| Product Number | 4H21-1-FC |
| Purity | 95 % |
| CAS | 4332-79-0 |
| MDL Number | MFCD00101801 |
| Molecular Formula | C13H11NO3 |
| Molecular Weight | 229.235 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-FC
CAS: 4332-79-0
Molecule Weight: 229.235
Formula: C13H11NO3
![1-[(4-Chlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABWwAAAVsAE7YXmbAAACTXpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvFxsD4SEKqaJWkya1q7R20t5NDjgpEuDKkKdvvzOELBAKAXS27/87P5ztLB9OeQYHqctUFRHh1CIgi1glabGLyO/377OAPKyWMYpQWJQR+aiqzwVjx+ORxh8yFydV0FjlpPEvTmXa0RwdqvSO2ZbF2Z+X57eamaVFWYkilkiV6aKsG59VLKp6FF90wXKhD2nBGjnL9aGJ9te2zGvRU5mQ/3N5RN8aUdimmYSt0rmo4GBbFF/rG+xkIbWoZAKbMzY71MW5r5YvTyre57KosGgipLHI3iq9j7EhV5mM9xgMCz+eIpJzBESl8rXW4gymZJoFB2GDcEC4IOYgPBA+iABECIJb+KGfo4CjgqOEo4ajiKOKB7j+mTQDeD9/yoi8wiOYr3le4ee1jE/WGFxFOyJz6jiuDzgNC3uxqef5blu7+LqSrpKjz/EB1wZ/MLtUZxfv1V6gWVfeeAmccRxtBIv6Ptq2alOHG+tQKzDWpZ5tLI4pNNajoTPU/lW9jdPG7cdvLCaIXTO0Wm5UkdwUIU0isuGkTt0vuS3tS/YIKJ1IjQfCBDDSW8DuAibXV8AeApw7wB3vwe0CZh9dgfUQMO8CZteNA14XMHt0HPC7gNnR45MO7oBwvIewC9SnZXyZjL+Tuvp0TTD9dNencXxkvJfx5vROML2kN6d9gunlvbkdJuYzH2Amks972W9unwnGH1i3KSa4T2kwgYR3W38YYTdnmbU3Mxbvbm12c6Uz/CNb/QOCof++7+oFygAAMv5JREFUeF7t3Qe4FNXdx3GpKqgBscQSu2JsJBawxqjJq8ZXfG2JBbvYa6yAXVFMxJqoqCjYgxUVxYY1CKISFSuiAioqoiJKkfJ/7282M+yeW9g5O3d3Z/b7eZ550Dtn5+7MPTu/nTPnnFnMAADwsJj7AwAAikGAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAMh5912zY48169zZrH17s3btzNZbz+yYY3Lr0DxKOe6LLZZbFqXYcjElv0UA6dOvn1mrVgtPNO6idZdf7r4KpSr1uBcbDMWWiyn5LQJIl6uvzp1cWrQwO+IIs9GjzWbMMPvpJ7NXXzU78sjcOpW55hr31fCVxHEvNhiKLRdT8lsEkB6TJpm1bZs7udx6q7t2Ia1TGZWdPNldi7iSOu7FBkOx5WJKfosA0qN379yJZZ993DX17b13rmyfPu4axJXUcS82GIotF1PyWwSQHltskTuxPPmku6a+4cNzZbt1c9cgrqSOe7HBUGy5mJLfIoD06Ngxd2KZNs1dU9/UqbmynTq5axBXUsc9DIZil4Qlv0UA6dG6de7EMneuu6a+n3/OldVrUJqkjrsbEItaEpb8FgGkR1LfhBFPUse92GAotlxMyW8RQHqEbfFPPeWuqU/t9Srbtau7ptCgQWann2726afuGoSSOu7FBkOx5WJKfosA0qNXr9yJZd993TX1qceQyqoHUVPWXjtXbsklzc47LzeuAYWSOu7FBkOx5WJKfosA0mPiRLM2bXInl9tvd9cuNHhwrozGI2gMQ1OGDjVbZZWFJ61VVzW78063VG1L6rgXGwzFlosp+S0CSJcrrsidXDTquWfP3ChoXTXMnGk2ZozZUUctHBF95ZXuqxv2449m55xjtsQSC09eW2+d2zZykjjuxQZDseViSn6LANLnkkvMWrZceKJxF63r29d91aJ98snCJphwO4ceajZlilsym77+2uzSS82GDHHX5JR63IsNhmLLxZT8FgGk07hxuRlg1103NyOs7mHov48+OreuFM89Z9aly8IT2dJLm112mdmcOW7JbFDX2/79zTp0yO3vmmu6JRYq5bgXGwzFlosp+S0CQEPmzTMbMMBsueUWntB0w/2hh9yS6TZsWG5q9nAfl13W7I473FKZQIAAKK/vvjM79dSFN5G17LTTor9tV7v33zfbZZeF+6SBf8cfX9xYj5QiQAD4mz3b7LPP3J8WJysn3KwGYhEIEAD+/vzn3Alzjz3MPvrIXVuchpp8rruuuGk+KqlWmuSaQIAA8KdHsYYnz8UXNzvrLLMffnBLLZp707lueX6DDeytp592S1aHWusU0AgCBEBp7r3XbPXVF55Mf/lLs9tuM1uwwC25aJr3qWdP+7BVKzu/bltr1y3du3e38ePHuyUro9a7JTsIEACl0+C3Cy80a99+4cl1883N/v1vt2RRvh071s7afvu6zSwWLG3btrUzzzzTpk+f7hYtDwZGNogAAZAcPXb1wAMXnmS16P8behxrEYYMGWJrrLFGFCQrrriiDRw40ObPn+8WbT6aaoSpWRpEgABInq48dAUSnnR1ZaIrFF2pxDRr1iy76KKL6jbRPgqSzTbbzF5++WW3aKKmjxpltuWWC/eBySHrIUAANA/dA9G9EN0TCU/CuleieyYePvvsM+vRo4e1aNEiCpL999/fJjU0yWAJPv/8c+tz8MHWr+73TA7ft3qbMT19PQQIgOalXlnqnaVeWuEJ+Xe/M3vjDbdkUUaOHGldu3aNQqRdu3Z2wQUX1F3cxL+6yTd79mzr27evLbXUUsF296lbRvz2t2YvvOAWxX8RIADKQ+NENF4kDJFWrcyOPDI34WBMC+qubgYNGmQrrbRSFCSrrbaa3XPPPW7RojzwwAO21lprRdtafvnl7d6bb7YF5bzXkkIECIDyeuYZsw03XBgkv/iFTbviCpunsSAx/VB3ddOrV6+6i5vFo5P/tttua6+//rpbtEFvvfWW7bDDDtFr1dvrtNNOs++//94tigYQIADKT6PM//GPYNT5/LoT9+11y+HrrWePPfaYW7IoEyZMsD333DMKgpYtW9oRRxxhX331lVs08M0339gxxxxTdxHUKnrNbrvtZh988IFbFE0gQABUzrRp9skJJ9jJrVtbx/+eyHfeeWd777333JJFefbZZ22jjTaKQuEXdVc3f/vb32zOf0eIz60Lrquvvto6duwYlVl//fVt+PDhzpZQDAIEQMV9/M479oc//CE6qbdp08ZOPvlk+04TFcY0b948u/76661Tp07R9tZdd93gRrvCIvyZQkRholCBHwIEQNUYOnSorbPOOtFJfrnllrMbbrghCIW4vv32WzvxxBOtdd3VTbg9LWq2UvPVVE2bgpIQIACqipqbLr/8cltmmWWik/4mm2xiI0aMcIs2STfCTz/99OBqJv9K5M0333SLwhMBAqAqffnll3bYYYcFN8TDANh7773t448/dovWc/bZZwddccPXrbnmmnYn048kjgABUNVee+0122abbaIwUJfdPn362IwZM9yiAfW+CstqUOAll1wSDBJE8ggQAKlw11132a9+9asoHFZeeWUbPHhwMKgw31FHHRWs18SLmpYEzYcAAZAaP/30k51//vm25JJLRkHSrVs3e+WVV6IyF154YfDz7bbbLu+VaA4ECIDUmThxou23335RiGiCxYMOOii44iBAyocAAZBaL774om266aYF9zx22mknAqRMCBAAqaaHS91yyy22wgorREGiRV1/0bwIEACZoMfdatxHOL+VBiGieREgADLlpJNOCgLkt3qWB5oVAQIgU7iJXj4ECIBMIUDKhwABkCkESPkQIAAyhQApHwIEQKYQIOVDgADIFAKkfAgQAJlCgJQPAQIgUwiQ8iFAAGQKAVI+BAiATCFAyocAAZApBEj5ECAAMoUAKR8CBECmECDlQ4AAyBQCpHwIEACZQoCUDwECIFMIkPIhQABkCgFSPgQIgEwhQMqHAAGQKQRI+RAgADKFACkfAgRAphAg5UOAAMgUAqR8CBAAmUKAlA8BAiBTCJDyIUAAZAoBUj4ECIBMIUDKhwABkCkESPkQIAAyhQApHwIEQKYQIOVDgADIFAKkfAgQAJlCgJQPAQIgUwiQ8iFAAGQKAVI+BAiATCFAyocAAZApBEj5ECAAMoUAKR8CBECmECDlQ4AAyBQCpHwIEACZQoCUT1UFyGIDFgsWAPBFgJRPs52tJ0yfYKeOPNU2uW8T63BbB1v8lsVt9btWt60f3trOG3Oejft2nPsSAgRAyQiQ8mmWs3X/N/tb65tbR4HQ2OJq7OcAUCwCpHwSP1tf9dZVQQi0GNDCDnnuEHvhixfsuznf2ex5s+3TGZ/ayC9H2kWvX2QbDtnQfSkBAqBkBEj5JHq2njhjorW5uU0QAneOv9NdvUgECIBSESDlk+jZ+uzRZwcBcOCzB7qrikKAACgVAVI+iZ6tt3hwiyAAnv38WXdVUQgQAKUiQMon0bP1soOWDQJg2uxp7qqiECDJ+/bbb6179+7WsmVL22qrrezzzz93iwCZMWPGDPvNb34TBEj79u3t448/dosgQYmercOeV3Pnz3VXFYUASc68efPshhtusE6dOgUfpnBZaqml7JJLLrHZs2e7LwFSa8GCBTZ48GBbeeWVC+r74osvbn369AmCBclL9GzNFUh1GDFihG288cbRh2iZZZaxffbZx1ZYYYXoZ2uuuabdf//97kuB1HnllVesW7duUd1ecsklbccdd7RVVlkl+pmCRQGjoEFyEj1bcw+ksiZMmGB77bVX9KFRs9Xhhx9uX375ZbD++++/t9NPP93atm0blfn9739vb775prMloPp99tlndtBBB1mLFi2i+rzffvvZxIkTg/U//fSTnX/++UGghOsVNKNGjXK2BF+Jnq3DXlg9RvRwVxWFAPGjy/PevXsHl+vhB2Xbbbe11157zS0a+PDDD+1///d/o7KtWrWyo48+2qZOneoWBaqOml8vvvjioDk2rMObbrqpvfTSS27RgAJFwRKWVeAoeLgfWLpEz9bhOBANIrzno3vc1YtEgMSjy/FBgwYVtPuuttpqdvfdd7tFGzR8+HD79a9/Hb22Y8eOdvXVV9vPP//sFgWqwn333Rc0v4Z1Vs2yt9xyi82fP98tWs+LL74YBE34Wu4Hli7xs/UVb14RhIBC5LDnD7MXp7xo0+dMtznz5wQBo5HoF79+sW1030buSwmQGNTu27Vr1+jD0K5du+ByXZftccydOzcIDYVHuK31118/CBegWvznP/8JmlvDOqpm2DPOOMOmT5/uFm2SgkaBw/3AZDTL2brf2H7W6qZWUSA0trga+vkPP/9ggz8YHEzOiEW3+/r65ptv7Jhjjgmas8Lt7rbbbvbBBx+4RYGyUbPqUUcdVVAvd99996AZthQKHu4Hlq7+WTwh46ePt1NGnmIb37exLXPbMsFsvKvdtZptM3QbO/+18+2db99xX9JggIRXNHp9r9G9gkCpRbNmzQrafdW3PazwTbX7+nrrrbdshx12KPimd9pppwU34IFyUTPqVVddZR06dIjqoppbn3zySbdoSbgfWJpmC5Ck/Oeb/wTBE4bLSnesZIM+GGQLrHa646ndd4011ogq+YorrmgDBw4sqt3X1wMPPGBrrbVW9DuXX355u/nmm5v1dwLyxBNPBM2oYd1T8+o111wTNLc2FwVT/v1ABZcCjPuBTav6AJGZc2faBa9dYO0GtouCRF2GdT8ly5Jq9/Wlm4t9+/Yt6O3y29/+1l544QW3KFAyNZf+6U9/iupa69at7dhjjw2aV8tBAaWgcu8HKtDQsFQESGjSjEl2wLMHFNxHUZfhyT9OdoumWmPtvuPHj3eLlsUXX3xhhxxySMF9lz//+c/26aefukWB2NQ8+te//tXatGkT1S8NBFRzaiUosBRcCrDw/SjYuB9YX6oCJPTylJdtswc2i0Kk/cD2wTNGZs2b5RZNFV0uX3nllfXafZ966im3aEWMHj3attxyy+i9aYDWeeedF7vnFyBqDr3pppuC5tGwTqnZ9MEHH3SLVkRD9wMVdNwPXCiVASLzF8y3W9+/1Va8fcUoSNa4ew0bMmGIWzQVHn/8cevcuXNUWXUZfe211zZru6+v22+/vWCaiFVXXdXuvDP+819Qu55//vlo0kMtSy+9tF166aU2Z84ct2jFcT+wcakNkJDGmJw56kxre3PbKEi2f2R7G/vNWLdoVXr//fdt1113jSqnLpuPO+64srX7+vrxxx/tnHPOsSWWWCJ671tvvbW9+uqrblEg8sknn9i+++4b1Rk1i6p5VM2k1Sy8H6igC9+7ArDW7wemPkBC6jbcfXj3KEQ0DqXnCz3t61lfu0WrQmPtvm+//bZbtKrphKCJGsN90Pxbhx56qE2ZMsUtihqmLxznnntuwRcOPV5AzaJpwv3AQpkJkNDTnz1tGwzZIAqSDrd1sP5v9ref51dHd7xqb/f19dxzz1mXLl2ifdI3tcsuu6wqmyRQXnfccUfQzBnWDTV/6mdp5t4PVDAqIBWUtSRzASJ6Hsl1466LppfX0vn8zjbspWFu0bJKU7uvDz2DZMCAAbbccstF+7j22mvbQw895BZFDVBzpq4ysnySVRDW8v3ATAZISM8lOf7l4631Ra1tsV3q/sAdFrNddtkluO9QTg21+6qZpznafb/66qsgqG688Ua74IILgkUja/X79G/4M61XOZVP2nfffWennnpqQfPcTjvtZOPGjXOLIoNUr1Xf8pt5VP/1OUhaNdT3Wr4fmOkACY37bJztdOhO0R9XJ7ZTTjklONE1p8bafZOqWGoO06W0mor++Mc/FnT/jbPodXq9tqPtJdW7pLEOAtOm+T1wDNVNV9K6onZvNOvEnYRqr++1eD+wJgIkpKYUNamEf2A1tajJRU0vSWvo0japdl89EEcnYvdxtfnL6quvHoxi16Jvf6rI+jf8mda7rwkXbVfbT+rBO8OGDSvoorzsssvaddddV5VdlOFH9/Dcrq6615fEyTlt9V2BWSv3A2sqQER/RP0x878l6Y+tm8BJ0Dea5mj3VTfC66+/vuBEHC7rrLNOMHJdzwHR9CczZ850X94glVN5vU6v13bcbev36feW+swEDZLs379/wbfGDTbYwJ5++mm3KFJEvQbVezD8m+rqPonBdmmv77VyP7DmAiSky0p9S9FlZvgH1uWnbzttQ937kmj3VaXX6PSVVlqpoKIr9HRCLnUad5e2p+3mf4PSot+v91Hsh7UxmqalZ8+eBdO0dO/evWLTtMCPxinpW7s73Uep9xezVt8bux+Ytu76janZAAmNGTMmuOEV/nF1xaAbYsVeMTRnu+/DDz9ccOmtqRR08tW3qHLQ79Hvy39mgt6P3lepxo4da9tvv33Bvp155pllmygSftTsqBkS8icc1Ld2zaRQqizX96zeD6z5AAmp653bV11TdjSludp99a1IkyeG29Wzzk888USbNGmSW7Qs9Hv1+/Ofua73l8S3wSFDhpR9qnr40Zxs7pTn+pZe6pTntVTf3SmLdD+wWqcsKgYBkkeTAmpyQE0SGP6BNVjIvbmmSdaao91XHnnkkaBShdveeeed7aOPPnKLVYTeh95PfuXX+y2VHpZ10UUXFTwsa7PNNrOXX37ZLYoK0EOX8k/wan7UPYQkHrpUi/W9oUlTdT+wWiZNjYMAaYCmJfjLX/4S/XF1X+Pggw8OxjE01zTP+gaiEArvoeiZzXqQVDXS+wqfKa33q/edxDcoPa63R48eBfeR9t9//4p9E611ak7U82fcx74m0aREfa++xzb4IECaoInS9ACl8I+bvyT5oBndb9EAx/wP6eeff+4Wqyp6f/kPu9L7L/a+0aKMHDnSunbtGm1bHR30oUX5qKdS/o1fNTMmdYKnvhdSIOffDwwnmEwDAmQR1BavqZvDD5NOZkk+6lK9Wbp16xZVnt69ezfLuJTmoPep9xu+d+1HUrMIL1iwwAYNGhQ1a+kEhvIJnxOub8cXX3xx0MyYBOp743Q/MOycoO6/aUCAFEnfCPSHVZNVUlT51PYZflDVbzyN9L7Dy3DtT5IfqpNOOinYrtqiUT69evUKjvu2227rrvJGfV803QvUdjfffHN3VVUiQIqkex/6w2psRxJ0+Rt+E1PXYT20Js30/sMpW7RfSV3en3baacE29Y0Y5aOu7Dru6iySBOp7cTQkQNvUYOQ0IECKlGSAqPkrbAPWN5m0f5hC2o/wm5n2L4lmPgKkMpIMEOp78QiQjEoyQHRDWNvSktbL+MZof8J9S+LGNwFSGUkGCPW9eARIRiUVIEOHDo26LuqGXBaFNxq1n9rfUhAglZFUgFDf4yFAMiqJANFI1nDQlLrtpaX3SVzar7Bbova3lBG8BEhlJBEg1Pf4CJCMSiJAwq6RGpRU7f3eS6X9CwdflXLyJ0AqI4kAob7HR4BkVKkBognZ9HotSQ3Iqnbaz3CffSekI0Aqo9QAob771XcCJKNKCRDNsRXOMlpr4xnCuYS0/zoOcREglVFKgFDf/es7AZJRpQSIJk7Ta9VvPE3z3CRB+xv2l9dxiIsAqYxSAoT67l/fCZCM8g0QPdls5ZVXDl6rKaJrkfZb+6/jEPdJbwRIZfgGCPW9tPpOgGSUb4Do8Zh6nWY0rdVZZbXf4YyuOh5xECCV4Rsg1PfS6jsBklG+ARI+PObII490V9UU7b+Og45HHARIZfgGCPU9x7e+EyAZ5RMgehCVXqMliWcopJn2PzwW7gO6mkKAVIZPgFDfF/Kt7wRIRvkEiJ55rNd06dLFXVWTdBx0PHRcikWAVIZPgFDfC/nUdwIko+IGiEandurUKXhN//793dU1ScdBx0PHpdhRyQRIZcQNEOp7fT71nQDJqLgBMnr06KC8llKmNsgSHYfwmOj4FIMAqYy4AUJ9r8+nvhMgGRU3QC677LKg/DrrrOOuqmk6HjouOj7FIEAqI26AUN8bFre+EyAZFTdA/vjHPwbljz76aHdVTdPx0HHR8SkGAVIZffveYMsuu4Xtscex7qoGUd8bFre+EyAZFTdAOnToEJS/66673FU1TcdDx0XHpxgESGVcffVw69z5DDvkkAHuqgZR3xsWt74TIBkVJ0CmTJkSlNVS690ZXfndG3WcFoUAqYzrrx9jm202wI455lF3VT3U98bFre8ESEbFCZDnn38+KNuyZUuvCdWyTMdDx0XHR8dpUQiQyogTINT3xsWt7wRIRsUJkJtuuikoqxk5UV84U6uO06IQIJURJ0Co702LU98JkIyKEyBhJdhyyy3dVaij46Ljo+O0KARIZcQJEOp70+LUdwIko+IESK9evYKyxfa8qDVhjx0dp0UhQCojToBQ35sWp74TIBkVJ0BOOOGEoOxee+3lrkIdHRcdHx2nRSFAKiNOgFDfmxanvhMgGRUnQA4//PCgbI8ePdxVqKPjouOj47QoBEhlxAkQ6nvT4tR3AiSj4gQI38iaFucbGQFSGXEChPretDj1nQDJqDgBQptw0+K0CRMglREnQKjvTYtT3wmQjIoTIPRKaVqcXikESGXECRDqe9Pi1HcCJKPiBAj94psWp188AVIZcQKE+t60OPWdAMmoOAHCyNzGxR2ZS4BURpwAob43Lm59J0AyKk6AMDdQ4+LODUSAVEacAKG+Ny5ufSdAMipOgAizkzYs7uykBEhlxAkQob43LG59J0AyKm6A8HyEhsV9PgIBUhlxA4T63rC49Z0Ayai4AcIT2hoW9wltBEhlxA0Q6nvD4tZ3AiSj4gYIz4iuz+cZ0QRIZcQNEOp7fT71nQDJqLgBMm/ePOvUqVPwmv79+7ura5KOg46HjouOTzEIkMqIGyDU9/p86jsBklFxA0SOO+644DVdunRxV9UkHQcdDx2XYhEglRE3QIT6XsinvhMgGeUTIKNGjQpeo6XWuzfmd2fUcSkWAVIZjz8+PgiQfv1eclc1ivq+kG99J0AyyidApHPnzsHrjjzySHdVTdH+6zjoeMRBgFTOV1/9aPPnL3B/3CTqe45vfSdAMso3QK6//vrgdW3btrVJkya5q2uC9lv7r+Og4xEHAZIu1PfS6jsBklG+ATJ79mxbeeWVg9eeeOKJ7uqaoP3W/us46HjEQYCkC/W9tPpOgGSUb4DIlVdeGbx2iSWWsPHjx7urM037q/3W/us4xEWApA/13b++EyAZVUqAaEK1cEbOnXfe2V2dadpf7bf232eiPQIkfajv/vWdAMmoUgJEHn744eD1Wu677z53dSZpP8N91v77IEDSifruV98JkIwqNUBEJ0FtY4UVVrDPP//cXZ0p2j/tZ6knfwKkPNRlV8uWW95skyZNd1dHwnLFoL7HR4BkVBIBoqkNll122WA722+/fdGjU9NG+6X9035qf0uZ2oIAKY8wGLSceupwd3UkToBQ3+MjQDIqiQCRoUOHWosWLYJt9e7d212dCdov7Z/2U/tbCgKkPMJg2G67W4N/R42a7BYJxAkQob7HQ4BkVFIBIn/961+DbWkZMKD4D2MaaH/CfdN+looAKY8wGG67bWzw7777Dqn7Zj3fLRY7QIT6XjwCJKOSDJCff/7Zdtlll2B7rVq1sgceeMAtkkraD+2P9kv7p/0sFQFSHmEwzJkzz7p3vyf473vvfdst5hUg1PfiESAZlWSAyI8//mjdunULtql+42n/UOn9h/3ftV/avyQQIOWRHwwjRnwS/PcOOwyy6dMLB8L5BIhQ34tDgGTUwQcfHPxhi32yWDG++eYb22CDDaJvZmm9vNf7Dr+JaX+0X0k54IADgu1uvvnm7iokyA2GY499LPj/yy9/Oa9U/XJxUN8X7ayzzgq2u8kmm7irqhIBUqTw25NulGmitK+++sot4kWVL9y2Ft2QS0tvFb3P8AZi+E0sqQ/T9OnT7cwzz4xuwGo55JBD7IsvvnCLIgFuMHz00TTbYoubgkX/3Vi5uKjvDZs5c6ZdcMEF1qZNm2DbeoZIGhAgRRo2bJh17Ngxqjy/+MUv7O9//3si7Z66/A3biLX8/ve/r/p+83p/ep/he9b7T+Iyfv78+TZw4EBbccUVo223bNky+u+ll17a+vbtG3uOITStoWDQVO76ma5GQg2Vi4v6Xuiee+6x1VZbLdp2u3btin4EbqURIDHMnTvX/vnPf0ZPXtOy3nrr2aOPFv/QncZo2+rFEX7j1qCkah3Bq/cVDprS+9X71vsv1csvv1x3ctosOrbt27e3iy66KJgS4qabbrLll18+WrfWWmvZgw8+6G4CnhoKhu+/nxXcB9HPn3vuk0bL+aC+m73++uu23XbbRXV68cUXt169etkPP/zgFq1aBIiHadOm2QknnGCtW7eO/viaA+e9995zi8b2yCOPRIOvwu1+9NFHbrGK0PsI5/rRovep91sqTX+9//77R9vVh7RHjx722WefFZT7/vvvgw9veJmvZccdd7S33nqroBziaywY7rnn7eDne+xxT93V9vxGy/mqxfqu5u8jjjii4Mp6zz33tAkTJrhFqx4BUoJ33nnH/vCHP0SVQCe2k08+2b799lu3aCwaybr77rtH29U3E00RXannK+j36vfrfYTvSe+vlBG3Erb76pI93G7Xrl1t5MiRbtECH3zwgf3pT3+KXqMgVy+5pNqja1FjwaCxIBoTonWDBuXGiDRUrhS1Ut/nzJljf/vb34Lm73C7G220kT377LNu0dQgQBKg0afrrLNOVCmWW245u+GGG0q+OagJ2cJZTbXoITU9e/Ys2+NC9Xv0+8KH42jR+/GdKC6f2+670kor1Z2gBtmCBcU/Ae+JJ56w9ddfP9qG7lFdc801iTQvZNUrr0y2l16qfyJsKhj0Gq0LR6m75caN+8qeempC3XGvP/AwjizXdzVzr7vuutF21Qyu5vBSzxGVRoAkRN8uLr/8cltmmWWiSrLxxhvbiBEj3KKx6Fu6niugE2y4XS1dunSx/v37l/ytyKXtabvafv7v0+/X+9D7KYXafbfddttou2G774wZM9yiRVEnhquuuso6dOgQbfPXv/61Pfnkk27Rmvbhh9Ps6KMfjQJg6tTCqcYbCoZ8mh8rLOOW2333u4Of7bnnvfbii6XVx6zV93fffdf+53/+J9qurpZ1dVNqK0W1IEAS9uWXX9rhhx9e0L6511572ccff+wWjUW9jvR4zPCZ0/mLrn6OOuoou/vuu4NvUcVWepVTeb1Or8+/igoX/T793lJ7PTV3u+/UqVPrTpBHR/3ztWjw4YcffugWrSm6EX7ppS8F3XHDk//ppz9Zb5qShoIhn2bo1Uy9DZW7+ebXrWvXheuOP35YXX3/rqBMXGmv7wqIk046qeB+ncaQKVCyhABpJq+99ppts802UeXRN231Iff9pp1v1KhRdtxxxxX0BnMXXXqr26EWjZ4/9NBDg3/Dn+U3FbiLtqvt6/eUKmz3da/Mmqvd98033yzobqnmiNNPPz0YV1JLFBB33/121ItKy957/8tGjmx4ksRSTZjwbV2dGRb9rm7dbra///3f9Uay+0hTfVeTlAIo/72q6SqJm+/ViABpZvq286tf/SqqTHpO8uDBg2O19TdGYyZGjx4d9BnXt5v8Zpw4i16n12s72p62mwR9aNx2X324ytHue//999uaa64Z/W51w7zlllsS27dqppBQWIQnc4WIwsS96mgOL7zwqf3f/+Xm0tKy446D7b773qk77tmv7/pSpC9H4e/RlyZ9edKXqKwiQMpA4xjOP/98W3LJJaPKpVGsr7zyilu0ZGoqev755+3GG28MejhpUdOOvpHp3/BnWq9ySY2oz6fLdH1Aw33VZbwu58vd7qtmiEsuucSWWmqp6L1suumm9uKLL7pFM2HixO/t5JOfiE7earZS85WascpJ3X0HD/6P/e53t0Xv5S9/uc/GjEl+sGA11Hc1w6o5NqxjaqZVM3Zz/K5qQ4CUkW7Y7bffflFF03iHgw46qN54h7RSQOgGYf74GN1ArHS7r0YR6zjnT4uiv0PSN2QrZcaMOXbVVa8U3KPQDXPdOK+kadNm2oUXPl9w/+WMM56qq+/ZaE5Uc7Q6gOR391UHEXUUqRUESAW89NJLwTfhsNLpG/LFF19c8o27SklLu6+u+PLnYdIVoa4MdYWYRmoWeuih9+qu9m6PTtDqEfXss6V12Ejau+9OtSOOGBq9x622usX++c9X64576dMAVYKan9XlPL+nmLqkq2t6rSFAKkTtrmqTD6dI0KI2+2qdzqExavfVYKhwHzRIqprbffXh1z0o3YsK37PuUd11111u0ar2xhtT7IADHohOyhqjMXDgG8HzPKrV8OHjbbfd7ore884732GPPvqBJXA7sGw0yFWDXcO6o0GwaiIrtidY1hAgFabeQWeccUbB4CX1GinX4ClfDbX7qptuWtp91fzQp0+fguYH9ZobM2aMW7SqfPGFmk2eiU7Cm28+wM477zn7+ut0XEXNnj3XBgxQD8WB0T4cfPBD9tZb1V1v1Mys6XXym0E1/U6lRstXCwKkSmi8Qv50DhrPoL7qGt9QTTTRW5bafTU+Z++99y4IwsMOOywYz1NNZs2aazfeOMa23nrhiffQQx+yt9+u7hNvY6ZMmWG9ez9bEITnnjui7rh/7xatqFmzZgXNy5rYM6wjmvBTzdAgQKqORlBrJHVYWdXlUCNik5g2vhRZb/fVjAF6iE+4b+qCqZkFqqEp7v77n6m7Kr0sOtnuuuudNmxYNgZIjh07pe6bfa4pbuONL7V1193f+vW7JjhxV9qQIUNsjTXWiOqEHjGgRw0k1e03CwiQKqS5nDSnU/7zRzRCVnM/VUKttPuqM4DmMNNcZuG+arSy5jqrBDWnbb311rbUUuvWhfX+dX+Da4ObzzNnZmuuL3UGGDr0fevW7cy6Op+bzl8n7krdD1Tz8fbbbx/VATUv6+FmtTYYtRgESBXT7LKaZTa/W6xmodVstOVQq+2+3333XTCrcv40FJp1WbMvl8OUKVOCZrRw2peWLRev+/9zbPLkbM82/MMPP1mvXhcU3A/Uibxc9wPVXKzJFPOnw+nevbuNHz/eLYr/IkBS4O233w6eexFWap3Y9FwMPR+jOaj5QA9yctt99cCnWqLnu+Q/D0JBrufA6HkwzUHNZf369Queuhj+Tk3y99xzz7lFM00n7HLeD1TzsJqJ80e261nnTz31lFsUDgIkRfQEPj2JL6zkekKfntSXZJss7b71PfbYY8GTJ8NjogcL/eMf/0h02nhNGb722mtHv0PNaBo9XY5pX6qVTuDNfT/w8ccfL5iwUX/ba6+9NtG/bZYRICmjb6mXXnppwbfU3/zmN8E0DaUYO3Ys7b5N0EnriiuuKHgY0IYbbmjPPPOMWzSWcePG2U477RRtU1eXp5xyStCMhtz9QJ3Q859aqBO+TvyleP/9923XXXeNtqmrS02o2FxXl1lFgKTUF198YYccckjB/QnNPvrJJ5+4RZv09ddf0+4bg47XkUceWXC89thjj9iPYdWJ6vjjjy+4v7XLLrsEJzbUp/uBOsHnHy8FQNzjpWA+9dRTC+5vKcDVTIz4CJCU02yiW221VfRhWGKJJezcc8+1H3/80S1aQN+o9SAdt9336aefdouiAW+88Yb97ne/i46drtjOOuusYJxMU/SN+rrrriv4Rq3msWHDhrlF0YCG7gcefPDBwReqpui4n3POOQU97NRk+NBDD7lFEQMBkhF33HGHrbLKKtGHY9VVVw1+1hCdrNx2X53UaPeN79577y141sQvf/lLu/XWWxucrl/hrJAOyyq8FeJJtunXCvd+oIJE9wMbumek5t388Utq/tVU7tUwxiftCJAM0VWHrj50FRJ+WHR18uqrrwbrdbmvZpJwnZoD1IxCu29p1GvtwgsvLOi1tvnmm9u///3vYL2aA9UsGK5T85eaDdUcBn8KgPxZBLTk3w9Uc+4+++xTsF6ho27SSAYBkkH64Oh+SPih0X0SffN12311AxfJmTx5sh144IEFJyz3uKvZSx0WkAxd7em4akbr/PuB6r2VP92OehPq3wMOOMDdBEpAgGSYvonpG1n+CY123+anK48tttii4Lira/S//vUvtyhKFAaIjq+utPPvB2pRU+6dd94ZdHwgQJJHgGScxm9o8kO1t6vXFu2+5aF7IGrW0nQ0enhVNcztlEX5ARLSYEzd19trr72iZ70QIM2DAAGQWg0FSEMIkOZBgABILQKksggQAKlFgFQWAQIgtQiQyiJAAKQWAVJZBAiA1CJAKosAAZBaBEhlESAAUosAqSwCBEBqESCVRYAASC0CpLIIEACpRYBUFgECILUIkMoiQACkFgFSWQQIgNQiQCqLAAGQWgRIZREgAFKLAKksAgRAahEglUWAAEgtAqSyCBAAqUWAVBYBAiC1XqoLkMPrguHMRQTIoLoAUbkBBEiiCBAAqfVNXYC8URcM4xYRIBPrAkTlPiFAEkWAAEivugCxumCwRQSI1QVIUI4ASRQBAiC9CJCKIkAApBcBUlEECID0IkAqigABkF4ESEURIADSiwCpKAIEQHoRIBVFgABILwKkoggQAOlFgFQUAQIgvQiQiiJAAKQXAVJRBAiA9CJAKooAAZBeBEhFESAA0osAqSgCBEB6ESAVRYAASC8CpKIIEADpRYBUFAECIL0eeSQXDFts4a4pdPbZuXInn+yuQQkIEADp9uijZpMnuz8t9NNPZvffbzZjhrsGJSBAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgRA+r37rtmxx5p17mzWvr1Zu3Zm661ndswxuXVoFgQIgHTr18+sVavcQMGGFq27/HL3VUgAAQIgva6+OhcSLVqYHXGE2ejRucGCGjj46qu5KUy0TmWuucZ9NUpEgABIp0mTzNq2zYWD5sRqTDhflsouasQ6YiFAAKRT7965YNhnH3dNfXvvnSvbp4+7BiUgQACkkyZQVCg8+aS7pr7hw3Nlu3Vz16AEBAiAdOrYMRcK06a5a+qbOjVXtlMndw1KQIAASKfWrXOhMHeuu6a+n3/OldVrkBgCBEA6cQVScQQIgHQK74E89ZS7pj7dJ1HZrl3dNSgBAQIgnXr1yoXCvvu6a+pTTy2VVc8tJIYAAZBOEyeatWmTC4bbb3fXLjR4cK6MxoFo7AgSQ4AASK8rrsiFg0ab9+yZG32uUegzZ5qNGWN21FELR6JfeaX7apSIAAGQbpdcYtayZS4kGlq0rm9f91VIAAECIP3GjcvNvLvuurmZeJdcMvffRx+dW4dmQYAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAAL/8PSOHOj5UHtdcAAAAASUVORK5CYII=)
PN: 4H21-5-1R
CAS: 339008-74-1
Molecule Weight: 263.68
Formula: C13H10ClNO3
PN: 4H21-1-FD
CAS: 89960-36-1
Molecule Weight: 229.235
Formula: C13H11NO3
![1-[4-(Trifluoromethyl)benzyl]pyridin-2-one-5-carboxylic acid](data:image/png;base64,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)
PN: 4H29-3-58
CAS: 338783-75-8
Molecule Weight: 297.233
Formula: C14H10F3NO3
![1-[(2-Chlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1V
CAS: 4399-77-3
Molecule Weight: 263.68
Formula: C13H10ClNO3
![1-[(3,4-Difluorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-3-5F
CAS: 242797-29-1
Molecule Weight: 265.216
Formula: C13H9F2NO3
![1-[(2,6-Dichlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1Y
CAS: 338783-23-6
Molecule Weight: 298.12
Formula: C13H9Cl2NO3
![Methyl 1-[(4-chlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H23-5-3F
CAS: 338755-19-4
Molecule Weight: 277.7
Formula: C14H12ClNO3
TSCA: Not listed on TSCA inventory