4Df+AwAAREGAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAiAirXLLmPstt9+E8z//rfcL7ZcHeSOAAFQsVw4aBs9erZfbBEg4QgQABUrOUA6dBhvvv12qV+FAKkDAgRAxXLh0KvXI/Z/hw9/3q9CgNQBAQKgYrlwmDPnK7PrrmPMH/94q/nii/+lrIPcESAAKlZyOPTtO8P+98CBM9PWQW4IkErz9tvG9OhhTMuWxjRoYMzaaxvTooUxZ50VLwOqSHI4zJ37rWnX7hbTvv1YM2/eopR1kBsCpJIMHmzMqqvG/lV/k3pT2ZAh/rOAiuWHw+WXP2n/f79+/0pbB9ERIJXi+uvjIfHb3xrTrZsxs2YZ88MPxixebMyLLxrTvXu8THVGjPCfDVQkPxzmz//B7L77WNseonaRVHUQHQFSCT7+2Jg11oiHw/jxfulKKlMd1f3kE78UqDipwmHIkGftYz17PpK2DqIhQCpB//7xYDj6aL+ktqOOite95BK/BKg4qcJh4cLFZo89xtnHX311Qco6iIYAqQTt2sVDYfp0v6S2Rx+N191tN78EqDjpwmHEiBfs492735+2DrIjQCrB+uvHQ+Hrr/2S2hYujNdt3NgvAcrWc899bAcJfv31khqPpwuHRYuWmr33vi1R7tcZNWq2OfXUaebJJz+q8ThqIkAqwWqrxUNhxQq/pLYff4zX1XOAMqeuueee+3AiBB599L0a5anCwRkz5qW0AaL2Efd4jx7/NO+/H+HHWRUiQCoBVyCoMt9/v9xecey221h7klfPquuu+7dZvvynGvVShYOj2Xk1S2+qOosX/2huvHGWHbmuMo0dGTz4GfPdd8tq1Kt2BEglcG0gjz3ml9SmdhLVbd/eLwFK3s8//2KmTn3b7L//yhP/eec9UmNgYD59+ul35sILpyf+VseOt5vJk98wP/30s1+1KhEglaBfv3goHHOMX1Kbemqprnpuod7NmzfPbLjhhqZNmzbmjjvuiP3C/c6vgl+99NJn5vjj70mczI866i7z/PPF6Y7+4oufmWOPnZL428ccc7eZNetTv1rVIUAqQewkZFZfPR4MsZNQWhMmxOtoHIjGjqDederUKfZP8pvEtkbs3+bggw8248aNM199FR/oVu0+++x706dPfB4rdxXwj3+8YVasKO5VgK5+7r77rRq3vXr3fjT2Vare0CdAKsWwYfFw0Gjz00+Pjz7XKPQlS4yZPduYM85YORL92mv9Z6MejBw5MhEa3bt3Ny1btqwRJquttlrsZLWfufnmm82CBQv8p1e8JUtW2N5Qrh1C81gNGvR0yjU9ikntINdc85xtF9H7UvuLugWnW/GwkhEgleSqq4xZZZV4SKTaVDZokP8s1IP//Oc/Zs0117RBcd111yUef+utt8wVV1xh2rZtWyNMfhsL/7333ttcf/31sV+8lX/1+NBD78auxCYlfumfccaD5t13I3QSKaIPP/zWnH32Q4n32KnTHeb++/9rr1SqBQFSad58Mz7zbvPm8Zl411or/t9nnhkvQ71bHLsybNWqlQ2GLl26mF9+SX3Cef/9983VV18d+6XbvkaYaNttt93M4MGDzQcffOA/ray98cYX5pRT7kuclA899B/m8cc/9KuVlJkz55ojjpiceM9du041r71WHVeMBAhQZKeffroNgU022cR8+eWXfnFKamy/9tprTYcOHezVSHKY7LjjjubKK680b5fxdP1ffrnYXHrpk3aSQ52EtfzsuHGv1OqWW6p+/PFnM2HCazUGJ/bv/7j5/PMf/KoVhQABimjKlCn2pL/KKquYGTNm+MWRzJ8/34waNcq2j6y66qo1wmTbbbeNnYgvi/2SrzmgrlQpIBQUCgyddBUgChIFSjnSSPgrrnjKttdof/bcc5wZOXK6Wbq0MsePECCIu/HG+K2ul17yS5Anc+fONeutt5490V988cV+cZCFCxeaW2+91Rx44IG2MV6vveaaTUzTpkebQw65zdxwwyx7W6gU6daUblG5X+wnn3xf3t/rRx99ZB566CFz++23m2HDhpnLL788sen/63GVq14+vfPOQtOt2/2mbdtrzGabHWlatGhn7rzzTr9a2SNAEHfRRfGGdg0wTHNPHuF++umn2K/RPe0JXm0aP2pKmTxbtGiRmTBhgjn++HNNq1Z/TZyYtXXp8vfYCfM588orC+r9n1eN4Wee+WDivR100ETbaF7X97Vs2bJYKD1u+vXrF7sCaGfWXnvtWm1HmTbV1/P0fL2OXq+uHnzwJbP99l0Sf2OvvfYyL7/8sl+tbBEgiJs/35h11omHiMaLIK8GDBhgTyCNGjUqSsP3kiXLzfTp79t1wPfaKz51uds6d55o/va3Z+zguFxHVLvX0FiIdN1WXR2fJjDU33W3d9Q996abXrTThtTFU089ZU466aSUgaGu0K1btzYHHHCAOeWUU+zWu3fvxH/rcZWrnv9cvZ5eV69fF0uWLLVXPO796fZlt27dzBdf5Pdqqz4QIFjp6qvjAbLppvHVDJEXOgG5toq///3vfnHBLVu2ws4qO2DAE7VmoFUQ6J69ZrNVQ3A2yc8dPXq2X2ylChC99oEHTkyUXXTRY3aAYChdwY0ePdpss802NU76G2+8senatau9NaVOBT//nH2fRPVUX8/T8/U6ya+rv6O/V5crR3W/Pv744xOvqR8T11xzjVm+PHUQlwMCpFp8H/uyTp2qGeT8kpV0yb7VVvEQ0fQoqLOvv/7aNG3a1J4wTj75ZL+46HQiV1goNJJHVGtTuChkFDYKnVSS66vhO9WgvlQBottTJ5ww1XbR1ZQkoXQrcOzYseYPf/hD4kTcsGFD+4v+2Wef9avXiV5Pr6vXd39Lf1d/X+8j1DPPPBP7fHZJvGbz5s3NAw884FcrCwRItXBXF1ovPZN7743XW3NNjZTyS5Gjww8/3J4kWrRoEbuoK62rOt2+0nxOGt2t21rJ4aDbXv36/avWfE+uvFev+HTnmhHXlypA8uG1116zbRTuxNukSRPbtfl/mX4U5YFeX39Hf8/9bb0PvZ9QuuLRdDXJr6lpbcqtKzYBUi2eey4+lYlGo2frabXffvEQOfJIvwQ5uOmmm+yJQb2jXsr2mdczXSG8/PJ829CuBncXAvvsc1uNeu7xOXO+sl1u1Y7xxRc1T+D5DpAVK1aY/v37m9VXX91+nuuuu64ZOnSoWaJpeopIf09/V39f70PvR+9L7y+UJs/s06dPoged2mLOPfdc88033/hVSxIBUk2OPz4eDHvt5ZfU9PrrKxepeuIJvxQRvB77DN1UJcOHD/eLS97rr39hRo6cZafmSJYcDmqg138PHDgzbZ26+vzzz2Mhtk/iV/oRRxxhPvss/BZYPujv632496T3p/dZF++995457LDDEq/ZuHFj+wOkLrfKioEAqSaaQ0nTmygYsvVJP/vseL3tt9e9Dr8UGeiXqnr26ERw0EEHpZ2qJBfqovviiy+aSZMm2V/ByeMZ9P/VOD979uyCTwefHA5aDVA9qjSpYPJ6HPkKkFmzZplNN93Ufo7rrLOOueuuu/wq9UrvR+9L70/vU++3rh577DGz3XbbJYJEU97oVlepIkCqTeyEY4OhWbP4bL3paCpxt9LhqFF+KTI488wz7ZdfPXlCu2qqZ44aVs855xw7utydUKJsCq9evXrZk1G+f8H64XD55U/a/6/2knR1Qjz55JOJxmudRN955x2/SknQ+3Lzmun96n3XlW6J3XDDDeb3v/994t+0VBvZCZBqo/vGCo/YQWnDJJMRI+L1NtjAmDK5J1vfpk6dar/w6us/Xas/5kgnpL/+9a/2FoYfDBtttJG9XZJqPINm6tXCVP5zNttsMzswLl/TwfvhMH/+D3Y6c7WHqF0kVZ1caWT4WmutZd+/pmsptc4HPr0/vU+9X71vvf98UA8+dxzcf//9fnFJIECq0eTJ8WDQ7SwtRpWOGgdjl9O27nnn+aXwqJ//+rGrNn3hL9LI/hxoGvdjjz3WBo87+WuyxR49eph77rkncqOqpjbRlBnqfpr8C1btMboqUXldpAqHIUOetY/17PlI2jpRqeusazs69NBDzdKltbsJlyK9T71f91nnq0vx9ttvb18zdN60QiNAqlWHDvFg+POf/ZKa3BrqWvGwzLoYFpNuFWmaCn3Z1cUz6oAz/XpV2LgeRtrUmPrII4/U+faTpuLQffrdd9898dr6RavpTkKlCoeFCxebPfaIj3Z/9dUFKetE8e677yZ+cetkXJfeTfVB79eFiPZD+1NXBAhKk+bjUZdede195hm/tKbYl8KGyIEH+iX41WWXXWa/6GpUVY+aKNTomjwgTicfLTRVCA8//HDiZORCKqTBPV04aEU+Pd69+/1p62Si9+JGlSuAtWZKOdL7dmNVtD8hn3EyAgSlS4MKFQy77KKRTX7pSvolpXXUVffBB/3Sqvf0008npiqZOHGiX5ySGkndVYdC5MEifK66Kho0aJD53e9+Z/+uBjfmOnAtXThonit/mpRc/OUvf7HvaYsttqhzl9j6pvev/dD+aL/qggBB6VIPoUaN4sFw661+aU0XXhivFzvp/FLGc/fkm9omNt98c/slP/HEE/3iWtSl9/zzz09cCRx11FG2i24xqTuwe89qeH/llVf8KmllCocxY14KCpA77rjDvhcNontOA14rgPbDTdCo/QtFgKC0DR0aD4YmTXQfwS9dKVY2L1Znog7mYcP80qrlBpTpdsX3mm8sA4WHekypvlYV1JK09UUrIbr5mNTw/+qrr/pVUsoUDpqdN3l+rSjUzdmN7NZa8JVE+6P90v6FducmQFDadDWhhaQUIll6Ds2OXaXsE6u3QR2+EJXk5ptvtl9uTUOhQXzZuCsP/TKtS0N2vujKZ4899rDvSd19P/205rxXxaDeYvr7O++8c507DZQa7Y/2S/un/QxBgKD0aZCSAkTtHBkagDUBnPtCdO/e3S+uKm+++WZirIJGgmczYsSIxJWHpgwvFd9++21i5LP+bfOxiFJUCl11W9ZnUim3rnzaL+2f9jPKjwwfAYLy0LlzPETU4yoDNRi7L0Qu984rifr8t2nTxn6xtZRstqlK1NvKTZZXn7et0tFyrhtssIF9fxeqratI9Nnpb2r9jUqm/XPHSq4IEJSHt96yYz0+jh2sC7KMoD7uuOPsQd1BY0mqkAb3af81FXe2HkMa5+G66qrBvFRppLPeo34Y6EdCoanNRT9EdDuvGCs01iftn/ZT+xu1rckhQFA23u7Z0wyIHaynbbddxkFc8+bNSyzPOVmj2qvIfffdl7gVpcF+2egXveorRIrd2ypXrj1ip512irySXyi3Mt+fsw1krRDaT+2v9jsXBAjKxg/ffGO2+/VWhsYpZOIGzqm/e7HXZagvn3zySWJ6kAsuuMAvrkXTk7ixHsUY51FXmuZkvfXWs+836gyw33yz1K4fokWpolIPMNfFtVpug2o/tb/ab+1/VAQIyopbBEknyq80I28aGnHrxhJUWvfLVPSLXBMWan/V/TXKOtaa20r1Neq7XKhDgN6zllmNchXipi45/PAsywMkufHGGxOfYzVx3aa1/1ERICgr6nroDtqztSZIBv/4xz9svQYNGtiJBCuZ69OvqUqizHGkWXVdD6O6LH1abFq+1U0Iea+WN84iJEBc12EtE1tNtL/ab+1/VAQIys7jjz9uD1pdbr/xxht+cQ177rmnrZvrvd1y8swzzySmKok6fkNTspfb1Yej6d/13qP0Gso1QLSan0JVn2d9ryxYbNpf7bf2P+q+EyAoS26E9f777+8X1aC1vt0v7XxNYV1KNFVJs2bN7Gdxwgkn+MUp6faW6xarSQzLja6w3A+IbNO/5xog7qpVY06qkRtHpc8hCgIEZUldD92ke+p5lMlpp51m6+26666R7puXE3W91b5tvfXWkWdWdV1itZ5HuY6udvfrb7nlFr+ohlwD5IwzzrCvq1H51cjNRqDPIQoCBGWrb9++iZNnphHKGgvRqFEjW3f8+PF+cdkaM2aM3Sf1pMplvWstQ6vnZWtDKmVaa137kO3WZK4B4pZ/LdUV9grN/bjQ5xAFAYKypUFw+hWtA/jqq6/2i2sYMmSIrad1wLNNKlgO1AXXjXXRvuXCnSS1kmC5cu1gmiMrk1wCRNPJu+676hJdjbTf2n99DlEWHdt339NNkyYHmJkzX/aLSgIBgow0b5MOePU+mj9/vl+coPv+bkGgPn36+MVlRVOVuF9+nTp1yjpVSTINFlR7kJ6brf2glKmbtus4kGk99VwC5L///a99PfXay+UzrSTab+2/Pgd9HtkcddR407btEPPvf8/1i0oCAYKMdMC3b9/eHvCaijwTd3mutpP333/fLy4b7hbURhttlPHkmYpudbkrsXLnpmDJNLVJLgHywAMP2Nfbcccd/aKqov3X56DPI5vjjptiP99Zs4o/U3IUBAiyev755xMTKGoxokz0i11fjsMPP9wvKgvTpk2z+6otpAeVWxxp33339YvKzgEHHGD35bbbbvOLEnIJENempKV7q5lbN12fRzYECCqCm1FUg6Ay3X7QNOfuPnepNvylo/UwGjdubN977969/eJI3GCxbI3P5UDdlrUvmaarzyVAhg0bZl+vrsu8lju3fK8+j2wIEFQEnVzdvdtJkyYlHld/dnfPv1K2bbfdNtJUJam43ktRu2mWsjPPPNPui+Y9SyeXAHGfjV63mrnPVZ9HNgQIKsbAgQPtgd+0aVM75YWuRNy6GJW0aZ8yzUacycUXX2xfo1evXn5R2dE+aF8ydYrIJUAq6bOpC/e56vPIhgBBxVDvJNewOmDAgEQPrYYNG9rGYy1MVM6bpixxs9FqOo8Qbs4srkBq4wokjisQVK0pU6bYg1/LuWpBJf13tjEi5eSuu+6y+6QOAxoLkatKbAPJdK8+lwAZPny4fT3aQOJtIPo8siFAUHH22Wcf+wXQttVWW2UcpV6O3MJKm266ac5jOSZOnGifq8+o3GkeNO0LvbDyi15YqGpaHMkFyN133+0Xlz2176ghXft3yCGH+MUZqZuznqers3LnJpHUrb10cgkQd9zssMMOflFV0f7rc4iyyBgBgorjZupt2bKlX1QxtHa1m0xyxIgRfnFamnDR9Ur74osv/OKyoWlsdBsv237kEiBz5syxr6cpYjJ1Ba9k2m83RY4+j2wIEFSU5LVCXn/9db+4oig4tK8KEgVKVK5nWjmvFz99+nS7D1qyOJNcAkRzP7klfufNm+cXVwXtt/Zfn0OUubAIEFSMXFYrrBS6haX91S0t3dqKwnXTVFtKuerfv7/dhxNPPNEvqmH27PfM1lufZTp2HOAXpdS6dWv7ulFWO6xE2m/tvz6HKAgQVIxRo0bZgz/beumVRI3oakzPJRDcr3d9TuXawcC1AWVbgfH552ebhg23jv2w6OgXpdSjRw/7uueee65fVBW039p/fQ5RECCoCFqZz62yd8MNN/jFFU237Vx7gLr5ZqMrNU2DHrV+qXn55Zfte19zzTWzLqKlBnbV1ZoxUajTherrNl81crc3o3Y+IUBQEXr27GkP/O222y54lHY5c+uEa6ChBh1m424B7b777n5Ryevevbt970cffbRfVEuuAfLll18mlkD+8MMP/eKKpv11k5Lqc4iCAEHZ0+JKrvFTt2eqkUJTYaDP4I9//GPWENXaKRpsqfqPPPKIX1yy9L5d77NM07g7uQaIuPElV155pV9U0bS/2m/tf1QECMregQceaA/8ah8Apl+Q6667rv0sLrnkEr+4FteYro4HUXrclIKzzjrLvuc999zTL0opJEA0MFHPadGihV9U0bS/2u9MAzN9Q4c+Zzp3nmi++CJaB45iI0CQkRv8tcYaa5h3333XL646d955p/08dBviiSee8Itr0G0K1240aNAgv7jkvPLKK4lVCJ988km/OKWQANGSx24sxGOPPeYXVyTtp/ZX+10JSz47BAjSWrF8uflT8+b2wL/ooov84qp16qmn2s9EDeXZeqOpF5Pq6raQJpwsVeot5lbK+/Of/+wXpxUSIOJ6I1XCwltRaD+1v5XW+4wAQVoLhg41I2IH/RlNmpgfsvTGqSYaD6JR+DohRLmtp9UZVXfzzTeP3HhabG4Z3w033NC2g0QVGiAaUKerWj33ueee84srivZP+6n9rbQBlAQIUtP0FY0amcWxA/+zW2/1S6uebve4xuaRI0f6xTUsWrQocf97l112sf+/lNx00032vamH0EMPPeQXZxQaIHLaaafZ5+62224VO7WJ9kv7p/3U/lYaAgSpde8eOzpih8fOOxvz889+KWKuu+46e2LQeIn//Oc/fnEN77zzjv11r/paFrhUQkQrSrp2jyjrU/jqEiCfffaZWWeddezzx44d6xdXBO2X9k/7qf3NRj2utO2334TYlW7qVTFdHV+6x5NFqZMLAgS1vfyyMausYmI/SXWG8EvxK/267NKliz1BtGrVyixevNivUoOuWtZff31bX+NpoownKSRdebjwCF3kqS4BIm6NEHU2WLBggV9c1rQ/rhNFlLU/xJ3gtY0ePdsvttKFQLrHk0WpkwsCBLV16BC/+sihMbVaqU1jk002sSeJ008/3S+uRZMyulHqOrlMmzbNr1JwajB3bR4uPDR6PkRdA0Tjadz05vvtt1/sYrcyrna1H9of7Zf2L9u4ISc5QDp0GG++/XapXyVtCKR7PFmUOrkgQFCTZpBVeKy9tlo6/VKkMGPGjMRUJ1qxMZtPP/3U7LzzzokTuO6N57pwVShNU+J6W6nNI+S2VbK6Boi8/fbbpkGDBvZ16vp+SoVbvlf7pf2Lyp3ge/V6xP7v8OHP+1XShkC6x5NFqZMLAgQrLVmiVYTiAZJhHWzUdvHFF9sThqY6mTt3rl9cy/Lly80FF1yQCB49b+jQoZFn/M2VelbpSsPdslJ7zMMPP+xXy1k+AkRcd2d9HhprU870/t2/a7bJKH3uBD9nzldm113HmD/+8dZagwjThUC6x5NFqZMLAgQr6defwkMhkuV+PmrSSPP27dvbk4ZGcUe9JaTpQnbaaafE1Yhm8O3bt6957733/KpBdMWhW2uux5g2jfPIpatuJvkKEPnrX/9qX0vdXct1gKHet+uerP3JVfIJvm/fGfa/Bw6cmbZOlMeTRamTCwIEcR9/HL9tpQAp81+A9eWDDz4wjRo1siePAQOirY8hul8+btw40/zXQZtuU5df3QrRbMDZGugdrSSo+co0maMbq+I29f6KOsI8qnwGiD6HY4891r5ew4YN7a3BcqL3q/et96/9CGnPST7Bz537rWnX7pbYD5OxZt68lb320oWAezzKli8ECOKOPz4eHnvt5ZcgB3//+9/tCUS3ip566im/OCOdcLTgUOfOne2Kj8knf21aHbBTp07mlFNOsZtugbn/1uMaqOg/R12MNatulIkRc6VuqW5Euabo+Pbbb/0qOVMDv/Zfr6lf8uVyO0vv01156P2HrgPjn+Avv/xJ+//79ftX2jr+41G2fCFAYMyzz8a77Krr7ksv+aXI0cknn2xPJE2bNjVff/21XxyJenfdcsstsVw/PtFrK+rWrFkzu5Lg7bffnnU9j1ypfUddUveK/dBwa7+7Tb3KRo8eHfn2XTpqH3JXImpLuOKKK4J+zReD3pfen2vz0PvW+w/ln+Dnz//B7L77WNseonaRVHWcdI8ni1InFwRItdMXc5dd4lcfFThStj7oNpIbea5pTPLh888/j+X8szYUrrrqKntry22aqFGNtZoy4wvNIJBnao/R32jXrl2tsNLU9kceeaTZcsstE4+p22pdb5XpxOzaRLSpS2ypjRPR+3FddbXp/dY16FKd4IcMedY+1rNnfFmAVHUyPZ4sSp1cECDVbty4eHg0aqSzlF+KQC/FruTcLQ0N2Cs3b775pg0nTUWfHBj6pb333nubESNGmE8++SRRX+Mcrr/++sRASW26dVbXRaMUjK5doXHjxnZkd31Pe6K/r/eh96P3pfeXa2+rdFKd4BcuXGz22GOcffzVVxekrCPpHk8WpU4uCJBqpmmlN944HiDXXOOXoo7cKGu1Q7z++ut+cclR6GmdE3f15Da1x2gRJN2e0pVQJhrPojVFXHdh7btesy7dkzWOwg021Ka5peprAkb9XTe3lTa9r1zGeWST7gQ/YsQL9vHu3e9PWyfd48mi1MkFAVLN+vSJh8c22+jGs1+KOtIv1YMOOsieaFq3bm2WaJxNidEJ8cILL6xxC0qbuv1qmpbx48cHteNobrCOHTsmXk/tOHfccYdfLTJd4SiQ3dxZ2vT6xeruq7+TvD96H3o/UUeYR5XuBL9o0dLYld9tifJUddI9nixKnVwQINVK4wxiJwkbIPff75ciT9QmsXHsKk8nndD5pvJJ9+jVO0y9p9TInxwaWoL3iCOOMBMnTsxb4/s999xTI5y0LPALL7zgV4tMPb80ct/dHtSmKyYtF5vvucX0enrd5Csy/V39/SgTI6bzzjsLTY8e/zSnnjot9u9R83ZcphP8mDEvESAoEW623U6d/BLkmcZluF46U6dO9YsLTr+SNUZBAwqbNGlSIzR0/149ve6+++7IY01ypS6tavh3bRnqvXXSSSfV6ST88ccfm549eybWnXdbmzZtbDjqc1adXKi+nqfn63WSX1d/R38v19dM9vXXS2KBNNOO7dBJfN99b4tdlda8gsl0gtfsvJqlN12ddI8ni1InFwRItfrb34xp1Uo/h/wSFIBWdNSJSI3MdTkJRaWT9j//+U87RkSj25NPhpo2RV2N749deS5dWnuyvkJRYCg4XPdfBYqCJXTMhKjHm9YYV28oF9LJm8anqJ1Ct+PcmJnzzz8/8d96XOVuid3kTa+n19Xr6++E+vHHn82ECa+ZffZZeQuqf//Hzeefh79mqSBAgCLQVCeuG6zGUNR1rEQqamPRLaMTTjihRluBNs191a1bN3s1pPdSn3QLS7ey3HvTLS6977pSA76upHr06GGvIFxDftRN9fU8PV+vk48JLmfOnGuOOGJyIji6dp1qe1JVCgIEKBKNp3An9svyNFmlfhlr9Lu6zPq/ojfddFNz9tlnmyeeeKIggVUX6mCgRnW9R/d+1UidbWGuXKi9Rwt5PfDAA3b8zODBg2uMn9H/1+MqV726juFI9uGH35pzznkoERydOt0Ru+L7b602j3JHgABFpAZq92s3dHqRb775xp74DjnkENtNNjk0NN2JbtFojqpyoABUN1832aM+F3UD/uqr+KjrcvPdd8vM0KHq6jvWBodGkasLbrrVBcsdAVJp1Cc9dgluWrY0pkGD+ASJLVqY2LcyXoZ6p2lGdLLU3FUKgyjUm0uD1zTn1eqrr14jNLbZZhvTr18/8+KLL/pPKxsacHjUUUcl9kltRRqYmO9usoWiK4spU96q0cjdu/ej5uOP89ObrVQRIJUkdkke+wkX712ValPZkCH+s1Bk33//vT3p60SpbrPpaOGpkSNHmn333bfW/XyNK9FtsHze8ikFmgKlbdu2if3cdtttzaOPPupXKykvvviZOe64KYngOOaYu80LL6wcpV/JCJBKEfu1ZkNCkyJ262bMrFm6PxBf10O/TNVtV2WqM2KE/2wU2ezZsxNjGW6++ebE4xp7MGzYMLumSHJgaNMqhgMHDjRz5sxJeqXKo/YajXp364lr+9Of/lRy+/3pp9+ZCy+cngiOjh1vN5MnvxF7//lrSyl1BEglULfQ2MnIhsP48X7pSipTHdVNmscI9UMrEOrkqPv/WqN81113rRUaWsPjmmuuqfOcUuVI08P36tUrcctOgasp7BctWrk2Rn1YvHiZufHGWXa1QAWH1usYPPgZO1q82hAglaB//3gwHH20X1LbUUfF615yiV+CIlNPpOR5lbRp7ME+++xjbrjhhhqTFVYz9ZByU8JoU5dktQfls9dUFPr3mjhxstlxx1PM9tsPtuGhEeXvv5/7VC+VggCpBO3axUNh+nS/pDbdT1bd2IkL9U+/sHVSVBfcMWPGZJ2ssJo99NBDNaYV0VLAM2fWXO61UJ5//vnEksXrrtvW7Lvv/zNPPvmRX63qECApaLDVkCFDbFfJfG3TY9vHsc3kY9N0GMmTH66/fjwUokx6p8FRqtu4sV+CeuAajLWkLbLTIEhNYrjuuusmguS4446zC10VgjoydO3aNTF6XuN4hgy5NvY+yqN3WKH9xn+g2mld6+RbCvnaDoht02Kbydc2aNDKN73aavHHonR51Chk1dVzUK/effddo2ND06WX67iH+qIVGzW3l+udprmqLr300rzN56UpXjSRYoMGDezr69aipj4ptUWt6ttv/AeqnVtKU/3Q1X0yX9sFse3Z2Gbyse23X7yXlcMVSFm6+uqr7bF2wAEH+EWI6NVXX7ULXLkfappheNKkSX61nGgakz/84Q+J11RHhnIeY1NIv/EfqGa6n6pLVf3a0IFZNlwbSJS1EdROorrt2/slKDI3N9aoUaP8IuTorrvusqPwk0/66iqdC33n1YEhn2FU6QiQX6lHhxrldODo0ris9OsXD4VjjvFLalNPLdVVzy3UG92zdz9WuC2SH6luO/3lL3+xtwoz0dgbzRKcvIrigAED6rSKYrUgQH51yy232INHjXO6v1pW5s0zZvXV48GQadU3rdusOhoHUoQpxZHetddea4+3Dh06+EWoI3V/1ozE7kpCQf23v/3NLPdW3XQN8snTwOsWdqEa5CsRAWK0XOQis9FGG9kDSAdUWRo2LB4OGm2uKyjds1WDopZR1aX8GWesHIkeO3mhfrmR5prvCYWhKVBcMGjbeuutzbRp02yZugS3bNmyRnk+ppSvNgRIjEa36gDSAVXfayXUyVVXmdjPqXhIpNpUltx7C/VCCyvpV69+GRdjcalqpbXcXTi4ZYW1NW7cOPHfGpTorkAYuJm7qg8Qza/j5iTSCm5l78034zPvNm8en4l3rbXi/631uFWGenfjjTfa402j0FE4yQGibtJ9+/a1Xab1/9XeoWnvdffBtX0QILmr+gDRJG06eDRVAlAMWiZVx5zmuELhJAeIa/+YNWuWOeyww2qsl0KAhKvqAHnkkUfsgaPJ2jTfDlBo6qDhfgW///77fjHyKFWApEKAhKvaAFFbR6tWreyBo/mIgGLQJIA65nbccUe/CHlGgBRe1QaIer/ooFEjmqaNBorBzSqrdT1QWARI4VVlgCxcuNBOVaKDJnkxH6CQ9EPFddh4m+WFC44AKbyqDJCzzjrLHjA77LCDXf0MKIYJEybY42677bbzi1AABEjhVV2AaA1pd8Bo/WWgWNT7R8edpslA4REghVd1AdKxY0d7sByllfmAIvnhhx/sHEs69l577TW/GAVAgBReVQXI1KlT7YGiL3I1rjGN+jN58mR77G2zzTZ+EQqEACm8qgmQZcuWmS233NIeKJewHjiK7JhjjrHHXp8+ffwiFAgBUnhVEyCDBg2yB8lmm21mbycAxbJkyZLEFOMaCY3iIEAKryoCRJPXNWzY0B4kd2Sa7hwogHvvvdcee82aNTO//PKLX4wCIUAKryoCRIvF6ADR5HV8gVFsbm0KZjwoLgKk8Co+QF544QU7XbM2/TdQTDpxaZEynaCSJ/BD4REghVfRAaKrjd13390eHLoKAYpNCxfp+Ntkk03ssskoHgKk8Co6QNTeoQND7R9qBwGK7bTTTrPHYI8ePfwiFBgBUngVGyDqaaUeVzow1AMLKLYVK1YkVr/717/+5RejwAiQwqvYANFYDx0UGvuxdOlSvxgouBkzZthjcIMNNmDOtXpAgBReRQaIRpm7aSM0+hyoD27Szm7duvlFKIJFsQBpG/v8tf2YIUB2jAWI6nxOgOSsIgNE81zpi6t5r4D6oAbzjTfe2B6HDz/8sF+MIlgWC5AJsc9f288ZAuSOWICozmICJGcVFyCaYVdfWl2WauZdoD7MnDnTHofrrbdextsnKKBYgMT+EeJbpn+D2LnC1iFAclZRAaL7zFrjQ19c3T4A6st5551nj8MTTzzRL0KxECAFV1EBMnr0aPul1WqDWnUQqA8af7T55pvbY/G+++7zi1EsBEjBVUyAaLlQrW+uL63WOwfqi2Y80HGo8UeaSBH1hAApuIoJkCuvvNJ+aVu1amV+/PFHvxgomosuusgei8cee6xfhGIiQAquYgLkpptuMk2aNDFPPPGEXwQU1VZbbWUD5K677vKLUEwESMFVTIAApeCVV16x4bHWWmux7kx9I0AKjgAB8sjNgPB///d/fhGKjQApuLwFiL402jKJUiedDz74wPTu3du0bdvW9q3/3e9+Z7bYYguzxx57mEsvvdS8+eab/lOAolMbnI7xiRMn+kUoNgKk4MLO5ilECYcodVIZPny4WW211RLPT7cB9emtt96yx+Eaa6xhewWinhEgBZe3s26Uk3iUOr7rrrvOPue3v/2tOfnkk+0IX305ly1bZubOnWuef/552wOrdevW/lOBonI9AQ8++GC/CPWBACm43M7mGUQJhyh1ks2bN8+svvrq9jmTJk3yi4GS4mZBuPXWW/0i1AcCpOCin82ziBIOUeok69u3r62vNaWBUvbee+/ZY1W3WpkFoUQQIAUX/WyeRZRwiFInWbt27Wz9xx9/3C8CSsrgwYPtsbr//vv7RagvBEjBRT+bZ+HCIcoW1e9//3tbXwvDAKXM/dgZNWqUX4T6QoAUXPSzeRZ+SGTaonI9r7Q0KFCq1FanTh6rrLKKmT9/vl+M+kKAFFz0s3kWUcIhSp1kXIGgHAwcONAep3vttZdfhPr0v/+ZWKobs8YaWuvBL12pYUMT+wVgzFdf+SXIIvrZPIso4RClTjLaQFBqli5dav7973/bGZ+PP/54s8022ySOa62EiRIzbZox2VaEnDHDmClT/EcRQfSzeRZRwiG5zrTYP6y+cE2bNrXTXqsL5MiRI+2iUI7rhdW1a9fEY0AxaYaD22+/3Zxzzjlm5513TnQrT7VpACGTeaKaZD7j5yDXAOnSpYuZMGGCmTNnjl0z4Y033jAHHHCAXcnNceNAdH/5zjvvTDwOFMKCBQvsD5t+/frZY7FRo0a1QkJb48aNzaGHHmquuOIKu965uu0eccQRtmzdddc1r732mv/SQEXKfMbPQa4Bksonn3xiv7TJhg0bZp+jEDn11FPN008/bb777jujdaYVMBqJrnvQbdq0qfE81E22fyuJUied+p7bTDPlPvXUU2bo0KHmyCOPTKwg6G+aVVfvSe9V07PrfaeiW1sdOnSwz9lkk03MRx995FcBKk7Ytz+FKCeTbHX0C1AN5z71sV911VVrfbn9DfkT5TONUieVYs9t9vPPP9urgjFjxpju3bvb0NIPEv/vadt+++3tDxV1x9XU7Ln0APzmm2/sDxm9TsuWLRlQiIqXt29plC99ujpq99CtrEMOOcRccMEFfrGlkb69evWyX3BdpegXa7Nmzcyee+5pLrvsMjuRHfIn3b9Vsih1fMWY20yvM2XKFHP++efbq4IGDRrUCgptm266qb31NGTIENtR4/vvv/dfKme6itZxqdffbbfdzOLFi/0qKLa33zamRw8TS3UTOxiMWXttY1q0MOass+JlCJbbt78Akr/QCgfdnkL9ixIOUeokK8TcZosWLTLTp083V111lTnssMPMRhttVCsotK2zzjqmY8eOpk+fPubee+81n376qf9SefN27KTkuqCrrS+Xqxjk2eDBK8d5pNpUFvsBgTDRv/0FpDXM1YjeqVMnc+KJJ/rFqAdRwiFKnWR1ndtM7V4vvfSSueGGG+xxsu2229YKCm26PbbTTjvFfnT2MOPGjTOvv/66/1IF99xzz8V+6K5t388pp5ziF6MYrr8+HhIa49GtmzGzZqnxyxhdFb74ojHdu8fLVGfECP/ZiCD6t78INIpXvxRR/6KEQ5Q6yeoyrqdnz572tqUfFtq23HJLc+yxx5prr73WPPvss7ZXXym4//77E213Ck8U0ccfxwcQ6vgcP94vXUllqqO6jETPWfRvfxGo54q6SKL++SfpTFtUdZlZQLc39dz111/fHHTQQWbAgAHmgQceMF+V+OjhsWPHJj4nXTmhSPr3jwfD0Uf7JbVpAKjqXnKJX4Ison/780z97GfMmGF7qqhLpRpP1V2SX2qlwQ+JTFtUdZnbTG1jakMpR26hKc2Vpa7AKILY1a4NhenT/ZLaHn00Xne33fwSZBH9259nuo3RuXNnOwZAv0zbt29vF+L55Zdf/KqoB1HCIUqdZHW5Ail3ao/Rvus2HKPViyB2pWpDIcqxpu7Wqsvdj5xF//ajqkQJhyh1ktWlDaTcaSyKBixq/zVa/dVXX/WrIJ9iV7s2FKJc7f74Y7yunoOcRP/2o6pECYfkOsxtlp1Gq++99972M2C0eoFxBVIUmc8QqFq5Bghzm0WjQZOuQ0CLFi0YrV4org3kscf8ktrUTqK67dv7Jcgi8xkCVSvXAEmFuc1S0yBGN1pdbX//07oVyK9+/eKhcMwxfklt6qmluuq5hZyk//ajqmULB8lWh7nN0tNodXVZ134efPDBQT3TkIF67MWudm0w3HGHX7pS7KrZ1tE4EI0dQU4q+1uKYFFO4unqMLdZNLracqPVNS8YPRDzLHa1a8NBo81PPz0++lyj0DXQdPZsY844Y+VI9Guv9Z+NCGp/+4E6SL6CYG6z7DQY0o2Pufjii/1i1NVVV8WXtVVIpNpUNmiQ/yxERIAg75jbLDca/+RCdwRzMuWf1pbRzLvNm8dn4l1rrfh/n3lmvAzBCBAUDHObRaeOAwoQjVafPHmyXwyUJAIEBcPcZrk5++yzbYioPagaB1ui/BAgyAvmNqs7jVbXYEyFiDoWMFodpY4AQV4wt1l+aLT6PvvsY0Nk4403Nh9++KFfBSgZBAhQYpJHqzdv3tx8+eWXfhWgJBAgQAnSaPUtttjChogmoWS0OkoRAQKUqHfeeScxWl2LaKl7NFBKCBCghCWPVj/ppJNoU0JJIUCAEvfggw8mRquPz7S+N1BkBAhQBm6//Xaz4YYbmnvuuccvAuoNAQKUuQ8++MD07t3btG3b1naj1kBENcBrHM6ll15q3vSm63DTpmQSpQ7AEQKUseHDhydub2XakqV6zBelDsARApSp6667zp7ktTiXpoOfOXOmHUOybNkyM3fuXNsAf+WVV5rWrVvXeF6UcIhSB+AIAcqQWx5YJ/lJkyb5xRlFCYcodQCOEKAMaY4xneBPOOEEvyirKOEQpQ7AEQKUIY1O1wk+ZNbeKOEQpQ7AEQKUIU1YqRP8119/7Rdl5cIhygZkwhEClCHX82rFihV+UVZ+SGTagEw4QoAylI8rkEyi1AE4QoAyRBsISgFHCFCGXC+srl27+kVZRQmH5DrTpk2zKyU2bdrUNGzY0Oywww5m5MiR5qeffvKehWqT+SgCUJLcOBANIrzzzjv94oxyDZAuXbqYCRMmmDlz5pglS5aYN954wy5hfN5553nPQrXJfBQBKFnDhg2zJ3mFyKmnnmqefvpp891335nly5fbgNFI9IEDB5o2bdrUeF6uAZLKJ598YtdtR3VLf4QAKHmDBw82q666auKEn25LluoxX7Y6CxYssA35qG7pjxAAZeG9994zvXr1suuo66pAs/E2a9bM7Lnnnuayyy4zb731Vo362cJB0tVRu4duZR1yyCHmggsu8ItRZWofIQCQQvIVjcJKt8tQ3QgQAJFpXXY1onfq1MmceOKJfjGqDAECIGfz588366yzjv8wqgwBAiBnH330kWncuLH/MKoMAQIgI435mDFjhlm4cKH54YcfbPdgLZerwYyobgQIgIw0XUrnzp3teuvqutu+fXtz6623ml9++cWviipDgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgyP8HV3WaoYGkQqgAAAAASUVORK5CYII=)
PN: 4H58-1-N3
CAS: 651744-40-0
Molecule Weight: 249.27
Formula: C12H15N3O3
![Methyl 5-methyl-4-oxo-3,4-dihydropyrrolo[2,1-f][1,2,4]triazine-6-carboxylate](data:image/png;base64,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)
PN: 4H58-1-ZX
CAS: 310431-29-9
Molecule Weight: 207.189
Formula: C9H9N3O3
![Ethyl 4-hydroxypyrrolo[1,2-f][1,2,4]triazine-6-carboxylate](data:image/png;base64,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)
PN: 4H58-1-M0
CAS: 869067-01-6
Molecule Weight: 207.189
Formula: C9H9N3O3
PN: 4H58-1-K9
CAS: 310436-60-3
Molecule Weight: 235.243
Formula: C11H13N3O3
![Ethyl 4-chloro-5-ethylpyrrolo[1,2-f][1,2,4]triazine-6-carboxylate](data:image/png;base64,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)
PN: 4H58-5-B6
CAS: 310442-94-5
Molecule Weight: 253.69
Formula: C11H12ClN3O2
![Ethyl 4-chloro-5-isopropylpyrrolo[1,2-f][1,2,4]triazine-6-carboxylate](data:image/png;base64,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)
PN: 4H58-5-B5
CAS: 658084-80-1
Molecule Weight: 267.71
Formula: C12H14ClN3O2
![Ethyl 4-chloro-5-methylpyrrolo[2,1-f][1,2,4]triazine-6-carboxylate](data:image/png;base64,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)
PN: 4H58-5-A0
CAS: 427878-41-9
Molecule Weight: 239.66
Formula: C10H10ClN3O2
![Ethyl 4-chloropyrrolo[1,2-f][1,2,4]triazine-6-carboxylate](data:image/png;base64,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)
PN: 4H58-5-A6
CAS: 903129-94-2
Molecule Weight: 225.63
Formula: C9H8ClN3O2
TSCA: Not listed on TSCA inventory