![1,2-Dihydro-1-oxo-2-[(pyridin-3-yl)methyl]isoquinoline-4-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H48-1-Q7 |
| Synonyms | 4-Carboxy-1,2-dihydro-1-oxo-2-[(pyridin-3-yl)methyl]isoquinoline; 3-[(4-Carboxy-1-oxoisoquinolin-2(1H)-yl)methyl]pyridine |
| CAS | 477851-07-3 |
| MDL Number | MFCD00140332 |
| Molecular Formula | C16H12N2O3 |
| Molecular Weight | 280.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-Q7
CAS: 477851-07-3
Molecule Weight: 280.283
Formula: C16H12N2O3
![Methyl 1-oxo-2-[(pyridin-3-yl)methyl]-1,2-dihydroisoquinoline-4-carboxylate](data:image/png;base64,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)
PN: 4H23-1-9Z
CAS: 446276-03-5
Molecule Weight: 294.31
Formula: C17H14N2O3
![Methyl 1-oxo-2-[(pyridin-2-yl)methyl]-1,2-dihydroisoquinoline-4-carboxylate](data:image/png;base64,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)
PN: 4H23-1-9V
CAS: 303995-32-6
Molecule Weight: 294.31
Formula: C17H14N2O3
PN: 4H21-1-FC
CAS: 4332-79-0
Molecule Weight: 229.235
Formula: C13H11NO3
PN: 4H29-1-3T
CAS: 54931-62-3
Molecule Weight: 203.197
Formula: C11H9NO3
![1-[(2-Chlorophenyl)methyl]-6-oxo-1,6-dihydropyridine-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABkcAAAZHAGZt8j7AAACTHpUWHRtb2xTb3VyY2UAAHichZXbbqMwEIZfZeTrjY2BcIhCqihVpUrtVtp2pb1bOeCkSIArIKe33zGQbExSCCAf5v/Gh/E484djnsFellWqiohwahGQRayStNhG5PfH0yQgD4t5jCIUFlVEPuv6a8bY4XCg8afMxVEVNFY5ae2zY5UamoNDVblltmVx9uf15b1hJmlR1aKIJVJVOquazhcVi7qZxTdDsFyU+7RgrZzl5b719te29GvRY5WQ/2tZoW2JKGzSTMJGlbmoYW9bFF/rB2xlIUtRywTWJ+x2qItrX8xfH1W8y2VRY1V7SGORvdflLsaOXGUy3qEzrDw/RiTnCIha5cuyFCfQNd0tOAgbhAPCBTEF4YHwQQQgQhDcwg/tHAUcFRwlHDUcRRxVPMD9z6SewMfpS0bkDVagv/Z5g5+XevdksMJdtCMypY7j+oDLsHAUm3qe755bnc2UmEqONscH3Bv8waRrTjrrpTRlXas1EjjhNM4OLOr7WJ6bNnW4Lh1qBbp0qWfrEqcU6tKjoXOv/7v22U/fr9nG+LBLgBbztSqSqyqkSUTWnDSR+yU3ld0Fj4AqE1liPmgHWnoN2CagQ30B7HuAcwO4wyO4JqCP0QVY3gOmJqAP3TDgmYA+osOAbwL6QA8vOrgBwuERQhNokmV4m7TdCF2TXCNMP9xNMg7PjPci3ibvCNMLepvsI0wv7u3lMML0Qt9eJiOMd2cPxpjeAWgvrJG9Dm5DGowME94c/fsIu8pldr6YsXpzabOrG53h/9jiH0lw/51JydouAAA/t0lEQVR4Xu3dB5gURcLGcQMY8BQVxIQJOXNWPDGgmFAxcwbMihn1zDlnzpxOBVExoSeKfEhQEMQcMGNAgihmRFEUyfXt23M9dtfO7vbUdO90z/x/z9OPQtfssD1V9U53V1UvYAAAcLCA/RcAAERBgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAmTNxInGXHSRMVtuaUyrVsY0bWrMcsvl/nzhhcZMmGC/AuUUx+e1wAK5LapiyztK/h0AxGPePGMuuCDXAfkdRKFN+88/P1ce5RPn51VsIBRb3lHy7wCgdPPnG9OlS65TWHBBY7p2NWbwYGN++MGY2bON+fFHY4YMMeaQQ3L7VU7l9To0vrg/r2IDodjyjpJ/BwClu+aaXIfQvLkxw4bZe8OGDzdmqaVy5fU6NL64P69iA6HY8o6SfwcApZkyxZhmzXIdwsCB9t7CVE7l9Tq9Ho0nic+r2EAotryj5N8BQGn+/e9cZ7D77vae+u22W+51ej0aTxKfV7GBUGx5R8m/A4DSdOqU6wwef9zeU7++fXOvU8eExpPE51VsIBRb3lHy7wCgNK1b5zqDSZPsPfX74ovc6/R6NJ4kPi8/EIrdEpb8OwAozWKL5TqDGTPsPfVTeb1u8cXtPUhSEp+XHQxRt4Ql/w4ASpNEh4TkJPF5FRsIxZZ3lPw7ACjNyivnOoM4L4kgOUl8XsUGQrHlHSX/DgBKs+uuuc6g2JuyKq/X6aZufV5/3Ziddzbm0kuN+f13ey+KlcTnVWwgFFveUfLvAKA0PXrkOoM99rD31E/DSPW6QsNCg4488q8OR9+eH37YLoFiJPF5FRsIxZZ3lPw7ACiNlr3QdXEteaHlMKIYNCjXgeh1en193nrLmFVX/avT0da+vTFvvmmXRBRJfF7FBkKx5R0l/w4ASnfFFbkOYemljRkxwt4bNnJkrpzKX3WVvbcw3cC97LK/ZlBrUweos5Nvv7VLoyFxf17FBkKx5R0l/w4ASqeVWvfdN9cpLLSQMYceaszQoblvq1qcT8tfPPecMYcfntuvcipf3wqvhXz5ZW7hP78D0rbkksZce60xs2bZpSGFlh6J+/MqNhCKLe8o+XcAEI+5c40555yGlwdv0iRXTuVdvfyyMZttFv65bdoY8/TTdsnqpUBYZx1jFl7YmCeftPfG+3n5ZaMqtryj5N8BQLzGj889Z6JdO2Natsx1QPrvFlvkniuh/XHQt+HevY1Zfvlwh7fjjsZ89JFdunqMHWtM587hY3LJJXapv8TxeRUbCMWWd5T8OwDItl9/zX1DXmSRvzomdYInnWTMTz/ZpSvXtGnGnHVW7ePQvbsxf/xhl64KBAiAaMaNM2avvcLfvJdZxpjbbjNmzhy7dOXQmVivXrnH0AZ/d82dGTPGLl1VCBAAxXn+eWPWXTfcmerPuilcaUaNMmbTTcO/a9u2xjzzjF2yKhEgQLX47jtj1ljDmDXXNOaJJ+y9xdEZx+23G7PssuHOVWcon39ul84eLUNy4IHh301PDbz+ekajBRAgQLXQo1ODHWKHDsa8955dqji6B3Lyybl7Af7PXWQR88M555iZuneSNbqXoSVdNKHP/300zPboo3MBjBACBKgWupavznHRRf/qHDUE9dhjC89+LoZGZWl0Vs3P/LNme6JmO7FVK/PgfffVvG0dcxvS5pFH/nqWh79ts40xb79tl8T/ECBAtZkwwZj99w93lM2bG3PjjblJbqV4+mnzQZs25qKan7lhzbZAzbbZZpuZlzWvJK20lMvWW4ePxyqrGPPoo3ZJWAgQoFppiY0NNwx3nGutlVuXqQTzZs0yT157rVlyySW9APG3gw8+2Hypme5poUtSRx3110xwbbp0pbO0Kh2WWywCBKhmmv18993GtGgRDhI9l/vTT+3SRfn2229r+uejzIILLpgPkcVrOujLLruspn8uYwetm+DXXZdboiX4Ox90UPHP8KhyBAgAY37+2ZjTTgsvu6H/P/10Y375xS5dlLfeesu0b98+dDayyiqrmMcee8wumrjZ/fvnRqEFg0PDdF96yS6KCAgQAH/RWYf/QCR/07Ib99xT/1pNETz88MOmdevWoSDZZpttzOjRo+2isft8zBhzz047mVHB36tVK2Puu6/uBQzRIAIEQG0DBxrz97+Hg2SjjXJLj5fg999/N5dccolZbLHF8iGy0EILmWOOOcZ8//33dvGSTZ061XTv3t00adLE7FrzXnfWbJO1FMnZZ+eWJkFJCBAAhWlE1g035EZoBYOkSxdjJk60Sxfliy++MAcccEDobGSppZYyPXr0MLNimKg3Z84cc8cdd5hll102//NXVIDsuaf5vRImOqYEAQKgfj/8YEy3buHRSppLctFFxkyfbpcuyosvvmg22WSTUJC0bdvWDBgwwC4a2bBhw8x6660X+pnrrruuGarl1xErAgRANO++a8x224XORn5caSXz+UMPmfnz59ulI9NEw549e5rlllsu1OnvvPPO5uOPP7aL12ncuHFm7733Dv2MZZZZxtx6663eGQniR4AAKM7jjxuz2mpegDxfs51Ss+39j3+YN954wy5ZlGnTppkzzzzTNG3aNB8AundxyimnePcy6vLrr7+ac8891yyyyCL51y288MLmxBNPND9V03LzZUCAACjejBlm6hVXmNuaNTMd/tdpa77HEUccYb755hu7dFHGjh1r9thjj9CZRIsWLcydd94ZOpPQmUvv3r3N8ssvHyrbsWNH8+GHHwZ+IpJCgABwNvWrr8xxhxwS6sD/9re/mauvvtrMnDnTLl6UIUOGmHXWWSf0s9dff30zfPhw88orr5jNN988tK9Nmzbmqaeesn8MEkSAACiZOvQtttgi1KGvscYapl+/fnbRosyePdvccsstZumllw79bDuwrrnmmpIDC8UjQADEQjfS77//frPCCiuEOvgddtjBfPDBB3bxokyePLlWQOmS2ZFHHuktmYLyIEAAxOq3334z5513Xq2b2ieccIKZMmWKXbxBffv2NauuumooPHRGMkKLQaKsCBAAiRg/frzZZ599Qh2/P6xWl6YaMnDgQO++RvD1K6+8snnooYfsoigTAgRAojSxTze/g0Ggm+MNTewLnsFo6ZOLL77YWwoF6UGAAEicht9qGG5waRFtnTt39obtFuIHiM46tPQJ0ocAAdBogosb+iGioDjrrLO8iYRButyl/fvr6YlIJQIEQKMbM2aMt1RJ8GxES5n06tUr/wx1AiT9CBAAZfPMM894iycGg2TTTTc1o0aNIkAygAABUFZavv3666/3lnMPBol/D4QASS8CBEAqfPfdd+boo4/2HjAVDBI9DhfpRIAASJW3337be9StHyCraeVfpBIBAiCVllhiCS9AOnXqZO9CShAgAFKJm+jpR4AASCUCJP0IEACpRICkHwECIJUIkPQjQACkEgGSfgQIgFQiQNKPAAGQSgRI+hEgAFKJAEk/AgRAKhEg6UeAAEglAiT9CBAAqUSApB8BAiCVCJD0I0AApBIBkn4ECIBUIkDSjwABkEoESPoRIABSiQBJPwIEQCoRIOlHgABIJQIk/QgQAKlEgKQfAQIglQiQ9CNAAKQSAZJ+BAiAVCJA0o8AAZBKBEj6ESAAUokAST8CBEAqESDpR4AASCUCJP0IEACpRICkHwECIJUIkPQjQACkEgGSfgQIgFQiQNKPAAGQSgRI+hEgAFKJAEk/AgRAKhEg6UeAAEglAiT9CBAAqUSApB8BAiCVCJD0I0AApBIBkn4ECIBUIkDSjwABkEoESPoRIABSiQBJPwIEQCoRIOlHgABIJQIk/QgQAKlEgKQfAQIglQiQ9CNAAKQSAZJ+BAhQY4F7F/A2pAcBkn60GFSUabOmmds+us3sNXQvs9qjq5klei9hFrtvMbPqo6uaLs93MQ+OfdDMnDvTfhkBkkIESPrRYlAxbv/odtP8geb5MKhrW/HhFU2/if1CryVA0ocAST9aDCrC8S8d7wXAQj0XMgcMO8A8NfEpM/n3yd7Zxs8zfzajp4w2F751oWn1UKuCYVHo71BeBEj60WKQebd8eIvX+bfs09KM+naUvTtEYXLEyCNqhQUBkj4ESPrRYpBpU2dONUvev6R35vHity/au+t0wZsXhP5MgKQPAZJ+tBhk2k0f3OR1/LpBXgoCJH0IkPSjxSDTdhu8m9fx655HKQiQ9CFA0o8W42DgwIFm/fXXN1dffbW9C42s9SOtvY7/q+lf2buKQoCkz+KLL+4FyNZbb23vQkrQYorwww8/mG7dupkFF1zQq9jaOnbsaD744AO7KBrJ4r0X9zr+P+f+ae8qCgGSHu+//77ZYYcd8m1M27HHHmt+/PFHuyjKjBYTwezZs80NN9xgmjdvHqrU/rbwwgubE0880UyZMsV+KRJGgFQOtZ/jjz/ea092G9Om9nfjjTd67RHpQItpgC5X/f3vfw9V5I022sg8+uijZp999gn9va7Z3nrrrWbOnDn2j0FCuISVfQqEm2++2Sy99NKh9rTvvvuaRx55xGy44Yahv19rrbXMs88+a/8YlAEtpg6ffPKJ2XXXXUMVt2XLluaee+4xc+fOzZcbNmyYdz8kWG6dddYxQ4cODfw0JIWb6Nk2ePBgs/baa4fazwYbbGCGDx+eL6P2dvfdd3vtL1iuU6dO5tNPPw38NDQ2Wozl559/Nqeddppp2rRpvqLq/08//XTzyy+/2MU9OuO44447zLLLLhuq4J07dzZjx461iyNGDOPNJrWLPfbYI9ReWrRoYe66667QF7Qgtc1//etfRbVNJIsW8z+qtP/5z3+8Shys1Lvttpv57LPP7OIFTZ061XTv3t00adIk//pFFlnEnHXWWWbatGl2ccTAdSKhljUJIkAah9rBmWeeGQoBtZdTTz3VC4godNahs49gOy10dQDJo8XUGDFiRMHrrIMGDbKLRjJmzBiz8847h37ecsstZ3r16mXmzZtnF0eJ/LMQLWXy0ncv2btDfpn1izly5JG1woIASZbqfc+ePb12EGwXu+yyi/n444/t4pHo/qTaafDn6f7kyJEj7aJISFW3mAkTJniTlIIVUDfybrrpplhGejzzzDNmzTXXDP38TTfd1IwaVf96TSjeMS8e4wWAzkQOHHag6f9Ff/P17197iykqNN6Z8o655O1LzAoPr1AwLAr9HeLx4osvmk022STUDtq2bWsGDBhgFy1aXSMku3TpYiZOnGgXR8yqssVMnz7dXHjhhWbRRRfNVzgNHTzuuONiH2s+a9Ysc/3115ullloqVMEPPPBAM2nSJLs46jDlzyneiruL3reoOe/N8+zdHi2quNQDS+XDoK5tpYdXqnXTnQCJ3xdffGEOOOCAUL1XO+jRo4fXLuKkOVqaK7LQQgvl30vt+6KLLvLaO5JRVS1m/vz55sEHHzQrrrhiqFJ36NDBvPfee3bxWH333Xfm6KOPDlVwzbS99NJLzR9//GEXx//Mnjfb3PzhzWbpB5bOd/IbPrmhXSxPq+0qSDoP6WxWeXQV06x3s/wDpfZ/fn/TZ2wfM2te7c6LAInP77//bi655BKz2GKL5eu66v0xxxxjvv/+e7t4rN59912z3Xbbhdr3SiutZPr06eO1f8SralrM66+/brbccstQxVp99dXNE088YRdN1Ntvv2222Wab0L+jdevW3nh3hA3+arBZ+4m1Q2cPGzy5gXnrx7fsokiJhx9+2Ky88sqh+r3tttua0aNH20UT9fjjj5vVVlst9O/4xz/+Yd544w27KEpQ8QHy9ddfm8MPPzy0/MgSSyxhrrzySvPnn6XNXi6FJiKussoqoQquNX/eeovO8bNfPjO7D949FBwt+rQwd318l5k7n1E2afTmm2+a9u3bh+rzqquuah577DG7aKOZMWOGueKKK0yzZs3y/yb1A0cccYT55ptv7OJwULEBonC46qqrvLAIVurDDjvMTJ482S5eFrp0pUtY/qJx2nSqf9RRR3mXvKqNbnaf+fqZpmmvpvngaNKriTn11VO9S1NIn2+//dYceeSRoS9o6rAvu+yy1FyaVXs/9NBDQ/3A3/72N28x1JkzZ9rFUYSKDJAnn3zSuzwVrDDt2rUzr732ml00FXQz/aCDDgr9e5dccklz3XXXxX6zMY3mzZ9nen7a0yzXZ7nQWccug3YxH//sNsQTyVK9vPbaa716Gqy3Bx98sPnyyy/t4qnw6quvmi222CL0711jjTVMv3797KKIqKICRKt4br/99qEKohvmDzzwQCZuoL300kveMN/gv1/DgPv3728XrRia/LdJv01CwdG2b1vzf5P+zy6KlHj66adNmzZtQvV0s802My+//LJdNHXUD9x///1mhRVWCP37tfovq2oXryICpNAqnhrCd/7555vffvvNLp5qmnB13333mVatWoUq+E477eRNUKwUX/z2hTlg2AGh4NAQ3B7v9yg4Sgrl99FHH5kdd9wxVC+XX35507t378xNkFW/cN5553krRfi/i/qPE044gVW1i5DpAKlvFU9NEswyLflw9tlnhyq4lnzQUilaMiWrfp/zuzehT0Nr/eDQ5D9NBPx+RrJDPOHmp59+MieddFKtJXrOOecc8+uvv9rFM2X8+PEFV9W+5ZZbYplMXOkyGyB1reL5wgsv2EUz7fPPPzd77rln6PfUoo1avDFry8Y//PnDZuVHVg6ddWw7YFszekrjDvFENKpft912W/7Rsv621157efWykmj130Krag8ZMsQuioDMBYgWNtx9991DH3RDq3hWAi0Prwod/L3XW289bzn5tHtz0pum/TPtQ8GhiX2PjSvfEE/U7/nnnzfrrrtuqL7pz/r7SqXAvPPOO2utqq1Vg1lVu7DMBIiWaz7jjDNKWsUz61TB9cAq+xvh3nvvbcaNG2cXLztviOfZR5oF91/QLHBlLjg0M/yy0ZeZGXNm2MWRAjqz0BlGsH6pvt1+++2ZO+N1pUvEp5xySq1LdqyqXVvqA0RnFffee2/BVTz10KdqpGvSeoRucNCAKvi5556bimvSoSGeTWv+fe1qtuMWMF2HdTVfTk/nEM9qp3qjexr2PTfd+1B9q0ZaJZhVteuX6gDRKp4bb7xx6APU42X/7/+SH+KpURrvvPOOtySCZrNqcp82jYbSkD9/05/9fZdffrnp27evt2xDY3TkH374oenYsWPo+JR7VEyhIZ6bd9rcvDwm/UM8q1Fdo/402kqjrpKmdqL2onaj9hOlnak9ql2qfTbGKEutqq3Vg4PHR6sLs6p2SgOkrlU8//3vfyc2sU6XW7S8iFbktSuL66aOVAsoaiG3JCdXPfXUU7U77c03N6+88opdNDEKs0oZ4lktNG9D8zfsOqsvAUlRO1B7ULuw66zrpvaqdqv2q3acBFbVLixVAaJVPC+++OJGW8VT6+HceOONtSbv1bXp9F4z3LXphrb//8HT/vo2vUbfnpJ4ToGWZLjmmmu8JRqC79m1a1fz1Vdf2cVjU8lDPCuVOnHNGA/WE11u1GXHJL6gqb6r3tuDQOraSm1nas9q10msd6V+qNCq2lp9OC1LtzSm1ARIY63iqZmo+oaleyjBewjBTaObNKFIY8GfffZZbwRGlJnsugGppxjqRvfJJ5/sPR3N/tn+poXndC017garb2BaLM5em0iXB7S4XFzqG+KZxhv6yK29pjWqgmuvqZ7oslDc39xVr1W/7QUWg5vah9qJ2ovaTZShwWqHao9ql2qfaqdqr/bP1qb2rXau9h6l/RaDVbVzyh4gjbWKpzq8hx56qGBlUyeoh9FoaXc9mCZOGiGmCqyGYi+foE1LrejSXNzf1nVct9pqq1rHVdeaS/Xcc89V3RDPrFN7sld/VruLe/Vn1WPVZ/uZO9pU/9UO1B7iHjmpdqv2q3Zsf6nRpnav9h/3SLJqX1W7bAFS1yqecX9TFt0j0KJpwQ9Zp8P77beft6+xVuTUiDJ1vvq97VWCNZs+icUT1WgKndnpBmSx6prUWE1DPLNGZ/CFvinrjD9Oqreqv/aqEKrnqu+q9401T0vtWe1a7du+7KV+QPviVOjMrlpW1W70ANGHW2gVT12rj/tGsy6ldOrUKfQ++pBPO+20RO8LRKFvYLpnYY9+0Sgznc7Hqa57S926dYt0xlXXEE99m6zWIZ5pp2v1uncYvFavz1/X6lUf4qT6qnobrMeq16rfcZ9pFEvtXO092LlrU78Q96XWuu4tJfHFMC0aNUAKDvHcfPPYV/HUqB+FVPCZ5+r8tHha3M88L5WeW6LZrxqxFDwuWp8n7n+rRrf985//DL1P8+bN6xzdVu4hniiePkc9c9weLaRRjfr846T6aa8jpXqs+lzOh7UVon+rvXii+gf1E3GPEtSq2vbotkpdVbtRAqQxh3jqm5dunAXfa9ddd410g66cNMPVnmmv68hJ3FcYOXJkg/NryjHEE6UZMGBArSHomq+g+VRxU70M3udQvVX9TftMbfUD6g+Cx0j9RdyjPOv68qX5LJX05SvRANEpnR4n21hDPNUxBit1y5YtvYdLZYlm1wevWesShI5X3PcY/Bn+OkbBCq4bgKrkwb9LcognSqcJbZpsF/zMNGO6Z8+esX9BUz1UfQxeGlN9zdqqEOoXgnVf/Yb6j7ipnyu0qrZGSpb7MnocEgsQzRANBoe2JId4apRJ8EPq0KGD9zz0LFLnrptywWHGWkBy+vTpdtGSFVpjzN+SGuKJ+OhpesHPTJ/jmWeemciZgOpfcCFT1U/V08a6OR439Q/qJ/zfR/1H3KM/fYUGoKh/jPt+VGNLLEC0jox/oHQal8SlGJ/GkfvfiNTp6YZxVit1kK6lasSMfxx1SSmpUR1a5Th4WUsjt6plKGKWXXDBBfnPTMO2k1o1VvUueElT9VL1M+vUT6i/8EeDqh9Rf5IUjUYLruundpdliQWIbtj5B0mzUJNy6aWX5t9Hia5hq5VEs2l1Hdv/HTUjN6mHZekU3n+fuId5IhlaFsT/zJJam0n1TfXOfx/VxyRmeZeT+o3gFRP1K0nRWZv/PnGPPG1sjRIgV111lb07FpqJ6r+HxpvrIVOVSJcDgzf+dDM7iQZMgGRP0gGiehYcOal62BgLGJaD+o/g/Cz1L0nQF2oCpAFJB4hmgPqXrfShv/rqq3aRiqKbl8EFJvX0tLjnYBAg2ZNkgKh+BZ/Sp/oX92COtFE/4oeI+hf1M3EjQCJIMkDU0fk3zHXTsFLPPGx6RrOejuYf13bt2sU63p4AyZ6kAkT1SvXL/9mqd9XyjHD1J/6gEvUzcY/OIkAiSCpANF7bH6qrG19qQNVEy7wER45otnFcCJDsSSpAVK/8n6v6FvfyQmmn4+rfWFd/E+c8EQIkgiQCRGPag5MENXqiGmmIZnDpCE1YigMBkj1JBIjqk/8zVc+SGBKcBepf/OOgfieuOTUESARJBIgms/k/U9+KKmGorivN7tfikzoWWuPovffes4sUjQDJnrgDRPXIXzNN9Uv1rFqpfwme7av/iQMBEkHcAaKJOP7aVhpHndVJgnHS0EP/GGuMfqmBSoBkT5wBovoTnOtRaUPiXaif8edtqP+JY0kkAiSCuANkt912y/+8rC1PkqTDDjssf1xuuukme3dRCJDsiTNAVH/8n6V6hRz1N/5xUT9UKgIkgjgDROv3+z9LyzDjL1pltEWLFt6x0eNsS3k+MwGSPXEFiOqN/zhk1ae4V4LOuuBjIUp9nggBEkFcAaJx5/7DoOI6haw0999/f/5YH3jggfbuyAiQ7IkrQFRv/J+j+oSw4CV09UelzIchQCKIK0CC1/nPPfdcezdM7jnResqgjpEmP40ZM8YuEgkBkj1xBIjqiz8pV/Uo7ueHVwr1P/6xLuX+EAESQRwBoorsP8NcI0KiPD2vWo0YMSJ/vA866CB7dyQESPbEESCqL/7PUD1CYep//JGP6pdcg5YAiSCOANHDi/yfocdSon7bbbedd6z0bVKrIReLAMmeUgNE9cQ/+1D9Qf3UD/nH2/XhagRIBHEEiD9pUMsJVMLDV5I2fPjw/DHv3r27vbtBBEj2lBogqif+61V/UD/1Q/4ySuqfXBAgEZQaIFoF1H+g0n777WfvRh38xe+WXXZZM3PmTHt3vQiQ7CklQFQ/VE/0WtUbRKP+SMdM/ZPLqtgESASlBsiNN96Yf32pw+aqSfC4PfHEE/buehEg2VNKgKh++K9VvUE0wWkFLseNAImg1ADZdNNNvdcus8wyRX+TrmZa9M1/MI4eP1oMAiR7SgkQ//G0qi9xLhZY6dQfqV/SsVM/VSwCJIJSAkTP4PZXwuzWrZu9Gw3o3Lmzd+w0bv2PP/6wd9eJAMke1wBRvfDnNai+oDjql3Ts1E+pvyoGARJBKQGiB9v7ry32MgyMufPOO/PHb+jQofbuOhEg2eMaIKoX/utUX1Cc4OU/9VfFIEAiKCVAjjvuOO91SndOrYv36aef5o/92Wefbe+uEwGSPX36PFTTTpp426hRL9m766R64X/Wqi8ojvol/yqJ+qtiECARlBIg/rMuNFkHblq3bu0dw2Ku0RIg2fP440NMy5bbeNtrr0Vf0t+/x6h6Ajf+JGf1V8UgQCJwDZDp06fnk/2EE06wdyMif5Ve3SCdNWuWvbsgAiR7+vd/26y11pne9tZbE+zdBak++AMtWHXXnfonHUP1V+q3oiJAInANkHfeeSf/ultuucXejYiCD9+KOiudAMmeZ58dazbf/F5ve+edaDdzVR/8zzmuhyRVI/VP/nFUvxUVARKBa4D07ds3/7pBgwbZuxFRcBmYqPNoCJDscQmQ4DwG1+U4YLz+yT+O6reiIkAicA2Q4MEdN26cvRsRffLJJ/njePXVV9u7CyJAssclQFQf/M9Z9QRu1D/5x1H9VlQESASuAXLsscd6r9F1xVLW3K92us5d7L0kAiR7XAIkeO0+6v0x1Kb+yW9j6reiIkAicA0Qf2lpPR0NpfGXnu7atau9qyACJHtcAkT1QZ+x6gdK4z/FsZhHKBAgEbgGiD+LesUVV7R3oUjLL7+8dyz33HNPe1dBBEj2uASI6oM+Y9UPlEb9lI5lMbP5CZAIXAOkQ4cO3muKHVuN2tq2besdy+23397eVRABkj0uAaL6oM9Y9QOl8eesqd+KigCJwDVA2rVr571m4403tnehSBtttJF3LHVMoyBAssclQPw2pvqB0qifKqaNCQESgWuAcAYSH85AKp9LgHAGEh/OQBLiGiDcA4kP90Aqn0uAcA8kPtwDSYhrgDAKKz6Mwqp8LgHCKKz4MAorIa4BEpwHMnfuXHs3ImIeSHVwCRDmgcRD/RPzQBLiGiCXX355/nXjx4+3dyOi4JLuzESvXC4BEpyJzlLu7tQ/+cdR/VZUBEgErgESfJjU4MGD7d2IqH///vnj2K9fP3t3QQRI9rgEiOqD/zmrnsCN+if/OBbzUCkCJALXABk9enT+dbfeequ9GxFdd911+eM4ZswYe3dBBEj2uASI6oP/OauewI36J/84qt+KigCJwDVAfv311/x1xZNOOsnejYiOOOII7xguvPDCZubMmfbuggiQ7HEJENUH1Qt9zqoncKP+ScdQ/ZX6ragIkAhcA0TatGnjvY6JTu5WX331oo8hAZI9LgEi/iRT1RO48Y+h+qtiECARlBIgxxxzjPe6hRZayPz000/2bjQgeHPv9NNPt3fXiQDJHtcAUb3wP2sGqxRP/ZL6Jx0/9VfFIEAiKCVA+vTpk38tD7wpXs+ePfPHb+DAgfbuOhEg2eMaIKoX/met+oLiBB/Ypv6qGARIBKUEyKRJk/Kv7d69u70bDejSpYt37PTc699++83eXScCJHtcA0T1wn8uuuoLiqN+yW8r6q+KQYBEUEqAyLrrruu9doUVVmBCYRF++eUXs9hii3nHrmPHjvbuehEg2eMaIKL6oc9a9UX1BtGoP1K/pGOnfqpYBEgEpQbIlVdemX/9c889Z+9GHe655578cXvggQfs3fUiQLKnlABR/fA/b9UbRKP+yD9u6qeKRYBEUGqA6MaeP5yXoYbRtW/f3jtmSyyxRFGXr4QAyZ5hwybkA+STT6bYu+ul+qF6os9b9QbR+EPk1T+5DEAgQCIoNUBkq6228l6vBcs4xW7Y+++/nw/dww8/3N7dIAIke2bNmmtuuOFVc++9o838+fbehqme+J2h6g/qp37IX0BR/ZMLAiSCOAKkV69e+Z8RdT2nanbAAQfkj9crr7xi724QAVJ9VE/8z1z1B/ULriOm/skFARJBHAGiGbMrrbSS9zNatWplZsyYYRfB/3zyySf5cek77LCDvTsSAqQ6qb7oM1f9UT1CYep/1A/pWKlfirrCg40AiSCOAJEePXrkf85dd91l78b/HHroofnj9MILL9i7IyFAqpPqi/+5qx6hMPU//nFSv+SKAIkgrgDRGjNLL72093P0BLVi1pypFq+++mr+7GPrrbe2d0dGgFQv1Rt97qpHqk8IU7/jP+FT/VEp/RABEkFcASLXX399/medccYZ9u6qNmfOHLPxxhvnG7/LvQ8fAVK9VG/8LyGqT6pX+Iv6Hb9tqD8qBQESQZwBoqem+Q+vb9q0qfn444/tIlXrpptuyh/nbt262buLQoBUN9Uf//NXvUKO+hv1Ozou6odKfYojARJBnAEigwYNyv+8bbbZhtnpJvfUQX9IYYsWLcyUKcXNA7ARIOnmz/fQNnLkF/buWvyyUan+qB7p81e94mmFuVnn6m/8dqF+qFQESARxB4jss88++Z952WWX2burikaEbLjhhvnjUeys80IIkHQLBsi++/Y1s2fPs4uEFBsgEpydrvpV7SMf1c/4x0P9TxwIkAiSCJAffvghvwaNHojz0ksv2UWqRvByQ9euXe3dTgiQdPMD4YAD/uv995FHPrCLhLgEiKg++fWg1MuiWab+xX/wlvod9T9xIEAiSCJA5Pnnn8/f7FtllVXMN998YxepeHfffXf+2K699tpm+vTpdhEnBEi6+YHw6qtfef/dYYcHzLRpf9rF8lwDRPVJ9cqvC6pv1Ub9ivoX/f7qb9TvxIUAiSCpAJFzzjkn/7M32WSTotd8yrKnnnoq/61o8cUXNx98UP+30GIQIOkWDIRTTx3s/X+PHnWPunMNEFG9Uv1SXVB9U72rFupP1K/4bUH9TZwIkAiSDBDd2Np9993zP3/XXXetimGH6uD9pdrVqON+2BYBkm7BQJg48Rez5Za9vE3/X0gpASKqX/6XFdU71Y9Kp35E/YnfDtTPxD1ghwCJIMkAEZ1mb7bZZvn3OPDAA83s2bPtYhVDjXeppZbK/75JPEWOAEk3OxB09qE/62ykELu8i+DTLVX/KjlE1H+oH/F/X/UvcV0eDiJAIkg6QOS7774zq6++ev599thjj4ocNaLLB/6ZR5LHkwBJNzsQfv11punY8UHv7157bXKgZI5d3pXqm18vVA8r8XKW+g31H/7vqX5F/UsSCJAItCibf5B0M+qtt96yi8RiwoQJpk2bNvn36tChQ0nLDKSNHvTjX0bQltSqxJMnTzbbbrtt/n3atm1rxo4daxdDGRUKhEcf/dD7O43MmjcvvJ57ofKugqvQqj5W0gOo1F+o3/B/P/Un6leS8Oabb5rWrVvn3yvrbSyxAPn555/zo6W06XkDRx11lPn22+KemhaFRkyst956+ffSbNEPP/zQLpYp+kYUHKqrRpvEZas///zTe6qa/2Ch4KbZt2eeeaaZNm2a/TKUQaFAmDNnntlvv8e9v3/yyfAKDYXKl0L1L/hlRvUz62f86if8VS60qR9JYmSn+r0jjzwy/7webeofs962EgsQeffdd81uu+0W6pSWXHJJc+2115a8HIDtp59+Mu3atcu/T7NmzcxDDz1kF8sEzQAOThLUaJi4b5jLf//739AlQG3rrLNO6L21Lbfccl7nMW9e/RPXkKy6AmHUqEne3++0Ux8zffpf7aqu8qVQPfRHZ2lTXcnqjHX1D+on/N9F/Yf6kThpyfdrrrkmv2KEv+nm/HvvvWcXz5xEA8T38ssvh254a9NpYtydor5NH3PMMaH3Oeyww0pe4qOxaASI1iAKVjaNx49zqK6o4m6//fah47TiiiuaBx980Myfn7sMMmDAAO8yVrCMhja++OKL1k9DY6kvEE4+eZC379ZbX8//XX3lS6H6GJwnovqqepuVkZDqD9QvBOu2+g31H3HSvaLg5XVtm2++eUkLnqZNowSI6Nvrfffdl38gi7/tuOOO5qOPPrKLl0TvE7zprPV97r//frtYqrz22mv5VXX9TTOC4xwF8uOPP5rjjjsudBli0UUXNRdccEHB99FZop57EBz9pU1PrtMgCTSu+gJh/PipNd+ge5qttuplJk/O3QOsr3ypVF+CM9a1qf6qHqeZ+gF/vS9t6ifUX8RJl8U6duwYOjZaCr53794VdxbfaAHi0w0rTcxZZJFF8ge3SZMmNd+gTo719FHfsu2zHt0kdn3YUlI02EAP8QleG1UFj2NtK5+GJ+obov9cFX/bb7/9It0s/P77771vaMF7Wmp4l1xyifn999/t4khIQ4FwzTUvefvPOSc3a7qh8nFQPQ12yKrHqs9pe7Kh2n1wkIg29Q9xXkZS/3XiiSeGvqCpnzv33HMramBPUKMHiO/zzz83e+21V+gDXXbZZc3tt98e26mwJgDZl4S0bbfddmb48OF28UalywD6Jm8PNFBHHWeQavXQtdZaK/T767q1S5COHj26ViPUiBKG/MZLQ3J1RmFrKBB+/vlPs/32D3hl3nnn2zrLf/jhDzUdZ3xDVFVfVW/tG8Sq33Fffi2W2rnae7DO+pfc4pogqP7q1ltvNcsss0zoffbee28zbtw4u3hFKVuA+J577jmz7rrrhg68/hzn2jOTJk0yBx10UKiz1rb++uubG2+80fuG3Rh++eUXb/hj+/btQ/8ObXoiXJzXRj/77LNaAxj0TfE///lPyQ3nsccey68T5G/6nZIaql0tPvroB3PUUf29Tn+bbXp78zyC6gqEoIce+sArc+ihTxUsP2HCz96lLv39aacNqWkbhWexu1D99Z9saNcN1XvV/8ag9qx2rfYd/Heo/asfUH8Ql0L9l0ZyDRs2zC5akcoeIKIEv+2222oluM5Q4kzwMWPGFAwSXULTJCI981gdb5zGjx/vjWDq0qVL6L6Mv+2www5OZwN1USM9/fTT8w/A0ab/P+2007yh1XH5448/vKWugyNy9A1UQxWTGKpdyX788Q9z6aUjzRZb5Dp8bTvv3KfmGIdXVigUCDYt8b7PPn3zZe3yX3/9a00n3zu/7x//6GVuvvn10OitUqk+q17bdV31X+1A7UHtIk5qt2q/asdqz8H39YND7T8uuoKy5557ht5HV1DuuOOO2K6gZEEqAsSnU+GTTjopVAF0DVH3TOK8hqgnjHXv3t37wO1Krk2XZXSDUI+u1EgxlW+oUuhbva779u/f37vxrFEe9hBZf9PQwcMPPzzWZ0/r/fUtr2XLlqH30ro+SV6P1kzagw8+OPSeSQ3VrjSzZs01vXu/a7bb7v5Qh3/RRS/UfIuuPaihUCAUMmLEF3UGiGjtLH/Ulr8psJ5++tNakxFLofqteh4cKhvc1D7UTtRe1G5UTxs6O1Y7VHtUu1T7VDsNTswLbmrfaudxPsFU8zbOPvvsgvdwp06tfdmx0qUqQHwalaXRWcHKkMQoBo3RfuKJJ7wx2RqNZFdAe9M3bFV6bZov4f9/8NpvXZsqmb6V6aZjoRFPpdASJPYILk2OGjhwoF00MY01VLtSvPDCRLP33uEzhcMOe8q8/3589yYaovkjejBV8N/QtWs/7/5JnFTfVe9V/+2zg0JbKe1M7VjtWe1a7TsudY0i3WmnnWI9s8maVAaIT51PoXHU6qzipksyQ4cO9c52Nt1000iVtaFNnfoZZ5xhnn322USWnNdQ2n/+85+h92zevLm54YYbyrKwpN/IFPbBf1MSQ7Wzaty4qeaEEwaGOu1ddnnIDBjwWazf/qPSJa8+fd43HTrkbr7723nnDTPffBN/nVU7UHtQu7C/9Lhsaqdqr2q3ar9qx3HTg6X0HsH3XXPNNb2zpmqX6gARXQbR5RBdFgl+gDp1TXIhMnXA+mahyUDXXXedtwyLtk6dOnnfpPxNf/b36d+p8uosk7x8o6GzF198ceieiq7zammJuJ6aVoq6hmrr8mScI8yyRA9+uvbal/M3sLVpzsZtt71R83kmV1eimjp1hrniihdD/7727e8zd9/9tpkxo/7Lt6VQO1F7UbtR+4nSztQeVV7tM8kvSupfdO8k2O+oH9L7J9m+syT1AeIrtJaMrq3qRm7W1+MphpZfWHnllUOVWsMU33nnHbto2RUaqq2BEnEO1U67uXPnmcce+yi/aq6/nXHGUPPVV/Hd14vLJ59MqfkiMiD0b91990fMoEGf20Urls5iLr300tAAEX1BU3gltUJvVmUmQHxazdIeBrvqqqt6Q0sr2RtvvFHzjXWrWr9337597aKpoyHZ9lDHuIdqp5Hmc3Tp8kSoM9aquW+++bVdNHWGDh1nOnd+NPRvP/roZ2q+9Zf/DDdJjz76aK0h6hqazBD1wjIXID5NXrO/iWuSmya7VRKtDHrEEUfUOvO6/PLLM3XmVd9QbZ2pVJIvv5xm/vWvIaHOV2cgTzwxxjsjyYqZM+eYe+8d7c1J8X8PDTW+7LKRZsqU+O81lNPbb79d83tuE6qbGt31yCOP2EURkNkAEd0L0HIa9r0AzYptrMmBSalrFc9DDjnEfPXVV3bxzGisodrloLkUWsxQ9zb8DlePnNWTA+1JgVny3XfTzYUXvhAKRA09vv/+97yb8FmmS1JHH310aG6YLl3pElYSN+QrTaYDxKfRSFo2IdjRagFAjS/P4s0u3SBcY401Qr/PFltsEetM9XKra6i2RnHFOVS7MWj0VP/+n3qjqYKd7EknPevN/K4UWv5EQ42Dv6OGImveSdaoX9A8EnuhUD3SNs6Z6pWuIgLEp6XGteR4sEJoSXItTZ4FWjeo0CqeWkE0a51qVIWGams+SRJDtZPw7rvf1ZwVhjtVzQQfOfILu2hFUFhqyLEdlt269TWffVb7sbpp9Mwzz9R6VIGG6Y4aNcouigZUVICIOlotlaCHIAUryC677BLrjNQ4VeMqnkF1DdXWDPckh2qX4ssvv645w7jZrL/+5aHLOg88kP3LOlFo6LGGIPuX69q2PdWsuOJO5tRTz07tUG0N+915551DdUz9RK9evSr2C1rSKi5AfFpyQI9jDa4Jpevup556aqxrQpWimlfxLKTQUG1dj9ZQ7bRcj/aHeC65ZEvTosVWNWdPx9V0oHeayy8fWdNxpuPf2Jg0FLl798dM69Zdao5JbtVn1WcNmEjLUG0tMaIlTez7bmeddVbmHylbbhUbID4tsqYF1oIdtFal1cJrDa27kyTNmtUyDcF/VzWt4lmfQkO1NbSy3EO17SGezZqtZvba6xzz0UfpH5abtJEj3zQbbLB56DPTUG2tVlsuCrA777yz1pp3nTt3NmPHjrWLw0HFB4hv8ODBocdwattggw0a/bkgqriqwMF/RzWu4hmFhmrbC+WVY6i2hnjay5Tnhng+ahetaqq/miRqd9jlGKqtL2L2cu76wqYvbohP1QSIaNmDm2++udaT+fbdd9/Yl5e26VRZp8z28h46ta7GVTyjKudQbYZ4utE9EK1Oa18yaoyh2mrH++yzT6h965KaLhUnuexJtaqqAPFNmTLFHH/88bWeDX7++efHvuihbs7pJh2reJamMYdqM8QzHoWGaqsdJDFUW+32vPPOC31BU/s+4YQTvPaOZFRlgPjef//9Wg++WWGFFbylp+fPL31l1LpW8dQwQrhJeqi2Pht9RsGfzxDP0iQ5VFvtVMPc1W6DP1/tutyP060GVR0gvieffLLWw5/atWvn/MAn/xG6wZ+nIar6Vhv3t+VqlMRQbZ0N6qww+PMY4hmfJIZqa2KtJtgGf54m4Pbr188uioQQIP/z559/mquuuqrW0iGHHnqomTw52gSpulbx1HV0VvGMX31DtaPeV2KIZ+PSUG2tamsP1dbnGHV4vcLefg6O2u3VV18d60Ok0DACxPL11197j+EMVvAllljCXHnllV7I1EWLrhVaxVMjeJAsjWwrdqi2Rgxp5Js9Yoghno1Dq9vaQ7UV3BoqXRctHqrHyQbbpv5fi41q0VE0PgKkDq+//rrZcsstQxV8tdVW8x6VGVT3EE9W8WxsQ4YMiTRUmyGe6aGh2vZZv1bFtYdqP/744177C5bTY5v1mAOUDwFSD92ge/DBB81KK60UqrgdOnTwOiWGeKZPfUO1R4wYUecQT+bglM+xxx4b+ky0+UO1FfZ6YJq9X5v9ZQ6NjwCJYPp0LWd9oTfU167E/qab5gzxTI9CQ7WDm/5e64+ldd2maqLl/f3PpUuXLrU+K39T+9OjrP0///e//7V/FBoZAVKECRMmmP333z9UqTXEU8N1kU6FhmprxWOGeKZHMEA0WqvQUG0Fy8SJE72lUQiQ9CBAHGieiOYeaLQPQzyzQSN0NBdBQ0mRLnaAiNrVKaec4rUzXUb2ESDpQoAAKKtCAVIXAiRdCBAAZUWAZBcBAqCsCJDsIkAAlBUBkl0ECICyIkCyiwABUFYESHYRIADKigDJLgIEQFkRINlFgAAoKwIkuwgQAGVFgGQXAQKgrAiQ7CJAAJQVAZJdBAiAsiJAsosAAVBWBEh2ESAAyooAyS4CBEBZESDZRYAAKCsCJLsIEABlRYBkFwECoKwIkOwiQACUFQGSXQQIgLIiQLKLAAFQVqfWBMgiNYGgraEAGVYTIH7ZfgRI2REgAMrq4ZoAOaYmELTNaSBAxtQEiF/2bQKk7AgQAGU1tiZARtYEgrZ5DQTI1JoA8cv+SICUHQECoLxqAsTUBIK3NRAgpiZA8mUJkLIjQACUFwGSWQQIgPIiQDKLAAFQXgRIZhEgAMqLAMksAgRAeREgmUWAACgvAiSzCBAA5UWAZBYBAqC8CJDMIkAAlBcBklkECIDyIkAyiwABUF4ESGYRIADKiwDJLAIEQHkRIJlFgAAoLwIkswgQAOVFgGQWAQKgvAiQzCJAAJQXAZJZBAiA8iJAMosAAVBeBEhmESAAyuuss3KBsNhixsybZ+8Ne/nlvwLk2WftvWhkBAiA8po82ZhjjzXmkUfsPbUpYC65xJhzzzVm9mx7LxoZAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgANJh4kRjLrrImC23NKZVK2OaNjVmueVyf77wQmMmTLBfgTIjQACUl+Z2XHBBLjD8SYKFNu0///yGJxui0RAgAMpn/nxjunTJBcSCCxrTtasxgwcb88MPuYmCP/5ozJAhxhxySG6/yqm8XoeyI0AAlM811+RCoXlzY4YNs/eGDR9uzFJL5crrdSg7AgRAeUyZYkyzZrlAGDjQ3luYyqm8XqfXo6wIEADl8e9/58Jg993tPfXbbbfc6/R6lBUBAqA8OnXKBcHjj9t76te3b+51ChKUFQECoDxat84FwaRJ9p76ffFF7nV6PcqKAAFQHnr+h4Jgxgx7T/1UXq9bfHF7DxoZAQKgPAiQzCNAAJTHyitzCSvjCBAA5bHrrm430VVer9NNeJQVAQKgPHr0yAXBHnvYe+qnYb8M400FAgRAeWiZEt3H0BIlWr4kikGD/rr/odejrAgQAOVzxRW5QFh6aWNGjLD3ho0cmSun8lddZe9FGRAgAMpHK+vuu28uFBZayJhDDzVm6NDc2YUWU9RyJc89Z8zhh+f2q5zKsyJvKhAgAMpr7lxjzjmn4eXcmzTJlVN5pAIBAiAdxo/PPRekXTtjWrbMBYb+u8UWueeAaD9ShQABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE7+H5/WJqZLT1vDAAAAAElFTkSuQmCC)
PN: 4H21-5-1V
CAS: 4399-77-3
Molecule Weight: 263.68
Formula: C13H10ClNO3
![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
![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
Melting Point: 298(dec.) ℃
TSCA: Not listed on TSCA inventory