![5H-Pyrrolo[2,3-b]pyrazine-7-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-1-WB |
| Purity | 97.0 % |
| CAS | 502141-03-9 |
| MDL Number | MFCD17015977 |
| Molecular Formula | C7H5N3O2 |
| Molecular Weight | 163.136 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-WB
CAS: 502141-03-9
Molecule Weight: 163.136
Formula: C7H5N3O2
![Pyrido[2,3-b]pyrazine-7-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABpNAAAaTQHOa9t4AAACCnpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF9sYAmkUUkWpJk1qN2ntpH6bHHBSJLArQ97+/c5AMkhSEuGcOd9zZ98dnj0eihx2ypaZ0THxKCegdGLSTG9i8uft+2hCHuezBI3QUJcx+aiqzylj+/2eJh+qkAejaWIK0qxPD2XWs9n71NgNE5x77P3l+bVmRpkuK6kThVSZTcta+WwSWdW7+CIEK6TdZZo15qywu8bbX8Hdw+mhTMn/syxxbYEorLNcwdrYQlawE5ziw7/BRmllZaVSWB1R7dMAzz6fvTyZZFsoXeHUecgSmb9WdpugojC5SrboDCc/nmJSeAjIyhQLa+UR3MyppQdSgPRBBiDHIEOQEcgJyAeQHseB6x4aeD7mOlcu2NvxU8XkFyzBjSX8bEf7j2kSMcFt4w9aMfKo7/sR9IWgYRgFgGfhGGqMyiCCEJWT4CRaZWvSAASOGGAU0FA41z7lEycF9b2u5DSKOju4/Xq2vvTSvGPK2Dln89nK6LQzhSyNycojdTJ/q3Up2nwSMDZVFlvUOXCmXUD0AZf9MyBuAf4VEAxHCPqAq+wZWNwCxn3A9cEwEPYB1zXDQNQHXI8NA5M+4DpyGHjoA3X/DhNuvVe6ut/vMJflrr+PO4y4Ovxd5KLmp09wkLku+22EdfqYne4JnF7dIaxzwTC8Vuf/AKO9na/WVrt6AAAz20lEQVR4Xu3dC7xVc/7/cZP7ZcZ9ZoTJLXeGQUIiw7gMKrkMJgYp4z4mjL87YdwVY0QhJBFRRCpRQ4SUe8idiBQhKb7//V7nt/dZ63vOPufsz1prn732eT0fj/WYxvrus89Z372/77W+6/v9rsUcAAAGi/n/AQCApiBAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAh22zTv7DtsMMAN3PmPL9IQbgsKgv1WB4ECBASbky0XXDBeL9IAQ1P5aIey4MAAUL8hme77W52M2Z85RcL0PBULuqxPAgQIMRveLT17j3aLxag4alcfh1Sj+kgQICQcGOy7ba1/3711c/9ojQ8FYx6LA8CBAgJNyZnnDGm8O/jjhvpF6XhqWDUY3kQIEBIuDFRn7n6zvP//9lnPypaFpWFeiwPAgQI8RuTs84aW/j/3bs/4H7+uXhZVA6/bqjHdBAgQIjfmLz33pzI2euYMTOKlkXl8OuGekwHAQKE1NeYnHPOuMJ/O+CAoe6nn2pOX+sri8pQX91Qj8kjQICQ+hqTDz6YGzl7HT78jaJlURnqqxvqMXkECBBSrDE577zxhf++9953uQULFhUti+ZXrG6ox2QRIEBIscbko4++du3a3VLYd+ed04qWRfMrVjfUY7IIECCkocbkwgufLOzbbbdBDZZF82qobqjH5BAgQEhDjcknn3zjtt++9uy1obJoXg3VDfWYHAIECGmsMenT56k6jU6xsj/8sNDNnv29/59RBo3VTSn1qPsk1GP9CBC0KN9996O78cbng8lkTz/9ob+70cZEz5Vo377u2atPjc5++90drMN07rlPuM8//9YvghgUzrfc8mJQj+PGvevvbrBupKn1uGjRT8GQX+0788wxwdULahEgaBE08/jhh6e7vfa6s9BYWNdFuvTSiY02PDpjDQ8Z7dBhYNDgKVgQz+jR77h99x1cOLZHHDHcL9Jg3eQ1pR6//XZBJGj0cCqdgHz//UK/aItEgKDqvfLK5+7II4dHGoqdd77VdOYquppQQ9JYWf18DRUNl9NVSXgWNJruzTe/cD16PBQ5njvuONA98shbftFG60aaWo8TJ34Q1Fu4nOq1vvdtaQgQVK1Zs74Lxv2Hl/Mud5eSzlR1xuo3VMceO8JNn/6lXxz10NXcxRc/Fbmi0/avf41xn35a/FG1SdKVo64gdSUZ/h2OOurBepeIbykIEFQdfdkHDpwSXGWEv+y6Cnn55eb5sqvvPLysuDY1iLqZ+9VX8/3iyFm48Cd3xx3T3C673BY5bocddr978cVP/eJloRMPnYCEfx+dlJx//nj3xRff+cWrHgGCqqJuI7+7Qfc9dP8jvAJrc1HDd+ihwyK/36673ubuumta0GCixoQJH7iuXe+JHKfddx8ULD+SX8OqOU2b9llwAz/8++mE5dZbX3I//thy6pEAQVV4663ZrmfPkZEvtLqN/vOfycHIq0qiBvD++193f/xjdBKbRvv8738f+MVbFK2ae+KJj0SOi25iX3vtJDdv3gK/eLPSCcmIEdPdnnvWDszQtv/+Q9wTT7znF69KBAgybc6c+e6SSybU6R8//fTHK37I5TffLHBXX/1MnUltJ500yr3//hy/eFX7+usf3FVXPV3nWJxyyqPBIoiVTCco11//XJ37XBrl9/bbs/3iVYUAQSapu2fw4Jddp063R760hxxyn3v++U/84hVNYaHQCP8dakgVLgqZaqarsWHDXqtzNdat21D3zDPRJwdWOq2z9c9/jo78HVp367LLJrq5c6vzPhcBgsxRw6IGJvxFVQOkhqgS+setNLExP2kt/HepuyvLf1cxCnoFfvjv1QmBTgyyfD9o8uRP3MEH1/27hgx5JZiYWE0IEGSGujLUpRH+YupMXV0f6gKpBvkrK91YD/+duvH+wgvZurIqRl2L6mIM/33qglRXpLokq4EC/957X6uzWOOBBw51kyZl68qqIQQIKt4338wPbqL6S0/oZqtuulajYvd2NBS40u/tFPPddwuCQQ3+vQINftAgiGqkE5srrng6soS8tlNPrfx7O01BgKBi/fST5gGMcNtu+0+31VZ9C18+De/UMM+WQJMNNekw3PhkbTmNn3/+2d1zz6jcCUDvXD1eW/g7NNy6vtUAqtG7785xxx9fd3RZ377PBsulZBUBgor01FNPua233totv/y6rnXr/dzGG/8rmFCmiWVZ7h+30vIn/vyWTp2udsOGPeUXrSiTJk1y22+/vVtuuTZujTX2cRttdEYwX0ITPVviumBPPfW+69JlSKQed975ajdkyBPBCVPWECCoKO+//747+OCD3WKLLRZsiy++jFt11XbuzDNvdbNnt7yZvmFqcAcMqFlOY+ut+7n11uvlVlutQ64B2sM9++yzfvFm9fHHH7vu3bu7X/ziF0E9tmq1lFt55T+4007r72bNKs/yI5VKEw0HDZrqOna8LVePN7j11/+7W331jrmg7eQmTpzoF69oBAgqwnffad2q89yyyy5bCA9tO++8s5s69RW/eCreffdd9+ijj7p+/fq5E0880R1++OFu1113DbbNN9/crbPOOsH/5v+b9qtc37593ahRo9zbb7/t/8hUaDmNM84Y6tZcs7NbYYX1g+OkhvqII45wn3zSvDfaf/jhB3fxxRfnfq8VIvWoq5DJk1/0i6ciK/WoNb7OPvsBt/baXXPHq23hWP3lL39xH3yQjS5aAgTN7q677nJrrbVWpMFp06aNu+eee/yiiVm4cGHQvXLppZe6P/3pT2755ZePvL91UwDutttu7qKLLnITJkzIXTWk1789efLLrn37jpH3V8N9ySWXBA15ud13331B4xz+fVq3bp072x4U3AdJQzXU49Spb7hddtmjzvuff/75wYlVJSNA0GwmT57sdtxxx8gXZ7nllnMXXnih+/775J8At2jRIjd69Oiga8U/Q25sW3vttYPGUf/r72toU0Nw4IEHugceeCCVRl0N8+233+7WWGONyPuut9567v777/eLp2Lq1KnBmXz4/Zdeeunc2fXZbt685LurqrEe5e6773a/+93v6vy+gwcP9otWDAIEZTdz5kz3t7/9zbVq1SryZTnssMPcRx8lP0Z+xowZ7rTTTqvTyIa3TTbZxP31r38NzmR1Jq1GcfbshoeWfvXVV27atGlu2LBh7rLLLnNHHnmk22KLLer87Py28sorux49ergpU6b4Pyo2NdRnnXVW0HCH37NTp07u5Zdf9osn4osvvnA9e/Z0iy++eOQ9u3XrFnQjJa0l1KNOnC644ILgRCr8njvttJN74YUX/OLNjgBB2agbQF/QX/7yl5Evx7bbbuuefvppv3hsr776atC/vcQSS9RpBNS10qtXLzdkyBD32Wef+S+N5csvvwwaI/Wrr7vuunXeW5u6W8aOHeu/NDY1sl27do28lxr44447Lvi9kvDjjz+6a665xq200kqR99lyyy3d+PHj/eKxtcR61D2QQw89NPJeOuE6+uijE/874yBAUBbDhw93669fc8M3v/32t791t956a+L947oJqkY0PwIov6m7Q2eXY8aMKeuQSYXjCSec4FZfffU6DZDCc9y4cf5LYtPP9M+ideZ83XXXBfcNrHRzeqONNor83NVWW83ddNNNQddSkqhHPQ1Rj93dJvJev/rVr9zll1+e6n2ZpiJAkKpXXnnF/fGPf4x8AZZaail35plnum++SXZGtS7/zznnnDrdOOpH1gib5r4hqYZb/dy///3v6zRA6l/XEOYkqUG/8cYb3aqrrhp5r4033tg99thjfvEGTZ8+3e2zzz6Rn7Pkkku6U0891c2Zk+xqANRjlEJy4MCB7je/+U3kvTbYYAP30EMP+cXLigBBKtTvfPzxx9fpdujcubN75513/OKxafilPwKobdu2wRdPXS6VRr9vx47REVS6UatRP3GuEOqjPv6TTz45aPDD7/fnP//ZvfVWw8/1njt3bnDfwX/tXnvt5d544w2/eGzUY3Fff/21O/3004MTsPD77b777u61117zi5cFAYJE6Uuj8ferrLJK5EO+2WabpdJXrEbln//8Z6SbQ0M5da+lEhscn0b1+P3rmjORxk3o119/PeizD7+XGqPevXsHQRGms96bb765TnfNhhtu6B5++OFI2SRQj02nrr399tsv8l46UdO9msYGDCSNAEFi1Ce96aabRj7YCpIbbrgh8bMxee+991y7du0i73fAAQdkZhJW3vz584ORN+FJlOrnVjdJGkaOHBmc1YeP269//Wt3yy23BMHx5JNPuq222iqyf8UVV3RXXXVVKo059Wjz+OOP1/m+qbsyre9bfQgQxKbhhepXD3+Q0z4j0uQu3RTOv59urGrCWpbpCsHvV9cxTPrmtCgIrrzyyiAYwu+3zDLLRP6/RnBpyOqsWbP8H5EI6jGeYlf8ul+iK8i0ESCITaOpwh9e9clq6GVaNKIrfJan4aNp9Mc3B01SO+mkkyLHU/eN0rpx/Pnnn7tjjjmmzpwcberbf+mll/yXJIZ6TI6GHPv3HNUdmMYVYxgBgtjyE7vUCD344IP+7kSpmyU8ce2QQw5JZdZ6c1OfengyWfv27VO7CpAXX3wxcvUxdOhQv0iiqMd0aNSjhlXn3+/bb7/1iySKAEFsulmoD6smCKZJjU7+i6FN3QLlnAdQblphN3wTWwMRkpoMWJ/8cGuduaaJeky3Hvfff38CBNlRjgDRlU34jLVPnz5+kaqkETca75//u7fbbrvE58/klSNAqMf065EAQaakHSC60RruK28pjU7ep59+GpnFr4ULNeInaWkHCPVYnnokQJApaQaIhniGR+mou6Ml0nyCNddcs3AcdM8gaWkGCPVYoxz1SIAgU9IKEI0gyf/s/JetmvvKG6PZxuEbpFrXKklpBQj1GJV2PRIgyJS0AkQzk/NfBC0MmMblftZowb78PQQtL5LkKsZpBQj1WFea9UiAIFPSCBCtMZRf1kKTy6plfkAS9KyLfAOh7pCkJmumESDUY3Fp1SMBgkxJOkA0HyC8oF7WZyYnTcvfh9dC0jMikpB0gFCPDUurHgkQZErSAaKlvPNfAK2JhLp0tqr1q/INvtaviivpAKEeG5dGPRIgyJQkA0TLi+efA6HVWLO2oF453XXXXYWGQmuRxX3AUJIBQj02XdL1SIAgU5IMkPDjWLWUNxq2xx57FI7XFVdc4e8uSZIBQj2WJsl6JECQKUkFiBZgzC/qp1m7cc/EWgI9nCv/gCEtlxGnwUgqQKjH0iVZjwQIMiWpADn88MMLH3w9gQ5N07Nnz8Jx0xLtVkkFCPVok1Q9EiDIlCQCZMaMGYWlqPXs67SXoa4megZ3/uxVz4GwLhmeRIBQj3ZJ1SMBgkxJIkD03O38h75v377+bjTi2GOPLRy//v37+7ubJIkAoR7jSaIeCRBkStwA0ZPa8s8U0c9I+0NfjaZPn16YsKdnTljEDRDqMb4k6pEAQabEDZDRo0cXPvBHHHGEvxtN1KFDh8JxtMz4jhsg1GMy4tYjAYJMiRsg3bt3L3zgx4wZ4+9GEw0YMKBwHM8880x/d6PiBgj1mIy49UiAIFPiBMjChQuD1+n1rVu3btGrtMalBxRp0p6OpZYQKVWcAKEekxO3HgkQZEqcAJk0aVLhw96rVy9/N0rUpUuXwvHUbPBSxAkQ6jFZceqRAEGmxAmQ8IqkQ4YM8XejRDfccEPheP73v//1dzcoToBQj8mKU48ECDIlToD86U9/KjRaM2fO9HejRG+++Wah8ejWrZu/u0FxAoR6TFaceiRAkCnWAFE/eb6vd5NNNvF3w2ittdYKjqmeelcKa4BQj+mw1iMBgkyxBoieD53/oDPsMzk6Y80f11KuBqwBQj2mw1qPBAgyxRogjz32WOGD3qdPH383jM4+++zCcR0/fry/uyhrgFCP6bDWIwGCTLEGSL9+/Qof9HvvvdffDaM777yzcFxLuQFrDRDqMR3WeiRAkCnWADnxxBMLH/SpU6f6u2H0wgsvFI7rKaec4u8uyhog1GM6rPVIgCBTrAFy4IEHFj7oX331lb8bRl988UXhuB5yyCH+7qKsAUI9psNajwQIMsUaIHvttVfhg66ZzEiGHuCUP6577723v7soa4BQj+mw1iMBgkyxBshOO+0UvG7ZZZf1dyGm/PPItTBfU1kDhHpMj6UeCRBkijVAttxyy+B1eoQnkqVjqmP7+9//3t9VlDVAqMf0WOqRAEGmWAOkbdu2wevatGnj70JMOqY6tjrGTWUNEOoxPZZ6JECQKdYA4cw1PZYzV2uAUI/psdQjAYJMsQYIfefpsfSdWwOEekyPpR4JEGSKNUAYvZMO6+gda4BQj+mw1iMBgkyxBgjzB9JhnT9gDRDqMR3WeiRAkCnWADnhhBMKH/Rp06b5u2EUnsF88skn+7uLsgYI9ZgOaz0SIMgUa4D07du38EG/7777/N0wGjx4cOG43njjjf7uoqwBQj2mw1qPBAgyxRogjz76aOGDfskll/i7YXTuuecWjusTTzzh7y7KGiDUYzqs9UiAIFOsATJjxozCB/3II4/0d8PooIMOKhzXTz/91N9dlDVAqMd0WOuRAEGmWANk0aJFbrnllgteu8UWW/i7YbTOOusEx3SVVVbxdzXIGiDUYzqs9UiAIFOsASLhRkujThDPO++8U2g8unTp4u9ukDVAhHpMVpx6JECQKXEC5OKLLy582IcNG+bvRon69+9fOJ7XX3+9v7tBcQKEekxWnHokQJApcQJkwoQJhQ+7HkyEeA4++ODC8Xzttdf83Q2KEyDUY7Li1CMBgkyJEyCabZvvP19vvfXczz//7BdBE82fP9+ttNJKwbFs3bq1v7tRcQKEekxO3HokQJApcQJEwjOZn3nmGX83muiee+4pHMeTTjrJ392oOAEi1GMy4tYjAYJMiRsgDzzwQOEDr1nNsNF6SfnjqFnMpYobINRjMuLWIwGCTIkbID/88INbeeWVg5+h5atZkK90miewxBJLBMdw880393c3SdwAoR7jS6IeCRBkStwAkWOPPbbwob/77rv93WjE2WefXTh+V1xxhb+7SeIGiFCP8SRRjwQIMiWJAHnxxRcLH/pSHp4D5+bMmeNWXHHF4NitsMIK5nkYSQQI9WiXVD0SIMiUJAJE9thjj8IHf9SoUf5uFHHhhRcWjlvv3r393U2WRIAI9WiTVD0SIMiUpAJk3LhxhQ9+x44d/d2ox9dffx0sdaFjpicCzpw50y/SZEkFCPVYuiTrkQBBpiQVILLddtsVPvwa1YOG6TkR+eNlGfIZllSACPVYmiTrkQBBpiQZIGPHji18+Nddd91gUhXqp/sNiy++eHCsNPrp888/94uUJMkAoR6bLul6JECQKUkGiIQnpKlfGHX99NNPrl27doXj9N///tcvUrIkA0Sox8alUY/VHSA6ExkwwLkDDtB6xc4tv7xzyy1X82+tOnnzzTVlkBlJB8j7779fWBZD/cGvv/66X6TFu+qqqwqNhBogNURxJR0g1GPj0qjH6g2QBx90bs01c++6WMObyqgsMiHpAJGLLrqo8CXQcFBNUkMNLROy5JJLBsdGk87UBZKEpANEqMfi0qrH6gwQLUmsD6YCInfQ3D/+4dzzzzv3zTfOzZunjkDnNHRtqaVqyrRqVfMaVLw0AkSzmNu3b1/4IsS9sVgtZs+e7X73u98Vjsvll1/uFzFLI0Cox/qlWY/VFyBjx9YEgoJhpZWce+45v0Qtrf2y8sq1ITJunF8CFSaNAJF33323MLFKjVpLH82jJ//ts88+hcZB/05y1ds0AkSox6i067G6AkR9ehtsUNs9NXy4X6KuESNqy7dtW/MzULHSChDRchj5L4P605999lm/SItx9NFHF47F2muv7b788ku/SCxpBYhQj7XSrsfqCpD7768Ngw4d/L3FaQJS/nX6GahYaQaI6AFF+S+EFunT4z5bmrPOOqtwDJZffnk3efJkv0hsaQaIUI/lqcfqCpBc2haCQCOsmkpl86/r0cPfiwqSdoBoZErnzp0LX4oNcle0WrW0pbjyyisLf/tSSy3lHnvsMb9IItIOEOqxPPVYXQGy6aa1QfDyy/7e4lQ2/7rNNvP3ooKkHSDy/fffF95H2/rrrx/0rVe78Blrq1at3ODBg/0iiUk7QIR6TL8eqytAVlmlNgjmzvX3FjdnTu3rVl3V34sKss466wQfVp1VJXkz0KfVSTfLnUzkvxx63Gepz4vOCt1oPeaYYyKNzn/+8x+/WKI2zZ3s5QMkifkIxVCP6dbjzjvvXEUBssQStUGQO5hNpofR5F+nn4GK8/bbb0fOdrTp7HLSpEl+0cTohmN4naXVVlstWLyvmmiIZ3iUjuYKpHnG+t5777mDDjooUo9bb721mzBhgl80MdRj8j7++GP317/+NVKP3333nV8sUekHCFcgVUcrh55xxhnBFUf4w5rfdAbbvXt398knn/gvTcS8efPcrrvuWng/rSN06aWXpnr1Uy4K3/D8AD0XIq2+cp2dnnvuuW6ZZZapU4f57ZBDDglmlKeBekyG1hnThE3dlA/X3RprrOEXTVz6AVKOeyBDh9aM1KqCD14lU7fGwIED3W9+85vIB1U3Q/X0tHDfdv5L06dPn1RmH+tLo8Yt/H777bdfcNaXRTq2WtYiPzNZm4Z4pjFKR+6880635pprRo5fmzZt3L///e9IF4g2LUNy3nnnpXI2Sz3Gc++99xa6kPOb6vWOO+7wi6Yi/QBJYhTWMcf4e2uNHFlbLteAuRS7T1qyiRMnum222SbyQf3Vr34VNDgLFiwIyujMcdCgQUGfdricVmMdNmyY9xOTcd1110W+rL/+9a/dXXfd5ReraFrCIrygnjZ1fSQ9P0Cee+45t8MOO0TeS2euOoMNr5g7ZMiQyBm0trXWWiu1Y0s9luall15yu+yyS+S9dCV5zjnnpH7fIyz9AEl7HogCI3yfRSNIundXh6BfEgYffvihO/TQQyMfVN0IPOqoo9xnn33mFw+oa0LPdl566aUjr1N3xbRp0/zisT399NN1zqb1VLxKn2egrkA9ByK/lLc2rYmkUE66G0fDZY888sigezF8nA4//HD30Ucf+cUDGjF1wQUXFBZEzG877rije17LECWMemycBiDoufPh99KmlY91L6vc0g8Q3TgPz0RvyiKJ4auKpsxE16xWXX3kX6NthRWc69PHuRS6T1qCYo3HTjvt1OTGQ8Mzu3XrFnm9Pvi9evUyP++5GHV5aIZvuIHUPZqePXum1odvpWdfa3nz/BPo8pvOXpNaUC9PV4e6r6Ah1uH30g1sLebXFDqJOOywwyKvz59ExHlyXn2ox/r9+OOP7uqrr3YrrbRS5L20QOWTTz7pFy+b9ANExoyJroXVUH+gDnz+xrteo3W0mkJJP2iQc61bR4Nk3XWdu+8+vzQaUF/3hfpxrSNInnjiCbfllltGfp6+CNdee23wxUjSU0895TbaaKPIe6kB0lnb9OnT/eJlpasAXZnl14XKb3qIkJ4DkfTQWa05td5660XeSzdWb7vtNtOZ8f/+9z+37bbbRn6egincjZkU6rHWI488UudYaNRa//79g2HCzak8ASL9+tWuxqsVd7UarxZO1Eq86rObMiW6Gq/K6jWl0s/LVa5beulokOy6q3NTp/qlEaKzpg4dOkQ+qLqBev7558e+gaoPur5c+uCHf/7GG2/sHn30Ub94LGrMdFNfy2WE30ub/r4BAwYE3WzloPsK99xzj9t7773rdDuoz1pdH3GfQOd75ZVX3G677RZ5L3Un/utf/3LfaPXrGBQ8t956q/vtb38b+fmaEPhgU3oXStDS6/HNN990e+21V+S9dJ/oH7m2U1c/laB8ASJNfR6IriKasuhiQzS7tVu36M/NVbzr1UsdiX7pFk0ffHUbqFsi/GH9y1/+4j744AO/eCz64J9yyimRG6badLMx6TNLhZ6Wj9ANWb8BUtdcly5dgkld+qImSX32OjvU6CL/LFWbblr3zp0sFbuHZKWbtX//+9+D/vfw++nvTPo+goLozDPPrDOUW7PZX331Vb94LC2tHvUdUUj43xGFV9J/Y1zlDRDRSI9bbql5+mCbNjVPI8yd5Qb/7tzZ5WpMHfD+q+zGj3duyy2jQaJutGuvVceiX7pFyZ/haTRV+IP6hz/8IdVJZPLGG2+4PffcM/K++sKcdtppbm4p84WaQA3QTTfdFHkuhb+pi073a7TkhFaOfSF3ddxY/77266pNXX7q0tCNTH9IZXjbfPPNg+Od9P0fPXOjb9++QReK/35pT86rbzKpAuyEE05IfChutdejrtIVWP5VurqvRo0a5RevCOUPkOagfsLcBy9XM9Eg2Xhj5xLuPsmKESNGuLZt20Y+qDrDU7dA0n24DXn44YfdhhtuGPk91GVx8803p/J7KLh05qw5D37D0NCm0UFqVPxRQo1tuueghyipIUvD6NGj3SabbBJ5z1VXXTU4Iy9n//iYMWMKS6HkN91cvv7664OAS1q11eP43ImuboiH31P3Ca+55prE7xMmqWUESJ76DU85peaJiIuFgmSffZxLuPukUum51BoaGf6gqhtCl+Iajtgc9AXR5Cu/m2CrrbYKbqamRWfPui+jM07/7N266W9Ql4oazjSfAf7WW28FE+7C760zfzVyX331lV+8LBQU+rv9UUkKlieemOgXT0yW61FDb/V7h99b91g0WCDpK5w0ZCtA9MVIYvnn3NmL23PPaIgoVE47rbTlVjJEjYoaF79/fN999w0ao0owa9Ys16NHjzo3KQ8++OCyDOHUvSCdCd54443BfZq//e1vrlOnTsH8FY0i05mr/lf/X5v2q5zO9jXSLOm+8Poo5E8//fQ69x50UlApCxKq60pdWPnP2hJLLJ8LlXa5uu3rPvww/Zu/WajH779f4P7979tyVxnrROpRkwOnZmiwT3YCRDcBdb9EDf3JJ9eESVwPP+zchhtGg2T11WtmwafQfdIc1I2hL4a6NcIfVHV7qPujEk2ZMsV17Ngx8vtqpIvWbSrnLNtKou48dS/6N5K1jIy6IyuRbqbrpvoKK2zgWrfunPvM/T/Xvv0trm/fZ3P1mOyw3yx55JG33O67/8e1adM9d8X0B9eq1VJBqGlZkqzJToCoKyPc0GuBxdwZRkkr/NZH/YtXXeVy16yRnz9rq63cp804QScJuoGqG37hBkeX+Lrhmka/dNI0bNLv405zOY1KpWVkNLAhfBw08OHyyy9PfP5FGkaNmpi7AjjXbb319W6bbfoH2x573OEeeujNXDCWPh8lq1599fPc1c7wwjHYaKMz3Prrd8tdifSLLCOTJdkJENE6+rkGMBIkuQbSJTHSZNasmicfaqhv7uc+nttOyW0nHXRQsywREMeMGTNc165dIw2OuhM0xDONdXnSpC+WZvv6K41qPae0FqirFBpCraHU4b9bQ6015Loc3SxJ+vHHRe72219yO+98a6EB1da9+wNu6tSGR0ll3RdffOfOO2+823bb2r9b/z777EfdzJnpd+mlKVsBImoAjzsuuv6VtlyDmWs5/dKlmzLFfdSxo7s29zN3/78vbVa6TzQ2X8MX/TWoNKns5VJWQq5AWq9J6zaF/y4td6H+62p7LKqGq2rypiZxhv9eTZ5LaxRQuXz55Xe5E4In3Xbb3RwJkrPPHpcLxfJMCiyXBQsWuYEDp9QJzSOOGO6mTcvWCUAx2QuQPDWInTpFQ0Szz3MNqIs521aeHzrUbVdP94mWwa40mh18++23B0MNw7+vlrG4v6GFKDNIC+7Vt5zGZZddlonunMZouRjNZQj/fVpWRnMaqslrr81yRx31YKRh3Wmnga5//xfcDz9UfvdqY8aNe9ftv/+QyN+35553upEjp1fVUyeyGyB5aiBzDWUkSPQglVyDGremstB9ogXxwk92yzeol1xySSrP4agECkyt51TfchrD465g0Ex0ZaGFKsN/j2ZZ60pEC1tWq1Gj3nb77DM40tD++c+D3ejRyc6cL5e3357tevUaGfl7dthhgLvhhudyV5aVO5/DKvsBImoocw1msAJvOEjatVML65cuWSV2n+h38h9fqd9JS3Y31+9Ubuqy0/pO9XXZaT2oLNC9jPqWkdES+kkvI1Op5s9f6G666Xm3444DIw1vjx4PuTfeqPy5EDJ37nx36aUT63TN9e492n38cfPMryqH6giQPDWcuQa0sGijNv0719Am8XwQdZ/Ud7av5bLL1X1S7PGVuirSw4JaIq1Z1Llz58jx0KCB448/vmIHDejzolFU/jIyemiXRl21RJ9+Os+dddbYSAOsBvmii55ys2dX5lXYokU/ubvvfsV16nR75Pc+5JD73OTJ6TzSuZJUV4DkqSFt3z56NZJrcHOfxJq1uGIo1n2i+w1aPjtNxR5fWYn3ZZrD2LFj3WabbRY5PpoV3a9fv4oatvzQQw8F8zfCv6ceE6zHBaexfEvWTJky0x122P2RBnmXXW5zd9wxLVePlXN8nnnmI9et29DI77nbboPcffe91mKGJ1dngOTpucD+6r+5BtglMGGnnN0nlfL4yixQUNxwww31Lqfx+OOP+8XLSjPFd99998jvpRnlmlneXMvIVCo1wMOHvxHMFwk30F273uMmTGjerr0PPpjrTj310cjvtf32t7grr3w6V4/Ved+xmOoOEFEDm2tocy1uNEhyDXKuZfZLl0zdJ1ozJ9woJNV9oqU9KunxlVmi5TROPPHEOku3aP0orZ1UTpX0u2TNvHkL3LXXTgpmsIcb7BNOeMS9+25551Dod7nuusr4XSpF9QdInhrcXMMbCZFcw/xjroH+IYFFy9R94s/6tnafVOrjK7OoOc/681dD9S0j09xXQ1mjs/5TTmn6WX+4nEZBzZxZfI5JuGwxDz5YmVdDza3lBEieGuBcQ5wPkedz279zDfXgXIMdd9lkNRjF1p1qaoNR3+Mrtbx5JTy+MsvKfd8hK/djsqa++w5q2D/8MHoyEN6v7YILxkf2hzUWIFpyJVxG92MGDZqaay+S/9xkTcsLEFFDnGuQZ6+2mrs998U+KLctt1jNg1vUgMdl6bLIwuMrs64cI5/S7NJEjfpGPmmBwjA/QDSaa8aM+hdgbSxARoyYXvgZlTwirDm0zAD5PwtzDfOIXAO9ZUqPjmxK94nC4dRTT83E4yurRRpzL8o5qAI1NPeiX7/n3DXXTKoze90PEG2ak1GfxgJEnn76w6IB1JK16ADJU0OtBjv8xU/y7L9Y98kRRxyRqcdXVptis78vuOCCJs/+LjasW7Pi0x7WjeLCoRBexFAr4vqaEiCoHwESoobbv/+gBj6J+w/Fuk/yWxYeX1mtrOtPVcLEUtQvHApnnDGm8O/jjhvpFyVAYiBAPA2NgNJTzuLQ0Fs9ATD8c7X8SM+ePTPx+MpqVsoKuJW4tA2iwqGgrqfwEiPPPvtR0bIoDQFShBr0pOZgaLKfJv1p8l/4Z2lW+ciRdc+I0HwaegaH9lX64pqo4YdCeIkUPYMkvM6qXxZNR4A0Iu4s8Ouuu67e4Mji4ytbkgkTJtR5CqB/071Sl/dH3VB47705kauQMWNqnx3kl0XTESBNVGwdqju0XEoDwvc8dOZ68cUXZ/bxlS1NseeQZ+UBYy1ZfaFwzjnjCv/tgAOGFtarqq8smoYAKYEafgWA34XRvn37oivh6masymh458cJrAiM8tOQa9270n0OTQp9//33/SKoMPWFgmazh69CtNZWsbJoGgLEQEGgZ3GoQcmHiP6tYbn+TdStt9462K/Z6QDKo1go6Nnk+f++9953BY+dLVYWjSNAYtDTANu1axe5GllhhRUiTwMkQIDyKxYKH330de47W7sY4p13TitaFo0jQGJq7HnkBAhQfg2FwoUXPlnYp+d3NFQWDSNAEjJvnp6mdladpSx0RUKAAOXVUCh88sk3wUq+4TLFyqJhBEjCZsyY4bp27RoJEW1aIgNAeTQWCn36PFUnPIqVRXEESErGjRvntthii0KAaA4BgPJoLBT0fBD/wVDFyqI4AiRFWj8rv8aSurIAlEdTQuHSSycSIDERICnjJjpQfk0Jhc8//zZ4WmFTyqJ+BEjKCBAA1YoASRkBAqBaESApI0AAVCsCJGUECIBqRYCkjAABUK0IkJQRIACqFQGSMgIEQLUiQFJGgACoVgRIyggQANWKAEkZAQKgWhEgKSNAAFQrAiRlBAiAakWApIwAAVCtCJCUHZULkA65APkzAQKgyhAgKRuaC5AbcgEygAABUGUIkJTNzQXIl7kAmU2AAKgyBEjacgHicgHiCBAAVYYASRsBAqBKESBpI0AAVCkCJG0ECIAqRYCkjQABUKUIkLQRIACqFAGSNgIEQJUiQNJGgACoUgRI2ggQAFWKAEkbAQKgShEgaSNAAFQpAiRtBAiAKkWApI0AAVClCJC0ESAAqhQBkjYCBECVIkDSRoAAqFIESNoIEABVigBJGwECoEoRIGkjQABUKQIkbQQIgCpFgKSNAAFQpQiQtBEgAKoUAZK2fICstpq/BwAyjQBJ2/HH1wTIvvv6ewAg0wiQtP30k3NTpzq3YIG/BwAyjQABAJgQIAAAEwIEAGBCgAAATAgQAIAJAZK0+fOdGzDAuQMOcG6ddZxbfnnnlluu5t9dujh38801ZRqiYb/5rTGllAWABNHqJOnBB51bc81oo17fpjIqW0wpoVBKWQBIEK1OUq6/3rlf/KKmIV9ySef+8Q/nnn/euW++cW7ePOdefNG53r2dW2qpmjKtWtW8pj6lhEIpZQEgQbQ6SRg7tiYQ1IivtJJzzz3nl6j1wgvOrbxybYiMG+eXKC0USikLAAmi1YlLM8032KC2ER8+3C9R14gRteXbtq35GWGlhEIpZQEgQbQ6cd1/f20D3qGDv7e4jh1rX6efEVZKKJRSFgASRKsT19FH1zbgGmHVVCqbf12PHtF9pYRCKWUBIEG0OnFtumltA/7yy/7e4lQ2/7rNNovuKyUUSikLAAmi1YlrlVVqG/C5c/29xc2ZU/s6/2FT4VAoZQOAMqLViWuJJWob8EWL/L3FLVxY+zr9jDA/GJq6AUAZ0erElfYVSGNKKQsACaLViYt7IABaKFqduJIYhXXMMdF9pYRCKWUBIEG0OnExDwRAC0WrE5dunIdnoje0SGLeyJG15ZmJDiCjaHWSMGZMdC2syZP9ErW0qGL+xrteo3W0fKWEQillASBBtDpJ6devdjVerbir1Xi1cKJW4v32W+emTImuxquyek19SgmFUsoCQIJodZLU1OeBtG7d8KKLpYRCKWUBIEG0OknT0wZvuaXm6YNt2tQ8jXDZZWv+3bmzc/37O/f99/6rokoJhVLKAkCCaHUAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACb/H5uI+1b2G1LjAAAAAElFTkSuQmCC)
PN: 4H21-1-7C
CAS: 893723-49-4
Molecule Weight: 175.147
Formula: C8H5N3O2
![1-(5H-Pyrrolo[2,3-b]pyrazin-7-yl)ethanone](data:image/png;base64,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)
PN: 4H17-1-3Q
CAS: 1522641-39-9
Molecule Weight: 161.164
Formula: C8H7N3O
![3H-Imidazo[4,5-c]pyridine-7-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-WL
CAS: 1234616-39-7
Molecule Weight: 163.136
Formula: C7H5N3O2
TSCA: Not listed on TSCA inventory