| Product Number | 4H21-1-C2 |
| Synonyms | 6-Phenylpicolinic acid |
| CAS | 39774-28-2 |
| MDL Number | MFCD04114206 |
| Molecular Formula | C12H9NO2 |
| Molecular Weight | 199.209 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-C2
CAS: 39774-28-2
Molecule Weight: 199.209
Formula: C12H9NO2
PN: 4H58-1-443
CAS: 566198-31-0
Molecule Weight: 227.219
Formula: C13H9NO3
PN: 4H58-3-A5
CAS: 887982-40-3
Molecule Weight: 217.199
Formula: C12H8FNO2
![6-[3,5-Bis(trifluoromethyl)phenyl]picolinic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABXxAAAV8QEWB94WAAACo3pUWHRtb2xTb3VyY2UAAHichZZpb6MwEIb/iuXPG+ODcEQhVdSq0krtrrTtSvtt5RAnRQpQAc3x73cGQgKEjUOi8fE+Hh/jIfOHY7oje1OUSZ5FVDBOicnifJ1k24j+fn+eBPRhMY9BBMKsjOhHVX3OHOdwOLD4w6T6mGcszlPa9M+OZdLTHBTLi60jORfOn9eXt5qZJFlZ6Sw2QJXJrKwbX/JYV/Us/uPCSXWxTzKnkTtpsW9G+ys5fjk7lmt6Xcsj9C0BJZtkZ8gmL1Jdkb3kDL78G9mazBS6MmuyOkGzYi6sfTF/fcrjr9RkFRRxhCTWu7eq+IqhIc13Jv6CwaDw/SmiqQBAV3m6LAp9IljCZi2IlkQrol2ip0R7RPtEB0SHRAsOP+gXIBCgECARoBEgEqASIBOgk6CTOA7opIIz2Rmc1Pvp00T0J3kk+GufH50yPs/1c7awxTKiknme7xLBlFI+gQ2AT1s7941KzmZybr3Ys3gCm8ZhTRfbtk9B54LOg3pQ66ZeUxfc7fDXcSRHK5iQvkvJCeY8aZ1z5vuduUimBFrFeMBr355ECz7Dbr3tb9s9Fiq0PvN5tz7krnwwbawMPIW6cIprD5l06z2BedUO2obGQkw4l6BYzFd5tu4USbKO6ErQOlp+mU0pzwFDSV6sTQF3EAdAaReQfQDD6wLIMUDdAO59D24fwNC9AMsxYNoHMNDvA14fwGtxH/D7AF6i+0DQB/DK3QfCm0VbAMFvXGDTvY0Vw8OuU4DFzeC8m5RhYQZH3qQYCzM49SYlWZjBwTcpzMJ4I3tgY/wRP55lrwcR0KRVCxOOMIHlOvIRJrQwwzjA1G6JHTm89/VrwcIMrz4ytvTijjBqjHE6+cxpX4hQvHlZOp03qQP/Hxb/ALVjYnqWSYSsAAA/vklEQVR4Xu3dCbxV48LH8UijjJEx02u8iJtUXnEzu4YyjyFjKdecUF4k18xFaKBBKNM1Rmgwk8wkJSUZUqKB0vi8/utYq32es0/t/ex19nn2Wr/v57M+0nr26ux19n7+a61nqmEAAHBQw/4LAAByQYAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAGO++MKYc881ZrvtjFl9dWPq1zdm222N6dixbB+qTiHnvkaNsm1lci2Xp/iPCKC03HijMTVrLq9k7E37brrJfhXiUOi5zzUYci2Xp/iPCKB0/Oc/ZRXLKqsYc+aZxowZY8y8ecb8/rsx771nzFlnle1TmTvvtF+NQsRx7nMNhlzL5Sn+IwIoDd9+a0zt2mUVS//+9t7ltE9lVHbaNHsvXMR17nMNhlzL5Sn+IwIoDVdeWVapHHOMvaeio48uK9utm70HLuI697kGQ67l8hT/EQGUht13L6tUXnrJ3lPR8OFlZVu0sPfARVznPtdgyLVcnuI/IoDSsM46ZZXKrFn2nopmziwr27ChvQcu4jr3YTDkusUs/iMCKA2rrVZWqSxebO+paNGisrJ6DQoX17m3A2JlW8ziPyKA0hDXVTDyF9e5zzUYci2Xp/iPCKA0hM/hX37Z3lORntWrbPPm9p7y1GvoqaeMWbbM3oNMcZ37XIMh13J5iv+IAErDFVeUVSrHHmvvqUi9hVRWvYcqM3Xq8opKFeRbb9klEIrr3OcaDLmWy1P8RwRQGlTh16pVVrE8+KC9d7lBg8rKaCyCxi9URs/zjz9+eWWl7eSTs49fSLu4zn2uwZBruTzFf0QApePWW8sqFo14PvvsshHQGgk9f74xY8cac845y0dD3367/ersRo0yZuedl1damt/p2muNWbDALplucZz7XIMh13J5iv+IAEpLz57GrLrq8krG3rTv+uvtV63YkiXG3HefMeutt/w4m29uzKOP2iWT7Zdfyt6zGsKzKfTc5xoMuZbLU/xHBFB6Pv+8bPbXbbYpmw22Xr2yP3foULbPlSrQCy5Y/rhG2957G/Phh3bJZLEDVOe2MoWc+1yDIddyeYr/iABgGz/emIMOWl6RaZZZTRY4Y4ZdsvTpEV6TJsvfqx7hPfGEXSoRCBAAxfP882VrXYSV61prlbUFaLBcqZs82Zijjlr+3rQlvBMBAQKguBQWt9xSFh5hRatQUbiUIk3Bri62deosfz8p6cZMgADIn57xt2pVVlG+8oq9Nzc//VT2GCuzEVmPufS4qxRosKS62W688fKff8MNjRkwIDUDKQkQAPmbO7f8FXebNsZ89ZVdKjdqUN9rr+XHqlXLfH3BBWb+r7/aJf3xzjtls+OGP7POxeWXl52XFCFAALjRuIWWLZdXohrsdtllxsyZY5fMzdChQVff6X8e6/Y/t/3XW8/cd999f97sLLFLVp/vvzfmlFOWj8/Q1ratMZMm2SVTgQABUBiNpN5kk+UV6gYbGPPAA8YsXWqXXLn5883Ea6817evX//NQNYKtSZMmZvTo0XbJ4vrjj7IxGw0aLH+fO+5ozIgRdslUIUAAFO6334zp3t2YunWXV7C77WbMm2/aJXPy47Rp5uSTT45CRNvRRx9tJqunU7E9/rgxW265/H1pVtxevXKbij3hCBAA8ZkyZfnkf+F24onZ53HKwVtvvWWaNWsWhUidOnVMt27dzDz1fKpqH39sTOvWy9+H1uM477zcpmBPCQIEQPz0yGmXXZZXvhphfc01ZfM85WnZsmWmf//+ZsMNN4yCZOONNzaDBg0K9sVt1syZ5rEOHcxYDXYMf/799zdm3Di7aOoRIACqhhq/+/QpPx/WZpsZM2SIXTInc+fONV27djW1a9eOgqRFixbm3XfftYs6WbRokbnjjjvM2muvbfb689j3/bnN3XprY555xi6KvxAgAKqWuuNedFH5+bA0huSDD+ySOZk0aZJp27ZtFCKrrLKKOeWUU8z36iHl6MUXXzTbb799dMwN1lzTvHjTTWbpwoV2UWQgQAAUx5dfGnPwwctDRAMIzzzTLNWAQgcjRowwO+64Y1TpN2jQwPTs2dP8oR5TOZowYYI55JBDomOs+ufPdMYZZ5jp06fbRZEFAQKguIYNM2a77aIgGbbWWuaZm282Cx2u9hcvXmx69epl1l133SgEttxyS/PESiYvnD17trn44ov/vCmqFb1uzz33NO+//75dFCtAgAAoPs2HddttZsLaa5vuf1beW/25bbPNNubZZ5+1S+Zk1qxZ5rzzzjOrrbZaFAitW7c2n3zySblyS5cuNX379jXrr79+VK5x48bm4YcfLlcOuSFAAFSbBTNmmP+cfbapWbNmVKEfcMAB5osvvrCL5mTcuHFm//33j46l43bo0MHMnDnTvPrqq2bXXXeN9tWrV89cffXV5netAggnBAiAavfRRx+Zf/zjH1HlrkdL559/vvlFC1I5ePrpp83WW29d7njhn7WdcMIJZqrWJUdBCBAA3njsscfMFltsEVX0DRs2NPfee6/TfFgKn/32269ccDRt2tS8/vrrdlE4IkAAeGXBggWmR48eZvXVV48q/p133tmMHDnSLlqpwYMHm0033TR6vY7VuXPnoA0E8SFAAHjpu+++M+3atQvGeYRBcOSRR5qvv/7aLhr54YcfgruWsLwGHXbp0sXMcZ0hGCtEgADw2ttvv22aN28ehYLmw7riiiuyzofVp0+fqNxhhx1mJk6caBdBjAgQAN7TnFcDBw40G220URQQ+rP+LnM+rOHDh0f7UfU4ywBKhubD0t2H7kLCoNDdie5ShAApLs4ygJKjdhC1h4RhoXYStZdoQCABUjycZQAlSz2zdtpppyg06tatS4AUEWcZQEnTGBGNFcnsfUWAFAdnGUAiaOBg5jTvqHqcZQCJQSN6cXGWASQGAVJcnGUAiUGAFBdnGUBiECDFxVkGkBgESHFxlgEkBgFSXJxlAIlBgBQXZxlAYhAgxcVZBpAYBEhxcZYBJAYBUlycZQCJQYAUF2cZQGIQIMXFWQaQGARIcXGWASQGAVJcnGUAiUGAFBdnGUBiECDFxVkGkBgESHFxlgEkBgFSXJxlAIlBgBQXZxlAYhAgxcVZBpAYBEhxcZYBJAYBUlycZQCJQYAUF2cZQGIQIMXFWQaQGARIcXGWASQGAVJcnGUAiUGAFBdnGUBiECDFxVkGkBgESHFxlgEkBgFSXJxlAIlBgBQXZxlAYhAgxcVZBpAYBEhxcZYBJAYBUlycZQCJQYAUF2cZQGIQIMXFWQaQGARIcXGWASQGAVJcnGUAiUGAFBdnGUBiECDFxVkGkBgESHFxlgEkBgFSXJxlAIlBgBQXZxlAYhAgxcVZBpAYBEhxcZYBJAYBUlycZQCJQYAUF2cZQGJcffXVUYBMmjTJ3o2YESAASt7EiRPN4YcfHoWHttq1a5uuXbuauXPn2sUREwIEQMmaM2eO6dKlSxAWYXBsvPHGZp111on+f8MNNzT9+/c3y5Yts1+OAhEgAErO0qVLzQMPPGA22GCDKCg22WQTM3jw4GD/vHnzTLdu3UydOnWi/c2aNTNvvfWWdSQUggABUFLeeOMN07Rp0ygY6tata6666irz22+/2UXN5MmTzdFHH13u0dZJJ51kpk2bZheFAwIEQEmYOnWqOeGEE8qFwbHHHmumTJliF61g9OjRpkmTJtHr6tevb6699lozf/58uyjyQIAA8Nrvv/8e9K6qV69eFAC77rqrefXVV+2iK7RkyRLTu3dvs95660XH2Xzzzc3QoUPtosgRAQLAW4888ohp3LhxVOGvv/76pm/fvkEbiKtff/3VXHDBBaZWrVrRcffaay/z4Ycf2kWxEgQIAO+8//77plWrVlEFr8r+4osvNrNnz7aLOhs/frw56KCDon9j1VVXNWeddZb56aef7KKoBAECwBvTp083Z5xxRlCZhxX7IYccYr788ku7aGyef/55s+2220b/3lprrWVuueUWs2jRIrsoLAQIgGq3cOEic9NNN5k111wzqsi3224788ILL9hFq4TC4tZbbw3CI/z3t9lmG/Pcc8/ZRZGBAAFQrUaO/MK0bHmqqV27bPDf2muvbW6//fZquQOYMWNG8BirZs2aUZDoMZced6EiAgRAtfj6619Mp07DTNOm95ottzzDNGz4d3POOeeYmTNn2kWLTg3qe++9d7k2GDW8//LLL3bRVCNAABTVnDl/mJtvfss0b97P7LZbn2Br336gGTdusl202j366KNBV98wSNQF+L777gu6BIMAAVAkS5cuM489Ns7su++gKDgOP/wRM2LE13ZRryxYsCAYdLj66qtHQbLzzjubUaNG2UVThwABUOXGjPnOHHfc41Fw7LVXf3P//R+YhQtL50pe05+cfPLJUYhoO+qoo4LpUtKKAAFQZaZNm2MuueSlKDiaNetjrrpqlPnpp4rzVpUKTci4++67RyGiCRuvvPLKYALHtCFAAMTu998XmbvvHmP22OP+KDxOPfUp8+mnyRikp6nhBwwYEEwVHwaJppEfNGhQqqaNJ0AAxEZ157PPTjAHHjg4Co6DDx5snn9+QrAvThoxrkkS77nnHnPNNdcEW/v27aMt/DvtHzlyZDBIMW5arOryyy8vN218ixYtzDvvvGMXTSQCBEAsPvlkujnllP9GwaG7j3vueS+4G4nDxx9/bG6++eY/w+nAcgtG5bNpjMn+++9vbrjhBvPee+/Fdreg5XOPOOKI6N9ZZZVV/jwXp5jvvvvOLpooBAiAgqg9o3v3kVFwaOvS5eU/K885dtG8jRs3zlxyySVmo402qhAG4abHSC1btjStW7c2hx12WHD3of/q//X3K3ptw4YNTadOncyYMWPsf9rJiBEjzE477RQdv0GDBua6664zf/zxh100EQgQIMXCCr9ly37m228rr/DDcpl08d6//0emVasHov3HH/+4GTv2+3Ll8qWZdocMGRI8CrIrfIWFruz79esX3EHkOrmilr4dO3ZssLStAiZzht9w+9vf/mbuvvvugiv7xYsXm169egXhFB57iy22MI8//rhdtOQRIECKZd41XHTRcHt3JFuATJ78a/T3GtvxxBPjgrEervQ4SWtzqCLPrNhV2Xfv3t18+umn9ksKMmHChOBRlubcskNKU6kUutjUrFmzzHnnnWdWW2216Ni6K9KjuKQgQIAUCwNA4zL033ffzb7Ua7YAWbRoqfn3v98I2jk0urwQmjpEa5ZnVuSHHnqoGT58eEFrf+Tq7bffNqeddlq5NULUq0oj0Qulx3BqdwmPq3m2fJmypVAECJBiYTAMGPBR8N9jj33MLFlSscLOFiBx0GqDXbp0KXeV/s9//jN4PFUdNCjw7LPPNrVr145+Hk2mqEbyQj3zzDNm6623jo5bnZNGxoUAAVIsDAaNCG/TZkjw56FDP7OLVUmAaIbbHXbYIapQVbmqu60PFBiZi01pGpOBAwfaxfK2cOHCrNPWv/jii3bRkkCAACmWGQyjRk0J/rzPPgMrPJKKO0DUoLzGGmsEFajuPq644opgzinfqE0msxfX6aefHtw1FaqyhbPULlNKCBAgxexgOPfc54P/v+mmNzNKVSxXCE1MGFaaqpxfe+01u4hXtEZI5t3ILrvsYn744Qe7mBMt3bvnnntGx1YbjB7hlUr7CAECpJgdDJMmzTK779432PTnysq5uuiii6LKUmuex1URVzU15Pfs2TNqq9lyyy3NxIkT7WLOHnnkkXJdiw844AC7iJcIkGrU55waK92AqpQtGG688Y3g73Q3EspWLh/qoqvG6bCC1Cy2ag8oNWoIr1evXvAeGjVqZD766CO7iDM9Ggsb2Y877jh7t5eooaqRHRbZNqAqZQuG2bMXBO0g+vvRo6dUWi4fmi8qDI9TTz21pBdkev3114MeVGGIfPXVV3YRZ3p8peOef/759i4vUUNVI0IC1a2yYBgy5LPg79u2HRKM96isXC569+4dhYdGgcc1/1R10mDAMET0OCuuR3EECHJGgKC6VRYMGguiMSHaN3Bg2RiRbOVW5pVXXgkGzoXP9Ut5zINNdyLh4yw1rBc6cl0IEOSMAEF1W1EwvPPOtGBfOEq9snKV0XTr4XoZTZo0CeajShq1iYQBqS6+hSJAkDMCBNVtZcGg+bHCMisqZ9NjKo1rUGWo8R5x9ljyjXpnhY/oCh1sSIAgZ3aDub0BVW1lwaAZejVT78rK2e67777YKlXfqYtvOE5EI9YLmfaEAEHO7MCwN6AU/fzzz2bdddcNKsLjjz/e3p1IGmwYjlhXmLgiQJAzggJJ1LFjx+jRVVy9k0qBpj0J77pcZ/ElQJAzAgRJozU7wkZlLT+bNuGjLE0F7zJnFgGCnBEgSJoTTzwxqAA1oroUR5oXSoMKw6ngNVV7vggQ5IwAQZJ8/fXX0VxRffv2tXenRjhli9pE8p1hmABBzggQJEmnTp2ixzeFriteyrQoVbiyodZYzwcBgpwRIPDRww9/ak4++Ukzdepse1elNAo7XCRJCyalnZbH1bnQ+u75IECQMwIEPjr66EeDMR+PPvq5vatS6nWkik+PsH788Ud7d+pojXWdD21jxoyxd1eKAAFQ0o48cmgQIJpQMVdt27YNKr4DDzzQ3pVaWqpW50SP9nJFgAAoafkGyLx586KeR4MGDbJ3p9YNN9wQnJOGDRsGo9VzQYCgUsuWLTUT3h5oZkx5z94FeCPfABk+fHhQ6Wl9b41CR5kvv/wyeow1duxYe3dWBAgq9dnIO4M2j6FXbWvvAryRb4CEi0VpSnOUFy5Tq7uRXBAgyGrBbz+bgReuEwTIq4POsHcD3sg3QFq2bBlUehdccIG9K/W0gJbOzf7772/vyir1ARL2LFrRlkZvPNIpeO/9z1/D/D47PfMDofTkEyB6tl+3bt2g0nvsscfs3ak3YMCA4Nxo9cJcECBZAsPe0mbWd5+afh1XC977Ry/mdisLVJd8AmTKlCnRc37Ng4Xy1IU3PD+5dG8mQFIaEivy3O37BudkyJVbmSWL0ztCF6UhnwB56aWXggpPDehxLOmaNFqFcZVVVgnO0ahRo+zdFRAgBEg5Uz78b3RO9GfAd/kESK9evYIKb/PNN7d34S+bbLJJcI60yNbKECAESER3G7rr0PnQXQhQCvIJkB49egQVXvPmze1d+Mtuu+0WnCMtfbsyBAgBElF7h86F2j/UDgKUgnwCpEuXLkGFt+++XCBVZp999gnOUdeuXe1dFRAgfwVIZVtaqKeVelzpPasHFlAq8gmQcPVBTWWC7Nq0aROco3PPPdfeVQEBkiU00hggowecFrzfgRetG4wBAUpFPgESzjp7wgkn2LvwF50bnSOdq5UhQFIWFNn8NGWM6dth1eA8aPQ5UEryCRDuQFaOO5A8pD5Ali0zT9+4R3AOHrv6b2bp0sV2CcBr+QQIbSArRxtIHtIeIF+9+1B0DqaNe8neDXgvnwChF9bK0QsrD/kGyJwZk8zrD3VIxBiJxX/8Zh7qumnw/of3OtzeDZSEfAIkHAey2Wab2bvwFy3xq3PUu3dve1cFBEieAfLR8Buj1zx3a2vz87SP7SIlY+zT3YP30a9TbTP7p4n2bqAk5BMgL7/8clDhaST677//bu9OvdmzZ0cj0UePHm3vroAAyTNA1N31+Tv2j17Xt2NN8/rgc8yCeTPtol6b+/MU80DnesF7ePeJLvZuoGQcdNDNZrvtLjMPPvimvauCb775JqjwtH38cele/FWVd999Nzo/06dPt3dXQIDkGSChbz5+xgzpvnX0+gEXrm0+feV2s3TJIruol17pfUzwcz946QZm4YI59m6gZOy++zFm3XWbmz59htq7KtBsvPXq1QsqvaFDV14+be6///7g3Kyzzjr2rqxSHyCFWLp4ofl4+E1mwPlrRkHy6FXbmW8/e8Eu6pVPxr5qztq3hrnu+Bpm/Jv327uBkrLtttsGldidd+bWBX3PPfcMynfu3NnelXrt2rULzs1BBx1k78qKAInB/DnTg0WXwrEU2l686xAze/oEu2i10xXYXnvsanbZvIa5sF3TYNlaoJTlGyDdunULyv/tb3+zd6XasmXLzEYbbRScm1tuucXenRUBEqOZ37xvnrm5VRQi/c6tZd557GKzcP5su2i16dOnT/ALV0PZmHfesHcDJSffABkxYkT0HcjlOX9aaH0UnRdtubYPESBV4Kv3HjEPd20cBcmgS9Y341/vW+1X++phsf766we/cKZyQFLkGyBaB6R+/frBa3KZsjwtunfvHpwT3YXobiQXBEgVWbzwd/P+s1dHPZ20PXHdruaHCa/aRYvmoosuCn7Z+vJMnTrV3g2UpHwDRML5ntQegrJH240bNw7OySWXXGLvrhQBUsXmzZpqRvQ7IQoRba/0OTboRltMX375palVq1bwy7766qvt3UDJcgmQYcOGRY+xJk2aZO9OneHDh0ePr8aNG2fvrhQBUiQ/fvWGebJn0yhE7u9c14x95iqz6I/f7KJV4pBDDgl+0brKYAAVksQlQBYvXmwaNWoUvO6yyy6zd6fOoYceGpyLFi1a2LtWiAApIrWBqNusxl6EQXJVu03MS88MtovG6oUXXoiuLoYMGWLvBkqaS4DIVVddFbxujTXWML/88ou9OzXGjBkTjT7Pt34gQKqBBu5p9Pe/T65tjmxew2y+fg2zxx57BL/IuC1atMhsv/32wS+5VatW9m6g5LkGyM8//2xWX3314LXXXnutvTs1wqcT6tastpB8ECDV6KfvJpqLzj7crLpq2d2BrgK0iMsPP/xgF3V2++23B8fW3D/vv/++vRsoea4BIhdffHHwWo28njFjhr078UaOHBk9nXj00Uft3StFgHhAE7ztsMMO0S9St9T//ve/zcKFC+2iedEXYu211w6OecYZZ9i7gUQoJEB+/PFHs+aaawavP/300+3dibZgwQKz9dZbB++9WbNmed99CAHiCTXq6QugK6EwSLbaaivz3//+1y6asw4dOgTH0ReEAVNIqkICRO64447g9XoC8NZbb9m7E+uKK64I3vdqq61mPvzwQ3t3TggQz+i5rJaS1C81DBKtnvbZZyufqjqTRpLWrFkzeP3NN99s7wYSo9AA0cVbkyZNgmOovXDevHl2kcR57bXXojpGqzS6IkA8pcBQcIQhol+2gkUBk4vWrVsHr9MtaqGPwgCfFRogomnMw3FSp5xyir07UdTGuuGGGwbvVY/OC+nWT4B4To+w9CgrDBI94tIXRVdNlXn88cej8s8884y9G0iUOAJEdKcefm80rXkS6WJSvTH1HtXWOn78eLtIXgiQEqBfuhrV9QsPP+C6cnjppYprmKthbIsttgjKHHDAAfZuIHHiChDN/xR2aa1du3bW71cpW7JkiTnqqKOC96f2Hl1oFooAKSG69VQ333DQj7bDDz/cTJy4fDnanj17Bn+vR16ff/55xquBZIorQGTWrFlRj8gGDRqY9957zy5SkhSOqjvCeuOaa66xizghQEqQBhxq4GH4YdDVkhrCdDuqD73+7l//+pf9MiCR4gwQ0USjm266aXDM9dZbr+RDRI+7M8NDk6rGhQApYYMHD44+6OFdh/7bsGHD4EoKxaPKS6FNh4XiCxdBuv766+1dznT3ru9ReCdSqo+z5s6dGzzKDuuIs88+2y5SkL333js4bseOHe1dXiJALL/99lswp4/uQsIPib5Qb7zBYlHFoFmODz744OjcK9CfeuopuxiqwPfff29OPfXU6NxrrXM1frsMiMtGIRJeoKmHVqk1rH/11VdR92Rtl19+ec7rfKzMr7/+GoziDx+nl8o0SQRIFvpQ7LLLLtEHJdy05gHrflQNfYEuvPDCqOuntsy2qf322y/vsTvIzR9//BG09YWPa+1z//e//928/vrr9suc6PsTziWnTV18S2GcyMCBA6NON3oy0bt3b7uIE4Vz3759o4XptNWtW9c88sgjdlEvESBZDBo0KPplau6rXXfdNfp/XZVp/Y9C+npjOfVk0bLAejYenuPNNtssmMVUS4Lus88+0d/ri9upUyceJ8boiSeeMFtuuWV0jtddd13Tq1evYE2P4447Lvp7bccff7z55ptv7EPkTb+/sHeWNgWKryPW1dFG7zv8WTXeQ1MlxeHVV18tV7doYbpSq1sIEIuuhjbeeOPgF3rEEUcEf5ftKkHrgJTKVYKvRo8eXe5OT18g9WbREqmZnnzyyXJjd1TJ3XXXXSscu4MV++STT6LBsdoUzuedd16FcNYIa92BhOV0AfV///d/BVdyusvXOJHwjlN3PJo7a+bMmXbRaqFZt/XzZXb1V+j99NNPdtG8TZkyxRx77LHRcbWV6tMNAsQSzmdTp04d8/XXX5fbpzXQ9Zwy8zGLlvBkVt786At0zDHHlPsCnXjiiebbb7+1i0b0mEWNupmPWTRd9iuvvGIXxQqogtacbuG0PNr233//FXZR1wVUv379KlxAPfzww3bRvGnEema7ggb2air46lpPRJ02dLEYToqoTRcscaz1Hrav6hFVeOymTZuWdPsqAZJh8uTJ0S+3a9eu9u7IhAkTyt2Ca2p3zc7LBIsrpi9Q9+7dy32BdtttN/Pmm2/aRSuVbexOmzZtggZOVE5X1JrkMJxNWpsqyaefftouWildQGl978wOJrqAGjt2rF00L7qT1M8WzuKrTVf+l156afCdLAbNIqw7jrAHmjaFrMI21+mOVkQ9PDfZZJPo2BtssIF54IEHYuugUF0IkAzhqFJ9iNRdb2VefPFFs91220UfCn0BbrrpJrqeZvHggw/G+gXS2J2WLVtGx1OlpqVU58yZYxdNPX1OMxuu9Tm98cYbnT+nuoAKl2zVpgsoPX5SJVwIXYDpDj9clCrcFFJqtI77Ak13OWrvPPDAA8vdkelxnh4pqQ2uUJWNMUvK55QA+cuoUaOiX/KAAQPs3ZXSlZ0a2u0rO+bMKqNHFFVZ0ccdTEmS7U5ZFX1cFfHw4cNjDaaQrvj1qEe/y/DY4abHlp07dw4Wa9IM2XZ7WWU0JZHafdRp4IILLsjay1J3PTq2/ejaRbY7Zc1ykbQ7ZQLElPUE2nnnnYNf8u677+7Ut1vPls8555wKz5bHjRtnF02FcExBMR41VfZorJSfLRcibKuL+1FTNrqA+s9//lNu3Z3/+Z//yevRWGX0aGvYsGHB3YAa7zMr+8xNY0s0AE+dAvQZa9++ffBf/b/+Xu019mvCTedIZRVICplCVTbPXlw9t3xDgPzp3nvvDX7RcSyAo6uiXHq3JFV1Nna7NM4nSVU2dq+MS+N8PnSnMWLEiOBCQWG4okBZ0aaLDN0RaxCg7qDiHIOSbabvpPcWTH2A6DloOAbhpJNOsnc708yc4Sy+2jSNwz333JPoD1O27rZ333130d9zrt2Dk0TdbX0Yr5Ste7AeC1XFBZTGpCgE9BnT71ePvXT3EW76f/29KnG1A+kCoyqorcRea0jjleJofPdd6gNEz0P1S1fD3bRp0+zdBdHV+HXXXVfuanynnXYKrqSSJNuAv6qqNHK1ogGKSaJKNNuAv+oeU5BtgGJ1XExUpbhWOy1lqQ6QL774IhrT0aNHD3t3bL777rtgyobM9gANUtRo31KmL5Amfct8bKEpR+J6bBEHTZGi2VIzx+5onqEPPvjALlpSwjEFmY9yNKYgrilH4pBtipQdd9yxKI8zq5JCUJN9Zrb76M5bj7DSJtUBctBBBwW//M0337wojzfeeecd06JFi+hDp8GKehabS5dhn+gLlK3h1OdJDzVJYzhVtjb1SDrzzDNjGVlcbA899FC5WaMbNWoU66SHccvWoaJt27YleQGlWYTD9U20qbFcjeaF9jwrVakNkOeeey76EKgHRrGoh5f6nofTpWjT/DrqOuzS+6vY7K6b+gLdcMMNJfMFeuGFFyqM3dEAslL4+bWOxv/+7/9GP7t6EGmwXVxdoquaunRnXkDp59eA3VK4gNIic4cddlj0sysM1c6i7rpplsoAUWURLpqjbn7VQb0/rrzyyuAuJPxQqgtxob3Aqoq+QPbgMX2BCh08Vh3U9fS2224rN3Znm222Mc8++6xd1As6xzrXOufhz6vKLHPlzFKhiySN3bEvoPr37+/lBZTCWQP/MrtEa2BgqS+KFZdUBsgtt9wSVYIfffSRvbuoNFVDOAI+3E4++eTYG/RdZZu+QlfBSfgCqeupFgTKbMPRYkFqG/OBLnR0d2ePKSjVxZgy6QKqW7du5S6gmjVrlte0NlVJjwP1WFCPB8OfT48NNSUJlktdgOiZ91prrRV8IOJeTawQGgkfDmbUpl5hmlQujsFNLsIxBfYXSM/fk0YXEf/4xz+i96leNVoNsbom9BO1J6ldKfyZ1N6khtsk9WISXUAdffTR0fvUpu701Tl2RwNQ1SEh/Hk0dkQdFtRxAeWlLkC6X3qWqV+7RhAivjWgquupZv3M7HqqBv5ittGIevJUxRTelVH/fPXTV3/9FfXnVzdQtcHEsSZFNo899ljWsTv6vRSLuoCqJ1tmmKmraNLHFGjsTuasvBq7owuoYnRuCanrs0a9Z4aZpl2vqvEjSZCqAPlh8ofmtNarmr3/VsP0u/c2e7c3dOWr8SmZXU/VVvPhhx/aRWOlijlz8RxtGmMQZ4WtRxcKAfU+04jgzOlH8tkUahqRrJHJGlcTV0WjOz6N3cmc0E9jd0aOHGkXjZXGzGjwWeaYAo2tiWNCv1KhoNakifYF1NChQ+2isdKFkQZdZnaJ1qBMLfiEFUtVgDxzy17mrjNqmJs6bmuWLF5k7/bO+PHjo67G2vSs/qyzzjIzZsywixZEXyDdYWR+gXQHotHNcVClrLsozTmU2ZZib5p2Y0VzGmV2XbU3/ey6etTcSXE85tHYnXbt2pXrenrkkUfGMtFeJv2suvPSQLvw39GYAo3qT6tsyxvvtddeVTJ2R9O8ZM6VpWlgtB6Ir12ifZOaAJk0dqjpc06NYJv66fP2bq+py7F6CYUfcj1+u/XWW4PeRIVSm4b9BVLbRxxfIFW2GpGe2QgcbppqRHdZGrGs6S9ybevRnYbmG1Mg6diaZ8s+tmZx1WOvOB77vP3226Z58+bRsdXoq0XH4uh6qgn2Mn9+DbjTPGIagIeyC6iDDz44Oj9xjt3RInC6gw2PrbDSBJTqNILcpSJAFi+abx6+YvMgPF6482B7d0lQWKj3WNgBQJu6Ij//vFsYamZWe0yBelvF8QXSYxfdDWQ+jtHdk9Zd0BiYuBunNT25Hn1kVgja9BhKlUKh05ere+nAgQPLLTakP+vvXLqeakZi3VmFx9Jdjqb+TvuYgsroMx52u9em74C+Cy4XUPosaPG3zC7RmvJeU98jf6kIkA+euzYIj37n1jK//jje3l1SdPWlx1iZXwA95tLVWi40pkBrQmS+XuM74vgC6YrfnpFVFa0G6hVrvIh69WhwXeZdjwYLasW7Qh9tqf1Gdx+ZXU91d6K7lFxoTIHWQsl8jKd2IC06hBVTWOiuO/MCSnflujvPhbpEa7G3zFUPNSBWnTfgLvEBMu+Xb80D/1o9CJC3H73Q3l2y1KCu58Lhl0G34HokpOfH2egLpMV+7C+QGrTjoN5jmc/xtaiWniVX1whv3eWoF0/mdCvq5aPR0IXSozm1h4TH1R2E2kvUbpKNHgdqkavMBZK0CJYG1CE/av/TBVTmRYrubFc0dkeLu2Wuca4BpLqgcLmDQXmJD5CR/U4MwmPQxeuZhb9nr1xLmXqoqKdK+OVQDxY9zsnseqrFfewxBZrLqtArctEdUeaqd7ry1x2HL19ODRbUHVfYGK6g1c/n8ujJpp5Z9tgdTcqZ2Z6jMQVa3Coso15n6jnGmILCaOyOOlaE51W/1/PPP7/c41Et5qY1ScIy4Rrn+kwgHokOkB8nvWn6dFglCJBxr91n704MNSzralt958Mvi662Nb9W5pgCfYE0e24cjcuiRmBNQxEeX12AfX2OryliMufwUujFMd28gloLkmnMSHhsjSXRHZkWswr/TpsWu2JMQbzUmSLzAkq/B7WPqINFZhucevKp8wXildgAWbZsqfnv9c2C8Hi8RxOzbGnxBoNVF01/olG8mZVWuGlMgXo7xUV3OeEXVHcdalD2ndowNK1+eE4UKHGtm6ErX10BZ3Y9DTf1OGNMQdXRHZ/u/DLH7oSb1iTR4m6oGokNkC/f6h912/1+wmh7d6Lpajts61Alr66ycdGjHw0CDL+gutOpinXOq5LmOAoreo0tiXP9Ej2L18JVOrYem2lRq2KOZE8zXUBpmnide3US0YBQukRXrUQGyKIFc83gSzcMwuPl3kfbu1NBiyjpi6QV0uKk+cPC8NDEg3GMh6gOmpAwXOhIjz3iDBFNf6Lj6tEKik8dJUrtoqZUJTJA3n3ysiA87u9c18ydOdnenQphgKiHSlzCY2rTuIU4GuGrk2YUDqfN0J1IXI+zwgBRxwUgyRIXIHNmTDL3d6oTBMh7T11p706NuANEkxlmhkccvZh8oBAJ70Q0VXocDesECNIicQHy0j1tg/AYfNnGZtEf8+zdqRFngKgRMuwGq7VLkvZMX4+zwsF96p1VaDgSIEiLRAXId1+8EjWcT3wn3YO04goQjXAPR3W3atWq2gYGVjU1rId3WBonUggCBGmRmABZunSxefyanYLweOqGFuouZBdJlTgCRLP06rGOjqPxHr6O8YhL2MVXPbQKGbFOgCAtEhMgn4+6u+zuo8Mq5qfJ7l/+pIgjQLQWtI6hrsBxTe3uM40TCQcbqnuyaycBAgRpkZgAeaLHLkGAjOp/ir0rlQoNEM21FQ4U1ASCaaExNGF7j+ZLckGAIC0SEyDjRt9jhvc63MyfU9jU3UlRSIBo8r9mzZoFr9ckdLmu1ZEUmjtL712DMV1mESZAkBaJCRCUV0iAaH4hvVZbVS/l6iPN+BrO4qv1RPJFgCAtCJCEcg0Q3X2Eq+SpS2taaXJKnQPNr5Tv5JMECNKCAEko1wAZMmRI8Dq1A6R5oSNNjhh2X9byuPkgQJAW3gdIOK5jRRsqcg2QFi1aBK/TKoVpp9UDdS4aNWqUV48sAgRp4X3ta4dFtg0VuQSIFuDRa7TFtVJhKZs0aVLUI2vYsGH27koRIEgL72tfQsKNS4BccsklwWsaN24ctIXAmD333DM4JyeccIK9q1IECNLC+5qZAHGTb4Bo/qeNNtooeI2WXEUZrSyoc6LVHrXyYy4IEKSF9zUzAeIm3wDRcp/h46tPP/3U3p1a06dPjx5jjRgxwt6dFQGCtPC+ZiZA3OQbIFpHWuV1F1LobLRJE3Zr7tatm70rKwIEaeF9zWw3mNsbsss3QA466KCgfLt27exdqde5c+fg3Kg9JBcECNLC+xrYDgx7Q3b5Bkg48lrTmqO8oUOHBuemXr16OXUuIECQFt7XwASFm3wCRM/5VVZbIdOYJ1Vm+9A333xj766AAEFaeF8zEyBu8gmQ0aNHB2XVWDx79mx7d+ppXZRVV101OEcvv/yyvbsCAgRp4X3NTIC4ySdAevfuHZTdeOON7V34y2abbRaco169etm7KiBAkBbe18wEiJt8AqRnz55B2d12283ehb80b948OEc9evSwd1VAgCAtvK+ZCRA3+QRI165dg7L77LOPvQt/2XfffYNzpFUaV4YAQVp4XzMTIG7yCZBzzz03KNumTRt7F/7Stm3b4Bx17NjR3lUBAYK08L5mJkDc5BMgp512WlA2n/me0kbnRudI52plCBCkBTVzQuUTINyBrBx3IEBFBEhC5RMgtIGsHG0gQEUESELlEyD0wlo5emEBFREgCZVPgDAOZOUYBwJURIAkVD4Bwkj0FWMkOpAdAZJQ+QQIc2GtGHNhAdkRIAmVT4AIs/FWjtl4gewIkITKN0BYD6RyrAcCZEeAJFS+AcKKhJVjRUIgOwIkofINENZEz4410YHKESAJlW+A6K5Ddx96Tffu3e3dqXXfffcF56R+/fpm/vz59u6sCBCkBQGSUPkGiFxyySXBaxo3bpxTY3EaqN1D5ySfecIIEKQFAZJQLgEybty46DHW8OHD7d2pM2nSpOjx1bBhw+zdlSJAkBYESEK5BIi0aNEieN2hhx5q70qdyy67LDgXjRo1MosXL7Z3V4oAQVoQIAnlGiBDhgwJXqcr7zFjxti7U+OXX34xa6yxRnAurrrqKnv3ChEgSAsCJKFcA0RtH2G31UMOOcTenRrXXnttcA5WX3118/PPP9u7V4gAQVoQIAnlGiDy6KOPBq/VNnLkSHt34s2YMSMamX/xxRfbu1eKAEFaECAJVUiA6C6kWbNmweu33nprs2DBArtIop1++unBe19zzTXNjz/+aO9eKQIEaUGAJFQhASIffvihWW211YJjXHHFFfbuxHrrrbeinld33HGHvTsnBAjSggBJqEIDRLT6no6hIHnttdfs3Ykzb948s/322wfvuUmTJnn1vMpEgCAtCJCEiiNAtA7GDjvsEBxnww03ND/88INdJFFOOeWU4L3WqlWroGntCRCkBQGSUHEEiIwfPz7qztqqVSuzcOFCu0giaBp7vUdtN998s707LwQI0oIASai4AkQef/zxqF3gqKOOMkuWLLGLlLSXXnrJ1K5dO3h/6rpc6GzEBAjSggBJqDgDRK655proCv20004ruJL1xXvvvWcaNGgQvC89rps1a5ZdJG8ECNKCAEmouANEwmOGIeLayOwLhcd6660XvJ9NN93UTJ061S7ihABBWhAgCVUVASJnn312FCIHHHCAmTt3rl2kJOixVXjn0bBhQ/P555/bRZwRIEgLAiShDj/88KASW3fddc0nn3xi73amR1eXX355FCLq7vrVV1/ZxbymBnP1tArvPOIMD82h1bp16+DY6nwAJBkBklDt27ePKvmaNWuaDh06mJkzZ9rFnPXu3TsaaKiKcuDAgXYR72icR9hVV5vGfMT12EodC3TnobuZ8Pjq+gwkGQGSYA888EAwFUlYoa299trB6OpFixbZRZ28/PLLQSUZHv/444/3dqyIRpiHgwS1qbdVHA3movnCdtppp+jYmoCxa9euZs6cOXZRIFEIkITTuI0bb7wxmNcp88r7xRdftIs6+emnn4LKODy27kY0jiKukCqU7ro0t1XYDVmPrvTzxdGL7OuvvzZHHHFE9N71b7Rr18589913dlEgkQiQlJg+fXpQka666qrlrsInTJhgF3WitcPV3hIeW3c+ffv2rbaBh2qL0JTs4ay62tReU8gI85A6DqgdqE6dOtGxmzdvbt555x27KJBoBEjKjB07NlrnO7wi15Tls2fPtovmTetmqK1FbS7h8TfaaKPgit9lVlsXkydPNpdeemk0el6b7r706K7Qbse6axkwYEDwnjLfn9p/4rijAUoNAZJSDz/8sGncuHFUEa6//vrBHYOmci/Up59+ak444YSokV2bQkVdigcNGhTcHcRJd1dq1M8MRm1qi1A4an+h3n77bbP77rtHx9bdx5VXXhk0zANpRYCkmCZLvPrqq029evWiinHXXXeNbeZdtRF07ty53N1AuO2yyy7mggsuME888UTQzTjXNUfmz59vPv7442DRKx07XD0xc9tggw2CZWjzXUkwm2nTpgXtGpnHP/LII4P3BqQdAYKgK6vuGDIryeOOO8588803dlEnCgdV+G3atInmnMq26Y5o7733DsZRqKy6Iuu/+n/9vcZs2K8JN4Wg3sOwYcMKflQl+pl79OgR3MWE/8bOO+9sRo0aZRcFUosAQeT11183TZs2jSrMunXrBlfyv/32m13UmR75DB8+PGiEbtmyZfBv2GGQy6bA0COr7t27mxEjRgR3JnFR2G2xxRbRv6WxHffee2/iJpEECkWAoBy1gWikdqNGjaIKVFf+Dz30kF00NlOmTAm6Fd91113BpI0KLd19hJv+X39/9913B+ET152R7aOPPgrudML3rQ4G559/fuxtNkBSECDISoPg1Jsp85HTHnvsEUxAmDQzZswI5vjK7D2mBv8vvvjCLgogAwGCFZo4caI57LDDoopV40h0V1CsbrlVSYMdb7vttmCEfvj+ttlmG/Pcc8/ZRQFkQYAgJ5q9NlzeVpt6Vt1www3VNlCwUGps33bbbaP3s9Zaa5lbbrnFmxH0QCkgQJAz9W668847y43u1pTlTz31lF3UW19++aU5+OCDy91RnXnmmcGULADyQ4Agbxpfce6555YbKLjvvvuazz77zC7qjV9//dVceOGF0TTu2vbaay/zwQcf2EUB5IgAgTONON9nn32iClmB0qlTp1gG8MVFXW81Sj1ceVDbZpttZoYMGWIXBZAnAgQFe/LJJ81WW20VVdCaVFFdcuMY0FeI0aNHBxMohj9X/fr1g+7AcY4ZAdKMAEEs/vjjD3P99deXm7ZE04xozZBi04SKxxxzTPRzaDvppJPMt99+axcFUAACBLHSglKnnXZatP6GNi2vW4xlbzVivlu3buVGtzdr1sy8+eabdlEAMSBAUCXGjBkTDDwMK3INSOzSpUuVrdL34IMPmk022ST697RSYv/+/ZlmHahCBAiq1ODBg8tV7JopV0vtxjFtvGiBKM2plRlULCcLFAcBgiqnR0ua9DDz0dJuu+1m3njjDbtozr7//ntz6qmnlntUppl7i/GoDEAZAgRFo0kT7cbtE088Ma/GbTXW9+zZ0zRo0CA6hhrrX3nlFbsogCpGgKDoXn311WBBqTAAcu1eq8Wnttxyy+h16i6sGXqru7swkFYECKqFBvj16dMnWEo3DAQN8HvkkUfsosGKhfaARa1GOGvWLLsogCIiQFCtNMXIRRddVG6KkVatWpn3338/GNHesWPHctOs77fffubzzz+3DwOgGhAg8IImOfznP/8ZBYUaxzODQ5M2Pv300/bLAFQjAgReeeGFF8x2220XBUedOnXMjTfeWLLTxgNJRoDAO1qTI+yeO3DgQHs3AE8QIPBS+PhKCz8B8BMBAi8RIID/CBB4iQAB/EeAwEsECOA/AgReIkAA/xEg8BIBAviPAIGXCBDAfwQIvESAAP4jQOAlAgTwHwECLxEggP8IEHiJAAH8R4DASwQI4D8CBF4iQAD/ESDwEgEC+I8AgZcIEMB/BAi8RIAA/iNA4CUCBPAfAQIvESCA/wgQeIkAAfxHgMBLBAjgPwIEXiJAAP8RIPASAQL4jwCBlwgQwH8ECLxEgAD+I0DgJQIE8B8BAi8RIID/CBB4iQAB/EeAwEsECOA/AgReIkAA/xEg8BIBAviPAIGXCBDAfwQIvESAAP4jQOAlAgTwHwECLxEggP8IEHiJAAH8R4DASwQI4D8CBF4iQAD/ESDwEgEC+I8AgZcIEMB/BAi8RIAA/iNA4CUCBPAfAQIvESCA/wgQeIkAAfxHgMBLBAjgPwIEXiJAAP8RIPASAQL4jwApMX3OqbHSLQmSFiD27yjbBpQaPrUlxq50sm1JQIAA/uNTW2LSUtkkNUCAJOETXWLSUhERIID/+ESXmLRURAQI4D8+0SUmLRURAQL4j090iQkroso22/dfjjIv3PVP89ytrWPdnv1zu+nC1ua0Y1qb1q3j31ZZZZUgQHbccccK++LYjjystenWsbV5+LqK763Q7ZNXbrN/DRV+T/YGlCI+uSXGrnjszfbSvUdUKBPH1vvsGub01jXMDpvUCCr6Uts2WLuGabt7DXPDSRXfW6Fbv3NrmWVLl5T7Pdhl7A0oRXxyS0y+Fc4v339u3nyksxk9sH2824D25v4b25srL2pv2rePfwvvQPbbb78K++LYzu/U3tx5bXvzfO8s762A7dWBp5vJHzxh/xry/r0BpYBPdIlJS0VEGwjgPz7RJSYtFREBAviPT3SJSUtFRIAA/uMTXWLSUhERIID/+ESXmLRURAQI4D8+0SUmLRURAQL4j080vJS0AAGSiACBlwgQwH8ECLxEgAD+I0DgJQIE8B8BAi8RIID/CBB4iQAB/EeAwEsECOA/AgReIkAA/xEg8BIBAviPAIGXCBDAfwQIvESAAP4jQOAlAgTwHwECLxEggP8IEHip2TY1TdOtapg3RxMggK8IEHjpkjY1zUWH1TBfjCVAAF8RIPBS3441g/Uzpn5GgAC+IkDgJQIE8B8BAi8RIID/CBB4iQAB/EeAwEsECOA/AgReIkAA/xEg8BIBAviPAIGXCBDAfwQIvESAAP4jQOAlAgTwHwECLxEggP8IEHiJAAH8R4DASwQI4D8CBF4iQAD/ESDwEgEC+I8AgZcIEMB/BAi8RIAA/iNA4KV+HVcLAuTbz16wdwHwBAECL7026Ezz3+ubmQXzZtq7AHiCAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQeEPjPla2AfAH30h4ww6LbBsAf/CNhDcICaC08G2FNwgQoLTwbYU3CBCgtPBthTcIEKC08G2FN+wGc3sD4Be+lfCGHRj2BsAvfCvhDYICKC18W+ENAgQoLXxb4Q0CBCgtfFvhDQIEKC18W+ENAgQoLXxb4Q0CBCgtfFvhDQIEKC18WwEATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4+X8lju4fEFiMGAAAAABJRU5ErkJggg==)
PN: 4H58-3-7K
CAS: 887982-70-9
Molecule Weight: 335.205
Formula: C14H7F6NO2
PN: 4H21-3-9D
CAS: 887982-16-3
Molecule Weight: 283.206
Formula: C13H8F3NO3
PN: 4658-1-3N
CAS: 80021-34-7
Molecule Weight: 244.206
Formula: C12H8N2O4
PN: 4H15-3-83
CAS: 834884-77-4
Molecule Weight: 201.2
Formula: C12H8FNO
PN: 4H15-5-2C
CAS: 61704-30-1
Molecule Weight: 217.65
Formula: C12H8ClNO
Melting Point: 95-100 ℃
TSCA: Not listed on TSCA inventory