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)
| Product Number | 4H17-1-3Z |
| Purity | 98.0 % |
| CAS | 944905-12-8 |
| MDL Number | MFCD10696290 |
| Molecular Formula | C9H8N2O |
| Molecular Weight | 160.176 |
| Units | Price (USD) | Availability |
|---|
PN: 4H17-1-3Z
CAS: 944905-12-8
Molecule Weight: 160.176
Formula: C9H8N2O
![3-{Imidazo[1,2-a]pyridin-6-yl}-3-oxopropanenitrile](data:image/png;base64,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)
PN: 4H37-1-02
CAS: 948883-29-2
Molecule Weight: 185.186
Formula: C10H7N3O
![Imidazo[1,2-a]pyridine-6-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-1-25
CAS: 116355-16-9
Molecule Weight: 146.149
Formula: C8H6N2O
![Imidazo[1,2-a]pyridine-6-carboxamide](data:image/png;base64,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)
PN: 4H48-1-V4
CAS: 103313-38-8
Molecule Weight: 161.164
Formula: C8H7N3O
![Imidazo[1,2-a]pyridine-8-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-1-07
CAS: 136117-74-3
Molecule Weight: 146.149
Formula: C8H6N2O
![Imidazo[1,2-a]pyridine-6-carboxylic acid](data:image/png;base64,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)
PN: 4H21-1-D5
CAS: 139022-25-6
Molecule Weight: 162.148
Formula: C8H6N2O2
![Imidazo[1,2-a]pyridine-6-carbonyl chloride hydrochloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABK3AAAStwGpzffvAAACGXpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF7+BeYlCqmjVpEntJq2dtG+TA06KBLgC8vbvd4aRhCWjieHs8z139vnw4uFYFrA3dZPbKiGCcgKmSm2WV9uE/Hz9MovIw3KRohEaVk1C3tr2fc7Y4XCg6Zsp9dFWNLUl6efnxyYf2Rw8austk5wL9uv56aVjZnnVtLpKDVJNPm865ZNNddut4j8hWKnrfV6x3pyV9b739lty1zg9Nhm57OUzzq0QhU1eGNjYutQt7CWn2Pgn2JrK1Lo1GaxPqPaoj3tfLp4fbborTdVi13nIU128tPUuRUVpC5Pu0Bl2vj4mpBQI6NaWq7rWJ3A9p9YCtATtgfZBK9AB6BB0BDoGLTg+OC/QQHiY68K4YK+nd4MrLsA1+I5P//82vDFRMiG4cPxBTKOYx4MQgkrpK4ioUqEcRIhKT4GiURRH4FNfKgkeVXgQw+jvXG9J4HQJIGng8QiwGmIUnHryImYYTsTSyTjq5TAOYiVgxqnv45jTMA7CgepdYbrYOV/LxdpW2VUX8iwha0G6RP4wmwYX1CWSgK0zU2N5OgfO9BqQY8Cl/QzIe4B3A6jpCP4YcEd6Blb3ADUGXAFMA8EYcOUyDYRjwBXXNBCNga4Up4l4TPSVO404lyOmq/QPGHGzlQ+Rf458+JgmGe/mEO8j7Koq2fDFY/fmNmBXVwXDC3L5BwCijzTmXNq+AAArPElEQVR4Xu3dB5xlZXk/cKMQDCgqRJCmECCCivSmSFkQUIKAFBUpKiAJAkYMkEQCimChBVDKsogsVSlBQIoYEEREQFooUgRW6bBLkd58//Oc/Z/LzGHafWZ2996Z7zef81m977lnztw453fPW57zpgIACW9qvgAAwyFAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABG2Zsmvqnaxrqx/xsCjNArr71STrzzxLLhhRuW+U+av8w+afbq3xXPXrHscfUe5aapN/XZX4AAUB567qGyyjmrtEJhoK23/l4bi8b+bwiQ9PJrL1d3GREGC5+ycDn29mPLfX+5r7z02kvl8RceLzc8fkM5/JbDy7JnLdvnfQIEYJw77g/HVUGw6GmLlkeff7TZPCABAjDOTTh/QhUEJ911UrNpUAIEYJybd/K8VRA88vwjzaZBCRCAcW62SbNVQRCzsNohQADGOXcggxv7vyFA0jrnr2MMZBBj/zcESJp4+8QqCBY7bbHy2AuPNZsHJEAAxrlY77H82ctXYbDIqYtUgTLlmSnV+pCpL0wtN069sRxxyxFlubOW6/M+AQJAeeDZB1qLCQfbeuvvtbFo7P+GACMUdxwn3HFCWf+C9ct8J81X1cKKfyNYvn7118vN027us78AAYBBCBAAUgQIACkCBIAUAQJAigABSPprz/+NZwIEIOFTF3+qeshULDYcrwQIQMLipy9erfVop8TJWCNAABIEiAABSBEgAgQgRYAIEIAUASJAAFIEiAABSBEgAgQgRYAIEIAUASJAAFIEiAABSBEgAgQgRYAIEIAUASJAAFIEiAABSBEgAgQgRYAIEIAUASJAAFIW368nQL7SEyDPCBAA2rD4mj0B8r6eAJkmQABow+KL9wTIm3oC5DEBAkAbBIgAAUgRIAIEIEWACBCAFAEiQABSBIgAAUgRIAIEIEWACBCAlEUXXVSANF8AYGh/93d/VwXIFltsUe6///5m87ggQAAS5p9//ipAYptrrrnK/vvvX1544YXmbmOaAAFIqMdAtt122/KWt7yl+s/ve9/7yk9/+tPmrmOWAAFI6D2IfuONN5a11lqrdUey5pprlhtuuKH5ljFHgMA4dPjhh5eTTjqp+TJtWHjhhd8wiB53H/XgetyV7LjjjmN6kF2AwDhyyy23lAkTJrS+KW+66ablj3/8Y3M3BvHnP/+5bL311q3PcOrUqX3aYxwkxkNiXCTa3/GOd5RDDjmkvPzyy332GwsECIwDcZHbZZddymyzzVZd1OaZZ54y99xzV/95jjnmKP/+7/9e/vKXvzTfRi/PP/98+da3vlXmnHPO6nN729veVr70pS81d2uJmVnbbLNNK2j+8R//sfz85z9v7tbVBAiMYa+88ko58sgjq8CIi1hMPd13333Lc889V5588snyr//6r2X22Wev2t7znveUH//4x+Wvf/1r8zDj3k9+8pMqaONzevOb31y+/OUvl8cff7y5W79++9vflpVXXrkVJBtuuGH5wx/+0NytKwkQGKMuueSSsvTSS7cuXFtttVWZMmVKc7dyxx13VBe1er+42F111VXN3calGAj/2Mc+1vpsYvubv/mbaubVAw880Nx9QBHKEc4LLLBAdYwI7QjvCPFuJkBgjLn77rvLxhtv3LrgLb/88uWKK65o7vYGF1xwQdXNUr/v85///LhdIPfoo49WA+BxtxGfRQyMn3766eXggw+uxjTitRjj+Pa3v93W2o/oJvyP//iP1t3M3//935djjz22vPrqq81du4IAgTHi6aefLnvuuWf527/92+ri9O53v7tMmjSpvPbaa81dBxQDvYceemh55zvf2bpIjqcFcvH7DxUSES477LBDn3A588wzex1laPfcc0/ZbLPNWmG924c/XKb96lfN3TqeAIEuFwHxox/9qLUyOgLk61//ennqqaeauw5bTD3daaedxtUCufPPP78sueSS1e87nG6qZvdWrAO56aabmrsN6tJLLy3rf+hD5aCe9z/Ts5XNNy/l3nubu3UsAQJd7Morf1NWXHHF1kVso402KnfeeWdzt7TxsEAuBrQ32GCD1u+4yiqrlKuvvrq524BigD0CNt4bgdvOAHt47dVXy8NHHVXKvPP2XJF7LslzzFHKN75RyjPPNHftOAKEjrf33nuXY445Ztx0owzHww8/U7761Unl7W9/f3XhWmqppcrFF1/c3G3UjMUFck888UTPZ/jV1iy0GOA+8cQTU7PQmlN8owvwsMMOa2/tR8/5lN12K2W22aYHyYILljJ5cozAN/fsGAKEjvbf//3frW+GMe/+s5/9bHUxi2mo49GLL75SJk78ffnoR39Ullnmez3B8Zly5JFHV9N1Z7SxskAuBqzjC0kMYMfvEQPa//mf/9nzhX/k3/ibiwzf//73lwsvvLC52+Buv72Uj398eojEtuqqpfzud829OoIAoWNF10JcrKI/etlll20tgost1jPEIOTJJ59cDR6PBxdffHfZaKNTy4orTiwrr3xc+c53ruz50vpsc7cZrpsXyF122WU9wbtM69w//elPVwPao+03v/lNWWmllVo/5xOf+EQ1Xbot551XypJLTg+Rnr+Bst12pTz4YHOvWUqA0JFefPHFKjTijy/my4foV47B4lizUM80qr9BfvKTnywnnHDCG8pKjAW33/542WGHc6vgiG3nnc8vd901rbnbTNdNC+TuvffeKizqc40QiTCZkaIrLP43GQs042dGV9nXvva19tZ+vPRSKQcdVMrcc08Pkp678HLAAfEH0txzlhAgdKTdd9+9+qOLNQwRJk0xwyiKAUYtp/rBPrHFXcq6665bza1/+OGHm2/rKtOmRb/65dXdRgTHxhufVi69tLNm6HT6ArnoloruqXrdxbzzzluOPvrombruItZ+xDhe7+nVlxx3XPlrG9Ory6OPlhJlU9785ulBsthipZx1VnOvmU6A0HFiOmV0W0X31XBu+5999tlqJsxnPvOZVv98bDFPP2YNHXHEEVXfdLd4+eXXyuTJN/Wc+4+r4PjYx07oufO6oefL6My76LWr0xbIRbBNnjy5LLjggq1giy8lMXA+q0TRyk022aQs0XM+h/VsLy23XCmXX97cbXDXX1/KGmu8Pj4yYUJ8m2ruNdMIEDrKgw8+2BrcjNv/dsVA7znnnFPN4a8Xg9XbaqutVg47bGJPmAx/iuXMdsUVU3ruqk6vgmOllSaWfff9VXnsse6ZMNBcIPfhD3+4/GomL5CLKbirrrpq6xzWX3/9cnsMTHeI2375y3LrBz/4eghsuWUp993X3G1wp51WynvfO/397Q7SjyIBQseIBXF1qfGYbTVSL730Urnooouqiql1KM0zz6plqaX+vWy99dnl+OOvL1OmdEZXyz33PFF22eWC1jjHF75wTrnllkebu6XEHVqs3TjjjDOqaaoTJ04s3/zmN6t/47/H69Ee+42WWCD3oQ99qHUR33zzzatxiBkpFv3FF4e4e42fGYsC4262I8WsuR/8oPT8D3J6CLz1raXss0/8P6u558BiWvu11zZfnakECB3jwAMPrP7wF1tssRGtou5PdKVcdtnlZe+9jyrrrnts60Id2xZb/LQce+x15c47Z/4A/NNPv1gOOuiqssoqk6pz2XDDk8sFF9w1oqn/0VUS4RBdeu/t+Zba+y5sqG2hhRaqLvZHHXXUiAfE4zOP48S4Qxw7ure+8Y1vjMp02d5ijCzKjcQ07/g5cecZ5Ui6YnrxtGmlfOUrr6/96Pn8y8knN/fqWAKEjhDdDtFPHVs7q4Az4uJ8ww0Pl0MP/W1rWmy9bbLJ6T1fDK8pt946/G//9XuPOKL/ufp1e1MExYQJk6u21Vc/vudie2157rncRS9mqMVYT0w6aIbCu971rqr7brvttiv//M//XN191Fv893g92usLfe8t1jFEsI9kDCnGHXbbbbfWNOwYl4jxicyCvaaoQVUvcIwxr6hRFbWqus6tt5ay3nqvd2utvnop11zT3Gt44svXfvuV8uEPlzLXXNO3ZZYp5b/+q5RRntwgQJjl4m4j7jriIvCd73yn2TzDRVfRkUdeU4VH7zCJcImQibAZ7FpX77/qqpP67RLrL0DieBEa8fqee15SHnww9zCnKM++884795nWHI9ajQvpaaed1vZMtFhdHl1aESz/8A//0DpmdAvFNNiRlDGJcYiPf/zjrWPGOMXvkgvkoubU2muv3TpW1KS6PgaYu93PflbKEktMD5FY+7H99qU89FBzr4HFWE89NtLfFm2jOB4kQJjlYrwjLgIx/tFO5dgZIbqxjjnmuqpbq3eYbLDByeW7372yXHvtgz3n2DdNeu+3664X9Gnr3d50440Pl5tvfqT58rDENNl4wmAdHNE9FCug4xkgo/kZxnNBIkx6T0iINTfDmR03kPPOO69P0cK4A4rJE8MRd1pRa6ou8hhddFFmfUyJtR/f+97raz/e/vZS4otVvD6YqM5QLzxcdtlSLrpoej2tGFf5xS9KiVlf0Rb7jFIlBwHCLBULA+NCEIPcw72IzCz33fdkmTTp+vK5z53VJyTiTqV3iNSv77bbhdW/l19+3+sH6dU+WmLKcr04LYJj1113neHP7Yi7xOjKqicjRHDF+opsSZmY4HDQQQe1Hqsb4xcHHHBAv2t+QoxnRG2pusx81JyKLrioQTVmxd3jF7/4+tqPnjvCMtikgMMPn77f0kv3X4gxXltqqen7HHFEszVFgDDLxLfYulRJx86W+f8eeODpam3GF7/4s2p79dXXv+XXARGBE4PhseCv95qN0QqQmCXVu85SPDTqT3/6U3O3GSoGwGNRXF2AMMZIbr755uZuwxbjFTFLrn62RnRlntVYIBe1pOLn1L93fAYjGZPpOtddV8pHPzr9wh+D7QNVW1hzzen79HzBGFDcrcU+a63VbEkRIMwS8U2zHvCNBV4jFRfSqEbb3zTVeH1GXmh7B8Qhh1xV/ee4c+mvPeuuu+5qTYuNu4DmRXZmi/GMj3zkI9X5RCWA4447rrlLW37/+9+XNdZYoxUSMb4RXV3RXVa/FrWlosbUuBXPY4m7jIEG5OopwYNNIoi7mtgnSsePAgHCLBHlLuKiEPWuBuq2GEysKYipmnGBqadvDrXFfrF/vG801yT0DoiYlhszqz7ykR9VJdeb7RkxcB3lL+J3iNpTMzIM2xEVgONupF53EU9DHOnMqhj4b049ju66WFQ60mOPefVU4MEqM8fU5tgn9h0FAoSZLiq31qVK2llrEOsKTj311D5PgYstBlSXXnrpqkxEf9NU4/Vorwde6y2OE8cbabmNZkCcccZt1X/fa69f9tvejihYWPf7R9dNjB10mrhTqEvIbL/99iMuLR/jGvXdTdx1RZkUhmE4dyCPPOIOhO710EMPtb5NH3/88c3mAUVX1OKLL966+Ec3TsxCijAa7gUm9ov94331YHBscdw4flYzIGKAfautzqxeu+aaB97QPly33nprKzxi5tFozq4abbF2p15HEiEy0ruF+jkw++67b7OJgRgDGdqbJr6p2ug+cQFcb731qgvDVltt1WzuV1xEe/eNx+Nbo/9/pKuM4/1xnN6Pg42fEz+vXf0FRB0cW255Rr/tQ4n1G/VjUuPZ5N0gPrs6RKI7ayQESEI9C+sDH+i/JEq8Fm2xTyfNwhrqoj5Y+yuvvVJOvPPEsuGFG5b5T5q/zD5p9urfFc9esexx9R7lpql9H1I/2LHobN/97neri0KsHB5OqZKo5vrWt761ek8saouukhkhjlsvmoufFz+3HQMFxB57/KLV1l/7QKILaPXVV6/OJ56xMdIutpkpFgbW3VkjGVgXIAkREPUixBVWmL72I16Lqda//OX016Kt09aBDHVRH6j9oeceKqucs0qrfaCtt/5eo/PFhSWmfkY5i+jXH0xcQL/whS9UF5CY3rnXXnvN8Oehx/Hj59TTSePnD7cvf6CA+POfny6rrTa9xlV/7QPZb7/9qnOIcZvhds91kgjk+BxjdlZ2iq8ASYpV5ossMj0o+tuirdNWog91Ue+v/eXXXq7uMuL1hU9ZuBx7+7Hlvr/cV1567aXy+AuPlxsev6EcfsvhZdmzlu3zvv6ORWeLR87W3/BjsdhgYgB1o402qvaN7pCopjszxc+ru2HiPIazUG2wgIj6WIO1N8VYQgz2x0K9kZQNmdVidlZ8hrF+I7PYUICMQNS7is8t6l/NOef07UMf6txaWENd1PtrP+4Px1WvLXraouXR5weZNdDQ37HobPXit5jbP9hAcHzjr8MjpnK2M0NrNMXPraeSxvkM905kpOKzWWGFFaqf+/3vf7/Z3FXiM6tnUsWK9XYJkO4wKlfioS7q/bVPOH9C9dpJd53U5/Wh9HcsOlc87rS+m4jnNQym7raKi/esXmkcP78OkTivmSFmpcXP+8AHPjDTQmtGuu2226o7qdja/TIgQLrDqFyJ64v6UFtv806et3rtkefbKybX37HoTHfeeWe1eC/WfJx77rnN5j5i1XgdNJ3y9Lg4j7o7K85vRorFlPVzxWPl/FhRd2XFnVw7BEh3GJUrcTMoBtp6m23SbNVrMQurHf0di84TC97q7pgo9jeYmP4Zs59i4HVmj3kMJc4nzivOLzPFd7gmTZpUfVZRkXgsifpdseYmvkS0U25dgHSHUbkSD3VR76/dHcjYtscee1QXgHgm9mAzqGLBWb3OI2ZBdaI4rzi/OM+RLpDrTxxzqaWWqn5GpwXoaIiJE/G7xfNEhkuAdIdRuRIPdVHvr32d89epXjMGMvZE9dT4xhklt4fqjoon08WFIlaDDxY0s1KcV70KPs53KI8++mw588zb+lTkHUw8PzyOHWU7ZkRAzWqx5ieeJxJ3csOt4yVAusOoXImHuqj31z7x9onVa4udtlh57IXH+rQNpr9j0TliBfV8881X/fEPtZAsFsjVF+YZtUhwtMT51UE31MK+uiLvpZfe22zqV6w0j2MfcsghzaYxI2qSxe8YzxQZDgHSHUblSjzURb2/9ljvsfzZy1evL3LqIlWgTHlmSrU+ZOoLU8uNU28sR9xyRFnurOX6vK+/Y9EZ4tvz+uuvX/3hb7HFFs3mNzjllFOqfaOcSDeoy57EeQ/mO9+5sgqQiy++u9n0BlFSJQbq49v5rJ55NiPF4tH47KKrbjgESHcYlSvxUBf1gdofePaB1mLCwbbe+nuNzhBPmIs/+qjhFI9cHUpdVXdWP9tiuOI843zjvAfTToBcccUV1TFjzcRYVy8mHc6UXgHSHUblSjzURX2w9rjjOOGOE8r6F6xf5jtpvqoWVvwbwfL1q79ebp7WtxTCYMdi1rn22mur+f5RqmQ4D/255557qnGSmKEz0sKIM0ucZz2jKM5/IO0EyLe//e3qQrnPPvs0m8acuhvrqKOOaja9gQDpDq7EjFjUa1piiSWqP/j999+/2dyv6O+P/b/yla80mzpanG+c92DjFe0ESN3ld8kllzSbxpwzzjij+l0333zzZtMbCJDuIEAYsW222ab6Y19rrbUGLVXSW/2o0k5/FnpTnG+cd5z/QNoJkBj/iDuabiya2K5HHnmk+uwWiYJ+QxAg3UGAMCInnXRS9Yc+zzzzlPvvv7/Z3K8YbH/7299edXdFocVuEucb5x3nP9CU2+EGyLRp06rPbqGFFmo2jVl1YMYCw8EIkO4gQEi7++67qwtp/KGfc845zeYBTZkypXpPVGrtRnHecf7xe/RnuAFyzTXXVMeJIpPjRV1gcahKwwKkOwgQUqJUyUorrVT9kccjYtvxi1/8onrfpz71qWZTV4jzjvOP36M/ww2QM888szrOzCrW2Am23Xbb6nf+n//5n2ZTHwKkOwgQUv7t3/6t+gOP1dPtriCP54/He4eqkdWp4rzj/Ad6jvpwA6SuVLz77rs3m8as3XbbbdDPriZAuoMAoW1R+C/6seOJc5kCgz/4wQ+qi0PmORGdIM47zj9+j/4MN0C6/XPIGOqzqwmQ7iBAaFs8ryL+uNdbb71m07DUCw5jDUQ3qtduxO/Rn+EGSLd/DhlDfXY1AdIdBAhtu/LKK6vy5nEXkqke2+3fvIf6Fj3cAOn2zyFjqM+uJkC6gwAhpX4A1Pzzz18VUGyHMZDpjIEMTIB0BwFCWqwojj/yWE090JqI/piFNZ1ZWAMTIN1BgJD2xBNPtJ4bPlSfdm/WgUxnHcjABEh3ECCMSIyHvOUtb6kKKUZBxeEY+yvRLy8rrHBUueiiu5pNfViJPjAB0h0ECCP2rW99q/pjj4KKw63pNJZrYe299w/LAgt8spxzzuXNpjdQC6t/AqQ7CBBGLAoorrnmmtUffBRWHI6xXI23Llt+2mmnNZveQDXe/gmQ7iBAGBVRSDEKKsYffRRYHMpYfh5IOwHieSD9EyDdQYAwaqKgYvzRx/hAFFocylh9ImE7AeKJhP0TIN1BgDCq/uVf/qX6w49Ci1FwcTBj9Zno7QSIZ6L3T4B0BwHCqIrCilFgMf74o+DiYF599dWy+OKLV/ued955zeaOEucX5xnnG+c9mHYCJOy0007V/oONq3S7+jM58MADm039EiDdQYAw6qLAYhRajG/VAy22q02ePLl1YW63qu/MEudVB12c71DaDZBLL7202j+Cd6Cpwd3sqaeeKu94xzuq/z386U9/ajb3S4B0BwHCDHHMMcdUF4D3vvcD5bHHnmg2t8QFc4011qj23WuvvZrNHSHOK84vznM4F/h2AySOGV078Z5MbbFOd8ABB1S/26c//elm04AESHcQIMwwn/vcLmWhhTYtO+10Yhnsuht3LFGcMb6hdtoFNM4nzivOb7il69sNkBAl8uM9EyZMaDZ1tVgwWM9cu/7665vNAxIg3UGAMMM89dSzZf31j63Kepx88s3N5j7q4owxoHz77bc3m2eJOI84nzivOL/hygTIiy++WBZYYIHqfRdffHGzuWvtvffe1e+00UYbNZsGJUC6gwBhhrrhhofLyisfV1ZbbVLPBfnxZnMfUVRwerfXe2f5jKT4+XWdr3aLHWYCJBx//PHV++J5K6+88kqzuevcdtttVYmb2IYzdbc3AdIdBAgz3MSJv6/uQjbb7CfluecGXjQYF834plqHSLsXndESP7cOjzifdi/m2QCJFf0rrLBC9d7vf//7zeauEp9ZXTgx87wTAdIdBAgz3Guv/bXssMO5VYjst9+vms19PP/8860Qie6jmT0mEj+v7raK84jzaVc2QMLVV1/dKk45VMXaTlZ3XUXl4ueee67ZPCQB0h0ECDPFI488U9ZZ58QqRC68cPBV6vHtte7OigHsmAU1o6f4xvHj58TPq7ut2r3zqI0kQMJ+++1XvX/ppZfuyiKLsWYmPseYyn3zzYOPfQ1EgHQHAcJMc+ml91YBsuaaPy733z90Gfdjjz22mv0UF5IogzGjFhvGcesyG/Hz4ueOxEgDJIJr9dVXr46x4YYbDrlwsZP87ne/K3PNNVd17scdd1yzedgESHcQIMxUBx746ypEttvunJ4L5WvN5jeIqbP1OpHYopxI1KQaaQHGeH8cpy5PElv8nOFO1R3MSAMkxGOC3/e+91XHiZXq3SA+u7r7b88992w2t0WAdAcBwkz14ouvlC23PKMKkSOPvKbZPKB4hna9Gjy2WFuwyy67lJ///OfD7uaJ/WL/eF+8vz5WHHeoZ3S3YzQCJMQF+Z3vfGd1rC9/+cvVIHunirGbOjy23377YS24HIwA6Q4ChJnu7runldVXP76a3nvNNQ80mwcUXTmnnnpqq4pvvcWgc4wXbLLJJtXF+5vf/GZri/8er0d77Nf7fXGcON5odBHFMaIkSRSTjAHwOP5yyy1XlbkfiShCWIfI1ltvPWSBylkhugDrbqsIj+zYUe2uu+4qH/zgB6vjbbnlls1mOogAYZY444zbqruQDTY4uUyb1v5Mp3vvvbccfPDB1ZMB3/a2t/UJhoG22C/2j/fF+0cqLuYxa+tLX/pSnzua2GLldfw755xzVk9szMzmqsVsrHe/+93V8VZeeeVh15Oa0SIoYrZV/btGt9VI7jziccFRgLMO4Ph3pHdxzFgChFlmjz1+UYXI7rtfNGipk+GIi2qs4I6uqFg1Hncf8W/893h9tC66MVvrZz/7Wdluu+2qAoG9Q2O11Var1m/Ew6Yef/zxqtupvuuJ8Yyf/OQnzcMNW3wrr6scR1jN6meoxCr9ep1HzLYayYB5dM3FIsr55puvFRwRJFGEkc4mQJhlnn76xfKJT5xShcipp/5fs7ljRD2nuPh/5jOfaXXVxBZTVeNRvocffviAK+dvuummstZaa7XeE91m2fUdcR7RjVUfa+ONNx61YByuZ555prrrmH322atziHUe2am64de//nVr8WRs//RP/1SFJd1BgDBLXX/9Q9VYSIyJ3HHH4KVOZqboTolH82666abVN+z6AjfbbLOVddddt5rqGzOlhiueB77ooou2gmfHHXcsjz76aHO3YYkwe8973lMda4455ii77rrriMdahhJ3A/Esj7qrLu4SYoV5ZpFgiOD77Gc/2/pcY4xqqNL/dB4Bwix3zDHXVXchBx98VbNppnryyefKKaec23NX9IlWP3x9kY7XTjjhhDJ16tTm24Ytur/iGej1XUx0gcV4TGZK8pNPPlnNJqvPM84x7k4uueSSUZ2tddVVV1UTEXp318U40h133NHcdVgicGKhZB3K73rXu8oRRxwx4oF3Zg0BwiwXpU4uvvjunm/0zzSbZripU58rZ511W89F8vyy/PKH9nyz/0TPHcIc1QVus802KyeffHJ1NzKaHnjggbLNNtu0Bp+XXHLJcv755zd3G5YpU6aUnXfeuU/gLbzwwmWHHXaoBqDbuUsKjz32WHW3FKFRL66MLc41nueR7X4LMeNtkUUWqY4Xd3LxM0YSyMx6AoRxJ8qqxJjLjjueW1ZaaWJ19xPbxz52Qtl116N7AuX8dNdMO2LtxCqrrNK6SG+wwQbpApIxaB/f5JdffvnW8eotvuXHAH8M/Pc3zTlej/Z6HUfvLcY4outqoDGe4bjuuuvKRz/60dYx11lnnfJ//9e5Y14MnwCh49QX9COO+F2zqVK3t+OBB54uJ554Y9l++3Na749t7bV/XPbd91fl8svvKy+9NPL1IO2Kaa8xU6x+FkgMTn/1q18tTzwx8FMch/LHP/6xmoEWg/51VeHhbgsttFDZfPPNy1FHHZUOs9ojjzxSvvjFL7bqi8Udzdlnn93cjS4mQOg49cV91VUnlSlTnmw2DztA7r33yTJp0vXlc5+LkiWvh8Z6600u++9/Rfntb+8vL788euMFIxGzm2JQOsYy4mIbg9XxWODRWOQYs7ei6ym6pvqb5hyvR3vsNxpifUxMZ5577rmr3yXW38RdTDw0i7FFgNBxel/sd931gmbzoAFy551Tq0H5zTf/aZ/jbLjhyeV737uyXHfdg9WYS6eKNSQx1lDfESyzzDLlsssua+7Wsc4999yyxBJLVOce4yaxMv2hhx5q7sYYIUDoOPVFf7fdLqz+je6l/tp7u+22x8qmm57eJzQ22ujUcuihvy033vjwiBcqzmwRGhEedZBEqIzG6vkZJZ4+uN5667XON8ZUrrlm+LXO6E4ChI5TB8B99z1ZVlllUtl449P6jE/0FyBnn3179domm5xefvCDa8qtt+bWWHSS6L46+uijW4Pb0b0V3VzR3dUppk2bVq1DiVlV9RhKrJ9hfBAgdJzeAXHIIVdV/znGMvpr7+3RR0enD7/TxID67rvv3lr9veCCC5bJkyePqO7USMW6jR/+8Idlnnnmqc4pnqOyzz77jNo4Ct1BgNBxegdElDuZMGFy+chHftRaJzJQgIx1UX9q/fXXb3UTrbrqqtVU4Jntf//3f1vVcmPbYosteu4W72vuxjggQOg4zYCoK/futdcv+20fb2LRYSw+rAeqt91222px4owW04OjNH4dHMsuu2y5/PLLm7sxjggQOk4zIGLW1FZbnVm9Fs8PabaPR1H+JMqg1CVGYqpslEmZEVNl40FcUUCxXu0eU4xjCvBoTDGmuwkQOk5/AVEHR/00w2b7eBUFGaNsSb1YLwo2nnnmmc3dUmKMJep/1YUbYwzma1/7WlWHC4IAoeMMFBD180MGah/Prr/++j5Palx77bWrUvJZUURxpZVWah0viklmCygydgkQOs5AAfHnPz9dVltt0oDtlHL66ae3ypfEw6zioVZRJ2u4oiz85z//+VZwRC2sCy+8sLkbVAQIHWewgIj6WIO1U6rH50apknicboRAPFP9sMMOG7RsfLwnHr3bzntAgMAYFRV0ez/BcKC7iXhAVTxyt75r2Wmnndq6a2H8EiAwxv3mN7/pM54RD4S68847qwKK8Uje+vV49O5Ixk0YfwQIjAPNGVUxa6v3zK2oyAvtEiAwjsTTFWNNRyxAjACJtSPxqF3IECAwDsWqcuVHGCkBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBIAUAQJAigABIEWAAJAiQABIESAApAgQAFIECAApAgSAFAECQIoAASBFgACQIkAASBEgAKQIEABSBAgAKQIEgBQBAkCKAAEgRYAAkCJAAEgRIACkCBAAUgQIACkCBICU/wfrN7CgdeeKZAAAAABJRU5ErkJggg==)
PN: 4H16-5-X6
CAS: 859833-15-1
Molecule Weight: 217.05
Formula: C8H6Cl2N2O
![Imidazo[1,2-a]pyridine-6-carbohydrazide](data:image/png;base64,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)
PN: 4H39-1-18
CAS: 886361-97-3
Molecule Weight: 176.179
Formula: C8H8N4O
TSCA: Not listed on TSCA inventory