| Product Number | 4H17-5-28 |
| CAS | 952183-56-1 |
| MDL Number | MFCD09817435 |
| Molecular Formula | C13H9Cl2NO2 |
| Molecular Weight | 282.12 |
| Units | Price (USD) | Availability |
|---|
PN: 4H17-5-28
CAS: 952183-56-1
Molecule Weight: 282.12
Formula: C13H9Cl2NO2
![1-[(3,4-Dichlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABWwAAAVsAE7YXmbAAACWXpUWHRtb2xTb3VyY2UAAHichVVtb5swEP4rJ39ejG0IhCikilpNmtSu0tpJ+zY54KRIgCsgb/9+Z94WEgoBcrbvee5s3529ejinCRxVXsQ6CwinjIDKQh3F2T4gv9+/zxbkYb0KEYTArAjIR1l+Li3rdDrR8EOl8qwzGuqU1PrluYh7mJNNdb63BGPc+vPy/FZxZnFWlDILFbKKeFlUg886lGU1iy9cWKnMj3Fm1XArzY+1tb+CmZfRcxGR/2t5RN0GqbCLEwU7naeyhKNgFF/2DfYqU7ksVQTbCw7b1MG1r1cvTzo8pCorsWksxKFM3sr8EOJAqhMVHtAYNn48BSTlSJClTjd5Li9gWmZYcpACpA3SATkH6YL0QC5A+iA5ww/1HAEcERwhHDEcQRxRHGHcxxgkykzi/fKpAvIKj2C++nmFn10bn6T7w80UAZlT23Y8wNUwdCao63pO22t0fUgfyVFne4BbhD+YNd1Zo+1kQ+r0fVqNInDB+bSWGPU8lG1XUJsbaVO2MNKhrjAS5+Yb6VLfHhr/qt/aae22snHb6WuJcbO6wK1XW51FV02Io4BsOaki+kvtCtEElYDOI5VjnRgDBnpNEH2CSYGOIIYI9h3BGffg9AkmvTrCZogw7xNMMo4T3D7BpO44wesTTKKPL3pxR/DHPfh9QlVE49tk9L3QVUU3wbkNd1Wk4zPjNxGvi3qCcxP0+hCY4NzEvT40JtYzH+BMBJ/fRL8+lCb8eAOcxYSfxcBeT3EG0mAicQS7K5dhinVV/1Z7yGPz7gKwrm4HC+/E9T+b0BPOeWmsRwAANOhJREFUeF7t3Qe4FNX9xnGpKqhBscQSe4s1sYA1Rk2ixr8aW2JBsXdRYwULNhQTscRExQr2gA0VgxpQ0aCISlSsiAoWbKCIUqT8/vedzQx3zy3snJ27uzPz/TzPPOids3N35p6dd+fMOWcWMQAAPCzi/gAAgFIQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAK3nrL7PjjzdZbz6xjR7MOHczWXdfsuOMK69AyyjnuiyxSWBam1HIxJb9FAOnTt69ZmzYLTjTuonVXXOG+CuUq97iXGgyllosp+S0CSJdrrimcXFq1MjvySLPRo82mTzf74Qezl14yO+qowjqVufZa99XwlcRxLzUYSi0XU/JbBJAekyaZtW9fOLncdpu7dgGtUxmV/fhjdy3iSuq4lxoMpZaLKfktAkiPXr0KJ5b99nPXNLTvvoWy557rrkFcSR33UoOh1HIxJb9FAOmx5ZaFE8sTT7hrGho2rFC2a1d3DeJK6riXGgyllosp+S0CSI+lly6cWKZMcdc09NVXhbKdO7trEFdSxz0MhlKXhCW/RQDp0bZt4cQyZ467pqEffyyU1WtQnqSOuxsQC1sSlvwWAaRHUt+EEU9Sx73UYCi1XEzJbxFAeoRt8U8+6a5pSO31Ktuli7um2IABZmecYfbRR+4ahJI67qUGQ6nlYkp+iwDSo2fPwoll//3dNQ2px5DKqgdRc9Zaq1Bu8cXNLrigMK4BxZI67qUGQ6nlYkp+iwDSY+JEs3btCieXO+5w1y4wcGChjMYjaAxDc4YMMVt55QUnrVVWMbvrLrdUviV13EsNhlLLxZT8FgGky5VXFk4uGvV89NGFUdC6apgxw2zMGLNjjlkwIvqqq9xXN+77783OO89sscUWnLy22aawbRQkcdxLDYZSy8WU/BYBpM+ll5q1br3gROMuWtenj/uqhfvwwwVNMOF2DjvMbPJkt2Q2ffml2WWXmQ0a5K4pKPe4lxoMpZaLKfktAkinceMKM8Cus05hRljdw9B/H3tsYV05nn7abNNNF5zIllzS7PLLzWbPdktmg7re9utn1qlTYX/XWMMtsUA5x73UYCi1XEzJbxEAGjN3rln//mbLLrvghKYb7g895JZMt6FDC1Ozh/u4zDJmd97plsoEAgRAZX3zjdlppy24iaxl550X/m271r3zjtmuuy7YJw38O/HE0sZ6pBQBAsDfrFlmn3zi/rQ0WTnhZjUQS0CAAPD3xz8WTph77WX2/vvu2tI01uRz3XWlTfNRTXlpkmsGAQLAnx7FGp48F13U7Oyzzb77zi21cO5N57rlmQ02sNefesotWRvy1imgCQQIgPLcd5/ZaqstOJn+9Kdmt99uNn++W3LhNO/T0Ufbe23aWO+6ba1Vt+y55542fvx4t2R15L1bsoMAAVA+DX676CKzjh0XnFy32MLsP/9xS5Zk6tixdvYOO9RtZpFgad++vZ111lk2bdo0t2hlMDCyUQQIgOTosasHH7zgJKtF/9/Y41hLMGjQIFt99dWjIFlhhRXs1ltvtXnz5rlFW46mGmFqlkYRIACSpysPXYGEJ11dmegKRVcqMc2cOdMuvvjiuk10jIJk8803t+eff94tmqhpL75ottVWC/aBySEbIEAAtAzdA9G9EN0TCU/CuleieyYePvnkE+vWrZu1atUqCpIDDzzQJjU2yWAZPv30Uzv30EOtb93v+Th83+ptxvT0DRAgAFqWemWpd5Z6aYUn5F/9yuzVV92SJRk1apR16dIlCpEOHTrYhRdeWHdxE//qpr5Zs2ZZnz59bIkllgi2u1/dMuKXvzR79lm3KP6HAIEt0n+RYAFalMaJaLxIGCJt2pgddVRhwsGY5tdd3QwYMMBWXHHFKEhWXXVVu/fee92iJXnggQdszTXXjLa13HLL2X0332zzK3mvJYU4a2TMhGkT7LRRp9kmgzexTrd3skVvWdRWu3s12+bhbeyCMRfYuKkNR8cSIKiof//bbMMNFwTJT35iU6680uZqLEhM39Vd3fTs2bPu4mbR6OS/3Xbb2SuvvOIWbdTrr79uO+64Y/Ra9fY6/fTT7dtvv3WLohGcNTKk32v9rO3NbaNAaGpxNfVzoMVolPnf/x6MOp9Xd+K+o245Yt117bHHHnNLlmTChAm29957R0HQunVrO/LII+2LL75wiwa+/vprO+644+ougtpEr9l9993t3XffdYuiGZw1MuLq168OQqBV/1bW/enu9uxnz9o3s7+xWXNn2UfTP7JRn4+yi1+52DYctKH7UgIE1TNlin140kl2Stu2tvT/TuS77LKLvf32227JkgwfPtw22mijKBR+Und185e//MVm/2+E+Jy64Lrmmmts6aWXjsqsv/76NmzYMGdLKAVnjQyYOH2itbu5XRACd42P3z+dAEG1ffDmm/ab3/wmOqm3a9fOTjnlFPtGExXGNHfuXLv++uutc+fO0fbWWWed4Ea7wiL8mUJEYaJQgR/OGhlwzuhzggA4ePjB7qqSECCoFUOGDLG11147Oskvu+yydsMNNwShENfUqVPt5JNPtrZ1Vzfh9rSo2UrNV19p2hSUhbNGBmz54JZBAAz/dLi7qiQECGqJmpuuuOIKW2qppaKT/iabbGIjRoxwizZLN8LPOOOM4Gqm/pXIa6+95haFJ84aGbDMgGWCAJgyy+85CgQIatHnn39uhx9+eHBDPAyAfffd1z744AO3aAPnnHNO0BU3fN0aa6xhdzH9SOI4a2RA2PNqzjy/tlwCBLXs5Zdftm233TYKA3XZPffcc2369Olu0YB6X4VlNSjw0ksvDQYJInmcNTKAKxDkwd13320/+9nPonBYaaWVbODAgcGgwvqOOeaYYL0mXtS0JGg5nDUygHsgyIsffvjBevfubYsvvngUJF27drUXXnghKnPRRRcFP99+++3rvRItgbNGBoS9sLqN6OauKgkBgrSZOHGiHXDAAVGIaILFQw45JLjiIEAqh7NGBoTjQDSI8N73488FRIAgrUaOHGmbbbZZ0T2PnXfemQCpEM4aGXHla1cGIaAQOfyZw23k5JE2bfY0mz1vdhAwGol+ySuX2EaDN3JfSoAg1fRwqVtuucWWX375KEi0qOsvWhZnjQzpO7avtbmpTRQITS2upn4OpIked6txH+H8VhqEiJbFWSNjxk8bb6eOOtU2HryxLXX7UsFsvKvevaptO2Rb6/1yb3tz6pvuSwgQZEqPHj2CAPmlnuWBFsVZA0CmcBO9cggQAJlCgFQOAQIgUwiQyiFAAGQKAVI5BAiATCFAKocAAZApBEjlECAAMoUAqRwCJAcem/hYMGPvTW/f5K4CMocAqRwCJAd6/KdHMFBw7yf2dlcBmUOAVA4BkgNhgPzhiT+4q4DMIUAqhwDJAQIEeUKAVA4BkgMECPKEAKkcAiQHCBDkCQFSOQRIDhAgyBMCpHIIkBwgQJAnBEjlECA5QIAgTwiQyiFAcoAAQZ4QIJVDgOQAAYI8IUAqhwDJAQIEeUKAVA4BkgMECPKEAKkcAiQHCBDkCQFSOQRIDhAgyBMCpHIIkBwgQJAnBEjlECA5QIAgTwiQyiFAcoAAQZ4QIJVDgOQAAYI8IUAqhwDJgR5P1AXIpXUBMpgAQfYRIJVDgORAj7/XBcjOdQFyAQGC7CNAKocAyYEep9QFSKu6ANmbAEH2ESCVQ4DkQI8ePYIP1B/+QIAg+wiQyiFAcoAAQZ4QIJVDgOQAAYI8IUAqhwDJAQIEeUKAVA4BkgMECPKEAKkcAiQHCBDkCQFSOQRIDhAgyBMCpHIIkBwgQJAnBEjlECA5QIAgTwiQyiFAcoAAQZ4QIJVTUwGiGWO1IFkECPKEAKmcFjtbT5g2wU4bdZptMngT63R7J1v0lkVttbtXs20e3sYuGHOBjZs6zn0JAdJCCBDkCQFSOS1ytu73Wj9re3PbKBCaWlxN/RzlIUCQJwRI5SR+tr769auDEGjVv5V1f7q7PfvZs/bN7G9s1txZ9tH0j2zU56Ps4lcutg0Hbei+lABpIQQI8oQAqZxEz9YTp0+0dje3C0LgrvF3uasXigBpGQQI8oQAqZxEz9bnjD4nCICDhx/srioJAdIyCBDkCQFSOYmerbd8cMsgAIZ/OtxdVRICpGUQIMgTAqRyEj1bLzNgmSAApsya4q4qCQGSvKlTp9oaa6wRfKCWWWYZ+/TTT90iQGZMnz7dfvGLXwT1vWPHjvbBBx+4RZCgRM/WYc+rOfPmuKtKQoAkZ+7cuXbDDTdY586dgw9TuCyxxBJ26aWX2qxZs9yXAKk1f/58GzhwoK200kpF9X3RRRe1c889NwgWJC/RszVXILVhxIgRtvHGG0cfoqWWWsp23nlnW2655aKf6ark/vvvd18KpM4LL7xgXbt2jer24osvbjvttJOtvPLK0c8ULAoYBQ2Sk+jZmnsg1TVhwgTbZ599og9N69at7YgjjrDPP/88WP/tt9/aGWecYe3bt4/K/PrXv7bXXnvN2RJQ+z755BM75JBDrFWrVlF9PuCAA2zixInB+h9++MF69+4dBEq4XkHz4osvOluCr0TP1mEvrG4jurmrSkKA+NHlea9evYLL9fCDst1229nLL7/sFg2899579n//939R2TZt2tixxx5rX331lVsUqDlqfr3kkkuC5tiwDm+22Wb23HPPuUUDChQFS1hWgaPg4X5g+RI9W4fjQDSI8N7373VXLxQBEo8uxwcMGFDU7rvqqqvaPffc4xZt1LBhw+znP/959Nqll17arrnmGvvxxx/dokBNGDx4cNQpRMvyyy9vt9xyi82bN88t2sDIkSODoAlfy/3A8iV+tr7ytSuDEFCIHP7M4TZy8kibNnuazZ43OwgYjUS/5JVLbKPBG7kvJUBiULtvly5dog9Dhw4dgst1XbbHMWfOnCA0FB7httZff/0gXIBa8d///jdobg3rqJphzzzzTJs2bZpbtFkKGgWOgifcFvcD/bXI2brv2L7W5qY2USA0tbga+/l3P35nA98dGEzOiIW3+/r6+uuv7bjjjguas8Lt7r777vbuu++6RYGKUbPqMcccU1Qv99hjj6AZthwKHu4Hlq/hWTwh46eNt1NHnWobD97Ylrp9qWA23lXvXtW2HbKt9X65t7059U33JY0GSHhFo9f3HN0zCJQ8mjlzZtDuq77tYYVvrt3X1+uvv2477rhj0Te9008/PbgBD1SKmlGvvvpq69SpU1QX1dz6xBNPuEXLwv3A8rRYgCTlv1//NwieMFxWvHNFG/DuAJtv+emOp3bf1VdfParkK6ywgt16660ltfv6euCBB2zNNdeMfqe6AN98880t+jsB+de//hU0o4Z1T82r1157bdDc2lIUTPXvByq4FGDcD2xezQeIzJgzwy58+ULrcGuHKEjUZVj3U7IsqXZfX7q52KdPn6LeLr/85S/t2WefdYsCZVNz6e9///uorrVt29aOP/74oHm1EhRQCir3fqACDY1LRYCEJk2fZAcNP6joPoq6DH/8/cdu0VRrqt13/PjxbtGK+Oyzz6x79+5F913++Mc/2kcffeQWBWJT8+if//xna9euXVS/NBBQzanVoMBScCnAwvejYON+YEOpCpDQ85Oft80f2DwKkY63dgyeMTJz7ky3aKrocvmqq65q0O775JNPukWrYvTo0bbVVltF700DtC644ILYPb8AUXPoTTfdVDRDgppNH3zwQbdoVTR2P1BBx/3ABVIZIDJv/jy77Z3bbIU7VoiCZPV7VrdBEwa5RVPh8ccft/XWWy+qrLqM/tvf/tai7b6+7rjjjqJpIlZZZRW76674z39Bfj3zzDPRpIdallxySbvsssts9uzZbtGq435g01IbICGNMTnrxbOs/c3toyDZ4ZEdbOzXY92iNemdd96x3XbbLaqcumw+4YQTKtbu6+v777+38847zxZbbLHovW+zzTb20ksvuUWByIcffmj7779/VGfULKrmUTWT1rLwfqCCLnzvCsC83w9MfYCE1G14z2F7RiGicShHP3u0fTnzS7doTWiq3feNN95wi9Y0nRD222+/aB80/9Zhhx1mkydPdosix/SF4/zzzy/6wrH11lsHzaJpwv3AYpkJkNBTnzxlGwzaIAqSTrd3sn6v9bMf59VGd7xab/f19fTTT9umm24a7ZO+qV1++eU12SSByrrzzjuDZs6wbqj5Uz9LM/d+oIJRAamgzJPMBYjoeSTXjbsuml5ey3q917Ohzw11i1ZUmtp9fegZJP3797dll1022se11lrLHnroIbcockDNmbrKyPJJVkGY5/uBmQyQkJ5LcuLzJ1rbi9vaIrvW/YE7LWK77rprcN+hkhpr91UzT0u0+37xxRdBUN1444124YUXBotG1ur36d/wZ1qvciqftG+++cZOO+20ouY5PY9k3LhxblFkkOq16lv9Zh7Vf30OklYL9T3P9wMzHSChcZ+Ms50P2zn64+rEduqppwYnupbUVLtvUhVLzWG6lFZT0W9/+9ui7r9xFr1Or9d2tL2kepc01UFgyhS/B46htulKWlfU7o1mnbiTUOv1PY/3A3MRICE1pahJJfwDq6lFTS5qeklaY5e2SbX76oE4OhG7j6utv6y22mrBKHYt+vaniqx/w59pvfuacNF2tf2kHrwzdOjQoi7Kejb7ddddV5NdlOFH9/Dcrq6615fEyTlt9V2BmZf7gbkKENEfUX/M+t+S9MfWTeAk6BtNS7T7qhvh9ddfX3QiDpe11147GLmu54Bo+pMZM2a4L2+Uyqm8XqfXazvutvX79HvLfWaCBkn269ev6FvjBhtsYE899ZRbFCmiXoPqPRj+TXV1n8Rgu7TX97zcD8xdgIR0WalvKbrMDP/Auvz0badtrHtfEu2+qvQanb7iiisWVXSFnk7I5U7j7tL2tN3636C06PfrfZT6YW2Kpmk5+uiji6Zp2XPPPas2TQv8aJySvrW7032Ue38xa/W9qfuBaeuu35TcBkhozJgxwQ2v8I+rKwbdECv1iqEl230ffvjhoktvTaWgk6++RVWCfo9+X/1nJuj96H2Va+zYsbbDDjsU7dtZZ51VsYki4UfNjpohof6Eg/rWrpkUypXl+p7V+4G5D5CQut65fdU1ZUdzWqrdV9+KNHliuF096/zkk0+2SZMmuUUrQr9Xv7/+M9f1/pL4Njho0KCKT1UPP5qTzZ3yXN/Sy53yPE/13Z2ySPcDa3XKolIQIPVoUkBNDqhJAsM/sAYLuTfXNMlaS7T7yiOPPBJUqnDbu+yyi73//vtusarQ+9D7qV/59X7LpYdlXXzxxUUPy9p8883t+eefd4uiCvTQpfoneDU/6h5CEg9dymN9b2zSVN0PrJVJU+MgQBqhaQn+9Kc/RX9c3dc49NBDg3EMLTXNs76BKITCeyh6ZrMeJFWL9L7CZ0rr/ep9J/ENSo/r7datW9F9pAMPPLBq30TzTs2Jev6M+9jXJJqUqO+199gGHwRIMzRRmh6gFP5x6y9JPmhG91s0wLH+h/TTTz91i9UUvb/6D7vS+y/1vtHCjBo1yrp06RJtWx0d9KFF5ainUv0bv2pmTOoET30vpkCufz8wnGAyDQiQhVBbvKZuDj9MOpkl+ahL9Wbp2rVrVHl69erVIuNSWoLep95v+N61H0nNIjx//nwbMGBA1KylExgqJ3xOuL4dX3LJJUEzYxKo703T/cCwc4K6/6YBAVIifSPQH1ZNVklR5VPbZ/hBVb/xNNL7Di/DtT9Jfqh69OgRbFdt0aicnj17Bsd9u+22c1d5o74vnO4FartbbLGFu6omESAl0r0P/WE1tiMJuvwNv4mp67AeWpNmev/hlC3ar6Qu708//fRgm/pGjMpRV3Ydd3UWSQL1vTQaEqBtajByGhAgJUoyQNT8FbYB65tM2j9MIe1H+M1M+5dEMx8BUh1JBgj1vXQESEYlGSC6IaxtaUnrZXxTtD/hviVx45sAqY4kA4T6XjoCJKOSCpAhQ4ZEXRd1Qy6LwhuN2k/tbzkIkOpIKkCo7/EQIBmVRIBoJGs4aErd9tLS+yQu7VfYLVH7W84IXgKkOpIIEOp7fARIRiURIGHXSA1KqvV+7+XS/oWDr8o5+RMg1ZFEgFDf4yNAMqrcANGEbHq9lqQGZNU67We4z74T0hEg1VFugFDf/eo7AZJR5QSI5tgKZxnN23iGcC4h7b+OQ1wESHWUEyDUd//6ToBkVDkBoonT9Fr1G0/TPDdJ0P6G/eV1HOIiQKqjnAChvvvXdwIko3wDRE82W2mllYLXaoroPNJ+a/91HOI+6Y0AqQ7fAKG+l1ffCZCM8g0QPR5Tr9OMpnmdVVb7Hc7oquMRBwFSHb4BQn0vr74TIBnlGyDhw2OOOuood1WuaP91HHQ84iBAqsM3QKjvBb71nQDJKJ8A0YOo9BotSTxDIc20/+GxcB/Q1RwCpDp8AoT6voBvfSdAMsonQPTMY71m0003dVflko6DjoeOS6kIkOrwCRDqezGf+k6AZFTcANHo1M6dOwev6devn7s6l3QcdDx0XEodlUyAVEfcAKG+N+RT3wmQjIobIKNHjw7KaylnaoMs0XEIj4mOTykIkOqIGyDU94Z86jsBklFxA+Tyyy8Pyq+99truqlzT8dBx0fEpBQFSHXEDhPreuLj1nQDJqLgB8tvf/jYof+yxx7qrck3HQ8dFx6cUBEh19Olzgy2zzJa2117Hu6saRX1vXNz6ToBkVNwA6dSpU1D+7rvvdlflmo6HjouOTykIkOq45pphtt56Z1r37v3dVY2ivjcubn0nQDIqToBMnjw5KKsl790ZXfW7N+o4LQwBUh3XXz/GNt+8vx133KPuqgao702LW98JkIyKEyDPPPNMULZ169ZeE6plmY6HjouOj47TwhAg1REnQKjvTYtb3wmQjIoTIDfddFNQVjNyoqFwplYdp4UhQKojToBQ35sXp74TIBkVJ0DCSrDVVlu5q1BHx0XHR8dpYQiQ6ogTINT35sWp7wRIRsUJkJ49ewZlS+15kTdhjx0dp4UhQKojToBQ35sXp74TIBkVJ0BOOumkoOw+++zjrkIdHRcdHx2nhSFAqiNOgFDfmxenvhMgGRUnQI444oigbLdu3dxVqKPjouOj47QwBEh1xAkQ6nvz4tR3AiSj4gQI38iaF+cbGQFSHXEChPrevDj1nQDJqDgBQptw8+K0CRMg1REnQKjvzYtT3wmQjIoTIPRKaV6cXikESHXECRDqe/Pi1HcCJKPiBAj94psXp188AVIdcQKE+t68OPWdAMmoOAHCyNymxR2ZS4BUR5wAob43LW59J0AyKk6AMDdQ0+LODUSAVEecAKG+Ny1ufSdAMipOgAizkzYu7uykBEh1xAkQob43Lm59J0AyKm6A8HyExsV9PgIBUh1xA4T63ri49Z0Ayai4AcIT2hoX9wltBEh1xA0Q6nvj4tZ3AiSj4gYIz4huyOcZ0QRIdcQNEOp7Qz71nQDJqLgBMnfuXOvcuXPwmn79+rmrc0nHQcdDx0XHpxQESHXEDRDqe0M+9Z0Ayai4ASInnHBC8JpNN93UXZVLOg46HjoupSJAqiNugAj1vZhPfSdAMsonQF588cXgNVry3r2xfndGHZdSESDV8fjj44MA6dv3OXdVk6jvC/jWdwIko3wCRNZbb73gdUcddZS7Kle0/zoOOh5xECDV88UX39u8efPdHzeL+l7gW98JkIzyDZDrr78+eF379u1t0qRJ7upc0H5r/3UcdDziIEDShfpeXn0nQDLKN0BmzZplK620UvDak08+2V2dC9pv7b+Og45HHARIulDfy6vvBEhG+QaIXHXVVcFrF1tsMRs/fry7OtO0v9pv7b+OQ1wESPpQ3/3rOwGSUeUEiCZUC2fk3GWXXdzVmab91X5r/30m2iNA0of67l/fCZCMKidA5OGHHw5er2Xw4MHu6kzSfob7rP33QYCkE/Xdr74TIBlVboCIToLaxvLLL2+ffvqpuzpTtH/az3JP/gRIZajLrpattrrZJk2a5q6OhOVKQX2PjwDJqCQCRFMbLLPMMsF2dthhh5JHp6aN9kv7p/3U/pYztQUBUhlhMGg57bRh7upInAChvsdHgGRUEgEiQ4YMsVatWgXb6tWrl7s6E7Rf2j/tp/a3HARIZYTBsP32twX/vvjix26RQJwAEep7PARIRiUVIPLnP/852JaW/v1L/zCmgfYn3DftZ7kIkMoIg+H228cG/+6//6C6b9bz3GKxA0So76UjQDIqyQD58ccfbddddw2216ZNG3vggQfcIqmk/dD+aL+0f9rPchEglREGw+zZc23PPe8N/vu++95wi3kFCPW9dARIRiUZIPL9999b165dg22q33jaP1R6/2H/d+2X9i8JBEhl1A+GESM+DP57xx0H2LRpxQPhfAJEqO+lIUAy6tBDDw3+sKU+WawUX3/9tW2wwQbRN7O0Xt7rfYffxLQ/2q+kHHTQQcF2t9hiC3cVEuQGw/HHPxb8/xVXPF+vVMNycVDfF+7ss88OtrvJJpu4q2oSAVKi8NuTbpRporQvvvjCLeJFlS/cthbdkEtLbxW9z/AGYvhNLKkP07Rp0+yss86KbsBq6d69u3322WduUSTADYb3359iW255U7Dov5sqFxf1vXEzZsywCy+80Nq1axdsW88QSQMCpERDhw61pZdeOqo8P/nJT+yvf/1rIu2euvwN24i1/PrXv675fvN6f3qf4XvW+0/iMn7evHl266232gorrBBtu3Xr1tF/L7nkktanT5/YcwyheY0Fg6Zy1890NRJqrFxc1Pdi9957r6266qrRtjt06FDyI3CrjQCJYc6cOfaPf/wjevKalnXXXdcefbT0h+40RdtWL47wG7cGJdXqCF69r3DQlN6v3rfef7mef/75upPT5tGx7dixo1188cXBlBA33XSTLbfcctG6Nddc0x588EF3E/DUWDB8++3M4D6Ifv700x82Wc4H9d3slVdese233z6q04suuqj17NnTvvvuO7dozSJAPEyZMsVOOukka9u2bfTH1xw4b7/9tls0tkceeSQafBVu9/3333eLVYXeRzjXjxa9T73fcmn66wMPPDDarj6k3bp1s08++aSo3Lfffht8eMPLfC077bSTvf7660XlEF9TwXDvvW8EP99rr3vrrrbnNVnOVx7ru5q/jzzyyKIr67333tsmTJjgFq15BEgZ3nzzTfvNb34TVQKd2E455RSbOnWqWzQWjWTdY489ou3qm4mmiK7W8xX0e/X79T7C96T3V86IWwnbfXXJHm63S5cuNmrUKLdokXfffdd+//vfR69RkKuXXFLt0XnUVDBoLIjGhGjdgAGFMSKNlStHXur77Nmz7S9/+UvQ/B1ud6ONNrLhw4e7RVODAEmARp+uvfbaUaVYdtll7YYbbij75qAmZAtnNdWih9QcffTRFXtcqH6Pfl/4cBwtej++E8XV57b7rrjiinUnqAE2f37pT8D717/+Zeuvv360Dd2juvbaaxNpXsiqF1742J57ruGJsLlg0Gu0Lhyl7pYbN+4Le/LJCXXHveHAwziyXN/VzL3OOutE21UzuJrDyz1HVBsBkhB9u7jiiitsqaWWiirJxhtvbCNGjHCLxqJv6XqugE6w4Xa1bLrpptavX7+yvxW5tD1tV9uv//v0+/U+9H7KoXbf7bbbLtpu2O47ffp0t2hJ1Inh6quvtk6dOkXb/PnPf25PPPGEWzTX3ntvih177KNRAHz1VfFU440FQ32aHyss45bbY497gp/tvfd9NnJkefUxa/X9rbfest/97nfRdnW1rKubclspagUBkrDPP//cjjjiiKL2zX322cc++OADt2gs6nWkx2OGz5yuv+jq55hjjrF77rkn+BZVaqVXOZXX6/T6+ldR4aLfp99bbq+nlm73/eqrr+pOkMdG/fO1aPDhe++95xbNFd0Iv+yy54LuuOHJ/4wznmgwTUljwVCfZujVTL2Nlbv55lesS5cF6048cWhdff+mqExcaa/vCogePXoU3a/TGDIFSpYQIC3k5Zdftm233TaqPPqmrT7kvt+063vxxRfthBNOKOoN5i669Fa3Qy0aPX/YYYcF/4Y/q99U4C7arrav31OusN3XvTJrqXbf1157rai7pZojzjjjjGBcSZ4oIO65542oF5WWfff9p40a1fgkieWaMGFqXZ0ZGv2url1vtr/+9T8NRrL7SFN9V5OUAqj+e1XTVRI332sRAdLC9G3nZz/7WVSZ9JzkgQMHxmrrb4rGTIwePTroM65vN/WbceIsep1er+1oe9puEvShcdt99eGqRLvv/fffb2ussUb0u9UN85Zbbkls32qZQkJhEZ7MFSIKE/eqoyU8++xH9oc/FObS0rLTTgNt8OA364579uu7vhTpy1H4e/SlSV+e9CUqqwiQCtA4ht69e9viiy8eVS6NYn3hhRfcomVTU9EzzzxjN954Y9DDSYuadvSNTP+GP9N6lUtqRH19ukzXBzTcV13G63K+0u2+aoa49NJLbYkllojey2abbWYjR450i2bCxInf2imn/Cs6eavZSs1XasaqJHX3HTjwv/arX90evZc//WmwjRmT/GDBWqjvaoZVc2xYx9RMq2bslvhdtYYAqSDdsDvggAOiiqbxDoccckiD8Q5ppYDQDcL642N0A7Ha7b4aRazjXH9aFP0dkr4hWy3Tp8+2q69+oegehW6Y68Z5NU2ZMsMuuuiZovsvZ575ZF19z0Zzopqj1QGkfndfdRBRR5G8IECq4Lnnngu+CYeVTt+QL7nkkrJv3FVLWtp9dcVXfx4mXRHqylBXiGmkZqGHHnq77mrvjugErR5Rw4eX12EjaW+99ZUdeeSQ6D1uvfUt9o9/vFR33MufBqga1PysLuf1e4qpS7q6pucNAVIlandVm3w4RYIWtdnX6nQOTVG7rwZDhfugQVK13O6rD7/uQeleVPiedY/q7rvvdovWtFdfnWwHHfRAdFLWGI1bb301eJ5HrRo2bLztvvvd0XveZZc77dFH37UEbgdWjAa5arBrWHc0CFZNZKX2BMsaAqTK1DvozDPPLBq8pF4jlRo85auxdl91001Lu6+aH84999yi5gf1mhszZoxbtKZ89pmaTf4dnYS32KK/XXDB0/bll+m4ipo1a471768eirdG+3DooQ/Z66/Xdr1RM7Om16nfDKrpd6o1Wr5WECA1QuMV6k/noPEM6quu8Q21RBO9ZandV+Nz9t1336IgPPzww4PxPLVk5sw5duONY2ybbRaceA877CF7443aPvE2ZfLk6dar1/CiIDz//BF1x/1bt2hVzZw5M2he1sSeYR3RhJ9qhgYBUnM0glojqcPKqi6HGhGbxLTx5ch6u69mDNBDfMJ9UxdMzSxQC01x99//77qr0sujk+1uu91lQ4dmY4Dk2LGT677ZF5riNt74MltnnQOtb99rgxN3tQ0aNMhWX331qE7oEQN61EBS3X6zgACpQZrLSXM61X/+iEbIau6nashLu686A2gOM81lFu6rRitrrrNqUHPaNttsY0sssU5dWB9Y9zf4W3DzecaMbM31pc4AQ4a8Y127nlVX5wvT+evEXa37gWo+3mGHHaI6oOZlPdwsb4NRS0GA1DDNLqtZZut3i9UstJqNthLy2u77zTffBLMq15+GQrMua/blSpg8eXLQjBZO+9K69aJ1/3+effxxtmcb/u67H6xnzwuL7gfqRF6p+4FqLtZkivWnw9lzzz1t/PjxblH8DwGSAm+88Ubw3IuwUuvEpudi6PkYLUHNB3qQk9vuqwc+5Yme71L/eRAKcj0HRs+DaQlqLuvbt2/w1MXwd2qSv6efftotmmk6YVfyfqCah9VMXH9ku551/uSTT7pF4SBAUkRP4NOT+MJKrif06Ul9SbbJ0u7b0GOPPRY8eTI8Jnqw0N///vdEp43XlOFrrbVW9DvUjKbR05WY9qVW6QTe0vcDH3/88aIJG/W3/dvf/pbo3zbLCJCU0bfUyy67rOhb6i9+8YtgmoZyjB07lnbfZuikdeWVVxY9DGjDDTe0f//7327RWMaNG2c777xztE1dXZ566qlBMxoK9wN1Qq//1EKd8HXiL8c777xju+22W7RNXV1qQsWWurrMKgIkpT777DPr3r170f0JzT764YcfukWb9eWXX9LuG4OO11FHHVV0vPbaa6/Yj2HVierEE08sur+16667Bic2NKT7gTrB1z9eCoC4x0vBfNpppxXd31KAq5kY8REgKafZRLfeeuvow7DYYovZ+eefb99//71btIi+UetBOm6771NPPeUWRSNeffVV+9WvfhUdO12xnX322cE4meboG/V1111X9I1azWNDhw51i6IRjd0PPPTQQ4MvVM3RcT/vvPOKetipyfChhx5yiyIGAiQj7rzzTlt55ZWjD8cqq6wS/KwxOlm57b46qdHuG999991X9KyJn/70p3bbbbc1Ol2/wlkhHZZVeCvEk2zTzwv3fqCCRPcDG7tnpObd+uOX1PyrqdxrYYxP2hEgGaKrDl196Cok/LDo6uSll14K1utyX80k4To1B6gZhXbf8qjX2kUXXVTUa22LLbaw//znP8F6NQeqWTBcp+YvNRuqOQz+FAD1ZxHQUv9+oJpz99tvv6L1Ch11k0YyCJAM0gdH90PCD43uk+ibr9vuqxu4SM7HH39sBx98cNEJyz3uavZShwUkQ1d7Oq6a0br+/UD13qo/3Y56E+rfgw46yN0EykCAZJi+iekbWf0TGu2+LU9XHltuuWXRcVfX6H/+859uUZQpDBAdX11p178fqEVNuXfddVfQ8YEASR4BknEav6HJD9Xerl5btPtWhu6BqFlL09Ho4VW1MLdTFtUPkJAGY+q+3j777BM964UAaRkECIDUaixAGkOAtAwCBEBqESDVRYAASC0CpLoIEACpRYBUFwECILUIkOoiQACkFgFSXQQIgNQiQKqLAAGQWgRIdREgAFKLAKkuAgRAahEg1UWAAEgtAqS6CBAAqUWAVBcBAiC1CJDqIkAApBYBUl0ECIDUIkCqiwABkFoESHURIABSiwCpLgIEQGoRINVFgABILQKkuggQAKn1XF2AHFEXDGctJEAG1AWIyvUnQBJFgABIra/rAuTVumAYt5AAmVgXICr3IQGSKAIEQHrVBYjVBYMtJECsLkCCcgRIoggQAOlFgFQVAQIgvQiQqiJAAKQXAVJVBAiA9CJAqooAAZBeBEhVESAA0osAqSoCBEB6ESBVRYAASC8CpKoIEADpRYBUFQECIL0IkKoiQACkFwFSVQQIgPQiQKqKAAGQXgRIVREgANKLAKkqAgRAehEgVUWAAEgvAqSqCBAA6fXII4Vg2HJLd02xc84plDvlFHcNykCAAEi3Rx81+/hj96fFfvjB7P77zaZPd9egDAQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgABIv7feMjv+eLP11jPr2NGsQwezddc1O+64wjq0CAIEQLr17WvWpk1hoGBji9ZdcYX7KiSAAAGQXtdcUwiJVq3MjjzSbPTowmBBDRx86aXCFCZapzLXXuu+GmUiQACk06RJZu3bF8JBc2I1JZwvS2UXNmIdsRAgANKpV69CMOy3n7umoX33LZQ991x3DcpAgABIJ02gqFB44gl3TUPDhhXKdu3qrkEZCBAA6bT00oVQmDLFXdPQV18Vynbu7K5BGQgQAOnUtm0hFObMcdc09OOPhbJ6DRJDgABIJ65Aqo4AAZBO4T2QJ5901zSk+yQq26WLuwZlIEAApFPPnoVQ2H9/d01D6qmlsuq5hcQQIADSaeJEs3btCsFwxx3u2gUGDiyU0TgQjR1BYggQAOl15ZWFcNBo86OPLow+1yj0GTPMxowxO+aYBSPRr7rKfTXKRIAASLdLLzVr3boQEo0tWtenj/sqJIAAAZB+48YVZt5dZ53CTLyLL17472OPLaxDiyBAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgJf/B1cJB9ky91YFAAAAAElFTkSuQmCC)
PN: 4H21-5-1T
CAS: 338755-21-8
Molecule Weight: 298.12
Formula: C13H9Cl2NO3
PN: 4H17-D-04
CAS: 952183-67-4
Molecule Weight: 361.02
Formula: C13H8BrCl2NO2
![5-Chloro-1-[(4-chlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-5-0H
CAS: 1033463-21-6
Molecule Weight: 282.12
Formula: C13H9Cl2NO2
![1-[(3,4-Dichlorophenyl)methyl]-2-oxo-1,2-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1U
CAS: 64488-03-5
Molecule Weight: 298.12
Formula: C13H9Cl2NO3
PN: 4H17-1-71
CAS: 952183-55-0
Molecule Weight: 227.263
Formula: C14H13NO2
![1-[(3-Chlorophenyl)methyl]-2-oxo-1,2-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1S
CAS: 338754-68-0
Molecule Weight: 263.68
Formula: C13H10ClNO3
![1-[(4-Chlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-1R
CAS: 339008-74-1
Molecule Weight: 263.68
Formula: C13H10ClNO3
TSCA: Not listed on TSCA inventory