| Product Number | 4H58-3-AN |
| Synonyms | Methyl 5-fluoro-6-(trifluoromethyl)pyridine-3-carboxylate |
| CAS | 1804053-00-6 |
| MDL Number | MFCD28799115 |
| Molecular Formula | C8H5F4NO2 |
| Molecular Weight | 223.127 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-3-AN
CAS: 1804053-00-6
Molecule Weight: 223.127
Formula: C8H5F4NO2
PN: 4H57-3-19
CAS: 1554123-46-4
Molecule Weight: 209.1
Formula: C7H3F4NO2
PN: 3H23-3-X0
CAS: 221313-10-6
Molecule Weight: 205.136
Formula: C8H6F3NO2
PN: 4H23-3-4N
CAS: 1355729-43-9
Molecule Weight: 187.146
Formula: C8H7F2NO2
PN: 4H58-3-8B
CAS: 1253383-91-3
Molecule Weight: 169.155
Formula: C8H8FNO2
PN: 4H23-3-68
CAS: 597532-36-0
Molecule Weight: 219.163
Formula: C9H8F3NO2
![[6-(Trifluoromethyl)pyridin-3-yl]methyl 6-(trifluoromethyl)pyridine-3-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABaLAAAWiwFawMUJAAACu3pUWHRtb2xTb3VyY2UAAHichZZpb6MwEIb/ysifN8YHZxVSVa0irdR2pW0r7beVS9wWKUAFNMe/37EhNBAWco0zvM/Ex8yQ5fUh28JOl1Va5DHhlBHQeVJs0vw9Ji/P60VIrlfLBEUozKuYfNT155Xj7Pd7mnzoTB2KnCZFRprrV4cq7Wn2khbluyMY486fh/snyyzSvKpVnmikqvSqss77IlG1ncV/fsLJVLlLc6eRO1m5a6L9Fcy8GD1UG/K9llu8doMovKVbDW9FmakadoJRfLEf8K5zXapab+D1iG5JXVz7avlwVyRfmc5rHJoIaaK2T3X5laAjK7Y6+cJgOPh5F5OMI6DqIrspS3UEMzJuxUEJUBKUC8oD5YMKQIWgIlCc4RuvcxRwVHCUcNRwFHFUcZRx1AnUCRMHdQJ1wsVz2Wozsefjp47JGm5hDebz9PzVvpvno/1ct5pH3GgRE49K6QbQGkmDCI1Pw+Db6VPfD92T6QO4QwwX0JrWKVAZuCfD0SkDwB3Gx8m0zsXJtlq0nJnvjHq+HIQncMQJI+K5GGEhKQvHrEt9YSxOJjLWp5E0NqCB+eVFRIXlOU6F2wFG9OxAUCn6A0lD3w4wqux7Ok2HdxqPuqwVi8iX1hOZ9XSTaSaHueJ0ybJavhb55mwI6SYmr5zYLPqt3yrRJhKBotzoEmvTBDDSc0D0AZN204C8ANxpwL0AvGnA6wOmADrgZgzw+4Apl2kg6AOmuKaBsA+YUpxeQ9QHbOFOE+Z67+hsoc8ww+O2jaFjxCgjRpiZM+eDQ28az/SW8cG5N41qhhkcfdPYZpjB6TeNcIYZJEDTOGeYcGQP5phoZG4zmSOGeWCb+QwzzAPDzOSOGOaBYeaahbyoAyGnt0AMy7+9F00ylx1gHHHOeqBzurni8OLG65zdlR38L7L6B1LadsXV5mDaAABF7klEQVR4Xu3dCbxV4/7H8TSqiChDhURIZs2S5CISxXVzowF/pG7JkFxlClHRVd1orqukNFGXGxUlIpXSqFmlSfM89/uf3zrWau/nTHuvs/Y5e631eb9e63U5z7PX3nu5r+e713qmPAIAgAt5zD8AABALAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAgBwhQABALhCgAAAXCFAAACuECAAAFcIEACAKwQIAMAVAgQA4AoBAiDw+j6eJ8sD8eOqAQg8MyzSOxA/rhqAwCMkEoMrCiDwCJDE4IoCCDwCJDG4ogACjwBJDK4ogMAjQBKDKwog8MwRV+YBd7hyAALPDAzzgDtcOQCBR1AkBlcUQOARIInBFQUQeARIYnBFAQQeAZIYXFEAgUeAJAZXFEDgESCJwRUFEHgESGJwRQEArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAARAqR48clE0rZ5h/hgsECIBQmTKgsTUnZMHk98wixIkAARAqn75d3QqQ70c+ZRYhTgQIgFAhQLxDgAAIFQLEOwQIgFAhQLxDgAAIFQLEOwQIgFAhQLxDgAAIFQLEOwQIgFAhQLxDgAAIFQLEOwQIgFAhQLxDgAAIFQLEOwQIgFAhQLxDgAAIFQLEOwQIgFAhQLxDgAAIFQLEOwQIgFAhQLxDgAAIFQLEOwQIgFAhQLxDgAAIFQLEOwQIgFAhQLxDgAAIFQLEOwQIgFDp/I/q8midPPLxvwmQ7CJAAITK3+6qLuXPzSNvvESAZBcBAiBUqlevLnny5JGnniJAsosAARAqBIh3CBAAoUKAeIcAARAqBIh3CBAAoUKAeIcAARAqBIh3CBAAoUKAeIcAARAqBIh3CBAAoUKAeIcAARAqBIh3CBAA1uKCWR1BEdQAMf97pXd4zfszAvAds6FJ7wgKAsQ73p8RgO8kqoFJRkEPkJyUs+8GICnlRuOTWwgQ7+TsuwFISrnR+OQWAsQ7OftuAJJSbjQ+uYUA8U7OvhuApJQbjU9uIUC8k7PvBiAp2Y1PRodp8bQ+0v/JAmnqeXF0apRH7ro+j5xVLI/V0PvxuPCsPPJAjTzSvWna75fdY3CbYrJxxXfmf5I09cwjERJzVgC+YjY25mGa/tGTaep4dRAgWR+/fj/I/E+Spo55JEJizgrAV+JtZI4c2icr54ySpTOGeH7MmzpEJk8YIiM+GiJDhnh/lC1b1mrkb7nlljRlXh2jRwyRaV8MkUXT036/7B5rF3whcvy4+Z8k7v+GXsjZdwOQlHKj8ckt9IF4J2ffDUBSyo3GJ7cQIN7J2XcDkJRyo/HJLQSId3L23QAkpdxofHILAeKdnH03AEkpNxqf3EKAeCdn3w1AUsqNxie3ECDeydl3A4BcFtQAyQ0ECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQIUC8Q4AACBUCxDsECIBQufjii60AadSokVmEOBEgAELht99+s0JDw0OPvHnzyvPPPy+7du0yqyJGBAiAQNu3b5+8/PLLUrhwYSc8TjrpJOefzz77bBk4cKAcO3bMfCmyQIAACKxhw4ZJmTJlnLA49dRT5a233pINGzbIk08+Kfnz53fKrr/+epk+fbp5CmSCAAEQOLNmzZIaNWpEPa5q3ry5bNy4Mare/Pnz5eabb3bq6fH3v/9d1q5dG1UP6SNAAASGBsTDDz9sBYYdCBokGiiZGTNmjJQrV855TZEiReTVV1+V/fv3m1URgQAB4HuHDh2St99+23pEZYeAPrrSR1ixOnjwoLz55ptyyimnOOc4//zzZfjw4WZV/IkAAeBrn376qVx00UVOo6+d5dpprp3nbmj/SLNmzaI62mvWrCmzZ882q4YeAQLAlxYuXCi33HJLVP+FDtPV4bpemDlzplSrVs05tz4We+SRR2TTpk1m1dAiQAD4yrZt26RVq1ZRI6iuvfZamTZtmlnVEx9++KGULl3aea9ixYpJ165drcdmYUeAAPCFI0eOSK9eveSMM85wGvOSJUtK//79Ez6HY+/evdKxY0c5+eSTnfcuX768jB8/3qwaKgQIgKQ3depPUrHilU7jXbBgQXn22Wdl586dZtWEWr16tfz1r3+Nemx26623yuLFi82qoUCAAEhaa9fuktatR0mZMvdJ0aIXWg12vXr1ZOnSpWbVHDV16lS5+uqrnRDRx2mtW7eW7du3m1UDjQABkHT27j0kPXr8KNWq9Zfrr+8rl1zytNSo8ZB8+eUks2quOXr0qPTt21dKlCjhBMmZZ54pvXv3tsrCgAABkDSOHTsun332q9x664dWcOhx881DZNiwn+XIkeRslHfs2CFPP/20FChQwAmSK664QqZMmWJWDRwCBEBSmDdvozRpMtYJjsqV+0nnztNl584DZtWk9Ouvv8odd9wR1T/SoEEDWblypVk1MAgQALlq06Y90qHDFCc49HjiiQmybNk2s6ovfPHFF3LppZc6IVKoUCH55z//Kbt37zar+h4BAiBXHDx4RPr2nS033DDQCY769YfLlCmrzKq+c/jwYenevbucfvrpTpCce+65MnjwYDl+/LhZ3bcIEAA57ssvV0i9eh85wXHjjYNk4MCf5dCh5OzncGvLli3y+OOPS758+ZwgqVy5ssyYMcOs6ksECIAcs2TJFvm///vMCY5KlfrKyy9/I3/84W7dqqwsX75cJkyYIO+88461uq4OtdVl3e1D/13/ruVaT+snwrx58+Smm26K6h956KGHZN26dWZVXyFAACTctm37pVOnaVbHuB0ezZuPkwULNptVXdOlRb755hvp0KGDVK1aNWrWeDyHvk5fr+fR83m5ZMknn3wiZcuWdd6raNGiKdelkxw44I+BAiYCBECG7Ma+evUBsmHDHrPYYdczHTlyTD788JeUX9+DnTp33DFMPv98mVnVFe1PmDRpkjRu3NhqjM0wsA+dq6FLj9SuXds67r33Xuef9e+RcznMQ8+r59f38aL/QsPi9ddfj/q8GiojR440qyY9AgRAhuxGX4+XXvraLHakFyBLl26Vhg1HRIVQ794/yf79R6LquaFLmOjeHbpfh9nga2d1kyZNpE+fPvL999/L1q1bzZenS+tpfX2dvl7PY55b30/f14slVH7//XfrMVbksvG1atWSuXPnmlWTFgECIEORjb8+fspoaG16AdK9+w/O359/fpKsX5/9Yay7du2yHvkUL148qmG/+OKL5Y033pAFCxaYL8kWPZ+eV88f+X76/vo59PNkl3aoV6lSxTm3drg/9thj8scff5hVkw4BAiBDdgC8++4M639bt/7CrGJJL0DWrNlpLUcye/b6qL+7pavuRq7Eq+tPPfjggwlbxt2k76PvF7mMvH4e/VzZpY/GhgwZEnXXo0OA3333XWtIcLIiQABkyA4GnQ1eq1ZqP8acORvMaukGiFd0hrc+2okMjqZNmyZsxFRW9H31/SODRD+ffs7s2rNnjzXpUCcf2ue+5JJL5PPPPzerJgUCBECGIoNB52noPzdrNs6olbgA+eCDD6IaU+309qKh9oJ+Dv089mfTz6mf1wu6/EnDhg2dc+tRt27dpPnuNgIEQIYig+HAgSNy++1DrX83Z4t7HSD79++3fuXbjac+Kho0aJBZLSno54p8tKafWz+/F3RBxiuvPLEPii7Y2LZtW2sBx2RAgADIkBkMY8Ystv793ntHytGjJ3YBNOtlx/r166P22rjxxhtlw4a0j82SiX4+/Zz2Z9bPr9/DC7o0/Pvvv28tFR8ZqDoJ0othxdlBgADIkBkMGhr20FwNk4zqubVq1SopV66c01DqMum6la0f6OfUz2t/dv0e+n28optVtWnTJmrZ+KeeesqslqMIEAAZSi8YJk9eaf2tbt2h1mOtjOrFS7eFLV26tNUwage1jkryI/3cdge7fh+vt7vV89n9Qs8//7xZnKMIEAAZyigYtCNd/64d6yqjerFas2aNlCpVymoUtXEcM2aMWcVX9PPbjbx+L/1+XjrnnHOsc7/33ntmUY4iQABkKKNg0Lkd+nddokSH+GZULxbaIVyxYkUnPCZOnGhW8SX9HnaI6PfzsuObAAGQ9DILBp1UqGWRM87jpZPk7KGwefPmlY8//tis4mv6ffR76ffT7+nVpEACBEDSyywYdFkTXd5ElznJrF5m9Bm+3SHcpUsXszgQ9HvZ39GrPgsCBEDSyyoYdIFFu05m9dKjq9vav8517kSQ2XNa9Pvq984uAgRA0ssqGHSBxGrV+mdZz6Q79dnrPuly6rqER5Dp99Pvqd9Xv7d+/+wgQACE1qOPPmo1gAULFpRZs2aZxYGk31O/r35v/f7ZQYAACKWffvrJeXTVsWNHszjQ9Pvaj7L0OrhFgAAIHV16o1q1albjp5sz7duXmL3Qk5V+X3sTLL0ObpciIUAAhM7YsWOthk8PP27h6gX93vY10OvhBgECIHSqVq1qNXyVK1c2i0JFv79eB70ebhAgAELl66+/dn55jxo1yiwOFf3+9rXQ6xIvAgSAL61atUOOHYv/2X29evWsRk932Dt27MRS8GGk31+vg14PvS7xIkAA+E7//nOs+R6613k8Nm/e7KxQ27t3b7M4lPQ66PXQ66LXJx4ECADf6dBhihUgTz8d34KHPXv2tBo8nQexdetWsziU9DrY80L0+sSDAAHgO24DxO48r1+/vlkUano99LrE25lOgADwHTcBsnHjRjnppJOsBi9oq+1ml14PvS56ffQ6xYoAAeA7bgJkxIgRVmOns695fBVNr4c9K1+vU6wIEAC+4yZAWrRoYTV2V111lVmEFHpd9ProdYoVAQLAd9wESIUKFazGrk2bNmYRUuh10euj1ylWBAgA34k3QA4ePCj58uWzGrvhw4ebxUih10Wvj14nvV6xIEAA+E68AbJw4UKrodNj9uzZZjFE95ef7VwjvV6xIEAA+E68AWIvnqijjHbv3m0WI4VeF3uUWqyLKxIgAHwn3gDp2rWr1dDpLnzImL07o16vWBAgAHwn3gB58cUXrYaOEViZs0di6fWKBQECwHfiDZDWrVtbDV2NGjXMIkTQ66PXSa9XLAgQAL4Tb4A0b97cauhuv/12swgR9ProddLrFQsCBIDvxBsgjRo1shq6Bg0amEWIoNdHr5Ner1gQIAB8J94A4Q4kNtyBAAi8eAOEPpDY0AcCIPDiDRBGYcWGUVgAAi/eAOnWrZvV0GmDh4zZgaDXKxYECADfiTdAxo0bZzV0OtN6165dZjFS6HWxZ6Lr9YoFAQLAd9q1+0QqVOgoLVsOM4vStWjRIquh02PWrFlmMVLodbGvkV6vWBAgAHynRYtOUrJkLXnooRfMonQdOnRI8ufPbzV2w4bFFjpho9dFr49eJ71esSBAAPhO48YPpjRcJ0n9+nebRRmqWLGi1di1bNnSLEIKvS56ffQ6xYoAAeA7jRs3thqu+vXrm0UZatWqlfWayy+/3CxCCr0uen30OsWKAAHgO24CZPTo0dZrtKN448aNZnGo6fWwO9D1OsWKAAHgO24CZOvWrZI3b17rdYMGDTKLQ02vh14XvT56nWJFgADwHTcBomrXrm29rk6dOmZRqOn10Oui1yceBAgA33EbIAMHDnR+aa9du9YsDiW9DvadmV6feBAgAHzHbYDoZLnChQtbr33jjTfM4lDS66DXQ69LvJMsCRAAvuM2QNRDDz1kvfbss8+W/fv3m8Whot9fr4NeD70u8SJAAPhOdgJk/vz5zoijXr16mcWhot9fr4NeD70u8SJAAPhOdgJE3X333dbrzz//fDl48KBZHAr6vfX763XQ6+EGAQLAd7IbIDNnznTuQjp16mQWh4J+b/vuQ6+HGwQIAN/JboAouy9EO49XrVplFgeafl97MIGbvg8bAQLAd7wIEJ19fdppp1nnufPOO83iQNPvq99bv392ZuUTIAB8x4sAUT169LDOo4f+cxh4+Z0JEAC+41WAHDt2TP7yl79Y5ypUqFDg9wrR76ffU7+vfm/9/tlBgADwHa8CRG3atMlpCC+88ELZvHmzWSUQ9Hvp99Pvqd9Xv3d2ESAAfMfLAFFTpkyRfPnyWee87rrrZPfu3WYVX9Pvo99Lv59+T/2+XiBAAPiO1wGi+vXr5/QN6OKCQZkfot/DXixRD/2eXiFAAPhOIgJE2XMj7BDx+52Ifv7I8PB6zgsBAsB3atWqZTVcF110kezcudMszpa2bds6Da4+9vGiryA36Oe2H1vpod/LS6tXr3bmknTo0MEszlEECICYXXPNNU7DeNZZZ0n//v2zPaIo0uuvv+6cXzueZ8+ebVZJavp57Q5zPfT7eGXv3r3SsWNHOfnkk53zt2nTxqyWowgQADFbv3693HLLLZI/f36nEbv22mvl22+/Nau6pn0Fdsd6wYIFc/0xTaz0c+rn1c+tn9/LPo+hQ4dK6dKlnWt+yimnSJMmTeTw4cNm1RxFgACI28KFC60gsRs0PRo1aiS//fabWdUVHa107rnnOufWGdzJuuyJfi57hrke+rm9Gm2la2VVr17dObduQPXII48kzeM9AgSAa+PGjbP6Q+wGTp/Nv/zyy7Jv3z6zaty0kbQnG9rnfu2115JmlJZ+Dv08dn+EHvp5vWjcN2zYIM2aNXMWntSjZs2aSfdIjwABkC2HDh2St956S0499VSnsTvvvPPko48+MqvGTftXdNkPe+0sPXQp9J49e8qBAwfM6jlC31ff316SXQ/9fPo5s9sfpNeyc+fOUddS32f48OFm1aRAgADwhC4O2Lx5c2efbz1q1KjhyTIlem57FV/70B39dFvYdevWmdUTQt9H38/eSdA+9HNlZ2FE29ixY6VcuXLOeYsUKSKvvPJKUu/eSIAA8NRPP/1kBYfdEGqgPPzww540stoncM8990Q14PqY5+abb5bBgwd78h6R9Hx6Xj1/5OMkPfRzuN3PI5LuSBg5Z0SPBx54QNasWWNWTToECICEGDZsmJQpU8ZpFIsVKyZvv/229Zgmu7TR1V/+kf0P9lGhQgVp2bKl9f7aZ7Br1y7z5enSelpfX6ev1/OY59b30/d1sw2taevWrfLkk09GjWjT+SPTp083qyYtAgRAwmhnunaqRzb02un+6aefmlVd0UZ/4MCBUrt27TR3CJGHPna6/PLLrXp63Hfffc4/69/Nx1KRh55X6+n7xBpGmTly5IjVX1K8ePGoz6fnz24fSk4jQAAknA7v/dvf/hbVMOswYB0O7JVt27bJ6NGjpVWrVnLllVemCYJ4Dn29nkfPp+f1ypdffhl1Z6PzRtq1a+dJMOUGAgRAjpk2bZo18dBuQPXxjTbUXjbSNp1kpwGlQ427du0qr776qvXISDv67UP/Xf+u5VpP6ydict6yZcvkrrvuigopXU9s+fLlZlVfIUAA5Ch9TKNLoJQsWdJpTM844wzp1auX9XgnSPTO4rnnnnNmqOuhdyBfffWVWdWXCBAAuUIXY3z22WejGteKFSvKpEmTzKq+oyE5YMAAa70w+7tpn4fOHwlSSBIgAHLV0qVLpV69elGPd3SI7IoVK8yqvqDrgkWuxquP6XRUl466ChoCBEBSmDhxolx22WVOw6t3Ju3bt/fN3iA6b0Pnb0QGoc7vWLBggVk1MAgQAElDO7B1VdvIIa66edKgQYPk+PHjZvWkoEOVdcZ45FBlnVGuM8uDjgABkHS2bNkiTzzxhLOsux6VKlWS7777zqyaq3S9L133y/6MuoaVrmXlxWRJPyBAACStX375xZrEF/lYSLfVXbt2rVk1R+mM9RtuuMH5TDrZUIcF6yq6YUKAAEh6OqEvcqc/XWhQ52/k9EKDulS77scRuWCk7teh63+FEQECwBd0/w1dDVd347Mbb13qfMSIEWZVz+kjqS5duljrednvret86U6BYUaAAPAV3Va3adOmUWtf3XjjjTJnzhyzqic+++wzufjii5330j3JX3rpJWuP8rAjQAD40o8//ihVq1Z1GnZ9rPToo4/K5s2bzaquLFq0KGpHRD3uv/9+Wb16tVk1tAgQAL6lQ3s//PBDKVWqlNPI6+6A3bp1c72mla7L9Y9//CNqmfVrrrlGpk6dalYNPQIEgO/t2bNHOnToIIUKFXIa/fLly8uECRPMqhnSJUb+/e9/W+ty2efQ9br69evnu2XWcwoBAiAwVq1aZe31EfnY6bbbbpPFixebVaNMnjzZWofLfk2BAgXkmWeesdbrQsYIEACB880338hVV10VFQht2rSR7du3R9XT9bbMLXLvvPNOa30uZI0AARBIR48elT59+kiJEiWccDjzzDPl/ffflx07dsgLL7wQ9chL1+H63//+Z54GmSBAAASahkXbtm2tuxA7LCKHAJ9++unyr3/9y3Wne5gRIABCYcmSJVK3bt2ox1W63pauuwV3CBAAoVK2bFkrPBo2bGgWIU4ECIBQ0bWrNECeeuopswhxIkAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhAoB4h0CBECoECDeIUAAhErVqlWtAGnTpo1ZhDgRIABC4fjx4zJkyBApWLCgFSB16tQxqyBOBAiAwPvhhx+kSpUqVnDYR7t27cxqiBMBAiCwfv/9d2nSpImcdNJJTnDUqlVL5s6da1aFCwQIgMA5cOCAvP7661K0aFEnOC644AIZOXKkWRXZQIAACJRRo0ZJ2bJlneDQEOnUqZMVKvAWAQIgEObNmyc33XRTVD/Hgw8+KOvWrTOrwiMECABf27Jlizz++OOSL18+JzgqV64s33//vVkVHiNAAPjS4cOHpXv37nL66ac7wXHuuefK4MGDrSG7SDwCBIDvfPHFF3LppZc6wVGoUCF54YUXZPfu3WZVJBABAsA3fv31V7njjjui+jkaNGggK1asMKsiBxAgAJLewR07pNfTT0uBAgWc4Ljiiitk8uTJZlXkIAIEQPI6elSkb1+ZVbKktNU+jpTjzDPPlN69e6cUHTVrI4cRIACS09SpIldfndJK5ZFDKcfQ/PmlT+vWsn37drMmcgkBAiC5rF4tcv/9VnA4x623ysFFi8yayGUECIDksHevSMeOIieffCI4Lr5YZPx4syaSBAECIPcNHSpSuvSJ4ChWTKRLF5FDh8yaSCIECIDcM3OmbhF4Ijjy5hV55BGRTZvMmkhCBAiAnLdhg0izZiInnXQiPGrWFJk926yJJEaAAMg5Bw+KdO4scuqpJ4Lj/PNFhg83a8IHCBAAOWPsWJFy5U4ER5EiIq+8IrJ/v1kTPkGAAEis+fNFdP/xyGG5f/+7yJo1Zk34DAECIHN79oi8847ITTeJnHWWSIECIiVLitSqJdKtW2p5RnRJ9fz5TwTH9deLTJ9u1oJPESAAMvbttyJnnx1992AeGirTppmvTKWv1zp6joEDRY4dM2vAxwgQAOmbMUOkYMETdw66n/jGjboRR+ow21GjRCpXTi3Xej/8YJ4hlY642rfP/CsCgAABkJZO4LvggtRw0OG2GS1cqH/Xcq1XtiwT/0KGAAGQ1qBBqaFw+eVZh4KWV6iQWn/wYLMUAUaAAEjrnntSA6FvX7MkfX36pNZv2NAsQYARIADSKlMmNRCWLzdL0rdsWWp9nRSI0CBAAKRlr4h74IBZkj6dDKj1Cxc2SxBgBAiAtAgQxIAAAZCW/QhrxQqzJH08wgolAgRAWnSiIwYECIC0GMaLGBAgANKKZyJh8+ap9bR+VmGDQCFAAKQvcimTSpVEPvkkdQkTXcpk82aR0aNFqlRJLdd6Wh+hQoAAyJgukqiLJWpIZHRo+dSp5isRAgQIgMzZy7nr8u0lSqQuz67/q1vQdu0qsnu3+QqEBAECAHCFAAEAuEKAAABcIUAAAK4QIAAAVwgQAIArBAiA2B08KDJxInucw0KAAIhdu3apkwdbtDBLEEIECIDYNW6cGiD165slCCECBEDsCBBEIEAAxI4AQQQCBEDsCBBEIEAAxI4AQQQCBEDsCBBEIEAAxI4AQQQCBEDsCBBEIEAAxI4AQQQCBEDsCBBEIEAAxI4AQQQCBEDsCBBEIEAAxI4AQQQCBEDsCBBEIEAAxI4AQQQCBEDsCBBEIEAAxI4AQQQCBEDsCBBEIEAAxI4AQQQCBEDsCBBEIEAAxGxnSoBsSgmQHQQIhAABEIcxKQHyakqADCdAIAQIgDg8mRIgZ6cESBMCBEKAAIhD45QAyZMSIPUJEAgBAiAOBAgiESAAYkaAIBIBAiBmBAgiESAAYkaAIBIBAiBmBAgiESAAYkaAIBIBAiBmBAgiESAAYkaAIBIBAiBmBAgiESAAYnbvvfdaAVKnTh2zCCFEgACIWYUKFawAyZs3r7Rr10527dplVkGIECAAYqZ3Hhog9nHWWWfJgAED5NixY2ZVhAABAiBmdh9I2bJlJX/+/E6QXHfddTJ9+nSzOgKOAAEQs8hO9AULFqS5I3nggQdkzZo15ssQUAQIgJilNwpr7NixUq5cOSdEChcuLK+88ors27cv4pUIIgIEvvDrr79KtWrV5Mknn5SjR4+axcght956qxUSN910U9TfDx06JJ07d5ZTTz3VCZLzzjtPPvroo6h6CBYCBElt//791q/ZQoUKOQ3TVVddJd98841ZFQm0du1a5+5DjwsvvNCsYtmwYYM0a9ZMTjrpJKfuDTfcILNnzzarIgAIECSt4cOHy/nnn+80RJGdtnrcd999smrVKvNl8JAG+KuvvipFihRxrvspp5wigwYNMqtGmTlzplSvXt15jQ77feSRR2TTpk1mVfgYAYKko79Wa9as6TQ++mtWf9Xqr9sJEyZI+fLlnTK9M+nQoYPs2bPHPA2ySYNDwyIyON544w05ePCgWTVDQ4cOlTJlyjjnKFasmHTp0sV65AX/I0CQNPTXqf5K1V+rdoOjv2L112ykw4cPS7du3eS0005z6pUqVUo+/PBDOX78eFRdxG/OnDly4403OtdWDw2B7777zqwak71798pLL70kJ598snO+iy++WD777DOzKnyGAEGu01+j+qtUf53aDUzp0qWtX6+Z2bx5szz66KNRgVO1alX58ccfzaqIQXrXU0dU2f9csGBBee6552Tnzp3mS2OyevVquf/++6OC6S9/+YssWrTIrAqfIECQq8aPH2/9GrUbFP2V2rFjR+tXa6zMX8z6yKtp06ayfv16syrSkd4dnQa43tEdOXJEevbsKWeccYZTlt3Z51OnTpVrrrnGOZ/2bf3jH/+QHdu2mVWR5AgQ5Ar91WkPCbUP/XWqv1LdGjFiRFSnu5tn9mFj9ilpgKfXp7QtpXFv2bJl1ECGa6+9Vr799tuoerHS8OnXr5+ULFnSOd+DZ54pS//9b0lJLbM6khQBghy1fft2ad26dVRDdPXVV1u/Sr2go4Zee+21qFFDOuR09OjRZtVQW7x4sdx2221RAR7LqDadfX7LLbdEva5Ro0by22+/mVVjoo/DnnnmGbmiQAF5NeVcv6YcUrGiyOTJZlUkIQIEOUIn//Xu3VvOTPmVaTc8+uuzb9++CZkYaM5b0KN27dryyy+/mFVDRQO8TZs2UiClwbavi5t5NePGjZOLLrrIOYf2lbz88suuZ59vXLpUZt55Z0qLlOfE0aCByIoVZlUkEQIECfftt3PkmmuqOY2NNl5PP/207Nixw6zqOR05VKlSJee98+XLJ0888YRs2bLFrBpoGtLvv/9+VICXKFFC+vTp4zrAdfDDW2+95e3s8//9T+TSS0+ESKFCIi+8ILJ7t1kTSYAAQcKsW7dLnnnmv3LBBU2lWLGKVgNzxx13WMuS5CQd2qsT38455xynoStevLi89957Vgdy0H399ddy5ZVXRgV427ZtPQvwjRs3SvPmzaNGb+ns81mzZplVY6P/Tbp3Fzn99BNBkvLfTgYP1v+YZm3kIgIEntu377D06qUzkQfI9df3lQoVOqY0KI/JxIm5+1x7d8qv2Pbt21vDUe2G7rLLLkv5XBPNqoGwcuVKadiwofNd9ahbt64sWbLErOqJn376SWrUqOG8lwbKww8/bAWMK3qX+PjjknLbeCJIKlcW+f57syZyCQECz+iPw/Hjl8rttw+1gkOP2rUHy0cfzZcjR9w9JkmEFStWyD333BPVsNarV0+WLl1qVvUlHUH14osvRq0fdskll8jnn39uVk2IYcOGpZl9/vbbb7uffT5vnqT8Hym6f+TBB/UW16yJHEaAwBO//LJJmjQZ6wRH5cr95M03v5UdOw6YVZPGpEmTpGLF1EdreuidybPPPut6olxu00d1Q4YMkXPPPdf5Tjq34913383xR3Xama6zzyMnIup8n08//dSsGrtRo0TKlj0RIkWLirz2msiB5P3/WNARIMiWzZv3SseOU5zg0OOxx8an/JrfalZNSjpRrlevXlET5XR0WP/+/V1PlMsNP/zwg1SpUsX5DjpY4LHHHpM//vjDrJqjdHjv3/72N+dz6aGzz5cvXGhWjY3O6Xn9dZFTTjkRJBdcIDJypFkTOYAAgSuHDh1NaWTnSM2aA53gqF9/uEyevNKs6gs6Ua5Vq1ZpJspNmzbNrJpUfv/9d3nooYeilk+vVauWzJ0716yaq/Q66vXUz1co5Xgk5TovSrne4nb2ecr3TrnllZQvfiJIUr63/PyzWRMJRIAgbl99tVLuuusjJzg0RAYMmGOFit8tTPllbE6U01/QbifKJcqBAwdSfoi/LkWLFnU+p+5TPjKJf4nrHZ3e2d2ZcofXI+XzbtZGP+XOL+UW0P3s85Q7L6la9USIaIc7k0ZzDAGCmOljKX08ZQdHpUp95aWXvrYeYwWNPqv3cqKclz755BMrLOzPpiHSqVMnK1T8YP/OnbL62WdFChY80fDr7PNJk8yqsdHRG//5j0ipUqnnev99swYShABBlrZvPyBvvDHN6hi3w6Np03Eyf/5ms2q2aWev3gXoTOeuXbtae1LoNrY6z8A+9N/177qCr9bT+q5H+GRCz6mjhyJXCdbRRTrKKDfMmzfP2ko28u5IH1+t8+toJB31Vq/eiRDR45573M8+379fV9bUWx2zBAlCgCBDR44ck6FDf0lptAY7waFDdCdMWOrZfC7te9B1qrT/IXKym5tDR1S1aNHCWlTRy53vdB6DzmeInCin8x103kNO0Fnzjz/+uNUxbr9/5cqVZcaMGWZVf9LZ55dddiJE9M6kfXtmn/sAARJAdmOvE/k2bMh4pz67Xnq++26NNGw4IupcvXv/ZE0SzK5du3bJwIEDrbWpIjt/zePss8+Wyy+/3Kqnhy72Z/+z/j1yZnl6h+4NokuR6z4XXtCZ1TrD2j6/BoreEbmeKJcFvRvr3r27nH766c576hDdwYMHB2/jLB1m/K9/iRQvfiJIdPa5bp3rxXfV1YXfeUdSfg2JnHWWSIECIiVLpna8d+uWWo64ESABZDf6emgfRUYyCpB+/eZEnaNdu6/k9993mdXiNn/+fOuRS+TcAPuoUKGCtVy4Ph7SLW01ZGKhs8t1P5CPP/7YWiRQFwY0z60jq3SioC7p4QVd60nXfLLPr2tB6ZpQXj5G++KLL+TSSy913kMnBb7wwgvW9w00nX3+xBPRs88rVdJfNGbN2OmS8yk/RpzzpXdoqCT5iLtkRIAEUORdg/ZbLFuW/lDJjAKkW7fvrb83ajQq5Vd39jdl0i1pzZnfeudx8803W7+mvf4Fr4/FtJGvX79+1LIleuhcibFjx2b7F7x2pmunemQYaqe79slkh64TpuuFRX7mBg0aWLPnQ0VXTTZnnzdurMssmzUzp4/57M76669PnS+i/3/TOx59zKmTE3V5FC3XejqqCzEjQALIDoZ3351h/W/r1l+YVSwZBYgOx12+fJscO5a9RlaDQe84IhtDfSylmzzlVMfv1q1brWXkdSmPyM9RrVo1T/owdHiv7ocReW4dBqwd+/HQhQ11heLIZdavuOIKmTJlilk1XHRI7oUXngiRIkVSZ59rh3lW9I5QJxnq65o10yWJzRqp9O9arvV0pruHd5JBR4AEkB0MO3cekFq1UjvA58zZYFbLMECyS8f79+jRI2qLVN0pUPsjcmuoqX4m7ay/PuVXqP2ZtA9D9wDXkMku3ZnPniinhz4200dyejeUGV1KXfdEidyZT5dc19Bzu8x64Ojs85QfHWlmn48YYdaMpv0nWvfyy7MOBS2vUCG1vq76i5gQIAEUGQwDB/5s/XOzZmkfrSQiQHT0ky5VYTeG+ohHdwhMpm1ldZRWZB9GqVKlrHWxssueKKd7htvn1iVSdKkUXTLFpLsw6m6MkaGjuzXqpk9Ih+5x37Rp9OzzzEJEhwRrnb4x/n+8T5/U+g0bmiXIAAESQJHBcODAEWd13ClTorcr9TpA9HFL5EJ+d955Z5ZbpOYW7cPo2LGj88hI70aef/55TxYd1MUYn3vuuaj+Fx01ZoeU7vuu+7/bZXro/vC6Tzxi8OOPItWrp46kymwnxTJlUgNh+XKzJH3LlqXWT7lbRmwIkAAyg2HMmMXWv99770g5evTEJCuzXnb069fPmaegDadu1uQHOjS3fPnyTkOuQ4S92mhpWUqDpKO/IoNChx5HBouuUDt+/HjzpfDCySenBkKsj021X0Xrp9w1IzYESACZwaChYc/p0DDJqJ5buiaT3SBeeOGF1jBcP9H9M5o2bep8B52QuGbNGrOaa7phlW5cFRkkOrtdZ9p7OfQXBgIk4QiQAEovGHSVXP1b3bpDrcdaGdWLl26NajeK1113naczwHOaLo1iT2zUR3GLF58I2+zSPhCd2KjnLlKkiK+vk2/Yj7BiHQLNI6y4ESABlFEwaEe6/l071lVG9WKlC/jZ4VGnTp1ATHLTCYn2Tn6lS5f2tA+nQ4cO1nl1eC5yAJ3oCUeABFBGwTB79nrr77q2lQ7xzaheLLTPIzI8kmmUVXbpIyc7RMqVKyfrdfSPBwiQHMYw3oQjQAIos2DQSYVa1r37D5nWy4yOtrI7zPWxVRDuPExjxoxxNpfSobb7Y5m4lgUCJIfFM5GwefPUelo/q7CBgwAJoMyCQZc10eVNdJmTzOplRJ/d24sYaoe5VwsVJiPdX9y+y9JO9uwiQHJB5FImuqbWJ5+kLmGiw7X1/7s6071KldRyrReUFY5zCAESQFkFgy6waNfJrJ5JJ8rZkwT1EY8OgQ06XV7EDpEPPvjALI4LAZJLdJFEXSxRQyKjQ8unTjVfiSwQIAGUVTCsX79bqlXrn2U9ky5PYjem+s9hoKOnatas6YSmLnboFgGSi+zl3HX59hIlRPLnT/3flP+20rUre4+4RIAgJrowor22lc4wD5MNGzZYS5Lod9cdAd2u5EuAIGgIEMTEXlVX17bycmirXwwaNMi5+9L1rtwgQBA0BAiypPt52BPsdO5HGOldh+5fotdA70Zi3fAqEgGCoCFAkKW7777bavh0SfYgzfeI15IlS5yhvW6ClABB0BAgyJRuQ2vffeiy5GFnr5lVvHhxa9XdeBAgCBoCBJmy+z50J0EvJtP53fLly527EF1EMh4ECIKGAAmJ1at3yKZNe8w/Z0qf89t7fus2tEhlh+oFF1xgzY2JFQGCoCFAQmDNmp3W7PObbx5i7Xceq4EDB1oNnm62tHbtWrM4tKZNm2ZdFz3i2cmQAEHQECAhMGtW6iKKemzbFvtjKN1cSRs8XSwRJ+iILN0ISq9N48aNzeIMESAIGgIkBNwEyNatW607D23wdA4Eor355pvWtSlatGjMm0IRIAgaAiQE3ATI6NGjrcZOR2DpLHREW7BggfMY65vM9uWOQIAgaAiQEHATIK1atbIau8t1LwWkS3ct1GukwRALAgRBQ4CEgJsA0X3BtbFr2bKlWYQ/NWnSxLpGulVtLAgQBA0BEgLxBog+07fnOgwbNswsxp/69u1rXSMd6hzLcF4CBEFDgIRAvAGyaNEi5/l+GPb8cGv69OnOdVq5cqVZnAYBgqAhQEIg3gAZN26c1dBpB7qbRQPDYsuWLU6A/Pe//zWL0yBAEDQESAjEGyDdunWzGjrduhaZK1mypHWtunfvbhalQYAgaAiQEIg3QF588UWrobvqqqvMIhjswQYdO3Y0i9IgQBA0BEgIxBsgrVu3thq6GjVqmEUwVK9e3bpWTz31lFmUBgGCoCFAQiDeAGnevLnV0N1+++1mEQy33Xabda0efvhhsygNAgRB45sA6ft4niwPpC/eAGnUqJHV0DVo0MAsgkGvkV4rvWZZIUAQNL5pdc2wSO9A+uINEO5AYscdCMLMN60uIeFevAFCH0js6ANBmPmmRSZA3Is3QBiFFTtGYSHMfNMiEyDuxRsgXbt2tRo6XSwQmWMeCMLMNy0yAeJevAEyduxYq6HTmei7d+82i/Gnbdu2WddJjwkTJpjFaRAgCBrftMgEiHvxBsjChQudhnH27NlmMf703XffOddpxYoVZnEaBAiCxjctsjniyjyQsR9/XCmXXfaCdWzduscsTuPgwYOSL18+q7EbPny4WYw/DRgwwLpGJ598shw9mvVe8wQIgsY3La8ZGOaBjE2fPkfOPLOGdWzZst0sTleFChWsxq5NmzZmEf5kD3euVKmSWZQuAgRB45uWl6Bw7+uvv3YetWzevNksTleLFi2s+ozEyth5551nXaP27dubRekiQBA0vmmRCRD33ATIiBEjrPp58+aVrVu3msWh9+uvvzrX9KuvvjKL00WAIGh80yITIO65CZCNGzdao7D0NR9//LFZHHo6bFevjfZ/7N+f9cAERYAgaHzTIhMg7rkJEKV7fetr6tevbxaF3tVXX21dm3jWCyNAEDS+aZEJEPfcBkjPnj2t1xQsWJDHWBF+/vln53p++umnZnGGCBAEjW9aZALEPbcBonXz589vva53795mcWjZa4XpLPTDhw+bxRkiQBA0vmmRCRD33AaIqlevnvW6Sy65RI4dO2YWh84ff/whRYsWta7JM888YxZnigBB0NAih0B2AiTytaNGjTKLQ+eFF16wrkWhQoXk999/N4szRYAgaAiQEMhOgCi7M71y5cpmUajo2lennnqqdS2efPJJszhLBAiChgAJgewGiL24oh4jR440i0NDQ0OvgQ4q+O2338ziLBEgCJpABcihA7vkp3Evyuqfx5pFoZbdADl+/LhUq1bNev35558v+/btM6sE3syZM61JlXoNnnvuObM4JgQIgiZQAbLq5zFWR/uAVifL7i2rzOLQym6AqJ9++slpQGPZPClIdKHEa6+91gnQvXv3mlViQoAgaAIVIPt3b5bBbYpZIfJVn/vM4tDyIkDUo48+6jzCmTVrllkcWHbDr8e4cePM4pgRIAiaQAWI+uXLbs6Q3/VLvzGLQ8mrANmyZYu1S6Gep3z58rJnT9ZLw/vdxIkTnTuvBx54wCyOCwGCoAlcgBw7ckhGdCxvBcjoTlfL8WNZ79MQdF4FiJo0aZLToDZt2tQsDpS1a9c6W9bqPJjs7s5IgCBoAhcgas0vE5y7kEXTPjCLQ8fLAFHPP/+8c74uXbqYxYGwfft2q6HX76gLJs6bN8+sEjcCBEETyABRn/e43QqQ/zxbUg7t22EWh4rXAaLLd9SuXds6n96NBG21Xl1dt0aNGtb30xWJhw4dalZxhQBB0AQ2QLZvWCT9nyxghciMkW3N4lDxOkDUjh07pGLFitY5dVa29hUEgQ5Rrlu3rnO93n33XbOKawQIgiawAaK+H9HGChANkh0bl5jFoZGIAFFr1qyRUqVKOSEyZswYs4qv6GOrG264wblW+qjOSwQIgibQAXJw33b5zzMlrBD5okddszg0nn76aadR9LqRX7x4sZQuXdo6t67cO2TIELOKL6xbt865o0pEeOidzY033mid+6yzzjKLAV8KdICoRVPfdzrU18z/r1kcaDr5r3r16k6jaB8NGzaUlStXmtVdW7VqlZQrV845vwbWkSNHzGpJSx+/2aOttM/Dy8dWatiwYVKmTBnn+uh7AUEQ+ADRYbyjXrvSCpCRL10qx47Gvn+DX23YsEGaN2/ubEmrx4UXXug8btJDHzn985//9Gwux/r1651d+vTQX9v6OZKZzjDXx0r2sOTChQtbjb1XdLKl3Rmvh77Prbfeau2nDgRB4ANErV8yxbkL+WWSt78uk8mhQ4ekc+fOzoqxepx33nny0UcfWeU6ekp/XZ9++ulOuU4M1MdOut5VdunoJZ0bYp/7jDPOkEGDBpnVksKPP/7oLE+ih06M9GKortL95B9++GEnmPTQIAnT7H2EQygCRH35QUMrQAY/dZoc2P2HWex7umJu5GMk/TX9yiuvpLvwoW6K9Nhjj0m+fPmc+lWqVJEZM2aYVV354IMPrDsc+9w65DdZfnXrkuy6qm5k464zzLM7SVBpgL/11ltRAa6Prry8qwGSSWgCZNeWlTKgZSErRKYNfcws9q0FCxZInTp1nAbLbhB1hFRW5s6dK7Vq1XJep4+8Hnroobg3SkqPBkbkubWDXe9Oli9fblbNEboMi24GFdm468KI2VnbKpLujX7RRRc559YAf/nll9MNcCAoQhMgaua4f1oB0u+JvLJ17Vyz2Fe2bt0qLVu2dPYs1+O6666Tb7/91qyaJd3jo2zZss55dMvW119/XQ4cOGBWjVv//v2tR1mRQfLggw/KtGnTzKoJoSHZpk0bZxtaPXQxSF2S3e2qupEWLlwot9xyi3NuPRo1auRqvxDAb0IVIIcP7pGhz5eyQmR8t1pmsS/o6KaePXtK8eLFnQZLh4UOGDAgW3uWa1h06tQpqqHVUPnkk0/MqnHbtWuXde7Iz6zHxRdfLG+88YZ1F+WlpUuXWn09kZ36euhjNX18FcvdWVb0UVirVq2iAlz7VHIqGIFkEKoAUUtnDHE61FfOzn7jmJO++uorqVChgtNg2b+ktYH2is6H0MdYkQ3vTTfd5EkH886dO+XNN9+0Hh1Fnl8P7cxv0qSJ9OnTR77//nvrDisW2pBr302/fv2skWc6aMA8twbsM88848mjOQ3wXr16Rd1V6bBcvdPKToADfhS6AJHjx2Vc5yqpIdL2Ajl8aL9ZI+lov0H9+vWjGsW77rpLli1bZlb1jDbKuge6/X7a4a4d79qXkF064ktX9W3cuHHUHY95lChRwhodpZ3wetx7773OP+vf7bkb6R26AGKDBg2svgkdfeYF/cyXX3658x4a4M8++6wVjEAYhS9AUmxc+YM8f89J0qhGHhnUu5NZnDT0zqJdu3ZWQ2U3WnoH8uWXX5pVE0Ib+sGDBzt7gOihQ4C7d+/uWaOsI5e++eYbaz5G1apVrYbfDINYDn08ValSJWnfvr11p6ZDir2iAX733XdHvV+9evWsR2VAmIUyQFTn9g/JReekNIinFbUe2yQTfRQycOBAOfvss50GS/sPevTokSszvHWIq046jByae+mll8oXX3xhVvWENtgTJkyQd955R1599VVp3bq19XjKPvTf9e9arvUS1ZBrgOuSJpEBftlllwVm4Uggu0IbIOvX/y6nnHKK1SjoqKBkMX36dGs0ld1gaSetdvzG2ieQSLr8iT4WivwlfscddyTNHA+vaIDrBEgzwN97771cCXAgWYU2QJQOVdXGQec/aMdtbtKRQTp/I7Jx1vkd8+fPN6vmuilTpjibLelRoEABa/0rXeLd77777jvrUZj93bTvp0WLFkkR4ECyCXWA6NBVe/6Ddhh7sZxHvPRZvc4YL1KkiNNo6YxynVmezHQdqd69e8uZZ57pfG7t9O7bt69V5je6fa126kcG+M033yy//PKLWRXAn0IdIGrUqFFOg6Edxjlp+PDhUUNadZa0rmWlHct+oXtoaJ9E5HwInX8xdepUs2pS0gDX/pTIANeFJ0ePHm1WBWAIfYAoneegDYeONvJiTaSszJ49W2rWrOk0WPoIrVmzZkm/em1mdF8QXWk28hf8X//6V1m9erVZNWnoVryRAa59Yjqx8eDBg2ZVAOkgQFLoJDl7YUFdLylRNm3aJI888kjUQn66X8fMmTPNqr41fvx4a46G/f10WG7Hjh09WTbEK3PmzHE2d7IDXNfp0iXpAcSOAPnT448/bjUmOlTVy82WlD6S6tKlixQrVsxptHQXv6FDh5pVA0G/b9euXdN83w8//NCsmqN0O99HH300KsCrVatmLe0OIH4EyJ90iXN7nwwdquqVzz77zFrzKZl/kSdKendc2mDn9B2XTnrs1q2bnHbaaUkVaIDfESARdIa13cBMnjzZLI7LokWL0vQJ3H///UndJ5AoudnnoxMNzUdqOus9DAEOJBoBEkF/qeoMa21odJ6Dm+Go6Y1Kuuaaa3wzKimRzFFn2mmtiysmotNaO/Vvu+22qADXTn3dvx2ANwgQgy7PYTc4Os8hVunNi9DF/nSVWDdBFFTpDZvVeS9jxowxq7qiAa77f+jkRvv8OqxY19sC4C0CJB133nmn1fBoGOhy4VnRx11BnZmdKDpx7+9//3vUHYJO3HM7815D+v33308zsVGXhyfAgcQgQNKhazvZv2D1cVRGVqxYEYq1oRJJ1/66/vrrnevnZu0vXVrlyiuvjArwtm3bEuBAghEgGdA7CLtB0w7xSDrZUOeL5NTqtEHndvVhHW7dsGHDqACvW7cuAQ7kEAIkA/rr1d6wSEdTKXt/jHPOOcdpsLzeHyPM0ls+Pb39T/bs2ZNmeflLLrlEPv/886h6ABKLAMmELgxoN1A6Mc7coU8nH3qxQx+iZbQDo+77MWTIkDQbXOn+5wQ4kPMIkEzoo5XILUztw6s9wpE53Vkw8vrr/JHIANctdnUCKIDcQYBkQJd679SpU9QWq7o0h67ei5yjfSA9e/a0Viq2/zvUqlVL5s6da1YFkMMIkHSMHDlSLrjgAqfBspfi0ADR5TmQ83TWuu5DrpuAAUgOBEgE/VWrv24jH5k0adJEfvjhBylcuLD1N13bCQBAgFj0Ofr//d//OUu661GlShUrOGy6AKJ9N6JrOwFA2IU6QHTkzjvvvBO1SquO8NGRPub2trr4nq7gqnV0YUAACLvQBsh///tfa+6AHRw6p+DFF1+05hhkRPfvsOvrbnYAEGahC5AlS5ZYs5XtINDj3nvvjWkTKb0r0R0E9TW6quy+ffvMKgAQGqEJEJ1ZrusjRa7Squsnff3112bVTOlmSPaorFdeecUsBoDQCHyA6EqsuiKrrsxqB4eu2Kort7pdpVU3Q9Lz6JLka9asMYsBIBQCHSC6B8RVV13lBIfefeheEbpnRHbonATdDEnP+cADD5jFABAKgQyQdWtWyX333RfVz6G70+kudV7p3LmzdV6dK6JLkgNA2AQqQA4f3CMTh3aQOysVkhLFUoND98PWfbG9ptuw6k56+h66n4WumwUAYRKMADl+XJb+8B8Z+nwp6fFwHnn45jxy45WnSbdu3RK6SuvYsWOdO5wBAwaYxQAQaL4PkM2rfpRxb1WVvo/nsY5+T+SVce8/Kju3bTarJkSdOnWsANHNkHQ/CwAIC98GyL4d6+WbQU2l7xMnOeHxWbcbZcuaOWbVhNI9vO0lUNq1a2cWA0Bg+S5Ajh45KD9//oYMan2KExwfvXC+rJg1wqyaY3QPbw0Q3UlPN0MCgDDwVYCsmjNahr94oRMcA/9RROZMeE2OHN5vVs1RW7dutfbw1hDRnfQAIAx8ESDb1v0iE96p7QSHHlMGNJY929eaVXNNjx49nA51cw9vAAiipA6QA3u2yLfDnpB+LfI5wTH2zUqyccV3ZtVcpzvn2duv6v/qvwNAkCVlgBw7eljmT/6XDGlb3AmOoc+dI79+P8gaspusJk6cKMUK55GK5+WRzz7uaRYDQKAkJEAiHzVldGRk3cKJMvLly5x6/VsWlJlj2svhA7vNqknpxVZ3SbPaeaRz8zPkwN6tZjEABEbGLXk2mGGR3mHauWmp/K9Xvag6X/a+R3b9scKsmtS2rF8m7z9e0Pr804e3NIsBIDDStuQeyCgkMrJu8VfWnYb9uk9erSi/L55kVvONH0Y/Z32P/i3yy7bf55vFABAIsbfycYg3QJbOGGLVH/L0GbLw615y7Ji/O6APHdglHz53tvWd/tv9FrMYAAIh9lY+DvEGyPHjx2TTiu+txRCDYsn0/s51WD13nFkMAL4Xeysfh3gDJIg0FMe8cZ11HT5+sZw1gx4AgiQhrTwBkmrjsm+dtbrm/u8tsxgAfC0hrbwdIBkdYTK5XyPrOw9qc6rs27nBLAYA30pIa24GhnmEyZ5ta6w1u/R7fzOkuVkMAL6VkNY8jEGRmdnjX7Guh+5V8sfqn8xiAPClhLTyBEi0I4f2yUftz7OuyadvV0/q5VgAIFYJaeUJkLSW/zTcuS7LfxxmFgOA7ySklSdA0pFy1/FZlxus6zKsfRk5cnCvWQMAfCUhrTwBkr4tv822+kH02sz67CWzGAB8JSGtPAGSsan/ecS6NgNbFZY9W38ziwHANxLSyhMgGdu3a6MMblPMuj6T+t5vFgOAb9DK54J5E7s4Ibtp5QyzGAB8gQDJBceOHJIRHctbAbLk235mMQD4AgGSS3ZvXS0rZ39ihQkA+BEBAgBwhQABALhCgCQJu1M9swMAkgmtUpIwwyK9AwCSCa1SkiAkAPgNLVaSIEAA+A0tVpIgQAD4DS1WkiBAAPgNLVaSIEAA+A0tVpIwR1yZBwAkG1qmJGEGhnkAQLKhZUoSBAUAv6HFShIECAC/ocVKEgQIAL+hxUoSBAgAv6HFShIECAC/ocVKEgQIAL+hxUoSBAgAv6HFAgC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABXCBAAgCsECADAFQIEAOAKAQIAcIUAAQC4QoAAAFwhQAAArhAgAABX/h/0Rl8MwO2zawAAAABJRU5ErkJggg==)
PN: 4H58-3-6G
CAS: 1781241-48-2
Molecule Weight: 350.22
Formula: C14H8F6N2O2
PN: 4H23-3-03
CAS: 205582-88-3
Molecule Weight: 219.163
Formula: C9H8F3NO2
TSCA: Not listed on TSCA inventory