| Product Number | 4H21-7-Y1 |
| Synonyms | 2-[Carboxy(difluoro)methyl]pyridine hydrochloride; 2,2-Difluoro-2-(pyridin-2-yl)ethanoic acid hydrochloride |
| CAS | 1421603-45-3 |
| MDL Number | MFCD22392210 |
| Molecular Formula | C7H6ClF2NO2 |
| Molecular Weight | 209.58 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H21-7-Y1
CAS: 1421603-45-3
Molecule Weight: 209.58
Formula: C7H6ClF2NO2
PN: 4H21-3-T3
CAS: 1039621-73-2
Molecule Weight: 173.119
Formula: C7H5F2NO2
PN: 4H21-3-4S
CAS: 1215353-13-1
Molecule Weight: 187.146
Formula: C8H7F2NO2
PN: 4H23-3-22
CAS: 267876-28-8
Molecule Weight: 201.173
Formula: C9H9F2NO2
PN: 4H01-3-62
CAS: 267875-65-0
Molecule Weight: 159.136
Formula: C7H7F2NO
![Difluoro[3-(trifluoromethyl)pyridin-2-yl]acetic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACOZAAAjmQG00bvEAAACOXpUWHRtb2xTb3VyY2UAAHichZTbjpswEIZfZeTrxgfMKVHIKsoqUqXdVupupd5VDjhZpIBXQE5v3zGQbAgpASyf/m8Ge8aePh2zLex1UaYmj4ignIDOY5Ok+SYiv9+Xo5A8zaYxilCYlxH5qKrPCWOHw4HGHzpTR5PT2GSkmZ8cy7SjOUhqig1zOBfsz+vLW82M0rysVB5rpMp0UtaDLyZWVf0X/3HBMlXs05w1cpYV+8baX4fbj9NjmZCvtSxwbo4orNOthrUpMlXB3uEUP/4NNjrXhap0AqsTDkvq4tpn09dnE+8ynVfYtBbSWG3fqmIX40BmtjreoTFsfH+OSCYQUJXJ5kWhTmBbdlgJUA4oCcoF5YHyQQWgQlBjUIJjwXmBAoEKgRKBGuHjvm+1dfx++tQR+QkLsGWJ7wJ+YDm/dmSJG+dEBBeCDwgqpQzAob4fuOfeyC7UlzgaBtjtarrS1kxbjc4GWhH2uZCe7QsuAwIn9OxT4aPWo3KMVduTNPR6lUOlqP/Rc63xsxNOg+DLZzvbaiXlYWNA4AI4HQe+xJ1ml62eTVcmT66akCYRWQlSx+CXXpdOGwYCpkh0gZltDVjpNeB0ARu0C+DcA2QPcIc9uF3AJsQw4PUAfxjwe0AwDARdwKbmBZjfA8IuYBN5GBh3gTrthwk73wldfUweMLfhro/VA8bpLf4hchPz5uQOb7G4CXtz0h8w3h3mQbII/w5zN1/Y1YFh53sMm707jl1dgAyv/dk/aj/HBdxtOLAAAEUaSURBVHhe7d0HmNTU/sbxxYodK5bLRbChYhfsXbGLvWAXe++KvVdArx0UBBUVGyp2RQQEsSCg0gRERVBBQQWk8/vvO/yzzJzsLJNsZiaZ+X6e5/fcK3vObCbJ5N1Jck4qDACAECrcfwAAIBcECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAAQCEQoAAAEIhQAAAoRAgAIBQCBAAQCgECAAgFAIEABAKAQIACIUAQXxUVCyqMGrTf8ECs/79zW64wWyXXcwaNTJbYQWz5Zc3W399s513NrvuOrN+/Ra2BWpSJvtTiE8akCe1CQAJ279XL7Ptt8/sX1Ntt53ZRx+5rwIsVEb7U4X7D0DRpH+owgjaX3/5XXWV/wOda115ZaL/ekTEynB/qnD/ASia9A9TGEH664N6wgmZfZZZxuzUU81eftnshx/Mpk0zmzHDbNw4s1dfNTv9dLNll83so9dI2IceeVCm+1MOnzSgQIIEQHWC9L/vvsz2++5rNnas28pPH/7998/se//9biuUmzLdn3L4pAEFEiQAqpNr/2++MVtqqUVt9VffnDluq+zmzjU7+eRF/Zde2uzbb91WKBdlvD8t5pMGFFCuAZBNrv3TTzVsuaXZrFlui8WbPdts660XvU6rVm4LlIsy3p8W80kDCijXAMgml/7jx2f+tfjZZ26L3H3++aLX0WvqtVFeynx/quGTBhRYLgFQk1z6P/XUoja6F7+29Bre63Xq5P4Upa7M96caPmlAgeUSADXJpf8ppyxqowuftZV+8VR33KC8lPn+VMMnDSiwXAKgJrn01zlqr41GCteWXsN7PZ3DRnkp8/2phk8aUGDpAVDbyma99Ra1mTDB/Wlwv/yy6PX+8x/3pyh1Zb4/1fBJAwrMDYHaVDZ16y5q8++/7k+D08Aw7/U0zxHKS5nvTzV80oACc0OgNpVN+gd+5kz3p8HpNbzXW24596codWW+P9XwSQMKLJcAqEku/dddd1GbMjzlgIiV+f5UwycNKLBcAqAmufRPv+g5YID70+D0Gt7rbbWV+1OUujLfn2r4pAEFlksA1CSX/iedtKhN1Ldd6pZOJNegQWa332729dfuT7Ir8/2phk8aUGC5BEBNcun/5JOL2uhBP7Wl1/BeT4PKkDw6baS5qOrUWbgdde1hzBi3VfXKfH+q4ZMGFFguAVCTXPr//LPZkksuajdwoNsid198seh1EjL1BNJozip941hxxcx9R/Xaa27r6pX5/lTDJw0osFwCoCa59j/uuEXtdJ457OR322yz6HUSMvkd/p+e0aHHzKbvM141bbrw2R25KuP9aTGfNKCAcg2AbHLtP3hw5gR4+rDWZvptvZam9Eb8DRlitueemfuKV/omom8kQQOgjPenxXzSgALKNQCyCdL/7rsz2+sBQHpq3OL8+GOiHwBUtiZPNjv77MzTTV7p2ocO4LoWElaZ7k8V7j8ARZP+IQojSH89NvTYYzP7eI8gfeWVhR/+6dMXPYJU58TPOCPxjyAtO/om0L69Wb16mdvNqx12qN0U7J4y3Z8q3H8Aiib9gxRG0P7z55tddllmvyB1+eWJ+rCXnXffNdtkE/92U2kAYNeu0W6/MtyfKtx/AIom/cMURtj+H35ott12/g90ttp224V9EE+jRpkddJB/u6n0F/911wW7SB5UGe1PFe4/AEWT/qEKozb99Zdfv34LDy56qE/Dhgsns1Pp/++0k9m11y5sE/SvRJ0iyeV8OGrnr78W/hWvZ4q7B2nVkUcWbjvkc3+KkRCfNAA58+6uWWKJhee8f/vNbYHa0qmjjh3N1lzTHxqqLbYw+/hjtxciQIAA+aK/LNNv71StvPLC6Sp03z9q75NPFj54yQ0N1RprmD3+uNm8eW4vRIQAAfLp4IP9BzbVRhuZvfmm2xq50p1MxxzjX68qncK65BKzKVPcXogYAQLkk57vcNNNC+dXcg90qv32Mxs+3O2FbHQr7I03Zj6HI700pmLECLcX8oQAAQpBA8bSp7xIL53muugi/mJenGefXfiMDHf9qfSNrmdPt0e03nrL7KyzzN5+2/1J2SJAgELq2zdzzqP0Wn11s0cf5Zy9Y44mGdRdS+76Uq2yysKR20GmDgnqu+/M9tln0e/UDRFBpnwvYQQIUGi6a0jTgK+1lv+AqNJkfr16ub3KztSJE+39U0+1AXXq2AJ3HekgfuaZZr//7naLzp9/ml1wgf9GCNWrr7qtyxIBAhSLxi1cccXCKS/cA5Tq8MPNxo51e5W82bNn21133WV7rbSSXVy5Hp6vrB/S18tuu+X3G4AmN3z4YbPVVvNvE9Xuu0fz/PMSQIAAxfb999nv1tLI6TZtzP75x+1Vkl577TVr3Lhx5VuvsPqVdVhl3VVZH1fWvxqA9+KLbpdoaUT4Zpv5t4Oqfn2zTp0WfoNECgECxMV775k1aeI/cKnWWcfs6acTPWq5Jt9++63tvffeqeBIry0r68Lll7fBt95qC/791+0WndGjzQ47zL/eVfqGePXVZn//7fYqewQIECc6ffLgg2arruo/kKmaNTMbMMDtlVh//PGHnXfeebbUUkv5wkPVulUrm5zPJ/MpFBQO2U4jKlQULqgWAQLEUeWB1c49t/rnV6hOOikRjzzNZm5lUD700EOVObmqLzRU22+/vfXv39/tFh2dhurceeFpKXfdqnQa64MP3F5wECBAnOnJdHvt5T/AqVZYwey22xJ3QfeDygPzpptu6gsN1dprr115XO9sC/J5qu7TT60yofzrU6UL55XBlvomiMUiQIAk0G2jjRv7D3iq9dc3697d7RE733//vR166KG+0FAts8wyds0119g/+bxZ4OefFz5u1l1/Kt2qe/75C2/dRc4IECAp9KzuO+9c+Oxu9wCo0u2lej53zPz999921VVXpULCDQ5Vy5YtbcyYMW636Oji+y23LJxK3V1nKg0S/PZbtxdyQIAASTNhgtkppyx8lrd7MFxySZt/1lk2Z9Ikt1fBzZ8/35566imrX7++LzRUm2++uX300Udut2i98ILZf//rX0+qDTYw69HD7YEACBAgqQYONNtxR9+BcVRlPVuvnr3frp3NzecUHzXo16+fbbvttr7QUK222mr2yCOPpC6k582gQQsHHLqhoVppJbO772ZK/QgQIEDSPfOM2XrrpQ6O/1TWu5V1fWXtUVmbbryxvV3Ayf9++uknO/74432hodKtuhdeeKH9mc/rDJrapHXrhVOduMGhfzvtNLNff3V7ISQCBCgFmub8hhtsaN269kjlwfL4ymqQdvA+4IADbOTIkW6vyMyYMcNuvvlmW2655XzBodp3333tO01KmC/6pqVJFTW5ohscKj1WVpMyIlIECFBCZowbZ12OPtqaV3MQX3rppe3SSy+1qVOnut1q5fnnn7cGDRr4fp9qww03tNdff93tEql/NY27pnN3Q0Ol6d+fe87tgogQIEAJ+rR3b9tqq618B3TVGmusYU888YTNq+W08V999ZXtuuuuvtdXrbzyynbPPfekJkbMl/HDh9tLLVpY38rfN9sNDj3ASw+eqvxmhPwhQIASpYBQUCgw3AO8SgHTuzJogvrtt9/sjDPOsCWWWML3mvq3008/PdUmX6ZMmWIXX3yxNa/8RnV+5e/sWrHwxoGq8Dj22IUP8ELeESBAidMpK5260iks94CvOvroo22cnjG+GPo2ce+996a+Xbivodpll13syy+/dLtFRoH42GOP2eqrr576fatV1kGVdWtlvV9Z0/Wgrj593G7IIwIEKBO6iK6L6e6BX1W3bl27/vrrbbouxlfjjTfeSF3PcPupdP2jW7dubpdI9erVy7bYYgvf796ssi5ec00boQd0Mc16wREgQJnRbb2bbLKJ72CsWm+99ewZ3Rb8/4YNG2b77befr51Kd1zpzivdgZUvY8eOtSOOOML3u1Ua2X7tFVfYdD2YC0VBgABlaM6cOdauXTurV6+e78Cs0my4xxxzTNZp1o877rjUmI98mTZtmrVp08aWXXZZ3+9WHXTQQTZq1Ci3GwqMAAHK2KRJk+yss86yJZdc0neQrq40urxv377uy0RGs/B26dLF1llnHd/vVjVp0sTeffddtxuKhAABYIMHD7Y99tjDd8D2aoUVVkjd0aX5rfJlwIAB1rx5c9/vVum5IQ888EDqmxPigwABUOWll15KzVXlHsBVjRo1slc1rXzEfvnlFzvppJOsTp06vt+pb0bnnHOOTZ482e2GGCBAAGTQRfHDDjss622/e+21lw0dOtTtFtjMmTPt9ttvT327cX+Has8994zk9yB/CBAA1Ro/fnzqm4F7YFdpwOBuu+2WahOGvumsv/76vtdV6ZvOK6+84nZBDBEgAGqkaxPNmjXzHehVK2lq9ACGDBmS9VrLiiuuaHfccYfN0oOzkAgECIDFqunuKD1xcHF0DePss8+u9m4vXfs45ZRTbIIelIVEIUAA5EzPLNeTBHMNEN011b59+6zjTXbYYQcbqAdjIZEIEACBtGrVKqcAeeedd7KOeF933XWta9euqW82SC4CBEAgiwsQzbl14IEH+kJDpZHlmnNLI82RfAQIgECyBYhm/b3sssuy3v571FFH2Q8//OC8GpKMAAEQiBsgej5Hhw4dsj53ZMsttwz13BHEHwECIBA3QJo2beoLDVVUTz5EfBEgAAJxA8StfD17HfFDgAAIpEWLFr7Q8Gr//fe3ESNGuF1QoggQAIFU92TCjTfe2N566y23KUocAQIgkJ122ikjPDT9CNOslycCBEAg7jUQdxwIygcBAiAQAgQeAgRAIAQIPAQIgEAIEHgIEACBECDwECAAAiFA4CFAAARCgMBDgAAIhACBhwABEAgBAg8BAiAQAgQeAgRAIAQIPAQIgEAIEHgIEACBECDwECAAAiFA4CFAAARCgMBDgAAIhACBhwABEAgBAg8BAiAQAgQeAgRAIAQIPAQIgEAIEHgIEACBECDwECAAAiFA4CFAAARCgMBDgAAIhACBhwABEAgBAg8BAiAQAgQeAgRAIAQIPAQIgEAIEHgIEACBECDwECAAAiFA4CFAAARCgMBDgAAIhACBhwABEAgBAg8BAiAQAgQeAgRAIAQIPAQIgEAIEHgIEACBECDwECAAAiFA4CFAAARCgMBDgAAIhACBhwABEAgBAg8BAiAQAgQeAgRAIAQIPAQIgEAIEHgIEACBECDwECAAAiFA4CFAAARCgMBDgAAIhACBhwABEAgBAg8BAiAQAgQeAgRAIAQIPAQIgEAIEHgIEACBECDwECAAAiFA4CFAAARCgMBDgAAIhACBhwABEAgBAg8BAiAQAgQeAgRAIAQIPAQIgEAIEHgIEACBECDwECAAAiFA4CFAAARCgMBDgAAIhACBhwBBYnU4uyJ0ITwCJFruvhmkiq34SwCE5H6YghTCI0Ci5e6bQarYir8EKCp3hwxSxeYuT5BCeARItNx9M0gVW/GXAEXl7pBBqtjitCzlhACJVpL34+QtMSLlhkKQKrY4LUs5IUCileT9OHlLjEgleedN8rInGQESrSTvx8lbYkQqyTtvkpc9yQiQaCV5P07eEiNSSd55k7zsSUaARCvJ+3HylhiRSvLOm+RlTzICJFpJ3o+Tt8SIVJJ33iQve5IRINFK8n6cvCVGpJK88yZ52ZOMAIlWkvfj5C0xIpXknTd92YMUaocAiZa7f+ZacRCPpUDRxG2HDML9QOVaNfl1zKc2akCXWNQ3fbpY//e72Huvd7GXX+hiXbrEo3bccceMAHn88cd9bYpVzz/XxXq+0sV6v93FvurlX6fFqB8GvWKzZ2YPWXf/zLXiIB5LgaJxd8pcKw7cZcq1shny3r2+tsWsO4+vsDP2rrA9N6uwBmssOmBT2WuV5Sts20YVdvSOFXZ1S/86LVZ1v6mJzZs7y93lUty2uVYcxGMpUDTuTplrxUHUy/PG/bv53mcxiwAJXnENENWfE751d7mU9DZJk7wlRqTcnTzXioOol2foh+1877OYRYAEr7gGyEu3bG7z5852d7mU9HZJk7wlRqSSvPPmY9knjfvCdw67WMU1kOAVx2sg4wb3sDmzprm7WpV87MeFkrwlRqSSvPMmedmTjLuwopXk/Th5S4xIJXnnTfKyJxkBEq0k78fJW2JEKsk7b5KXPckIkGgleT9O3hIjUkneeZO87ElGgEQryftx8pYYkUryzpvkZU8yAiRaSd6Pk7fEiFSSd94kL3uSESDRSvJ+nLwlRqSSvPMmedmTjACJVpL34+QtMSKV5J03ycueZARItJK8HydviRGpJO+8SV72JCNAopXk/Th5S4xIJXnnRXEQIPBw1ChzBAiCIkDg4agBIBACBB4CBEAgBAg8BAiAQAgQeAgQAIEQIPAQIAACIUDgIUAABEKAwEOAAAiEAIGHAAEQCAECDwECIBACBB4CBDby007Ws91eNqjnrWYLFrg/BjIQIPAQIGVu6m8jrcM5daqmM/lpaE+3CZCBAIGHAClzwz55LGM+rNEDn3ObABkIEHgIkDLXu8tpGQEydeJwtwmQgQCBhwApcy/dvFlVeDx9ySq2YMF8twmQgQCBhwApY7Nn/m0dz1miKkDear+P2wTwIUDgIUDK2IQRvTJOX33R4zq3CeBDgMBDgJSxwe/clREg44a87jYBfAgQeGIRIOkHsaCF8N5/7PCMdTnjr4luE8CHAIEnFkdgNxSCFMJ79up1q9Zjt2sauD8GqkWAwBOLI7AbCkEK4UyfMj5jPX7wxFFuE6BaBAg8sTgCEwiF98PXr2as9yHv3+c2AapFgMATiyM2AVJ4A1+9OmO9Txz1idsEqBYBAk8sjtgESOH1bLtn1TrveO6SNmfWNLcJUC0CBJ5YHLEJkMLSaPPOF69Utc5fvnULtwmQFQECTyyO2ARIYf054duMdd6na2u3CZAVAQJPLI7YBEhh6fkf6et8RN+ObhMgKwIEnlgcsQmQwur77NkZ6/yP8UPcJkBWBAg8sThiEyCF9crtW1et704XrWDz5891mwBZESDwxOKInR4gQQrBzZ09w548d6mqdfjG/bu5TYAaESDwxOIo7AZDroXgfh3dL2MdfvbyFW4ToEYECDyxOAq7wZBrIbihH7bLWIdjv3rJbQLUiACBJxZHYUKhcD7seGzG+p72x49uE6BGBAg8sThiEyCF83yb9avW9TNX1nd/DCwWAQJPLI7YBEhh/PvP7xnr+r1HDnWbAItFgMATiyM2AVIYPw3tmbGuB719u9sEWCwCBJ5YHLEJkML48o0bM9b1+OEfuE2AxSJA4InFEZsAKYy3H2yxaF2fU8dmz5jqNgEWiwCBJxZH7KgDZMH8eTb1t5E2f+5s90fla8EC63LpqlXrufuNm7gtgJwQIPBEc8SupSgDZN7cWfbaXc1Sr/XslWvbyP6dUwfPcvfXb6My1vPHnU92mwA5IUDgqf0ROwJRBog70lr12p3b269jPnWblpXvBz6bsU6++/hhtwmQEwIEntofsSMQZYDMnDbZnr60ni9EVL2eamXTpvzsdikLH3a50P53+qJ18fu4z90mQE4IEHhqf8SOQJQBIlN/HWE92+/tCxBVpwuXt0E9b7W5c/51u5W0O85vbhccUGFXHFphtxy3rM3j+hBCIkDgieaIXUtRB4hn3Nev2QvXNfaFiKpbm4Y25ssX3S4lafbsWbb3Vstaiy0r7NDtK+y6M3dwmwA5I0DgifaIHUO6E2vwO3dlPAM8vTSd+eSfv3a7lZSvvvzc6tersPXXrLAm61bYPTdf5DYBckaAwFPyAeKZ8ddE693ltNT4BzdEOp6zROq54JrqoxQ9/PDDVR/2JepU2AvPP+s2AXJGgMBTNgHimTTuC3v9np18IaJ6+pJVbOj799v8eXPcbol28sknZ3zgv//+e7cJkDMCBJ6yCxCPbmt97pr/+EJE9eING6XmjSoVG2+8cdWHfbXVVrMFjItBLRAg8JRtgMjcWdNT80M9dUFdX4ioNPWH7uhKsilTplidOnWqPuz777+/2wQIhACBp6wDxKOHKn3Y4RhfgKiePG9p6//ixTZrxhS3WyK8//77GR/2G2+80W0CBEKAwEOApJn4fR975fatfSGi6nrZ6jasz+OpebaS5Pbbb8/4sPfsWTqn5lAcBAg8BIhjwYL5NqJvR+t6xZq+EFG9fOsWNmHkx2632Dr00EMzPuy//16ad5qhcAgQeAiQLGb/+5d99tLlqVNYboioPnj8SPt78li3W+zUr1+/6oPeqFEj98dAYAQIPATIYmgW23cfOsgXIKqnzl/Wvuhxnc2ZNc3tFgvjxo3L+KAfd9xxbhMgMAIEHgIkRz9/9651v6mJL0RUz169ro0a0CV208Z3794944Perl07twkQGAECDwESgAYYfvPRA1ln++1xV3ObOOYzt1vRXHHFFRkf9H79+rlNgMAIEHgIkBA0ZXzf586xjucu6QuRG4+uYx3uONkm//aL263gdt1116oP+VJLLWUzZsxwmwCBESDwECC18Mf4Idaz7Z5V4XHviRV2/v4Vdsi2FbbDpivafffcbjNnznS7FcTcuXNt+eWXr/qQb7PNNm4TIBQCBB4CJAJjB71sz13byK45vMJO2KXCdt6kwtZbbeGHa/3117eXX37Z7ZJ3gwcPzviQn3POOW4TIBQCBB4CJCLz5syyt7vdYYfvtKI1Wa/Cll9m0QdMteeee9qQIUPcbnnToUOHjN/fqVMntwkQCgECDwESsUm/T7ALzjk5Y/4pr5Zcckk7++yzbfLkyW63yLVu3Trjd3/77bduEyAUAgQeAiRPPvvsM9thhx18IaKqV6+etW/f3ubMyd+08U2bNq36fSuttJLNnz/fbQKEQoDAQ4DkkaZN79q1q6277rq+EFFtsskm9s4777jdam3atGmpbzve79lrr73cJkBoBAg8BEgB6IB+3XXX2bLLLusLEdVBBx1kI0eOdLuF1rt374zXv+aaa9wmQGgECDwESAH98MMPduSRR/oCRLX00kvb5Zdfbn/99ZfbLbB7770347VfffVVtwkQGgECDwFSBB9//LFtueWWvhBRrbnmmtaxY8daXbM46qijMl5z/PjxbhMgNAIEHgKkSObNm2ePP/64rbHGGr4QUW299db2ySefuN1y8p///KfqddZbbz33x0CtECDwECBFpkfOXnLJJalTWG6IqI455pjUrLq5mjBhQkb/I444wm0C1AoBAg8BEhMjRoxIPa/cDRBV3bp1U4+inT59utvNp0ePHhl97777brcJUCsECDwESMy89dZbtvHGG/tCRKXTUc8++6zbJUObNm0y+vTq1cttAtQKAQIPARJDGmDYtm1bW2WVVXwhotppp53s888/d7ul7LPPPlXtllhiCT7ciBwBAg8BEmOTJk2yM888M2NQoFeaKuXUU0+1iRMnVrXXnVsrr7xyVZvNN9887dWAaBAg8BAgCfD111/b7rvv7gsRlaYpueuuu2z27Nk2bNiwjJ+dfvrp7ksBtUaAwEOAJMiLL75oDRs29IWIqnHjxnbhhRdm/JtuEwaiRoDAQ4AkzL///mu33nprxsOistWgQYPc7kCtESDwECAJpdHlJ554oi80vNIF9F9//dXtBtSKptpxvwVzp1/5IkASrn///rb99tv7AkS16qqr2v/+97/U422B2tANGk8++WRqqh13P9MNHaecckpqECvKCwFSAvThbtSoke+D7dWmm25q77//vtsNyEmfPn1sm2228e1Xbq244op2xx132KxZs9yXQIkiQErA008/7fswV1eHHnqoff/99253oFo//vijHXvssb79SKVby5dbbjnfv6v0x8wrr7zivhxKEAGScP/884+ts846GR/gRx991Fq2bOn7YKuWWWYZu+qqq7jwiaxmzJhhN910U9aA2G+//Wz48OE2c+ZMu+2222yFFVbwtVHpQWZDhw51Xx4lhABJuGuvvdb3ofV89NFHqcGE7gdbtdZaa9lTTz1Vq2njUXqee+65jNmc02ujjTayN9980+2SuqHjpJNO8rVX6ZvKueeea3/88YfbDSWAAEmwsWPHZjzlUB/Wb775JqONLqA/8sgjttpqq/k+3Kptt93W+vXrl9EH5eeLL76wnXfe2bd/qDSlzn333ZcarFqTAQMGWLNmzXz9Vbqh48EHH+SGjhJDgCTY4YcfnvEhPe+889wmVf7888/UQMOlllrK9+FWHX/88fbTTz+53VDidKv3aaedlrrt290n9G+tW7e233//3e2W1YIFC6xLly6+06peNWnSxN577z23GxKKAEkonZ5K/2DqL7zJkye7zXw03cm+++7r+2CrdM775ptvTp0DR2nTtwlN9a+pcNz9QLXrrrvWaiCqrs1pZuj0b8jpdfDBB9uoUaPcbkgYAiSB9DTDpk2bZnwgdXogiDfeeMM23HBD3wdb1aBBA+vWrZvbBSVCz4zZYIMNfNtd9d///tdeeOEFt0toOs2qh5q5v0elGzquuOKK1OBEJBMBkkC6yyr9g6hxHmHOLeuv0HvvvTdjBt/02mWXXeyrr75yuyGhvvvuu4zp/tNLU+Pccsstqaly8kGj1d0/erzSDR0apMgNHclDgCSMrmWsvvrqGR/A2p5T/u2331Iz92Y7D37GGWek2iCZtM9ccMEFWa9/nXDCCfbzzz+73SKnb87648fdf73SYEUNWkRyECAJc9FFF2V86A455BC3SWj6tqFvHe4HW6VvKfq2srg7cRAf+lb68MMPZ70Db7vttrNPP/3U7ZZ3U6ZMSe3H2QLtuOOOSw1iRPwRIAmiC+DpHzqdQ87HyHJd/9B1EPeDrdJ1E10/Qbx9+OGHttlmm/m2n6p+/frWqVOnop8y0mBEDUp0l0+lGzo0mJEbOuKNAEkQ98OmC5D5og+u7sjKNhpZd3Ip0BAvo0ePtsMOO8y3vVT6g+Pqq6+O3SwEGpyoQYru8qo0qFGDGxFPBEhC6K/+9A+WLjwW4kCgsSEaI+J+sFX6NqSxJTrHjuLSvqBwUEi420mlUFG4xJVOjWqwYrYbOjTI8csvv3S7ocgIkATQh8u95VZ3rRRS3759U6PW3Q+2ShdFNdo9zJ1gqB2dhtLpKJ2WcreLSqexdDorKTRoUTdtZLuhQ4Meec5NfBAgCaC/zNI/SLpbpRjnr/U7NX+Wvv24H26V5t3SAEcUhi6A60K4ux1UunCuC+hJDXUNYtRgRvd9qTT48b77Hqj8w2qO2w0FRoDEnG6fTf9ar4f36NtAMel0yZVXXpn1dImmWBkzZozbDRHRLbe69dZd7yqdVtQtu6VyWlGDGjW4Mf091qmzlK244ga2ww6n2AcfDHa7oIAIkJjT1/n0D4+ezxAXugNMtxG7BzGVprDQTMGa0gLR0CA/DfbToD93fas0SFCDBUuN+76XXXatym9Yza1Bg2Ntk02utnPPfdPGjp3idkMBECAxpnEZ6eeCdUdUHCc81NMONRrePaCp1l577dQDrzTJHsKr7i9xrzQtiaYnKXX65nXiiadUfiPftHK/OrDyfZ9rW2xxj223XQdr3vxJu/feTyu/HfM0xEIiQGLMPQes++LjSufa9fx1TeroHuBUmuZbz29HMIu7FqAJEcttcOfAgUPt4INvqPyj5fpUeKTXXnt1se7dv7N58wp/jbAcESAxpb840w8WGtiXhEFVenCQppXPNsr4xBNPTD2ACDXT3UiaSp27kao3f/6Cym9d39p++z3jCxHVMce8ZJ9//ovbDREjQGJIQeGernj++efdZrGmB1vtvffevoOfSo9AvfXWW1OPREUmbzyEHuLkrjeVxkPo4U9YaPr02ZXffAfajjs+6QsR1WWXvWc//5z/8VLligCJIY0ATz9oaH6qpF5DeO2116xx48a+A6GqYcOG1r17d7dL2WJEdngKCYWFGyAqhYtCRmGDaBEgMaOL5Ol32eh0RdJH4M6aNcvuvPPOrA8v2n333e3rr792u5UN5oSKzsCB41Onr9wQUel01xtvjEyd/kI0CJCYcacN0TTrpWLixIl26qmnpsayuAdKPc/9zDPPtEmTJrndSpZmpb344ott6aWX9q0PlW7ZZlba4HQB/cUXv01dUHdDRHXSSa/akCHle/0oSgRIjPTr1y/j4Kq/2EvxQunnn39uO+20k++AqdK5/7Zt29qcOaU7yljPxXjsscd4Lkae6Zbee+7pl7rF1w0R1fXX97LffpvmdkMABEhMaJoQd1oKPX+jlD377LO23nrr+Q6gqo033tjeeustt0vi6cl8W2yxhe/9qtZcc02ezJcHY8b8aeed95YvQFS77NLJOnT4ymbNSuaUL8VGgMRE585PZRxMNDisHO7vnz59ut1www1Wt25d3wFVtf/++9uIESPcbomT5GeDaz8cN25cqgYOHGi9e/e2d99917p06ZL6X/23/t1rE9f9tnfvcday5Qu+EFEdfHA3e/99pt8JigCJgenT/radt6pvq69UYXX+/6Dy+uuvu81Kmg48xxxzjO/gqtI1gksuucSmTp3qdou9adOmWZs2bVJTu7jvS3XwwQfbqFGj3G5FoalpdCeYTiGeffbZqbv/9K3IXeZcSv3UX6+j19Pr5uPhZ0HNmTPfnn56sO22W2dfiKjOPPONyj9YJrvdkAUBEgPPP3qV7b91hW2/QYU1WqvCDjt4X7dJ2fjkk09sq6228h2QVGussYY9/vjjqWsIcafbrvUX+jrrrON7H6omTZrU+ln2taUJLzt27Ji6cSPbdPBRl36Pfp9+bzEn3Pzjjxl2yy29rVmzjr4Q0b/ddlsf+/PPf91ucBAgRTb1t+/tpmOXsXP3q7Bjdqqw/bZaysaMKr0J8YJQQHTo0CHrX79bbrll6rRJXA0YMMCaN2/uW26Vpnp58MEHizLNukJN12A0QafG4LjLVozScmh5tFzFGOs0bNgkO/30130hotpjj6ftmWeGpr61LI7b9447gt0Ekd43SQiQInvvkUOtw9kVdu+JFXb1YRXW7aEL3SZlS6esLrvssqy3uR511FH2ww8/uN2K5pdffrGTTjop623K55xzjk2eXPjTI7qGpNNo2Z5zn6102k0X/LWeNXXKVVddlZoV96677kp9u/JK/61/18/VTu3VL9tpu2yl5dNyFuOa1zvvjLYDD3zOFwSqI4540fr2rXkSU7eP7vz66afcr2kRIAhs/LD3U+HhVedLVrN/p5XGcxyiNHLkyMoP94G+A453kLv++utT1xqKRVOy3HbbbakpWtzlU+255542dOhQt1te6Tbozp07Z/0m5JZmTW7VqpU98MAD9vbbb0f2+Fu9jl5Pr6vX1+9xf3d1peXW8hfydu6ZM+fa449/aTvv3MkXCKoLLnjbfv99utstxW2ratMm94erESAIZP78ufbSzZtlBMh3Hz/sNkOad955xzbZZBPfwUa17rrrWteuXQt+GuSll16y9ddf37c8qkaNGtkrr7zidskrjfp/9NFHF3uKql69enbkkUemnlo4bNgw92XySr9Pv1e/X8vhLlt66X3o/eh9FcrEidPs2ms/9AWCSqe7quO2U22/fQcbNeoPt2m1CBAE8u3HD2WEx8u3NE2FCmqmv0jbt2+f9cCzww47pG4pzbfBgwfbHnvs4fv9qhVXXNHuuOOOgh70dDt0u3btavwLX9/WdNDWs0PicqutlkPLo+Wq6ZSX3pfen95noQwaNLHyW9OrGQd33e5bnfQ2V131QdX/v+iid9ym1SJAkLOZ0/+wLpetlhEgvwz/0G2GGuhagm4R1bUF92CjaxAnn3yyTZgwwe1Wa/q9Z511Vtbfe8opp+Tl99akW7duWe/2Uul0kP6Kj/tjbrV8Ws6aTrvpfer9FsrCaeNHpK6P6Nbfd9+t/tReegCMGzc14+6ur79e/GwSBAhy1u/58zPC4/1HW7pNkKMhQ4YU5JuAvvnoL+Bs33x23HHHgnzzSaeLzXvttZdvWbxq0aJFYqdE0XJr+d335JXedzEutmfjBsCtt35S9d+tW7/htPZz+ycFAVJgf/7yjT157lJV4fHU+cva35OKdz98qcjntQhdBK7p2sszzzxT0GsvmplXdytpBLu7PKqWLVuWzDND9D70ftz3qNL713qIw0zFbgD8+us022mnp6r+7dNPc7+LK0kIkAJ7q/0+Gd8+Br56tdsEIeluqNtvvz2yu6HiePeXpr3fcMMNfcuj0rT4+kZWivS+9P7c96zS+ij24wCqC4C2bftX/dsJJ7xiNf2NUV3/JCBACmjc4B4Z4fHslWvbnJn/uM1QSxqPoWsgYcdjxHX8ia4PVHehea211krdgVYO9D71ft11oPWi9VMs1QXAlCkzM6ZMqWmurer6JwEBUiDz5s6yF65rnBEgI/t3dpshQp999lnWC7K6lqGxCenjDLwR8JoyxW2vKtYI+L///rvaecIUhueff34i5wirDb1fve/qbmTQetL6KrRsAfDYY19W/bsGJOpZJdXJ1j/uCJACGfzu3Rnh8dqd21d+pa1+Z0J0cpmTyptRtqY5uJ544omizMGlZ8trZmZ3mf773/9a//793eZlRe9f68FdN1pfWm+FlC0Apk2bnfFgq9deq/7Cf7b+cUeAFMCMvyZa54tXWhQg59SxX8d86jZDHulaxXXXXVftKaBspVNYl156adH+wu/bt2+1d30dcsghsb8lt1C0HrQ+3HWk9ab1Vyg1BUDXrkOqfqbbgWfP9v8hUlP/OCNACqB3l9Myvn30evIEtwkKRM/l0KA194Dj1gEHHFDU20Q1uE7PQ09fJgXa/fff7zZFJa0X95qV1p/WYyHUFAB6WNUBBzxb9fNnn/XfyFFT/zgjQPJs0rgvrOM5S1SFR6eLVrBpU352m6HAPv7442qfDKgnIeq23WLSUwnd8/u6cKxZfpGd1o97gV3rUesz3xYXAK++Orzq5/vs09VmzMic42tx/eOKAMmnBQvs9Xt2yvj2MajnrW4rFImuaaRPGa+Bh4WcvK86+kvaDTWNY4nDw5iSQOtJ68tdh/n+5ra4ANDF88MPX/Q0RD1GN93i+scVAZJHowc+lxEe3do0tLlzeEhNnOjOKu8gowuyxaS/lN0Dn5Zv4sSJblPUQOsrfbt6lc9vIrkEwHvvja5qo9t7p06dWfWzXPrHEQGSJ3NnTbfnrvlPRoCM+fJFtxmKLC4BokcYu6etNHAurs9JjzutN3fgodZvvh4VnUsAaCChBhR67dq1W3RKMpf+cUSA5MmXr9+QER5v3L+b2wQxEIcA0d1C7gVzHfw0sh7haf25IaL1nI+7s3INAD2YymunqU6854vk2j9uCJA8mPbHj9bpguWqwkMX0Sf/XNypFlC9YgeIxiu4t+pqmfjmEQ2tR/d0ltZ31ONEggTAGWe8UdX29tsXTnYZpH+cECB58GGHYzK+ffR55ky3CWKimAGig5s7SFAXgLnmES2tT/fCutZ7lCEdJAD0nBGvraZ916Nvg/SPEwIkYhO/75MRHk9fsor9+8/vbjPERDEDxJ2eRLegcrdVfmi9urf4av1HJWgA6EFTXnv36YdJQoBESFOTvHL71hkBMvT9/N4+iNopVoBo4r/0g5kGwTHOI7+0ft3BhlFNwBg0AEaOnJx65K3ae/8bpH9cECARGt63Q0Z4vHjjxjZ/7my3GWKkGAEyaNAg35Qqbdu2dZshD7Se09e7toO2R22FCQD3m0fQ/nFAgERk9r9/2TNXrJURID8N7ek2Q8wUOkD08CP3eR6ay6mQD6QqZ1rP7txZ2h61fShVmADQtY/0R98G7R8HBEhEPnvp8ozwePt/+7tNEEOFDhA9QS/94KXfycSIhaX17c7iq+1SG2EDQHdhESBlbupvI+3J85epCo8nz1vapk4c7jZDDBUyQDQ5Y/pjaJdYYomyn5K9WLTetf69baHtUszJM5OKAIlA/xcvzvj20b/7JW4TxFQhA2TvvffO+KtXD0VC8Wj9p28PbR8EQ4BE4PMebarCo+sVa9qsGVPcJoipQgVIt27dMg5WuqW0WM8ZwUJa/+6tvdpOyB0BEgE917zvc+fYuw8dZL+P+9z9MWKsEAEyffp03xMRy+UZ5nGn7ZC+XbSdtL2QGwIEZa0QAeLeOqr5mbjrKh60Hdz5srilOncECMpavgNEE/qlf/uoU6eODRkyxG2GItL20HZJ/xbCRJa5IUBQ1vIdIO6I85YtW7pNEAPaLunbKaoR6qWOAKmUfgdV0EKy5TNA9HTDhg0bZhyYvvjiC7cZYkDbJX07absV++mUScAR0AiQcpbPAOncuXPGQalFixZuE8SItk/69tL2Q804AhoBUs7yGSDNmjXLOCD16bPw2Q+IJ22f9O2l7YeacQS0zABBeclXgGhUc/rBqHnz5m4TxJC2U/p2i2p0+uzZ8+y663rZoYc+b08/Pdj9cWJxxDQCpJzlK0DcOa+4KJsM7k0PtZ0jy/Pmm6My5rsaP/5vt0kiccQ0AqSc5SNA5s+fbw0aNKh6XU0ZzoSJyaDtlD7Vvrajtmdt6VtHeoAMGfKr2ySROGIaAVLO8hEgvXr1yvgr9sgjj3SbIMa0vdK3n7ZnbREgJYwAKV/5CJDWrVtnHIB69OjhNkGMaXulbz9tz9oiQEoYAVK+8hEg6WM/Vl11VZs9m6dSJom2l7abtw21PWuLAClhBEj5ijpAxowZk/HX6xFHHOE2QQJou6VvR23X2iBAShgBUr6iDpCOHTtmHHgefvhhtwkSQNstfTtqu9YGAVLC0gMkSCH5og6Q448/PuPAM2zYMLcJEkDbLX07arvWBgFSwtxgyLWQfFEGiKYGr1+/ftXraVZXJFf6LMrarrWZgp8AKWFuMORaSL4oA2T06NEZf7W2atXKbYIE0fZL357avmERICWMUChfUQZIz549Mw447du3d5sgQbT90rentm9YBEgJI0DKV5QBcv/992cccN555x23CRJE2y99e2r7hkWAlDACpHxFGSBnnnlmxgFn7NixbhMkiLZf+vbU9g2LAClhBEj5ijJAdtttt6rXqlu3rs2bN89tggTR9tN29Laptm9YBEgJI0DKV5QBstZaa1W9VtOmTd0fI4G0Hb1tqu0bFgFSwgiQ8hVVgEyfPr3qdVRMoFga3IkVtZ3DIEBKGAFSvqIKkIkTJ2YcaM466yy3CRJI2zF9u2o7h0GAlDACpHxFFSCjRo3KONBcfvnlbhMkkLZj+nbVdg6DAClhBEj5iipAvvrqq4wDzc033+w2QQJpO6ZvV23nMAiQEkaAlK+oAqR3794ZB5q2bdu6TZBA2o7p21XbOQwCpIQRIOUrqgBxR6F36NDBbYIE0nZM365hR6MTICWMAClfUQVI9+7dMw40zzzzjNsECaTtmL5dtZ3DIECAEhRVgPANpDTxDaRmBAjKWlQBwjWQ0sQ1kJoRIChrUQUId2GVJu7CqhkBgrIWVYAwDqQ0MQ6kZgQIylpUAcJI9NLESPSaESAoa1EFCHNhlSbmwqoZAYKyFlWACLPxlh5m460ZAYKyFmWA8DyQ0sLzQBaPAEFZizJAeCJhaeGJhItHgKCsRRkgPBO9tPBM9MUjQFDWogwQdzR6+/bt3SZIEG2/9O0ZdhS6ECBACYoyQEaPHp1xwGnVqpXbBAmi7Ze+PbV9w3r66a9t220fryoCBCgBUQbIggULrH79+lWvt84667hNkCDaft621HbV9g3riSc+so02urSqBg36wW2SSAQIylqUASLHH398xl+tw4YNc5sgAbTd0rejtmttPPRQd1t77QOr6osvSmO/IEBQ1qIOkI4dO2YceB5++GG3CRJA2y19O2q71kbbto/bCis0rqrPPgs3p1bcECAoa1EHyJgxYzIOPEcccYTbBAmg7Za+HbVda+Puu+/OeL1PP/3UbZJIBAjKWtQBIg0bNqx6zVVXXdVmz57tNkGMaXtpu3nbUNuztggQoATlI0Bat26dcbDo0aOH2wQxpu2Vvv20PWuLAAFKUD4CpFevXhkHCyZWTBZ3AkVtz9oiQIASlI8AmT9/vjVo0KDqdZdddln7888/3WaIIW0nbS9v22k7anvWFgEClKB8BIi0adMm44Dx6KOPuk0QQ9pO6dtN2zEKBAhQgvIVICNGjMg4YDRv3txtghjSdkrfbtqOUSBAgBKUrwCRZs2aZRw0+vTp4zZBjGj7pG8vbb+oECBACcpngHTu3DnjoNGiRQu3CWJE2yd9e2n7RYUAAUpQPgNkzpw5GWNCVF988YXbDDGg7ZK+nbTdtP2iQoAAJSifASLuRdmWLVu6TRAD2i7p2ynqmx4IEKAE5TtAZs6cmTGra506dWzIkCFuMxSRtoe2i7eNtL203aJEgAAlKN8BIm3bts04eOy+++61mhoc0dF20PZI3z7aXlEjQIASVIgAmT59esa3EFXXrl3dZigCbYf07aLtpO0VNQIEKEGFCBDp1q1bxgFkrbXWsqlTp7rNUEBa/9oO6dtF2ykfCBCgBBUqQGTvvffOOIicf/75bhMUkNZ/+vbQ9skXAgQoQYUMEI1qXmaZZap+3xJLLGH9+/d3m6EAtN61/r1toe0S1ajz6hAgQAkqZICIO0eWficTLRaW1rfWe/p2iGrOq2wIEKAEFTpAZsyYYRtuuGHGweSQQw7hrqwC0XrW+k5f/9oe2i75RIAAJajQASKDBg3KmDJclY9bR+Hn3lKt7aDtkW8ECFCCihEg4o5QX3rppW3AgAFuM0RI61frOX29Rz3iPBsCBChBxQoQOeaYYzIOKrql9Pvvv3ebIQJar+4tu1r/hUKAACWomAHy119/2QYbbJBxYGnUqJFNnDjRbYpa0PrUek1fz1rvWv+FQoAAJaiYASLffPON1atXL+PgomUq5MGtlGk9pm9jlda31nshESBACSp2gEjfvn1tueWWyzjAaH6mqCf0Kzdaf+48V1rPWt+FRoAAJSgOASKvv/66Lbnkkr4Q4ZtIOFpvbnho/Wo9FwMBApSguASIPPnkkxkHGZWWj2siwWh9uaetVFq/xUKAACWoadOmVR/q//znP+6PC+7+++/3Hfh0AZi7s3Kj9eReMFdpvRYTAQKUoNVXX73qQ625kR544IFIH2Uahv5Sdk9n6RZUxonUTOvHvVVX67GY3zxEj8t1p05577333GaJRICgrK288soZH2xVkyZN7N1333WbFlSPHj18F9Y1CK7Yf0nHldaLO0hQ60/rsVh0Ku20007LeNqhV6+99prbPJEIEJS1G2+80ffh9uqggw6yUaNGuV0KRncLubf4qjSXExMwLqT14M5tpdJ6K8bdVjJ79my76667bKWVVvItl0qnSktl7jMCBGVv+PDh1rJlS98HXaW/ai+//PKi3Q2l8QruYEOVTomU+1Twev/uqSGV1lehx3l49M2icePGvmVSNWzYsOin06JGgAD/7+OPP7YtttjC98FXrbnmmtaxY0ebP3++2y3v/v77b9+0Jyqd39dDkcrtyYZ6v3rf7nUildaT1lehffvtt74Hhnm1/PLL26233mr//vuv2y3xCBAgzbx58+yxxx7LuLieXltvvbX16dPH7VYQmvjPncVXpQvH5fKMdb1P90K5SuulUBMjpvvjjz9SYbbUUkv5lknVqlUr+/nnn91uJYMAAaoxZcoUu/jii30XZr069thj7ccff3S75d3XX3/te56IVxo4N2TIELdLSdD7cgcGeqX1ofVSSHPnzrWHHnrIVlttNd/yqLbffvuSuVW3JgQIUANdH2nRooXvAKGqW7du6iL89OnT3W55pYcf6Ql66Y/HTS9dz9Gto6VA7yPb9Sm9f62HfD8MyvXBBx/Ypptu6lse1dprr22dO3cumYvki0OAADno2bOnbbTRRr4Dhkp31Tz33HNul7zTM7z32msv3/J4peAr1um22tJyZwtuld53Pp9hXp3Ro0fboYce6lsWlcLsmmuusX/++cftVtIIECBHGmCo8QarrLKK7wCi2nnnnYvyl3+3bt1snXXW8S2PV82bN09dH4j7rb9aPi2nltd9D17pfer9FpIuyl911VU1fuMbM2aM260sECBAQL///ru1bt06NXLdPZjo3zR47Ndff3W75ZVOo7Vr1y51CsVdJq90ofnII49MDa7TWIU40HJoebRc1d0g4JXel95fIU8X6o67Tp06Wf369X3Lo9p8883tww8/dLuVFQIECEnP0t5tt918BxaVBpFp/qNCH6hnzZqV+iteYw7cZUovDbTTQfvhhx+2YcOGuS+TV/p9+r36/dUNlEwvvQ+9H72vQurXr59tt912vuVR6cL5I488krqQXu4IEKCWXnjhhWoHtKk0qK0Y02nodJsu5tZ0Oii99Be+bjnVXGBvv/126nx/FPQ6ej29rl6/pm9I6aXl1vIXel6yn376yU444QTf8qh0q+4FF1wQ+1OBhUSAABHQILFbbrklNWjMPfCoNMhMg82KQRebdbdSgwYNfMtVU+mUkgZWHnXUUanTcroOoPeoaTq6dOlSVfpv/bt+rnZqr341nZKqrrR8Ws5CXxwXbb+bb7456/bbd9997bvvvnO7lT0CBIiQBo3pL233AKTSX7AadKbBZ8WgW0t79eplZ5xxxmJPcRWqtBxaHi1XsW59ff7557N+g9QYk2I9hCoJCBAgDzSITIPJ3AOSSufQNQit2OfQdeeQpmc5/vjjs14ojrr0e/T79HuLfefSV199ZbvuuqtvGVWapfmee+4p+DWspCFAgDzRX9Q6j5/tvP9mm22WGpQWF3oY05tvvmlt27a1s88+23bZZZfUHGDucudS6qf+eh29nl43Lg/F+u2331LferLdRXf66acX/C66pCJAgDzT4DINMss2jkCD06K6aJ0P+it83LhxqRo4cKD17t079bwUXf/Q/+q/9e9em7j+1a7luvfee6t9BoxKgffll1+63VADAgQoEIVETdNy6CJ0MWaSLQdvvPFG1jnEdPG+0IMTSwUBAhSYBp/p9JV7IFPpGoEGrxVj2vhSpDEn++23n289q/TEwptuuqngc2mVEgIEKAJdQNdgumyzuWoQmwazIRzNpnzRRRdlnWb9uOOOK8psyqWGAAGKSIPSNDgt24FOg9pK+XkSUdPzXDRyPdvzXLbZZpuiPeq2FBEgQAxokNo+++zjO+CpNLhNA/VK8Yl2Ufroo4+sadOmvvWn0kOonnrqKU4NRowAAWJEg9aqewa6SoPdNOgNmTSe5PDDD/etL5VuTrjyyiuL9kz7UkeAADGj2001iC3b7aYa/KZBcOVOt0dfe+21WadMOeSQQ2Iz9qRUESBATGkwmwa1ZRvwpsFwGhRXbjRA8+mnn876DBQ9LfC9995zuyEPCBAg5jS4TQ+rcg+UKn1Lue+++2I7eC9q/fv3t2bNmvnWg2rVVVe1Bx98sOhTxJQTAgRICD02N9uMunrcrqYLKVXjx4+3E0880fe+VUsuuaSde+65RZukspwRIECCaNCbBr9pEJx7IFVp0Nzw4cPdbok1c+ZMu+2222yFFVbwvVeVno3+zTffuN1QIAQIkEAaBKfBcO4BVaUxJRpEp8F0Sda9e/es0843btzYXn31VbcLCowAARJMg+I0OM49wKo0mE6D6jS4LkkGDx5su+++u+/9qFZccUW78847C/6IW1SPAAESToPjnnzyydRgOfeAq9LgOj2wKe4mTZpkZ511Vuqahvse6tSpY6eeeqpNnDjR7YYiIkCAEqHBcldccUXWaeM12G7s2LFut6LTc8/1zJBVVlnFt8yqHXfc0T7//HO3G2KAAAFKjAbPHXzwwb4DsUqD7vTccQ3Ci4O3337bNt54Y99yqtZbbz175pln3C6IEQIEKFEaTNekSRPfgVmlQXgajFes55CPGDHCDjjgAN9yqerWrWs33HCDTZ8+3e2GmCFAgBKmQXUaXKdBdu6BWqVBeQMGDHC75c3UqVPt0ksvtaWXXtq3LKqjjz469VRDJAMBApQBDbLTYLvqLlCrTjrppNRgvXzRnWBPPPGErbHGGr7frdpqq61Sj8ZFshAgQBnRoDsNvnMP4CoN1tOgPQ3ei5KCYcstt/T9PpUCpUOHDom71RgLESBAGdIgPA3Gcw/oqvXXXz81iK+2fvjhBzvqqKN8r6/SKazLLrssdUoLyUWAAGVKg/E0KE+D89wDvEqD+TSoL6hp06bZ9ddfn3Wa9QMPPNBGjhzpdkMCESBAmZswYYKdcsopqcF67sFe10w0uE+D/BZHd3Tpttt1113X9zqqTTbZJHXbLkoHAQIgZeDAgalBe+6BX1WvXj1r165datBfddR3hx128PXLpS+SiwABkEHfIjSIzw0ClQb9pX+LyOXby+TJk9NeHaWEAAHgo0F8GsynQX1uMKhatGiRGs+R7frJHnvsEer6CZKFAAGQlQb1aXCfGxDZSndwvfTSS+7LoEQRIAAWS2M5NNjPDQyv8jWGBPFGgADIiQb7adCf+3RAjWL/5Zdf3OYoAwQIgEB0UXzvvfe2zTbbzLp16+b+GGWEAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABCIUAAAKEQIACAUAgQAEAoBAgAIBQCBAAQCgECAAiFAAEAhEKAAABC+T8EYPWlwFD3kgAAAABJRU5ErkJggg==)
PN: 4H21-3-4T
CAS: 1215579-44-4
Molecule Weight: 241.117
Formula: C8H4F5NO2
PN: 4H56-3-36
CAS: 1000565-32-1
Molecule Weight: 205.136
Formula: C8H6F3NO2
TSCA: Not listed on TSCA inventory