| Product Number | 4H15-5-2C |
| Purity | 95 % |
| CAS | 61704-30-1 |
| MDL Number | MFCD06410017 |
| Molecular Formula | C12H8ClNO |
| Molecular Weight | 217.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-5-2C
CAS: 61704-30-1
Molecule Weight: 217.65
Formula: C12H8ClNO
PN: 4H15-3-83
CAS: 834884-77-4
Molecule Weight: 201.2
Formula: C12H8FNO
![6-[4-(Trifluoromethyl)phenyl]-2-pyridinecarbaldehyde](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABpeAAAaXgEqxurfAAACS3pUWHRtb2xTb3VyY2UAAHicjZXbbqMwEIZfZeTrjcE2xyikilpFWqndlbZdae9WDjgpUsAV0BzefseQE4TCJiTjjP/Phxl7Mns4ZFvYqaJMdR4RRm0CKo91kuabiPx+W04C8jCfxShCYV5G5L2qPqaWtd/vafyuMnnQOY11Rpr+6aFMW5q9oLrYWNy2mfXn5fm1ZiZpXlYyjxVSZTota+ezjmVVr+KLKaxMFrs0txq5lRW7ZrS/3DaPTQ9lQq57ecS+BaKwTrcK1rrIZAU7blN87G+wUbkqZKUSWB3RLaiDe5/PXp50/JmpvMKmGSGN5fa1Kj5jdGR6q+JPHAwb358ikjEEZKWzRVHII5iWcUsGkoMUIB2QLkgPpA8yABmCZDZ+sJ+hgKGCoYShhqGIoYoFGP+tMgt4O36oiCzhEZZgvvvfP+EHBpGb1AkhfDiZidmmJ4DTwL96OfU83zmbkxOjga+z+Q/l5DxHy03giKuwqe8byVeWU8GMFdQOjHWox411qQhvf5/7PRoKY33q11OHlDv1EnBS1utgjLruFcEMWZcUzWcrnSc3TUiTiKwYqXP3S61LfkofAV0kqsCwmgGM9BbgbcAkexgQd4AzDDh3gDsMuG3AHLsLsOgDvDZgDukw4LcBc6SHgaANmAswDIRtoL4uw4Tp72x7FGF3yzKuodiyTr6bCzwyTSflzYUfYTpZbwrECNNJfFNQRphO7psCNBKDTvqbgnVheC8T9MwzcmhY2BPrXsa6ucvWuTRj865sWzc13cJ/svk/lQn/wgL4+N4AAD2jSURBVHhe7d0J3E3V/sfxBk1IphLJlK7SJV0NGonSRKR0VSJNN4lu/tKoiNStW9yIKwkpilK3pFzTbaRBhgYKKcqcOVK0/n7b62x7r2dwnn32PmuvfT7v12u/lL3OOY/9PK/1ffZea/3WPgoAgAD20f8CAIB0ECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECAAgEAIEABAIAQIACAQAgQAEAgBAgAIhAABAARCgAAAAiFAAACBECBAFg25eZ+0DyDu+CkFskgPicIOIO74KQWyiIBAkvBTDGQRAYIk4acYyCICBEnCTzGQRQQIkoSfYiCLCBAkCT/FQBYRIEgSfoqBLPIGSGEHYAN+UoEs0oOioAOwAT+pQBYREkgSfoqBLCJAkCT8FANZRIAgSfgpBrKIAEGS8FMMZBEBgiThpxjIIgIEScJPMZBFBAiShJ9iIIsIECQJP8VAFhEgSBJ+igEAgRAgAIBACBAAQCAECAAgEAIEABAIAQIACIQAAQz74Yu31PrlX+t/DcQeAQIYNP+9Z5w1IcM6HaK2bVqtnwZijQABDJrxSjd3YeGaH2bpp4FYI0AAgwgQ2IwAAQwiQGAzAgQwiACBzQgQwCACBDYjQACDCBDYjAABDCJAYDMCBDCIAIHNCBDAIAIENiNAAIMIENiMAAEMIkBgMwIEMIgAgc0IEMAgAgQ2I0AAgwgQ2IwAAQwiQGAzAgQwiACBzQgQwCACBDYjQACDCBDYjAABDCJAYDMCBDCIAIHNCBDAIAIENiNAAIMIENiMAAEMIkBgMwIEMIgAgc0IEMCg91/upv7VYR/nWPU9AQK7ECCAQaMHdVNtz9nHOZZ8Q4DALgQIYNBjvbup447axzm+mkeAwC4ECGBQt27d1D777OMcs2YRILALAQIYRIDAZgQIYBABApsRIIBBBAhsRoAABhEgsBkBAhhEgMBmBAhgEAECmxEggEEECGxGgAAGESCwGQECGESAwGYECGAQAQKbESCAQQQIbEaAICtSe16kc+SSXA0Q/Xte2IH44ruDrNA7hcKOXEKA7P1AfPHdQVbQIeSPAOHnwWZ895AVdBj5I0D4ebAZ3z1kBR1G/ggQfh5sxncPWUGHkT8ChJ8Hm/HdQ1bQYeSPAOHnwWZ895AVdBj5I0D4ebAZ3z1khbfDKOzIz+Z1S9XUZ69Wb/6zUeTH870aqZ63NlJtL2+kGjWK/qhYsaIbIPXr189zPoqj6XmNVMdrGql/dm2kXvtH3msQ9jHrzV5K/fGH73uqf98LOhBvfIeQFXrHUNCRn49e/nuedlEdvf+6j2rdYB/1p0q7O/UkHgcfuI86reY+6qYm+6iB1+e9BlEcq5d84vue6ucLOhBvfIeQFZl0Cku/fFsNu614ns4lioMACf8Y+2BttX3bRt/31Hse9uK7h6ygw8gfYyD8PNiM7x6ygg4jfwQIPw8247uHrKDDyB8Bws+DzfjuISvoMPJHgPDzYDO+e8gKOoz8ESD8PNiM7x6ygg4jfwQIPw8247uHrKDDyB8Bws+DzfjuISvoMPJHgPDzYDO+e4BBuRogSAYCBDCIAIHNCBDAIAIENiNAAIMIENiMAAEMIkBgMwIEMIgAgc0IEMAgAgQ2I0AAgwgQ2IwAAQwiQGAzAgQwiACBzQgQwCACBDYjQACDCBDYjAABDCJAYDMCBDCIAIHNCBDAIAIENiNAAIMIENiMAAEMIkBgMwIEMIgAgc0IEMAgAgQ2I0AAgwgQ2IwAAQwiQGAzAgQwiACBzQgQwCACBDYjQACDCBDYjAABDCJAYDMCBDCIAIHNCBDAIAIENiNAAIMIENiMAAEMIkBgMwIEMIgAgc0IEMAgAgQ2I0AAgwgQ2IwAAQwiQGAzAgQwiACBzQgQwCACBDYjQACDCBDYjAABDCJAYDMCBDCIAIHNCBDAIAIENiNAAIMIENiMAAEMIkBgMwIEMIgAgc0IEMAgAgQ2I0AAgwgQ2IwAAQwiQGAzAgQwiACBzQgQwCACBDYjQACDCBDYjAABDCJAYDMCBDCIAIHNCBDAIAIENiNAAIMIENiMAAEMIkBgMwIEMIgAgc0IEMAgAgQ2I0AAg66++mo3QN5//339NBBrBAhgwLp161Tnzp3Vvvvu6wZI2bJl1ciRI9Uff/yhNwdiiQABsmjHjh1q0KBBqly5cm5w6Mdpp52mZs6cqb8UiB0CBMiSqVOnqj//+c++sChdurR68MEH1VVXXeX7e7kzadeunfrpp5/0twFigwABIrZ48WJ12WWX+QJi//33VzfffLNas2aN2+7DDz9Up5xyiq9dyZIlVZ8+fdSvv/7qeUcgHggQICKbNm1S99xzjzrooIN8odCoUSM1Z84cvblDxj+GDx+uKlas6HtN9erV1SuvvKI3B4wiQICQSQiMGDEi3xAYN26c3jxfEj533313vuEzd+5cvTlgBAEChOijjz5Sp556ap7HUL179w70GGrRokWqZcuWvveTx19/+9vffI+/ABMIECAEP/74o2rbtq1vWq7897XXXuucy9SUKVPyDMCXKVNG9evXT/322296cyArCBAgA9u2bVMPPfSQKlGihK9zl6m4M2bM0JtnRKYAP/3003mmAB933HHq7bff1psDkSNAgIDGjh2rqlWr5uvMK1WqFPliwNQixGLFivk+++KLL1bffPON3hyIDAECFNHs2bNVw4YNfZ23DHbfe++9avPmzXrzyHz11Vfq/PPP930dBx54oPq///s/tWHDBr05EDoCBEjT6tWr1U033eQMYns77VatWqnvvvtOb541//nPf1TNmjV9X9Phhx+uhg4dqnbu3Kk3B0JDgAB7IYPUTzzxhLNq3NtJ16lTR02bNk1vbsT27dvVP/7xD1WqVCnf13jSSSepd999V28OhIIAAQrx1ltvqVq1avk65fLly6vBgwc7g9pxs3LlSnX99der/fbbz/c1X3nller777/XmwMZIUCAfCxYsEBdeOGFvk74gAMOULfffrsziB13n332mTrrrLN8X/8hhxyievTooX755Re9ORAIAQJ4rF+/Xt1xxx1OWHg73wsuuEDNnz9fbx57o0ePVlWqVPH9WypXrqxeeOEFvSlQZAQIoHavsRgyZIjzeMrb2f7pT39SEyZM0JtbZevWrU7F3+LFi/v+bWeccYb65JNP9OZA2ggQ5Lzp06erE0880de5HnbYYerxxx9P1CrvH374IU/ZeBkrue6669SKFSv05sBeESDIWUuWLFFXXHFFng71xhtvVKtWrdKbJ4ZsnVu/fn3fv/vQQw9VjzzyiDObC0gXAYKcs2XLFnX//fergw8+2NeJnn322erzzz/XmyeSrA8ZNmyYqlChgu8aHHPMMeq1117TmwP5IkCQU55//nl11FFH+TrNqlWrqpdeeklvmhM2btyo7rzzTmcFu/eaNGnSRH3xxRd6c8CHAEFOkD3GGzRo4OskZVC5V69eziBzrlu4cKFq3ry57/pIra1bb71V/fzzz3pzwEGAINFkT3HZW9xbZl2Oa665Ri1btkxvHolvv/3WWZDYv39/1alTJ9WmTRtnYyg5ateu7RRklD9TfyfnpZ20lxlgUiAxyuKMXv/973/V8ccf77tWZcuWVU899ZT6/fff9ebIcQQIEkk2b3r44YedzZy8neHJJ5/s7D0eFZm19cEHHzgbSMljIFm85/38oIeM10i4yHRcmTUmZeSjIkEhgSHB4f0aJOQkYIAUAgSJ8+qrr6oaNWr4Or8jjzxSPffcc5H8Ji8drtwpyBRZfV+QvR0yHiN3IPq4zN4OCZQWLVqol19+ObIwWbt2rfMISy8bf+mllzqPvAACBIkxb948de655/o6Oxkcvuuuu5w9xsMm5U5kX44jjjgiTwefOuS3dtmpsG/fvs5+6HPmzHE65sLIeWn3yiuvOFNr27dvr+rWrZvnvVOHTMGVtRwyzhMFGUxv3LhxnuvavXt3ZxAeuYsAgfWkw73lllvylFmX39BlT/GwyX4gsn5EL1goh5QJka9FZnWFvZZEBrPHjx+vunTp4ky31T9bDtmnRMZboiCfrd/ZyTRgmQ5M2fjcRIDAWvLoSAaaZW9wb6d2wgknOHuIh002cLrooovydNpSQr1Dhw5OafcoHpEVRO44JEz0tRxyyB1LFEEiCw3lbkrueryfJwsTZYEicgsBAiu98847zl7g3k5MBn0HDhwY+mwhefzVrVu3PAUWZexC9iiPagwiXVLHSx6P6avL5bjkkksiGa9Yvny589hMn90m40BLly7VmyOhCBBYRabESqfo7bRkkPe2226LZL2CDMjrA9wyzVUWJIYdVGGYPHmyM/vL+/XKeIVstxtFmRIpxnj66af7Pk/W1/Ts2ZP1NTmAAIEVZI9vuQvQV0yfd955zqOlsMldhYxleD9LHlXJzoRxDA6dPL469thjfV9/vXr1IitJP2rUKGf8x/t5UkZ+zJgxelMkCAGCWJPBWdnbW5/pJHuAv/7663rzUMjCPb06rzyakUWJNpE7DpnF5V0LI9OM5XpGQWqMyYZVeo0x2dhq1qxZenMkAAGC2Hr77bfzLGaTu4BHH300kscxYtKkSb4BYinrPnbsWL2ZVWQMRBZQeq+jjF9EdSclW+e2bt3a93kyViJ3QDzWShYCBLHl3UlPpszKTCfZ8zsqsnuf9xGZDEovXrxYb2YlWSEvRRO9U4/PP//8SNbHpLz77rtOaHiDRKogIzkIEMSWt/OJsvyI6Nevn69zlfpZUd3lmDRx4kTfHZY8qovy0Zw8gpSFkKnPk1lrSA4CBLF18cUXux1PlFNlJTy8vyXLCuskkz1PKlas6P57ZTwpyh0JZaFh6rNefPFF/TQsRoAgtrIRINKhpe485M8nn3xSb5JIMk4hZVZS11cWHq5bt05vFgoCJLkIEMRW1AEiA+beMQ+ZoptLVq9erWrVquX++2W/FJlJFTYCJLkIEMRWlAEiU3W9YwFJf2xVEFk1Ljsypq6DbCoVdjkWAiS5CBDEVlQBIu/lXechg7xhd5o2kdX93npaUusqTARIchEgiK2oAsS7wlzWRyRxtlVRySZYqVpfUtV46tSpepPACJDkIkAQW1EEiNS2Sr2nLBKMoty7rWQCQerayMr/sNbcECDJRYAgtsIOkM2bN/sKI8pufvCTfU5S10fKt4SBAEkuAgSxFXaASDHGsDvHpJGilZUqVXKvk8xUyxQBklwECGIrzAD58ssv3Wf8Uk8rytXXtpO9RVLXXXYgzLR+FQGSXAQIYivMAPHuJJhr6z2C8O650rt3b/10kRAgyUWAILbCChAp3ZHaOU82g4qqCm2SLFmyxC3LLhWRN27cqDdJGwGSXAQIYiusAPGWFpedBJGeTp06udetT58++um0ESDJRYAgtsIIkAULFri1rmQPc+4+0rds2TJ10EEHOdeuXLlygUu/EyDJRYAgtsIIkM6dO7vvQSnxouvYsaN7/QYMGKCfTgsBklwECGIr0wCRu43UVrgy8yrT2US5SDbUSo0fyQZbQRAgyUWAILYyDZAJEya4r5fdDBFMw4YN3es4b948/fReESDJRYAgtjINkDZt2rivnzZtmn4aaRo+fLh7Hbt27aqf3isCJLkIEMRWJgEie4CXKFHCeW3lypWdrVURjJSAKVmypHsti4oASS4CBLGVSYC8//777mul+i4y06pVK/d6zp8/Xz9dKAIkuQgQxFYmASKrp1OvpWhi5gYNGuRez4EDB+qnC0WAJBcBgtjKJECaNGnivE5mEIVVljyXyQ6Oqe9Fy5Yt9dOFIkCSiwBBbAUNkB07dqjixYs7r6tdu7Z+GgEdffTRzjWV0iZFQYAkFwGC2AoaILJJVOp17dq1008joMsvv9y9rsuXL9dPF4gASS4CBLEVNEAmTpzovi6TGk7wu++++9zrWpQtbwmQ5CJAEFtBA6R///7u68aOHaufRkCjRo1yr2tRysIQIMlFgCC2ggbIrbfe6r5uzpw5+mkE9Omnn7rXVWqMpYsASS4CBLEVNEC8z+rXrVunn0ZAa9asca/rlVdeqZ8uEAGSXAQIYitogFxwwQXu62RFOsLx66+/utf1wgsv1E8XiABJLgIEsRU0QM444wznNbKjHsKV2h/kzDPP1E8ViABJLgIEsRU0QOrWreu85vDDD9dPIUPly5d3rq1c43QRIMlFgCC2ggZIzZo1nddUqVJFP4UMyTWVayvXOF0ESHIRIIitoAHCHUh0uAOBFwGC2AoaIIyBRIcxEHgRIIitoAHStGlT93XMwgrP9u3b3evKLCwIAgSxFTRAWAcSDdaBQEeAILaCBoh3JfrcuXP10wjos88+c68rK9EhCBDEVtAA8dbCGjdunH4aAb3wwgvudaUWFgQBgtgKGiBvvfWW+7qHH35YP42AevTo4V7XKVOm6KcLRIAkFwGC2AoaIAsXLnRf1759e/00AmrdurV7XX/88Uf9dIEIkOQiQBBbQQPk999/d6bwyuvq1Kmjn0ZA1atXd65p6dKl9VOFIkCSiwBBbAUNENGoUSPndfvtt59au3atfhpFtHjxYvd70bx5c/10oQiQ5CJAEFuZBEjPnj3d144fP14/jSIaOnSoez1lkkJRECDJRYAgtjIJkOnTp7uv7dKli34aRdSmTRv3es6bN08/XSgCJLkIEMRWJgEi7VPjIEUp/Ie8ZB+QMmXKONeyQoUK6o8//tCbFIoASS4CBLGVSYCIFi1auK+fOXOmfhppkn3lU9exY8eO+um9IkCSiwBBbGUaIN6Oj8dYwTVr1sy9jjNmzNBP7xUBklwECGIr0wDZunWrKlWqlPN6efSyY8cOvQn2YuXKlapYsWLONaxVq5Z+Oi0ESHIRIIitTANEXHfdde57yB0JiubBBx90r1/QVf0ESHIRIIitMAJEHrmk3qN+/fr6aRRi48aN7uD5IYccolasWKE3SQsBklwECGIrjAARDRs2dN9n8uTJ+mkUoG/fvu51K0r1XR0BklwECGIrrACZOHGi+z5NmjTRTyMfmzdvdrYElmsmuxAuW7ZMb5I2AiS5CBDEVlgBIk488UT3vSZMmKCfhqZbt27u9br55pv100VCgCQXAYLYCjNAJDRS73Xsscc627Mif7LS/IADDnCu1aGHHlqkyrv5IUCSiwBBbIUZIOKSSy5x3++RRx7RT2MXWWV+1llnudepX79+epMiI0CSiwBBbIUdILJPiDzPl/crWbKk8//wGzhwoHvN5bGflMbPFAGSXAQIYivsABH33HOP+54nn3yy+u233/QmOUv2PE8F7P77768++ugjvUkgBEhyESCIrSgCRAoD1qtXz33fO++8U2+SkzZs2KCOOeYY97rIAsKwECDJRYAgtqIIEDF//nxVokQJ531lwynZQz2X7dy5U1122WXutW7cuLHzd2EhQJKLAEFsRRUg4tlnn3XfW2Yaff7553qTnNGpUyf3Whx55JGBV5wXhABJLgIEsRVlgAhvnaxKlSqp77//Xm+SeA899JB7DWT/lPfee09vkjECJLkIEMRW1AEiA+hNmzZ1P6N27dpq9erVerPE8s64kkHzqLb+JUCSiwBBbEUdIGLTpk2+QfXjjjsuo7Idtujdu7f7b5bjmWee0ZuEhgBJLgIEseUtgii1maLy008/OavTU59VtWpV9e233+rNEkEGx2+77TZfeDz22GN6s1A9+eST7mc9//zz+mlYjABBbB111FFuxyOPl6ZMmaI3CY0MHNepU8f9PNmA6oMPPtCbWU3Ks3tnW8ljqyjvPKRcjKz4T+1NL0f37t31ZrAYAYLY+tvf/ub7TVmOli1bqkWLFulNQ7Fu3TrVoEED97OkHpT89pwEs2bN8q3zkE49qjEP8dprr/k+LxVYuTzbLYkIEMTa3Llz1bnnnuvriGS19N133+2MX4Rty5Ytqnnz5r7Pu+KKK5yFdrYaMGCAu8JcDpmqG8VsK/HFF184JfO91+/AAw90FmzKHRCShQCBFV555RVVvXp1X8ckHeHw4cOdAoBhkveT7VvlN+bUZ8k033HjxulNY006c29hRDlkkWDY6zzEzz//rG699VZ3//TUIWFMzbHkIkBgDSlD0qdPH6cQoreTOuWUU9SHH36oN8/Y1KlT1RFHHOH7LKnoG/f1IjLhQPbzSJVkl0PCUMqT7NixQ2+eESm2+NRTT6myZcv6rtPxxx+v/vvf/+rNkTAECKwjs6batWun9t13X1+ndc0114Q+BXflypXqqquu8n2OPA6SmUxhf1am5BGRbEOb2kkwdUhV3bAKI3pJQMjkBu9nSZBIoIRRxRfxR4DAWjNnzvQNesshNa569eoV+rqRd955R9WoUSNPkHTs2FEtXrxYb55VEnJyd1GmTBnf1yclWmQSQNiduTySuvTSS32fJY+u5BHW2rVr9eZIMAIE1pO1Bd4pv3LIWo6XX35Zb5qRrVu3Ogvw9Mc1csiaFRmPkUH4bJDHeWPHjlXNmjXLM+4gg9ayDW2mOwnq5A5HpuHK+3s/T8ZVZLwFuYcAQSLIc//77rvPt+ZAjnPOOSf0qaPSkcpYTLly5fIEidwBXX755WrQoEHqm2++0V+aEbnTGTp0qGrTpk2euw055N/epUuX0B+tyeJDWU0ua2O8nyd3ZFFOBUb8ESBIlO+++87pwL0dnQwg33jjjaHXuZJpxDJFtn79+nk689Rx9NFHO1+PbGQ1evRoZ9Om5cuX62/lI+dl3caYMWOcUJRpxPoMNO9Rq1YtZ9aYPMoK2/vvv5/n3yePxmSshX3lQYAgkaZPn67q1q3r6/gOO+ww9c9//jOSXQjnzZununbtqipXrpyngy/sqFixoqpWrZrzp36usENmh8n4y4wZM/QvJRRLly7NM3lAJi1IBeO9BSByBwGCxJIpq//+979V+fLlfR3hn/70JzVhwgS9eWgWLFjgVLqVsiESWnrnH+QoVaqUs6aif//+kY43yDhPz549VfHixX2ff/rpp6tPPvlEb44cR4Ag8davX6/+/ve/+9ZFyHHBBRc4uxNGTRbuSR0vCRUZo5ApyI0aNXKOE044wbkDkT9TfyfnpZ20nzx5ctZ+45dHZlWqVPFdI7mjGjVqlN4UcBAgyBkSFhdeeKGvg5RQuf32252QyVUy3qKvWJcB+R49emRtVhnsRIAg58ge6PIYy9thymOuwYMHh75SO85WrVqlrr/+emdfeO+1aN26dexX2yMeCBDkJBlIf+KJJ/KMUcjAuwzAJ5nMnpI9QGRcxftvl4213n33Xb05UCACBDlNpvbedNNNvsKJcsjUW5kSnDRvvPGGb/MsOaT0iewLIus9gKIgQIBdZs+e7Sw69HasUqpE1mFEuRtitnz99dfq/PPP9/37ZPxHph7bXKoeZhEggIeUP5FZUd6OVkq5jxw5MvSy8dkgm2R17tw5T7kT2W8+7JXyyD0ECKCRQowPPfSQU5bE2+medtppTgFHG8hkgKeffjpPuZXjjjtOvf3223pzIBACBCiA1JRq27atrwOW1djXXnutU1I+rmQfkz//+c++r7t06dKqX79+kazCR+4iQIC9kL00ZNMqb4csm1pJQUWpihsXUmxRVr97v06ZHCB7y69Zs0ZvDmSMAAHSIOMfUq5dr1klRQ5lu12TpKijFGv07nsuh6xqnzNnjt4cCA0BAhSBdNZ33313vp313Llz9eaRklAbMWJEvqFm2/7tsBMBAgSwaNEi1bJlS2OPi2x5rIZkI0CADGR7wNrWgX0kEwECZCgbU2YLm1oc1Z4gwN4QIEBIolq0J3ufJ2lxI5KDAAFCFlbZECmv0rBhQ9/7yOD9vffem4jyKrAfAQJERAoX1qxZ0xcAUrhw6NChhRYuLKjAY6tWrRJZ4BH2IkCACBWldHqqxLwMwnvbSon5adOm+doCcUCAAFmwcuXKfDdvuvLKK53Nm2STq1q1avnO5eImV7ALAQJk0WeffZZn+1iZhuv9/9Q2uzIoD8QZAQIYMHr0aFWlShVfcMhxwQUXOHu3AzYgQABDtm7dqurUqeOGh4x/ADYhQACDunXr5gbIrFmz9NNArBEggEEECGxGgAAGESCwGQECGESAwGYECGAQAQKbESCAQQQIbEaAAAYRILAZAQIYRIDAZgQIYBABApsRIIBBBAhsRoAABhEgsBkBAhhEgMBmBAhgEAECmxEggEEECGxGgAAGESCwGQECGESAwGYECGAQAQKbESCAQQQIbEaAAAYRILAZAQIYRIDAZgQIYBABApsRIIBBBAhsRoAABhEgsBkBAhhEgMBmBAhgEAECmxEggEEECGxGgAAGESCwGQECGESAwGYECGAQAQKbESCAQQQIbEaAAAYRILAZAQIYRIDAZgQIYBABApsRIIBBBAhsRoAABhEgsBkBAhhEgMBmBAhgEAECmxEggEEECGxGgAAGESCwGQECGESAwGYECGAQAQKbESCAQQQIbEaAAAYRILAZAQIYRIDAZgQIYBABApsRIIBBBAhsRoAABhEgsBkBAhhEgMBmBAhgEAECmxEggEEECGxGgAAGESCwGQECGESAwGYECGAQAQKbESCAQQQIbEaAAAYRILAZAQIYRIDAZgQIYBABApsRIIBBBAhsRoAABhEgsBkBAhhEgMBmBAhgEAECmxEggEEECGxGgAAGESCwGQECGHTNNde4AfLhhx/qp4FYI0AAAzZs2KC6du2q9t13XzdADj/8cPXiiy/qTYHYIkCALNq5c6d65plnnLBIBYd+nHnmmerTTz/VXwrEDgECZMn//vc/Va9ePV9YlCpVSt17772qdevWvr/fb7/9VIcOHdSKFSv0twFigwABIrZkyZJ8A+KGG25Qq1atctu999576i9/+UuegHn00UfV9u3bPe8IxAMBAkRky5YtqkePHurggw/2hcJZZ51V4IwrecT17LPPqiOOOML3mpo1a6rXX39dbw4YRYAAERg1apSqXLmyLwSqVKmixowZozfNlwyyyxTfAw880Pce5513nvryyy/15oARBAgQok8++USdfvrpvk6/ePHiqmfPnmrr1q1687369ttvVbNmzXzvV6xYMdWpUyf1888/682BrCJAgBAsX75ctW/f3jctV46rrrpKLV26VG9eZJMmTVLHH3+8773Lli2rBg4cqH7//Xe9OZAVBAiQARnc7tu3rzr00EN9nXv9+vXVBx98oDfPiARF//79VZkyZXyfdcIJJ6jJkyfrzYHIESBAQOPHj1c1atTwdeYVKlRQw4YNcwbDo7J27Vp1yy23qP3339/32S1atFCLFi3SmwORIUCAIvriiy9U48aNfZ23DHZ3795dbdy4UW8emXnz5qlzzz03z9dx1113qU2bNunNgdARIECa5Df/jh07OoPY3k770ksvVQsXLtSbZ82rr76a507oyCOPVM8995z6448/9OZAaAgQYC927Niphgx5SZUvX8nXSdeuXTs2Yw+//vqrevjhh1XJkiV9X+PJJ58c+lgMkEKAAIWYOXOZuuSSfqpSpUt3dc7HOJ2yzH4aMGBALGc/FTQb7Oqrrw5lNhjgRYAA+fjhhw3qjjveUfXrD1EnnfSUqlHjb+rIIxuqLl26WbH+4uOPP1YNGjTwhYisR+nVq1eg9ShAfggQwGPLlu3qX/+auavzHeqER+q44YaR6ptv7PsN/vnnn1dHHXWUL0iqVq2qXnrpJb0pUGQECKCkBtUf6vXX56vzz3/eFxwtWoxR06cv0ZtbRWpy3X///Xlqcp199tnq888/15sDaSNAkPNmz16hrrnmVV9wnH32c2r48Nnqt9+iW8+RbVIV+IorrvCFSH5VgYF0ESDIWStWbFb33DPFFxynnPKM6tlzulq79he9eWJMnz5dnXjiib4gOeyww9Tjjz++KzB/05sDBSJAkHO2bftdDRnymTrjjGG+8OjQ4XX11Ver9eaJtGPHjl3XYIgqX768L0iOPfZY9eabb+rNgXwRIMgp77yzUF188Yu+4LjoohfUxInmFgKatH79enXHHXeoAw44wBckTZs2VfPnz9ebAz4ECHLC11+vUTfc8B9fcMgdyL///alzR5LrFixYsCtIL/KFiITK7bffrtatW6c3BxwECBLt55+3ql69/ueMbXjD4+67J6vlyzfrzSMhe3q89dZbTiVd2cejTZs2qlGjRs4hq9mrVavm/Jn6Ozkv7aT9hAkT1DfffJO1kiQTJ05UtWrV8gVJuXLl1ODBg53HXoAXAYJEktlTI0fOUeecM9wXHFdf/aqaNWu53jw0MggtpUN69+6tmjRpog455BBfZxz0kCm4Ei4PPvigMwi+bds2/aNDI/+GJ554QpUuXdr3NdSpU0dNmzZNb44cRoDAOG8Hf/rpzzqzowribVuQd9/9XrVsOcbX9rzzRqrXXpvvrPcIm5Q0kTsF2TyqRIkSeTr/wg5Z5Cd3IPpiv70dEihSvv3ll1+OLEzWrFmjbrrppjxl41u1aqUWL16sN0cOIkBgnLejl0Om0RZkbwGiT8uVFeX9+s1Qmzdv15tmTMYNOnfurI444og8HXzqkEdTbdu2dTadGjdunJozZ45T1bcwcl7avfLKK+qRRx5xalvVrVs3z3unDtnM6rrrrlMzZ87U3yoUs2fPVg0bNvR95kEHHaTuvffeXde14LBH8hEgME4PEBmvWLw4/4HbwgLkl19+UyefvOf87be/7dS0Cpt0qLIgTxbh6Z155cqVnc2epFRI2IvzpAaXbGLVpUsXdcwxuws76od09DLeEoWxY8c6d0vez6tUqZIaOXJk1sZoEC8ECIzTA0SObt0m6c0chQWIGDFi9q4O9m310UfL9FMZ++qrr/LMVJKjVKlSqkOHDs74QDY7UrnjkDCRXRD1r0nuWKIIEnlcJuM7+qO6U089Vc2YMUNvjoQjQGCcNxS8dxBffpn3N/i9BUgUZHe/bt265VkrIb+NP/3005GNQaRLZkfJ4zHZh10PkksuuSSSza5+/PFH59Gct2y8/Pe1117rnENuIEBgnDcUunef7P73LbfkXRGd7QCR3f70Ae7jjz/eqXIbx/1AZIMrmf3l/Xplm1sZr9i+PfxxoI8++si5+/B+nmxqJXcppoMV0SNAYJw3FGTsw7tmQzZ0KqhtlKTzk7EMb8coj6pkemscg0Mnj6+kLIn3669Xr14kq8vlsd2IESNUxYoVfZ8nd2hyZ4TkIkBgnB4K3plU1147XnmHFfS2UZCFe3qxQZmi+9NPP+lNY03uOGQWl3ebWxm7GDp0qN40FDIj65577nFmaHmvnaxfkVllSB4CBMbpobBkyXrfXcjkyXvWHOhtwzZp0iRnWmyq85MqtTL7yGYyBiJ7o3s7dZn2G9WdlKwRueyyy3yfJ+MjMkbDY61kIUBgXH6hcP/9U92/a9XqZXcBYH5twzJ69GhnvCDV6UmHl5QFc7K6/M477/RNPT7//POdCQJRmTp1qrN63RskDzzwgN4MFiNAYFx+oSDrN7x3IbKKvKC2YejXr5+vc23Xrl0kg86mSa0r7x2WPKqL8tGczBCT2Vqpzxs4cKDeBBYjQGBcQaHwwAPT3b+Xkuvbt+8osG0mJDy8vyV3795db5Ioso2td8C7Zs2aasWKFXqz0AwbNsz9rBdffFE/DYsRIDCuoFBYtmyjOvXUoe65UaPmFtg2KOnQUnce8ueTTz6pN0mk77//3imzkurYZeFhVGXbCZDkIkBgXGGhIKXYU+caNx5ZaNuikgFz75iHTNHNJatXr/aVbm/QoIHasmWL3ixjBEhyESAwrrBQ+OmnTeq00/bchRTWtihkqq53LCDpj60KsnTpUlW1alX3OjRv3jz0ciwESHIRIDBub6HQp8+7ecKjoLbpkKmk3nUeUu027E7TJrLhlbeellQODhMBklwECIzbWyjI/iBSlj2sAPGuMJf1EUmcbVVUsglWqtaX7P8hU3DDQoAkFwEC49IJhb593w8lQKS2Vaozk0WCixYt0pvkLJlAkLo2ssfJypUr9SaBECDJRYDAuHRCYdWqLc5uhem0LYiU2vAWRpTd/OAn+5ykro+UbwkDAZJcBAhyhpRkD7tzTJoNGzY4m0SlrpPMVMsUAZJcBAhywpdffuk+45equlGuvradVNBNdfg1atRQW7du1ZsUCQGSXAQIcoJ3J8FcW+8RhGxElbpesrdHJgiQ5CJAkHhSuiO1c55sBhVVFdokWbJkiTr44IOda1a2bFm1ceNGvUnaCJDkIkCQeK1bt3Y7MNlJEOnp1KmTe9369Omjn04bAZJcBAgSbcGCBW6tK9khj7uP9C1btszdHKpcuXKBS78TIMlFgCC2pPrupEmL1PLlm/VTaevcubPbeT399NP6aexFx44d3es3YMAA/XRaCJDkIkAQW48//qGz3kNKuQepNCJ3G7IgTjoumXmV6WyiXCQbaqXGj2SDrSAIkOQiQBBbXbq87S4alLuRopowYYLbcXXo0EE/jTQ1bNjQvY7z5s3TT+8VAZJcBAhiK9MAadOmjdtxTZs2TT+NNA0fPty9jl27dtVP7xUBklwECGIrkwCRPcBLlCjhdFqVK1dWO3fu1JsgTVICpmTJku61LCoCJLkIEMRWJgHy/vvvu52WVN9FZlq1auVez/nzd+9Pny4CJLkIEMRWJgEiq6dTnRZFEzM3aNAg93oOHDhQP10oAiS5CBDEViYB0qRJE6fDkhlEYZUlz2Wyg2MqBFq2bKmfLhQBklwECGIraIDs2LFDFS9e3OmwateurZ9GQEcffbRzTaW0SVEQIMlFgCC2ggaIbBKV6rDatWunn0ZAl19+uXtdly9frp8uEAGSXAQIYitogEycONHtsDKp4QS/++67z72uRdnylgBJLgIEsRU0QPr37+92WGPHjtVPI6BRo0a517UoZWEIkOQiQBBbQQPk1ltvdTusOXPm6KcR0KeffupeV6kxli4CJLkIEMRW0ADxPqtft26dfhoBrVmzxr2uV155pX66QARIchEgiK2gAXLBBRe4HZasSEc4fv31V/e6XnjhhfrpAhEgyUWAILaCBsgZZ5zhdFayox7Cldof5Mwzz9RPFYgASS4CBLEVNEDq1q3rdFaHH364fgoZKl++vHNt5RqniwBJLgIEsRU0QGrWrOl0VlWqVNFPIUNyTeXayjVOFwGSXAQIYitogHAHEh3uQOBFgCC2ggYIYyDRYQwEXgQIYitogDRt2tTtsJiFFZ7t27e715VZWBAECGIraICwDiQarAOBjgBBbAUNEO9K9Llz5+qnEdBnn33mXldWokMQIIitoAHirYU1btw4/TQCeuGFF9zrSi0sCAIEsdW58xvqpJMGOEdRAuStt95yO6yHH35YP42AevTo4V7XKVOm6KcLRIAkFwGC2OrQ4QlVrVp75/j11/QHwxcuXOh2WO3bt9dPI6DWrVu71/XHH3/UTxeIAEkuAgSxdcUVHVWpUic4x7Ztv+qnC/T77787U3ilw6pTp45+GgFVr17duaalS5fWTxWKAEkuAgSxdfHFF7sdz7Zt2/TThWrUqJHzuv3220+tXbtWP40iWrx4sfu9aN68uX66UARIchEgiK1MAqRnz57ua8ePH6+fRhENHTrUvZ4ySaEoCJDkIkAQW5kEyPTp093XdunSRT+NImrTpo17PefNm6efLhQBklwECGIrkwCR9qlxkKIU/kNesg9ImTJlnGtZoUIF9ccff+hNCkWAJBcBgtjKJEBEixYt3NfPnDlTP400yb7yqevYsWNH/fReESDJRYAgtjINEG/Hx2Os4Jo1a+ZexxkzZuin94oASS4CBLGVaYBs3bpVlSpVynm9PHrZsSP9xYjYbeXKlapYsWLONaxVq5Z+Oi0ESHIRIIitTANEXHfdde57yB0JiubBBx90r1/QVf0ESHIRIIitMAJEHrmk3qN+/fr6aRRi48aN7uD5IYccolasWKE3SQsBklwECGIrjAARDRs2dN9n8uTJ+mkUoG/fvu51K0r1XR0BklwECGIrrACZOHGi+z5NmjTRTyMfmzdvdrYElmsmuxAuW7ZMb5I2AiS5CBDEVlgBIk488UT3vSZMmKCfhqZbt27u9br55pv100VCgCQXAYLYCjNAJDRS73Xsscc627Mif7LS/IADDnCu1aGHHlqkyrv5IUCSiwBBbIUZIOKSSy5x3++RRx7RT2MXWWV+1llnudepX79+epMiI0CSiwBBbIUdILJPiDzPl/crWbKk8//wGzhwoHvN5bGflMbPFAGSXAQIYivsABH33HOP+54nn3yy+u239DeqSjrZ8zwVsPvvv7/66KOP9CaBECDJRYAgtqIIECkMWK9ePfd977zzTr1JTtqwYYM65phj3OsiCwjDQoAkFwGC2IoiQMT8+fNViRIlnPeVDadkD/VctnPnTnXZZZe517px48bO34WFAEkuAgSxFVWAiGeffdZ9b5lp9Pnnn+tNckanTp3ca3HkkUcGXnFeEAIkuQgQxFaUASK8dbIqVaqkvv/+e71J4j300EPuNZD9U9577z29ScYIkOQiQBBbUQeIDKA3bdrU/YzatWur1atX680SyzvjSgbNo9r6lwBJLgIEsRV1gIhNmzb5BtWPO+64jMp22KJ3797uv1mOZ555Rm8SGgIkuQgQxNZJJ53kdjxbtmzRT4fmp59+clanpz6ratWq6ttvv9WbJYIMjt92222+8Hjsscf0ZqGSxYipzxo1apR+GhYjQBA7Ujqjbdu2vk6ubt26avr06XrT0MjAcZ06ddzPkw2oPvjgA72Z1aQ8u3e2lTy2ivLOQx4RPv74404p+NRndu/eXW8GixEgiA15TCWPVlJTbPM7rrjiCrVkyRL9paFYt26datCggftZUg/qySef1JtZadasWb51HjJgHtWYh3jzzTd9d3WpwPr000/1prAYAYJYkN0Cq1Wr5utwKlasqHr27KnOPvts399L53f//fdH8lhL3rN58+Z5QksW2tlqwIAB7gpzOWSqbhSzrYSssfFOTJBDgviOO+5Q69ev15vDcgQIjJozZ45vwyc5pLO79957nT0pUl566SVnbMLb7qijjlLPP/+8593CIQUFZftW+Y059VkyzXfcuHF601j74osvfIUR5ZBFgmGv8xBy93b77be7VXxTx0UXXaQWLFigN0dCECAwYs2aNc4+E95OWo5WrVqpxYsX680dW7duVb169VLFixf3vUYeO3388cd684xNnTpVHXHEEb7Pkoq+cV8vIsEr+3l4O3O5zlKeZMeOHXrzjMj7DR48WJUrV853nWrVquVs5IVkI0CQVTKwKuMKpUuX9nU4MoA9bdo0vXm+ZJrt1Vdf7Xv9vvvuq9q1a6eWL1+uN8/IypUr1VVXXeX7LLlDkplMcZvuK4Pksg1taifB1CFVdcMqjOgl3y/vxAM55Pv6xBNPUKQyRxAgyBr5jVR+M/V2OPKb66BBgwL9Zvzhhx86FXW97ydl2uXxkxRNDNM777yjatSokSdIOnbsWOAdU7ZIyMndRZkyZXxfn5RokbAOoyS713fffefcKXo/S+5wbrrpJufOErmDAEHk5Bm4PAv3djjyeKVLly7Os/NMyHjFc8895wwMe99fOvtXX31Vb54ReYQms8TKli3r+yw5ZBxn+PDhkQzs50cCUiYeNGvWTBUrVsz3tRx44IHO48FMdxLUyaMxGZvyDsin/u2zZ8/WmyMHECCIjMy6kdk3+sCqzNL5+uuv9eYZkRXld911l9N5ej/r3HPPdbZoDZM8KurTp0+e5/5yyBTkyy+/3Lmr+uabb/SXZkTudIYOHaratGmT525DDpmdJqEc9qM1CemRI0c6Ewm8nyez5iTEkLsIEIROHkcNGTJElS9f3tfhyLoAWR8QpUWLFqkWLVr4Plcer9xyyy1q7dq1evOMSGjJFNn69evn6cxTx9FHH+0EimxkNXr0aGfTpr2N08h5WbcxZswYdd999znTiKtXr57nvVOHPBaUx3byKCtsM2bMUKeeeqrv8yQk5U4sqvIysAcBglD973//cwZtvR3OYYcd5qxIzubA6pQpU9QJJ5zg+zrkt/b+/fuHPiYg5C6na9euqnLlynk6+MIOWesiv8nLn/q5wg6ZHSbjL9LBR0Eef1177bXO5ITUZ8p/S4WAsB+NwV4ECEIhq8PlN2VvJyebNd1www1q1apVevOskKCQirP6mIUUTJRB8ajImI98rpQNkfDUO/8gR6lSpZwFjhKAsr4jKqlqADIZwfv5chcSxUwu2I0AQUZk0FhWhcvzd2+HI6vH5TFMHPz888/OtFt9sFkGoLNRNFEW7skdkYSKjFHIdONGjRo5h9wlyR2I/Jn6Ozkv7aT95MmT9/rIKyyyUDK/agAjRoxwxkEAHQGCwGQVuKwG93Y4VapUcVaNx9GXX36pzjvvPN/XK4PusujO5lIlmZJqABJc3usiM61k3MZbDQDQESAoMln17S06KIesDpdV4jLVNe5ef/11VbNmTd/XL2MKss1tmHuBx11B1QDk0ZvptS2wAwGCtMmjlPbt2/sGVuWQVeFLly7Vm8fa9u3b1aOPPuqMLXj/LbIHSVSFBuOisGoAUr4FSBcBgr2SRWsyTVRWNns7HFkFbvueGTL1tUOHDs6Av/ff9te//jX2Na+CCLsaAHIbAYJCyWpuvYSHrPqW1d9JGliVfSrOPPNM379TNkJ64IEH1C+//KI3t47MDPNuESxHWNUAkLsIEORL1jXIKm5vhyMDzrLaWxbQJZXs2S2L/7z/bvl/W/fylskBsj4lG9UAkHsIEPjIam1ZoKZPeZXV3bLKOxfIHYcUJ/RuxSqH3KHYsqOeTAaQ7Wr1yrxSDeCNN97QmwOBECBwyKK7f/3rX3lqLMn6BFmLkIt++OEHZyzEez1krETGTKLYlCksUg2gXr16vq9bFjQ+9thjzuQBICwECNSkSZPU8ccf7+twZPW21HmKouyHbWRW1l/+8hff9ZHZWzKLK04dslQDaN26dZ7AM1kNAMlGgOQwWYUtq7G9HY48uurUqZOzeht7yCMhWSei71B4zDHHOOtKTJJqAD169Ih1NQAkEwGSg6Qcuay+1kufyyptWa2NgsmgdJyu3ahRo/KtBiCVfIGoESA5JM6/RdvG9N2bVAM4/fTTfZ8v1QB69uxpRTUAJAMBkiNseY5vm2yPHxVUDUD2bbetGgDsR4AknK0ziWySjRlsEvJ9+/bNUw1ANrOyvRoA7EWAJFQS1jLYJqo1NOPHj89TDaBChQpq2LBhOVX8EfFDgCRQ0lZT2yasVfyycVTjxo3zvE/37t2diRCAaQRIgiS9npNtgtYRK+hO5tJLL1ULFy7UmwPGECAJkGsVZW2SqmSsbxGbXyXjgsZSateuHdpYChAmAsRiubynhW0Kmj2V2ksl27O5gDAQIJYaPHhwnuCQ9R1Dhw5lYDXG8tvNUd8RMJvrSYBMECCW8s6uYl9v++S3n7wcTZo0MbKiHQiCALFUajtSWX0sq6JhH6lh1a5dO+f7eNBBB6mxY8fqTYBYI0AsVb16dafjkT8BwAQCxFIECADTCBBLESAATCNALEWAADCNALEUAQLANALEUkUNECnmN2LECGooAQgNAWKpogZIqiaTrIYGgDAQIJYqaoCk6mQ1atRIPwUAgRAgliJAAJhGgFiKAAFgGgFiKQIEgGkEiKUIEACmESCWIkAAmEaAWIoAAWAaAWIpAgSAaQSIpQgQAKYRIJYiQACYRoBYigABYBoBYikCBIBpBIilCBAAphEgliJAAJhGgFiKAAFgGgFiKQIEgGkEiKWa7wqOv+wKBPkzHSfvChBpfxMBAiAkBIilhuwKjsd2BYL8mY7HdwWItB9DgAAICQFiqeW7gmPprkCQP9OxdFeASPtVBAiAkBAgtpLg2BUIzp/p2BUgTnsCBEBICBBbESAADCNAbEWAADCMALEVAQLAMALEVgQIAMMIEFsRIAAMI0BsRYAAMIwAsRUBAsAwAsRWBAgAwwgQWxEgAAwjQGxFgAAwjACxFQECwDACxFYECADDCBBbESAADCNAbEWAADCMALEVAQLAMALEVgQIAMMIEFsRIAAMI0BsRYAAMIwAsRUBAsAwAsRWBAgAwwgQW5199u5AkD/TUbXq7vZt2+pnACAQAsRWS5cq9dRTu/9Mx/z5u9uvW6efAYBACBAAQCAECAAgEAIEABAIAQIACIQAAQAEQoAAAAIhQGyybZtSzz6rVKtWSlWrplSJEkoVL777v1u2VOqZZ3a3AYAsIEBs8frrSh111O7FgIUd0kbaAkDECBAbDBig1L777g6IAw5Q6o47lPr0U6U2bVJq82alZs1Sqls3pQ48cHcbKVsirwGACBEgcTdlyp46VqVLK/Xxx3qLPT77TKkyZfaEyNSpegsACA0BEmc7dypVs+aex1Ovvaa3yOuNN/a0P/bY3e8BABEgQOLs1Vf3hMFZZ+lnC3bOOXteJ+8BABEgQOLs+uv3BIHMsEqXtE297sYb9bMAEAoCJM5q194TBPPm6WcLJm1TrzvhBP0sAISCAImzsmX3BMGGDfrZgq1fv+d15crpZwEgFARInBUrticIduzQzxbs99/3vE7eAwAiQIDEGXcgAGKMAIkzxkAAxBgBEmdhzMK64Qb9LACEggCJM9aBAIgxAiTOZODcuxI9nSKJb765pz0r0QFEiACJu8mT/bWwPvlEb7GHFFVMDbzLa6SOFgBEhACxwVNP7anGKxV3pRqvFE6USrxbtij1+ef+arzSVl4DABEiQGyR7n4glSqlV3QRADJEgNhEdhscOnT37oNVq+7ejfCQQ3b/d4sWSg0ZotTWrfqrACASBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAiEAAEABEKAAAACIUAAAIEQIACAQAgQAEAgBAgAIBACBAAQCAECAAjk/wEVaKg6NSKAJQAAAABJRU5ErkJggg==)
PN: 4H15-3-93
CAS: 638214-10-5
Molecule Weight: 251.208
Formula: C13H8F3NO
PN: 4H21-1-C2
CAS: 39774-28-2
Molecule Weight: 199.209
Formula: C12H9NO2
TSCA: Not listed on TSCA inventory
