| Product Number | 2229-1-X0 |
| Synonyms | 1-Carboxy-3-oxocyclohexane |
| CAS | 16205-98-4 |
| MDL Number | MFCD01320172 |
| Molecular Formula | C7H10O3 |
| Molecular Weight | 142.154 |
| Units | Price (USD) | Availability |
|---|
PN: 2229-1-X0
CAS: 16205-98-4
Molecule Weight: 142.154
Formula: C7H10O3
PN: 2229-1-X6
CAS: 42858-60-6
Molecule Weight: 156.137
Formula: C7H8O4
PN: 2229-1-0L
CAS: 1438-96-6
Molecule Weight: 156.181
Formula: C8H12O3
PN: 2223-1-0J
CAS: 13148-83-9
Molecule Weight: 156.181
Formula: C8H12O3
![6-Oxospiro[3.3]heptane-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABh1AAAYdQGlxicEAAAB6HpUWHRtb2xTb3VyY2UAAHichZTra9swEMD/lUOfF738TIhTSstg0DJYO9i3odhKarClIjuv/36nPJoIdy6W0el0vzvf6eT53b5tYKtdV1tTEEE5AW1KW9VmXZDfr98nOblbzEs0QkPTFeSt799njO12O1q+6VbtraGlbclpf7bv6sBmF1Hr1kxyLtif56eXIzOpTdcrU2qkunrWHZVPtlT98Sv+E4K1ym1rw07mrHXbk7e/kvvB6b6ryDWXB9y7RxRWdaNhZV2rethKTnHwb7DWRjvV6wqWB1RHNMbcF/PnR1tuWm16FL2HulTNS+82JSpa2+hyg85Q+PFYkFYgoHrb3junDuAlr1YClAQVgYpBJaBSUBmoHNQUlOD4Cqxxo32Q18O7LshPeAD/Xh9cYWlkQSaSpjKfwkTQPPHzZc1pJHDmNMs4h/PueSXpNM6mgAlFaQ4JTTKcTkoCB++V0ySNsqu94NdV6OsSKNSGm1gF9lGGxXxpTXUjQl0VZIk5e5NfetXJc4kIWFdph13nHXjTW0CGgC/oByA/A6IBEI9HiEPAH9Y4kISAP9pxIA0B3wjjQDb4pC+AfBAhHwemIeC7chwQPCSOTTx+EkIMEfFFFDlI5HOE3XQXu1xIFAeXld3cZIb/r8U/HqV2PX9TDYQAABrgSURBVHhe7d0PjGVlffDxZWHp7rJFoPhndymsLItYayHv6hpaUaAQNSZs+COgRaGIopQAaoxuoMgGtK0SrI0x0byakL4tIRiaaoKNtVCNBkpWAtaIVCyw+A9t1S7s8mfrPu995nBmZp+5d/bOb+6dufeczyc5yeY+z9nA5Mz57jn3nucuSQAQsKR8AQD6ISAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkCIgAAQIiAAhAgIACECAkDIaAfkrrtSuvjilDZsSGnVqpQOOiilY46pXstjACya0QzIk0+mdPbZnf+6JbNv55yT0lNPlXsDsABGLyBPP53Spk1VIFauTGnLlpTuu6+KSo7F/fendM011dVInnPiiSk980z5twAwZKMXkMsvr8JwxBEpPfhgOTrloYdSOvLIau5VV5WjAAzZaAXkscdSOuCAlPbfP6V77ilHZ7r33mr+smUpPf54OQrAEI1WQLZura4ozj23HOktz837XH99OQLAEI1WQE49tYrB7beXI73luXmf004rRwAYotEKyJo1VQy2by9Hestz8z5r15YjAAzRaAVk+fIqBvmTWP3Kc/M+eV8AFkxzArJiRTkCwBCNVkBWr47fwsq3vwBYMKMVkFNO8SY6wJgYrYBcd10Vg7l8jPe886p9fIwXYEGNVkAefbR6iDA/HJgfEtyXbduquXmby20vAOZttAKSXXZZdUWRlynJy5X08vDDKa1bV8294opyFIAhG72A7NqV0saNVRjygolXX10toJgXUty5M6UHHkjp2mur5d3znLzw4lw+tQXAQIxeQLIdO1LavLkKxGzbmWdWq/QCsOBGMyC1O+9M6aKLUlq/vlraPW/5z/m1PAbAohntgEAf7rjjjrR69ep06aWXlkPM0wUXXJDWrl2bvvGNb5RDICCMt+985ztpxYoVacmSJRPbJz/5yXIKQdddd93kz/Xggw9OP/jBD8optFyzA/LIIyn9yZ+kdMst5QgNkOPxwhe+cPIkJyKDMz0e9XbEEUeICHtpdkA+9KHqzfYDD0zJgd8oZTwuueSS9IIXvEBEBmB6PPLPON/GEhG6aXZA8n3b/farInLGGeUoY6qMx0c+8pGJ1++55x4RmacyHvlnnV111VUiwgzNDkhWf2Nh3r761XKUMdMrHjURiesVj5qIUGp+QPLyKHmp9xyQV7wipd27yxmMiX3FoyYic7eveNREhOnGNyD/8z8pPfFE+Wp3f/7nU1chf/M35ShjoN941ESkf/3GoyYi1MYzIHnpkvwVtnnhxX/5l3J0prwMSudAnwjIYYel9F//Vc5ghM01HjUR2be5xqMmImTjGZC8fEl+Kj0H4fd+r7/bUn/3d1NXIX/2Z+UoIyoaj5qI9BaNR01EGM+AZHlBxToIn/pUOTrTnj0p/eEfVvPz8u///u/lDEbMfONRE5GZ5huPmoi02/gGJK/M+7u/WwXh0EP7uy2Vv2Nk6dJqnz/+43KUETKoeNREZMqg4lETkfYa34Bkf//3U1ch731vOdpdXoix3ucf/qEcZQQMOh41ERl8PGoi0k7jHZB8W+qP/qiKQX5DvZ9fhp/8JKXf/u1qn7yy7zPPlDNYRMOKR63NERlWPGoi0j7jHZAsf61tfVvq1FPL0e7+8i+nrkLynxkJw45HrY0RGXY8aiLSLuMfkOxP/3QqCLffXo7OlK868tVHnp+vRvJVCYtqoeJRa1NEFioeNRFpj2YE5Kc/Tengg6sgHH10f7el8vsfdXTy+yIsmoWOR60NEVnoeNREpB2aEZDsr/5qKggf+1g52l3+JFaen2+B5U9oseAWKx61JkdkseJRE5Hma05Ann02pWOOqYKwalV/t6XysyD5mZC8T35GJL8pz4JZ7HjUmhiRxY5HTUSarTkByf7xH6euQi68sBztLj+VXu+Tn1ZnQYxKPGpNisioxKMmIs3VrIBkp58+dVvq3/6tHJ0pP4CY18fK++T1svK6WQzVqMWj1oSIjFo8aiLSTM0LyHe/O3Vb6sQT+7stlVfo7cz/aWf7j7xyL0MzqvGojXNERjUeNRFpnuYFJLv88qnbUn/7t+XoTLt3p/te8Yr06c78965YkX6Sv0OEgRv1eNTGMSKjHo+aiDRLMwPy3/+d0u/8ThWQvOx7H7elHvrqV9MpnfmHdra3vOUt5TDzNC7xqI1TRMYlHjURaY5mBiT79KenrkKuuaYc7eqMM86YOKj322+/9PWvf70cJmjc4lEbh4iMWzxqItIMzQ3I7t0p/f7vVwHJX2n7yCPljBnyQXzggQdOHNQnnHBC+s1vflNOYY7GNR61UY7IuMajJiLjr7kByf75nyevQp4755xytKsPfvCDkwf15z73uXKYORj3eNRGMSLjHo+aiIy3Zgck27w5fbdzcP6/zvbDf/3XcnSGHTt2pBe/+MUTB/SLXvSi9Otf/7qcQh+aEo/aKEWkKfGoicj4anxAnnr44XTDb/1WOrNzcL75+OP7ui31+c9/fvKAfv/7318Osw9Ni0dtFCLStHjURGQ8NT4g2V9/6EOTB+dnP/vZcniGHJmNGzdOzM/viTz00EPlFHpoajxqixmRpsajJiLjpxUBybelXvKSl0z+4v3qV78qp8zwzW9+c+LTWHmfN7/5zeUwXTQ9HrXFiEjT41ETkfHSioBkX/jCFyYPzPe9733lcFfnn3/+5D5f+cpXymGmaUs8agsZkbbEoyYi46M1AdmzZ0961ateNXFQLlu2LH3/+98vp8ywffv2tHLlyol9Xv7yl6fnnnuunEJqXzxqCxGRtsWjJiLjoTUByb71rW9N3pZ605veVA53Nf0XeBgniHHX1njUhhmRtsajJiKjr1UByd72trdNHpR33HFHOTzDzp0705FHHjkx/9BDD02/+MUvyimt1fZ41IYRkbbHoyYio611AXn88cfTQQcdNHFAvuxlL+vrttQtt9wyeRC/5z3vKYdbSTz2NsiIiMfeRKRw110pXXxxShs2VF+e1zmfTXyZXn4tjy2g1gUk27p16+QBedNNN5XDXb32ta+dmL///vunBx54oBxuFfHobhAREY/uRKTjySdTOvvsydU1em551Y0+FpAdhFYGZNeuXemoo46aOBgPOeSQ9POf/7ycMsO3v/3ttHTp0ol9Tj755HK4NcRjdvOJiHjMrtURefrplDZtqgKxcmVKW7akdN99VVRyLO6/v1o0Nl+N5Dn5u5Ceeab8WwaulQHJbr311smD8d3vfnc53NU73/nOyX2++MUvlsONJx79iUREPPozPSKLtW3ubLcs6fIv/0FsOQ7XX1/+b099x1EnnOnBB8vRKfmh5yOPrOZ2flbDtqR8oU1e97rXpXxA5NtS9+eC78PPfvazdPDBB0/s89KXvrTzj4KnyymNJR5zM5eIiMfcXHjhhZM/r8XYhhqQvB1//N7/w489Vn3Lauc81Tmw9h7r5t57q/nLluU3fcvRgVpSvtAm93UuAevbUq9//evL4a4+/vGPT8zP20c/+tFyuJHEI6afiIhHzOmnnz75c8sfijnrrLPSRRddtCDbpzrbPZ0tDWPLH9LJAZhu69YqLOeeu/frs8lz8z7drmYGaEn5QttccsklkwfibbfdVg7P8Oyzz6YNGzZMzF+1alX68Y9/XE5pFPGYn9kiIh7z05r3RE49tYrB7beXI73luXmf004rRwaq9QF54oknJn/B161b19dtqS996UuTB+7b3/72crgxxGMwukVEPAajFRFZs6aKwfbt5UhveW7eJ3+l9xC1PiDZjTfeOHkQXt/lki+vo/XWt7514pe+3tavXz8xPz/Znq9ipo81YbvgggvS8uXLxWNAyoiIx+BMj0h+2DcvhNoond/DiRj08Y/bSXlu3ifvO0QCkqrbUscee+zEAZjvp/7oRz+aHNu2bduMX/q2bR/+8Ien/bSIyhHJ67DVP9ccaPEYjEsvvXTy55oj0ijzCUj+Ou8hEpDnffnLX548APO/vmt5zazyhNq2bdOmTb6ZcQDylV35s+32xjpzk5/jeuUrXzn5Mz2+/BTTuFu9On4LK9/+GiIBmeYNb3jDxAGYb0vdfffdE2tl1QflGWeckR555JEZW34qvXytCVterTg/MCkigzE9HvlWVv4AhojMXxmPzZs3p927d5fTxtspp3gTfRx873vfm7zF8OpXvzodd9xxE3/OS7rnpd3bJn+g4I1vfKOIzNP0eNTveZTviYjI3JXxOPvss5sXj6xz/EzEYC4f4z3vvGqfLu/pDpKAFK688srJA7Le8tpZbSUi89MtHjURiWtNPLJHH60eIswPB5bPiHSzbVs1N29D/oevgBR++ctfpsMOO2zywMxLuee1s9pMRGJmi0dNROYur6g9/RZgvkOQ17bLH8NfiO1dne1LnS0Na/uLvyj/l1O67LLqiiIvU5KXK+nl4YervyPPveKKcnTglpQvkNJJJ500eXDmJ88RkbnqJx41EelfvvKoPzG5WNuCL2WS5X/EbtxYjecFE6++ulpAMS+kuHNnSnmF8GuvrZZ3z3Pywotz+dRW0JLyhbbLa2LltbHygXL00UeXw60mIv2ZSzxqIrJv5W2rfNXxjne8I5VLjQx7G+pSJu96V0p3313+r1d27Ehp8+aZwSm3M8+sVuldAEvKF9qu/uRRXiMrr5XF3kRkdpF41ESktzIejX7PY1/uvLOKzfr11eq9ect/zq/lsQUkINPktbDqAzQ/XU53ItLdfOJRE5GZxGN0Ccjz8kkxv0GWD9D8C5zXyKI3EdnbIOJRE5Ep4jHaBOR5N9xww+RB+olPfKIcpgsRqQwyHjUREY9xICAdee2r+mOB+RMeeW0s+tP2iAwjHrU2R0Q8xoOAdOS1r+oDNa+Jxdy0NSLDjEetjRERj/HR+oDkNa/y2lf5QM1rYRHTtogsRDxqbYqIeIyXVgdkz5496TWvec3EgZrXwMprYRHXlogsZDxqbYiIeIyfVgfk5ptvnjxYr1iAx/7boOkRWYx41JocEfEYT60NyK4nn0wvW7Nm4mA9/PDDJ9bAYjCaGpHFjEetiRERj/HV2oDcvWVLemfnYP0/ne0zn/lMOcw8NS0ioxCPWpMiIh7jrZ0B+c//TD9fvjz9U+eA/b+dg/c3//u/5QwGoCkRGaV41JoQEfEYf+0MyFlnTS48tmuB145pm3GPyCjGozbOERGPZmhfQHIwno/HxKqVDN24RmSU41Ebx4iIR3O0KyD5VtUf/EEVj+XLJ25lsTDGLSLjEI/aOEVEPJqlXQHJb5bneORty5ZylCEbl4iMUzxq4xAR8Wie9gQkf0z38MOreKxZs2BfuMLeRj0i4xiP2ihHRDyaqT0BufLKqauPm28uR1lAoxqRcY5HbRQjIh7N1Y6A5CVKli2r4tE5WaU9e8oZLLBRi0gT4lEbpYiIR7O1IyB5kcQcj/326/19wyy4UYlIk+JRG4WIiEfzNT8geXn2HI+8XXBBOcoiW+yINDEetcWMiHi0Q7MDkr8Y6thjq3isWpW/OaqcwQhYrIg0OR61xYiIeLRHswNy441TVx833FCOMkIWOiJtiEdtISMiHu3S3IA88UTq/NZU8Vi3Lp+hyhmMmIWKSJviUVuIiIhH+zQ3IJdcMnX1cdtt5SgjatgRaWM8asOMiHi0UzMDct99KS1dWsXj5JPLUUbcsCLS5njUhhER8WivZgbkpJOqeOy/f0r331+OMgYGHRHxmDLIiIhHuzUvILfeOnXr6tJLy1HGyKAiIh4zDSIi4kGzArJrV0pHHVXF45BD8hFezmDMzDci4tHbfCIiHmTNCsjHPjZ19XHTTeUoYyoaEfHYt0hExINaswJy/vlVPI47LqXnnitHGWNzjYh49G8uEREPpmtWQPKT5vkq5Ic/LEdogH4jIh5z109ExINSswJC4+0rIuIRN1tExINuBISx0ysi4jF/3SIiHvQiIIylMiJr164VjwEpI7J69WrxoCsBYWyVERGPwSkjIh50M7yALHn+47T96HfuXXeldPHFKW3YUC3PftBBKR1zTPVaHqN1ckQ2dI6HfII74IADxGOAckSWLl068bM94YQTxIMZ+jhrB/UbhWxfc598MnX++TM1r9d2zjkpPfVUuTcNt3PnznTllVemu33b5MB97WtfSx/4wAfSs/m7daAwy1l7nvYVhelmm5uXYd+0qRpfuTKlLVuqxRJzVHIs8lpX11xTXY3kOSeemNIzz5R/CwAD1uOsPQCzRaE029zLL6/GjjgipQcfLEenPPRQSkceWc296qpyFIAB63HWHoDZolDqNfexx1I64IBqVd177ilHZ7r33mr+smUpPf54OQrAAHU5aw9Iryh002vu1q3V6+eeW470lufmfa6/vhwBYIC6nLUHpFcUuuk199RTq9dvv70c6S3Pzfucdlo5AsAAdTlrD0ivKHTTa+6aNdXr27eXI73luXmftWvLEQAGqMtZe0DqKMxlKy1fXr2eP4nVrzw375P3BWBoupy1B6SMQz9baT4BWbGiHAFggLqctQekVxS66TV39erq9cgtrHz7C4Ch6XLWHpBeUeim19xTTqle9yY6wMjpctYekF5R6KbX3Ouuq16fy8d4zzuv2sfHeAGGqstZe0B6RaGbXnMffbR6iDA/HJgfEtyXbduquXmby20vAOasy1l7QHpFoZvZ5l52WTWWlynJy5X08vDDKa1bV8294opyFIAB63HWHoDZolCabe6uXSlt3FiN5wUTr766WkAxL6S4c2dKDzyQ0rXXVsu75zl54cW5fGoLgJAeZ+0BmC0KpX3N3bEjpc2bp+b12s48s1qlF4Chm+WsPU/7isJ0/c69886ULroopfXrq6Xd85b/nF/LYwAsmD7O2gAwk4AAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIQICAAhAgJAiIAAECIgAIT8f1cF0iU/tVS2AAAAAElFTkSuQmCC)
PN: 2229-1-39
CAS: 889944-57-4
Molecule Weight: 154.165
Formula: C8H10O3
![(1R,2S,3S,4S,6R)-rel-5-Oxotricyclo[2.2.1.02,6]heptane-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACm5AAApuQGPHkDIAAACNHpUWHRtb2xTb3VyY2UAAHicnZRra9swFIb/ykGfV10tX0KcUlrGBi2DpWP7NhRbSQ2xVWQ3l3+/o6Rr47h12bCNbu/7HOlI1vRyV69hY31buSYngnICtilcWTWrnPy4/3yRksvZtEARCps2Jw9d9zhhbLvd0uLB1mbnGlq4mhzHJ7u26mm2ijq/YpJzwX7d3c4PnouqaTvTFBZdbTVpD523rjDdYRbvhGC18ZuqYUc5q/3mSPsteXg53bUleV3LNY5doRWW1drC0vnadLCRnOLLP8HKNtabzpaw2GO3ohGufTa9u3HFU22bDquBUBVmPe/8U4EdtVvb4glhWPl6k5NaEDCLdt5Zb11OUGWRYDpXX3lv9hBqQWcEGAlGgYnAaDAxmARMCiYDIzh+yLFrG6Le7x9tTr7BNYTv9cEW5krmRNJYyAwU1Upz0JTHkQJJM5lyEDQSMg4FTyRKOE9iLGKdJiiRmgelkqkGTrWUEYE9EmOqeJIEVIIojbpYHVwZx0LGQgeiwhanWRRlgaGiEA1Dp9gpuE4DP5Ual89e1j+bLlxTnlShKnOyCElDyXe7bOVzbgg4X1qP5y8AgvTUIPuGkMkXg3zLoPqG6DxCUB43bfbz6H5uDVFRH4WbF41PVg8M8f/GjvuocGreQ335AJX0UekI6qNZpYPkpuMZyQaxs3GD4H3H4S8Z33FxfqjEeZR/SJaQgz0M/NEpq8FevW1hJ78E+3ufYHVw17CTi4jh9Tv7AyKcueqJxX24AABN10lEQVR4Xu3dCdxV0/748aTSrIGoq0JmGiRFgwwXEaFMkSQJDUhS7sU1ZMiUKUOZQ6TR7cqUDEkvZCrRoJAhQzTQoLT+53ue39N/7+/a5zn77LPPOfuc83m/Xt/X696ntdc+j+c56/ucvdb6rnIGAIAAyukvAADgBwkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBIVr9Wpjxo415rzzjGnZ0pi6dY2pVMmYihWNqVPHmAMPNKZXL2OefNKYVav01QCSIIEgHOXKuSMd6fb188/GDBxoTJUqdl+JQtoOGFByLQBfArw7AQ96QE5HOn1NnFjy6UL34Tfk2gkTdK8APKT47gQS0ANxOoL2NWKEfW3VqsacdVZJYlm40Jg1a4xZu9aYRYuMmTzZmHPOMaZ6dfu6227TvQNQUnh3AmXQA3A6gvT16KP2dSeeaMzXX+uWtuXLjTnlFPt66RNAQj7fnUASevBNR6p9LVhQ8knDec2ll+pWyV1xhbsP6VP6BuDJx7sT8CHVQb8sqfS1ZYsxLVq428tjqaBkxZazL+lb7gHAkuTdCfiUyqCfTCp9TZ3qblu/vjG//65b+SfLeRs0cPf54ou6FQBDAkFYUhn0k0mlrw4d3G0ffli3SN3o0e4+DztMtwBgSCAISyqDfjJ++1q61N1OVlPJCqt0SR96ZZbcC4BLGe9OIAV+B30//Pb1xBPudt276xbBydJfZ9+yWx2ASxnvTiAFfgd9P/z21aePu9099+gWwUlfzr4vuEC3AIpeGe9OIAV+B30//PbVurW73ezZukVw777r7rtNG90CKHplvDuBFOhBP8xIpEkTdzs/mwb9WrbM3fcee+gWQNEr490JpEAP+mFGIrVru9uFWVFXlgI7+5YaWQBcynh3AinQg36YkUiFCu52mzfrFsFt2uTuW+4FwKWMdyeQAr+Dvh9++6pVy90uk59A5NMOAJcy3p1ACvwO+n747Ys5ECCnynh3AinwO+j74bevTK7Ckr6cfcu9ALiU8e4EUuB30PfDb1+9e7vb3XuvbhGc9OXs+/zzdQug6JXx7gRS4HfQ98NvX48/7m4nu8fDoneiy653AC5lvDuBFPgd9P3w29dXX7nbhVkLq0YNd9/UwgIsZbw7gRT4HfT9SKWvdu3cbTNRjVcq/gKwJHl3Aj6lMugnk0pfkya522biPJApU3QrAIYEgrCkMugnk0pff/9tTNOm7vY9e+pW/ukTCZs1K7kHAEuSdyfgUyqDfjKp9jVvnjFVqrivuewy3Sq5IUPcfUif8+frVgD+j493J+BDqoN+WYL0JXMf+rouXYz55hvd0vbdd8Z07WpfL3MhABLy+e4EktCDbzqC9nXzzfa1Vasa06NHyVzJ4sUlK6z++MOYJUtKzlM/91z79EEJ6QtAmVJ4dwJl0ANwOtLpa/x4u0pvKiH1taQPAEml+O4EEtADcTrS7WvFCmP697fnRcqKypWN6dev5FoAvgR4dwIe9ICcjrD6kiW5cpZ5r17GtGhR8slEyrJLyP9u3rxkxZbsMg+zki9QJNJ4dwIAihkJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQAEAgJBAAQCAkEABAICQQoy2efGXPHHcbMmaP/BSh6JBAgkffeM6ZSpZJyKuXLG/P007oFUNRIIEAil17qrslVrZoxCxboVkDRIoEAiTz4oDuBSOy/vzF//qlbAkWJBAIk8tdfxhxyiJ1EevfWLYGiRAIByvL1194HVD31lG4JFB0SCJDMlCnGbLONO4HIMbhffKFbAkWFBAL4MWiQ/SmkaVNj1q3TLYGiQQIB/Ni40ZjWre0k0qePbgkUDRII4NeyZcbUqmUnkWee0S2BokACAVIxaZI9H1KjhjELF+qWQMEjgQCpuuQS+1NI8+bGrF+vWwIFjQQCpErmQw4+2E4iF16oWwIFjQQCBPHVV97zIePG6ZZAwSKBAEFNmGAnkJo1jVm0SLcEChIJBEjHgAF2EmnRwpgNG3RLoOCQQIB0SKJo2dJOIhdfrFsCBYcEAqRryRJjtt/eTiLPP69bAgWFBAKEYfx4O4HIfMjixbolUDBIIEBY+vWzk4g83mI+BAWKBAKERRLFgQfaSaR/f90SKAgkECBMsoRXHl3pJCJLfoECQwIBwvbcc3YCkUl22XwIFBASCJAJUtZEJ5FWrUrKoAAFggQCZIIUVpQCizqJSCFGoECQQIBMkRLvUupdJ5GJE3VLIC+RQIBMksOmdAKRIoxLl+qWQN4hgQCZdsEFdhKRcvDMhyDPkUCATJP5kKZN7SRy2WW6JZBXSCBANnzxhTHVq7sTiByNO2WKbgnkDRIIkC1jx1qfQtbWrm02LlumWwJ5gQQCZNP5529NHj/E4u1YTDvkELP5r790S+Sz1atL/mA477ySemh16xpTqZIxFSsaU6dOScmbXr2MefJJY1at0lfnDRIIkE3r1pm/DzjALIoljpdicV8sLo3FmMsv1y2Rj37+2ZiBA42pUsX6tJkwpK0cTCbX5hkSCJBl6xcsMJOqVTO3xAaP82PRMRYNt9nGvPjii7op8ons75FPFzpB+A25Ns9qppFAgBz46MknzRmxQeOgWNSKRblY1IkNIN98841uinwwYoSdEKpWNeass0oSi2wqXbPGmLVrSwpuTp5szDnn2AsrJG67TfceWSQQIEeG9eplKvxf8iiNQw891PzFfEh+efRROwmceKIxX3+tW9qWLzfmlFPs66XPPEACAXLkzz//NPvtt58rgUgMGTJEN0VULVhQ8knDOfhfeqluldwVV7j7kD6l74gjgQA5NH/+/NhYUdWVQLbZZhszbdo03RRRs2WLMS1auAd+eSwVlKzYcvYlfcs9IowEAuTYY4895kogEnXr1jXffvutbooomTrVPeDXr2/M77/rVv7Jct4GDdx9RnxhBQkEiICePXtaSaRdu3Zm06ZNuimC+uUXY+bONWbSJGPuvtsYWTp96qkldcl22smYypVLPkH4nYPq0ME92D/8sG6RutGj3X0edphuESkkECAC/vjjD7PvvvtaSWTo0KG6KbzIox7Z0f/mmyWb8268saSI5bHHGrPPPvY8RVnx4IO6d5tUU3ZeI6upZIVVuqQPvTIrwpWby+kvAMiNefPmWfMh5cuXNy+99JJuWnxkZ3fsv4/53/+MeeABY4YNK1kiG/uUZho2tJNAOiHJJ5knnnBf0727bhGcfF/OviUhRlQ5/QUAufPII48Y/Slkhx12MMtluWch++47Y2bPLjlPXvZU9O9fshRWTnWU81P0IJ+pkHkMP3tx+vRxX3fPPbpFcNKXs2/5JBVR5fQXAORWjx49jE4iHTp0MJs3b9ZN88L69evNwoULzezXXjNvxhLknGuvNUt69TKbDz/cmN13N2bbbe2BPNNRu3ZJcpIkJclKNu+NH+9/Erx1a3d/kvzC8u677r7btNEtIqOc/gKA3Fq7dq3Ze++9jU4il0e0XtbPP/9sPvzwQzNp0iQzcuRIM2jQINOtWzdz8MEHm3r16m19/U1icWYs7ojFm7H40zlIhh2NGhnTvn3J4yB53CXzGvL4Sx6DyeOwdDVp4r6fn02DfslcjrPvPfbQLSKjnP4CgNz79NNPTZUqVYwzgcj+kJtuukk3zai///47Np4tMzNnzjRPPvmkufHGG02fPn3MMcccY/bZZx/rNZYVDWPRNRY3x+LVWPxezmPg9xPVqhmz774lE+TyeGf4cGOeeqpkAl0G32zsnZBPMM7XFGZFXfkU5OxbamRFVDn9BQDRMHr0aKMHYZlU/+ijj3TTwFbFBr7PPvssvnHxgQceiK/66t69e3wJccOGDa37pxM7xaJzLK6LxbRYrCjnkRwkZEmtPCKSJbbyqUvmBKR2lCzBlaW4UVChgvs1h/l4UZZuO/uWe0UUCQSIMBnM9UC8/fbbm40+z1OXyfd3333XjBs3zowYMcL069fPnHDCCaZZs2amVq1aVt+ZjNqx6BQbDG9v0sS8c8QRZqWch/Gf/5TUfXr99ZIigxs26G8hmvTEfiY/gcinnYgigQARtmbNGrPXXntZg3H79u3jk9NffvmlefXVV+Ort6655hpz7rnnmsMPP9zstttuZtttt7Wuy3TUjg12LVq0MF26dDEDBgwwt912m3n++efNe++9Z374/nv97eUv5kDiSCBAxH388cfx+Q89WOciGjVqFF8RdvbZZ5urrrrKPPjgg/F9KlLTS5Jd0cjkKizpy9m33CuiSCBAxMkGQz2QZyKqVasW3w3fqVMn07dvXzN8+HDz1FNPmbfeeis+kQ6H3r3dg/y99+oWwUlfzr7lGOSIIoEAEScDuR7sg8TOO+8c+2O2tTnttNPM4MGDzT333GMmT54cn5T/9ddf9W1Rlscfdw/yslw4LHonuux6jygSCBBxsp9CJwMdFStWNE2aNDFHHnmk6dWrl7nuuuviVX5ff/11s3jxYt+T7vDpq6/cg3yYtbBq1HD3TS0sAEHIKio/8x+33367vhSZJnW4nAN9JqrxSsXfCCOBABE2atQoK1l4hewPkc2HyCIpC+8c7DNxHsiUKbpVpJBAgAiTHd86WSQKWULL+SFZ9PffxjRt6h7we/bUrfzTJxI2a1ZyjwgjgQARJbvEK1WqZCWKskL2gCCLpLZWlSrugf+yy3Sr5IYMcfchfc6fr1tFDgkEiKhnn33WShB+4q677tJdwY8ffjBmzpySXfGpHCcscx/OwV+iSxd/ZeGljH3Xrvb1MheSB0ggQESdccYZVnLwEzIfsmDBAt1dcZNVaIsXGzNjhhxCb8x11xkjpVSOPLJkp3fFiu4BPPbJz7z6qu4lsZtvtpOAnILYo0fJXIncW1ZY/fGHMUuWlJynfu659umDEtJXniCBABEky25r1qxpJQe/IUt6pZJu0ZB9LFJkUiadpfji4MHGnHZayVkaO+9sD9J+onNnfZeyyXkiukpvKiH1taSPPFJOfwFA7k2fPt3opJBqSOn1giE74d96y5ixY42RkvZ9+xrTqZMx++3n/Vd8GCGfEFK1YkXJAVV6XqSsqFzZmH79Sq7NM+X0FwDk3kUXXWR0Qkg1pJjim3JGRsRtkRpaMmEsZ78/9JAxV11lzNlnl+yBaNzYHnCzEYcdJptw9Ev1T5bkylnm8pisRYuSTyZSll2i9DREWbElu8zDrOSbZeX0FwDk1pYtW0yDBg2MTghBQvr56aef9C2y6vvvv49X45WqvLLh8eoBA8zNXbqYR2ID6xt16piV5TwG8ExG+fLG7LabMbJiTT5lXHONMWPGlMx5fPmlMevW6W8BCZTTXwCQW3PmzDE6EaQTspckU/MhMlezaNGieMkUKZ0iJVSklMoRRxwRn4eREiv69dSLxfGxuDYW/43Fj+U8Bvl0YvvtS/ZQnHBCyaOhW281Zty4krPG0/lUAUs5/QUAuSVl0vWgm24EPQpXiizOnTs3XnRRii9KEcZTTz01XpRRijPq+/iJWrH4ZyyGxWJiLL4p55EEyopddikpI9K9uzFDh8p2fWOmTTPms8/y+nFQPiKBABEjJdX1oJtuVKhQwbz99tv6VvEy7TJPImXbpeqvlHE/9thj469ByrvrfsKIKrE4LBaXx+LZWCwu50gOMvm8996yBd+YPn2MueGGknmCmTNLJtIz9EkKwZBAgAhZuHChNeCGFTVq1DDdunWLn2YoB0Ppf89G1KtXz7Ru1coMi72OiYMGmc9HjjSrJ0405sMPjfn5Z/2fAxFHAgEiRI6A1YNuvoSs+pKjdKWcisyDXHvttfGjduXIXUmMcgQvCgsJBIiQtm3bWgNzVKJWrVqmWbNm5oQTTjD9+/c3I0aMMOPGjTOzZ88230lJDhQdEggQEStWrIiXIdEDd7aiYcOGpl27dqZ79+5m2LBh5oEHHjDTpk0zn332mVm9erV+uQAJBIiKMWPGWIN6pkLKpDz88MNm5syZ8Yl02XsCpIoEAkRE586drYE+UyGPykgaSBcJBIiAtWvXmsqVK1sDfSZCHpN98MEH+iUAKSOBABEwYcIEa6DPVPTu3VvfHgiEBAJEQI8ePayBPhMhcx8yWQ+EgQQC5JicY16nTh1rsM9ESDFDICwkECDHZsyYYQ30mYg999wzXvwQCAsJBMixgQMHWoN9JuK///2vvjWQFhIIkGONGze2Bvuwo5Oc3geEjAQC5JCUSteDfdghZ3J88cUX+tZA2kggQA5JwUE94IcdgwYN0rcFQkECAXKoefPm1oAfZkj59FUcsoQMIYEAObJ06VJrwA87Ro8erW8LhIYEAuTIyJEjrQE/zDjwwAMzdhY6IEggQI7IwUt60A8rttlmG88jbIEwkUCAHPj111/j55TrgT+sOPPMM/UtgdCRQIAceOKJJ6xBP6yoWrWq+fbbb/UtgdCRQIAcOOWUU6yBP6y47rrr9O2AjCCBAFm2bt06U61aNWvgDyNkV7v0D2QDCQTIsqlTp1oDf1jx/PPP69sBGUMCAbJMDnTSA38Y0bFjR30rIKNIIEAWbd682ey4447W4J9ubLvttuaTTz7RtwMyigQCZJHszdCDfxhx4YUX6lsBGUcCAbJo8ODB1uCfbtSuXdv88ssv+lZAxpFAgCxq0qSJlQDSjbvvvlvfBsgKEgiQJfPmzbMG/3Rjv/32i5+pDuQCCQTIkuHDh1sJIN145ZVX9G2ArCGBAFnSqlUrKwGkE126dNG3ALKKBAJkwfLly+MVcnUSCBrbbbedWbx4sb4NkFUkECALRo0aZSWBdGLo0KH6FkDWkUCALDj66KOtJBA06tevb9asWaNvAWQdCQTIMDmTvFKlSlYiCBqPP/64vgWQEyQQIMOeffZZKwkEjdatW5stW7boWwA5QQIBMuyMM86wEkGQkEn49957T3cP5AwJBMigjRs3mpo1a1rJIEicc845unsgp0ggQAZNnz7dSgRBonr16ub777/X3QM5RQIBMuiiiy6ykkGQuPnmm3XXQM6RQIAMkcnuBg0aWMkg1dh9993Nhg0bdPdAzpFAgAyRCW+dDILE5MmTdddAJJBAgAy56qqrrGSQavzzn//U3QKRQQIBMmTfffe1EkIqUaFCBTN//nzdLRAZJBAgA7788ksrIaQaAwcO1N0CkUICATLgtttusxJCKlG3bl2zcuVK3S0QKSQQIAPatm1rJYVUQqr3AlFHAgFC9uOPP5ry5ctbScFvNGvWzGzevFl3C0QOCQQI2ZgxY6ykkEq88cYbuksgkkggQMg6d+5sJQW/0a1bN90dEFkkECBEa9euNZUrV7YSg5+oUqWKWbZsme4SiCwSCBCiCRMmWInBb1x99dW6OyDSSCBAiHr06GElBj+xyy67mD/++EN3B0QaCQQIyaZNm0zt2rWt5OAnnnnmGd0dEHkkECAkM2bMsBKDn2jXrh3H1CIvkUCAkEjpEZ0ckoXsF/nwww91V0BeIIEAIWnUqJGVIJJF7969dTdA3iCBACGYO3eulRyShZyVvmLFCt0VkDdIIEAIrr32WitBJIvbb79ddwPkFRIIEILmzZtbCaKs2GuvvczGjRt1N0BeIYEAaVq6dKmVIJLFtGnTdDdA3iGBAGkaOXKklSDKiuOOO053AeQlEgiQpsMPP9xKEomiUqVK8dMKgUJAAgHS8Ouvv8bPLteJIlFcfvnlugsgb5FAgDQ88cQTVpJIFPXq1TOrVq3SXQB5iwQCpOGUU06xEkWikIOmgEJCAgECWrdunalWrZqVKLyiZcuW5u+//9ZdAHmNBAIENHXqVCtReMU222xj3nnnHX05kPdIIEBAUsdKJwuv6N69u74UKAgkECCAzZs3mx133NFKFjqqVq1qvv32W305UBBIIEAAb7/9tpUsvOL666/XlwIFgwQCBDB48GArWeho3LhxfKIdKFQkECCAJk2aWAlDx/jx4/VlQEEhgQApmjdvnpUsdHTs2FFfBhQcEgiQouHDh1sJwxnbbrut+eSTT/RlQMEhgQApatWqlZU0nHHRRRfpS4CCRAIBUrB8+fL4xkCdNEqjdu3a5pdfftGXAQWJBAKkYNSoUVbScMY999yjLwEKFgkESMHRRx9tJY3S2G+//cymTZv0JUDBIoEAPkkp9ooVK1qJozReffVVfQlQ0EgggE/PPvuslTRK46STTtLNgYJHAgF8Ov30063EIbHddtuZJUuW6OZAwSOBAD5s3LjR1KxZ00oeEkOHDtXNgaJAAgF8mD59upU4JOrXr2/WrFmjmwNFgQQC+HDhhRdayUNCzkQHihUJBEhiy5YtpkGDBlbyaNOmTfzfgGJFAgGSeO+996zkIbvR58yZo5sCRYUEAniQDYGzZs2KHwhVr149K4H07NlTXwIUHRII8H8+/fRTc+edd5rjjz/eVK9e3UoapVGhQgXzww8/6MuBokMCQdH66quvzJgxY8yZZ57p63zz0pB9H7/99pvuDig6JBAUjZ9++smMGzfO9OnTx+y2225WYkglrrjiCt09UHRIIChYa9euNdOmTTODBg0yTZs2tZKAn6hSpYo56qijrE8o8ilk2bJl+pZAUSGBoGDIbvE333zTXHPNNaZdu3bxuQqdEJKFnCZ46KGHmn//+9/mjTfeMBs2bIj3PXXqVKvtWWedpV4BUFxIIMhrH374oRkxYoQ55phjTNWqVa1B3k/sv//+5pJLLjEvvvhimbvKDzvsMNd1spT3gw8+0M2AokECQV5ZuHChefDBB82pp54aP/1PJwM/0bhxY9O7d2/zzDPPmB9//FHfIqH333/fOo3w8MMP182AokECQaR9//33ZuzYsaZXr16mYcOGVjLwE3Xr1o1X0n344YfN4sWL9S1S0r17d6t/+eQCFCMSCCJl9erVZvLkyWbAgAFm3333tQZrP1GtWjXTqVMnc/vtt5uPPvpI3yItMnEuE+jO+8nr5CRCFCMSCHJq/fr15vXXXzdXXXVVvLZU+fLlrYSQLOSUwA4dOpj//Oc/5u233zZ//fWXvk2oBg8ebL2Ghx56SDcDCh4JBFn1999/x2tI3XTTTebII480lStXtgZjP9GiRYv4QP7SSy+ZP/74Q98mo2QTYZ06dVyvZ+edd44vGwaKCQkEGff555+b++67L37sa6JDmZJFkyZNTN++fc3zzz9vfvnlF32LrJOSJ/o1yvJhoJiQQBC6b775xjz++OOmR48e8QOX9EDrJ3baaaf4PotHH300khv2ZM+J3s0ucy8y6Q8UCxII0rZy5UrzwgsvmIsuusjsueeeVjLwEzVq1DAnnHCCufvuu828efP0LSJJyqLo7+P888/XzYCCRQJByv7880/z8ssvmyFDhpiDDjrIGkT9hKxkkj0UN954o5k9e7bZvHmzvk3kyWFSrVu3dn1fspM9XxIgkC4SCJJyno3RsWNHU6lSJSshJAvZgHfwwQeboUOHmldffdWsW7dO3yYvyaov/b0ed9xxuhlQkEgg8OT3bIyyYu+99zb9+vUzEydONL///ru+RcGQxQH6e3/ttdd0M6DgkEAQF/RsDGf84x//iJ/U9+STT5rly5frWxSsL7/8Mr4XxfnfQpYZy5JloJCRQIpUGGdjbL/99qZr165m1KhR5osvvtC3KCoXX3yx9d9HEilQyEggRSKsszH++c9/mltuuSVeWFAmkVFCErKsJHP+95LaXYUy1wN4IYEUqEyejQFvw4cPt/4bSrIFChUJpIBk82wM2GR5s8wDOf97ymO+KOycBzKBBJLHcnk2Brw99thj1n/jgQMH6mZAQSCB5JGonY0Bm6y8atasmeu/uazQWrRokW4K5D0SSIRF/WwMeJNd+vrnIKvVgEJDAokQORvj6aefNldeeWXenI0BbzIP5fy5yE582c0PFBISSETIX61BVkpJ5PJsDHj75JNPrD8AZEUbUEhIIBHw9ddfxx816cSQKKJ2Nga8yVyV/tmNHz9eNwPyFgkkxyQBSM0oPdA4I+pnY8CblHPRy6kl+fNYEYWCBJJD8rhJKtTqhCEh+wfy6WwMePvXv/5l/Wzl5woUAhJIjshfoXqi1Rm77767vgR5SDZj1qtXz/WzlaXUhVydGMWDBJIDUkNKHknppOEMmRNBYZBik/rnKyvtgHxHAsmBSy+91BpQvIIVVYVBDuTS81yVK1eOL54A8hkJJMtuvvlmK1EkCjmjA4VBNoTqn2+PHj10MyCvkECySFZRyYYyPZB4nWgnIWeFo3C0b9/e9fOVfSJz587VzYC8QQLJkqlTp3puFJRCe1dffbX1dQn5qxWFY86cOdYfEEcccYRuBuQNEkgWvPPOO/HDmHSCkONjpfie14YzCSl4iMJyxhlnWD9nOegLyEckkAz77LPPPEutH3300fFDn4Sc8qf/XeKGG25QvSHfybxWpUqVXD9nOYNl8+bNuikQeSSQDJJVNg0aNLASQ6tWreJHzJZKVGm3f//+jt5QKORYYf2zHj16tG4GRB4JJEOkRMlee+1lDRTytZ9//tnVVp+lXRpyUBQKz8qVK61PpfXr12fZNvIOCSQD5NOFV4kS+TSia1mtWrXKalcaUpYdhUnOZ9E/bynBD+QTEkjIZF7Dq0RJrVq1zKeffqqbm88//9xqWxryaQWFacOGDWbXXXd1/byrV69ufvjhB90UiCwSSIikREn37t2tRCArsORwJy+vvPKK1b40JOmgcMk59PpnfsEFF+hmQGSRQEJ0ySWXWAPCtttua6ZMmaKbbiWbC/U1pSF7BuQvVRQm+YNDFlTo35f58+frpkAkkUBCctNNN1kJQOKRRx7RTV1kqa6+xhnffPONvgQFZObMmdbPvHPnzroZEEkkkBBIktA7jCUkqSQjJwvq65zx/vvv60tQYE488UTr5z5jxgzdDIgcEkiapESJPHbQA4A8zvLj+OOPt651BruUC9+CBQusMjctW7aMP+ICoowEkgaZGC+rRIkfzZs3t653hsyRoPBdeOGF1s9+7NixuhkQKSSQgKREiayS0m96Z4kSP+R0Ot2HM6T8OwrfihUr4st4nT/7xo0bm/Xr1+umQGSQQAKQzYBeJUpk86CzREky69at85w7cYYcPoXi4LWgYsSIEboZEBkkkBRJGRK/JUqSWbRokdWPDtlXguIgpUz0HybyKffXX3/VTYFIIIGkIJUSJX54LeHUceSRR+rLUMBkRZ/+HeBTKKKKBOKTzGvI/IZ+c8tfiDIfEoRMkur+dEipbxQPKet+wAEHuH4HpPz74sWLdVMg50ggPsiKKllZpQf3skqU+HHLLbdYferYYYcd9GUocC+99JL1e0BlZkQRCcSHICVK/BgwYIDVrw45N3vTpk36UhQ4fciYLLaYPXu2bgbkFAkkCa8SJfJmTlaixI+TTz7Z6tsrqNBafD766KP4Hw/O34N27drpZkBOkUDK4DWhKeGnRIkfupBeovj444/1pSgCPXv2tH4XJkyYoJsBOUMCSUAeT6VTosQPOYVO9+8VL7/8sr4UReDbb7+1Kh3sueee5q+//tJNgZwggXhIVKJE9mT4LVGSjAwC+hFFonjyySf15SgSw4YNs34f7r33Xt0MyAkSiCKnBnqVKJFTBlMpUZLM119/bd0jUcjxpyhOcuTxjjvu6Pp9kJV58nUg10ggDmGVKPFj1qxZ1n0SxRVXXKEvRxG57777rN8J+WQC5BoJ5P+UVaLkl19+0c3T9vzzz1v3ShTnnHOOvhxFRB53ytyH83dCHrHKHAmQSyQQU1KixGtFlHwakUdNmXDnnXda90sU8vgMxW3ixInW74Ws0gJyqegTSKISJbVr1w5cosSPQYMGWfdMFHJmCCD7QJy/F7IIQ/aLALlS1AmkrBIl77zzjm4eqtNPP926b6KQ5b6A7ETX5f+POuoo3QzImqJOIAMHDrQGazlaVI6pzbS2bdta904U8prCWj6M/CY1sfTvh9TOAnKhaBPI8OHDrTei/HWXrSNkGzVqZN2/rEj1rBEUpiVLlsSr8zp/N6R6r1TxBbKtKBPImDFjrAFaIlvHx8qniYoVK1r3LyvmzZunu0GRkvNB9O9HGLXZgFQVXQKZPHmyZ4mSbB7aI8UR9f2TxYwZM3Q3KFJyQqHe7CorBuVEQyCbiiqBvPXWW54lSs466yyzZcsW3Txj3n//fes1JItnn31Wd4MiJmel69+R66+/XjcDMqpoEkhZJUqyXZxOPgXp15EsRo4cqbtBEVu/fr1p3Lix63ekevXqZsWKFbopkDFFkUCkRIlX5VspUZKLj/1epSmSBaUroHkdiXzhhRfqZkDGFHwCkdVLugyExN57752REiV+DB061Ho9yeK8887T3aDIyWPXgw46yPV7Iku+FyxYoJsCGVHQCSRRiZJ//OMfGStR4sfZZ59tvaZk0blzZ90NYN544w3rd+XEE0/UzYCMKNgEIiVK9LnSElKiJNdLYg8//HDrdSULSYSAF/njQv++zJw5UzcDQleQCUT2WZxxxhnWmyobJUr82GOPPazXliwaNmyouwHiPv/8c2tpuvzBkc2VhShOBZlABgwYYA3A8mz4xRdf1E1zwmspcbLYbrvtdDfAVhdccIH1O/PMM8/oZkCoCi6B3HjjjdYbSUqUPPbYY7ppTsjEvX59fuP333/X3QFxsjlVlvE6f1923XVXs2HDBt0UCE1BJZDRo0dbg67ELbfcopvmzCeffGK9Pr/x5Zdf6u6Ara677jrrd4bjkJFJBZNAEpUoueyyy3TTnJo2bZr1Gv2G7KQHEpE9TXq/kywaWblypW4KhKIgEogMrJUrV7YG3GyXKPHjoYcesl6n3xg/frzuDnDx+hQuh5cBmZD3CSRRiZJjjz026yVK/Ljmmmus1+o37r//ft0d4CJl3ffff3/X742Uf//qq690UyBteZ1Ali5dan1kl2jdunVOSpT4ITvK9ev1G5J8gGS8HpPKCZhA2PI2gUSxRIkfXuev+42+ffvq7gBPRx55pOt3R1YizpkzRzcD0pKXCWTNmjVWDSCJXJco8WO//fazXrffOOmkk3R3gKe5c+ea8uXLu35/2rdvr5sBacm7BBLlEiV+1KxZ03rtfuOQQw7R3QEJ9ejRw/odmjRpkm4GBJZXCaSsEiWzZs3SzSNn9erV1mtPJXbbbTfdJZCQfBrXqxPlEe+mTZt0UyCQvEog/fv3twbVKJUoSUZqFunXn0pUq1ZNdwmU6corr7R+j1jNh7DkTQKJeokSP1599VXre0g1pEQ94JeUv9lhhx1cv0N169aNfxoG0pUXCcRrc5TErbfeqptGmiQ7/T2kGkuWLNHdAmW68847rd+j4447TjcDUhb5BCKTfvlQosSPG264wfo+Uo13331Xdwt4kgUnDz74oGnUqJH1eyTvKSBdkU4gb775pjUJKCEn+kWtRIkfcl61/l5SDan5BZRl/fr15p577okva9e/P6VRsWJFfRmQssgmENlNK7/k+he/U6dOkSxR4ofXyXGphtTSArz8+eef8cdVO++8s/V7o+Ooo47SlwMpi2wCkQOU9C99aYmSqVOnmp9++klfEnnNmze3vqdU4/rrr9fdosjJxlqZD9xxxx2t35dE8fHHH+tugJRFMoHIyhH9Cy8rrkaNGmXmz5+/9WstW7Y0V111lfnmm290F5GkV8MEiX79+uluUaRWrVoVX50oq6r070lZse++++qugEAimUCE119TUprhmGOOcX1NJgO///57fXnkrFu3Lp4E9feUapx66qm6axQZOd9DCmt6VaF2RqKjk2UxBxCGyCaQH3/8MX4kp/7l1yFzIvlg8eLF1msPEh06dNBdo0hIkdBhw4aZGjVqWL8XzpD3zUUXXWR9XUL+iJHfRSAMkU0gQuY7jjjiCOtN4Ixnn31WX5bQAw88EK9ImosVXDNnzrRee5DYa6+9dNcocCtWrDCDBw+OVyLQvw/O2GOPPcyjjz4aTzQNGjSw/l3i4IMP1t0DgUU6gQhZkpho9ZJMtMujIT+k0GLpdXXq1DFnnnlmvLRItjz99NPW6w8S22+/ve4aBUoezV566aWeS9mdsc8++5innnoqfpiUSPTpQ+Kuu+5SdwGCi3wCEbJsV5796zeDhLxZpMhiMkOGDHFdJzW0fvjhB90sY2SVjH7tQUOSKgqXLAq5+OKLPVciOuOAAw4w48aNc/3+v/POO1YZ99LIl/lC5I+8SCBC/ro699xzrTeFxDnnnLP1ry8v8m/6I322SzkMGDDAet1BI19WnSE1cuxsnz594kfQ6p+5M1q0aGEmTpxoPYrdsGFD/NOIbl8a8jgYCFPeJBAhbxj5y0y/MSS6deuWcIPh9OnTrfbyl5tfsuJF2svql6BOOeUU6zUEjffff193jzy2cOHC+B9H8qlY/6yd0apVq/geqESuvfZa6xpnSE05IEx5lUBKXXHFFdabQ+L444/3nBPp3r27q53MI3i18/LZZ59tvU5WsLRp08a89957ullSMnmpX2/Q+O9//6u7Rx6SObizzjrLs9abMw499FDz0ksv6ctdZH9UWZ9c5N/S+QMI8JKXCUTIjmz9JpE4/PDDXSXPpWy1Xg8vjwn80slK/kqUJcapql+/vvVag8Yjjzyiu0ce+fTTT81pp52WcK6iNDp27Ghee+01fblF5kDatm1rXe+ME088UV8GpC1vE4iQuj9em/Pk6FfZzS6eeOIJ699lotEPmTvRA798ygki2WCRStx88826e+QBOaf85JNP9vyddYYc2SyFRP2SA6J0HzpSWe4O+JXXCURIcUGvwfnAAw80P//8c/z4TjmHQ9bIy9ebNGliTT4mIo8NdL/PPfecbpaQfNKRwf7DDz90fV33mWrI0k7kD9l7lGgpujNkYcfs2bP15WVavny5qVmzptWXM2T/iOypAsKW9wlEjB071nMCUmr+lC5blE8TslY+lcc/slfE2Z+UjvC7hFYeUzivrVevnnn55Zd1M+s1+wl5XYg++aSrS+94RZcuXcwHH3ygL/dFHk3p/nTIHCCQCQWRQIQsa/SaRJRPHMuWLdPNk5JCdXru5IILLtDNEpKdw85rk82d6NddVrAcM9reeOONpBUU5DFW165dzSeffKIv9238+PFWv17x4osv6kuBUBRMAhHyyEkP+hINGzaML5VMxZgxY6x+Zs2apZt58po7kUcYfun76thvv/30JYiAV155xbRv3976eTlDVlzJJ0hZNZWO3377zde5H1J1QU4mBDKhoBKIkJpT1atXt95IO+20U3xJrl96IJA5lHTmTp5//nndLCF5LCGfdl544QWrHwkpC4/okGXVsrxb/5ycIZ9AZcPrF198oS8P5Pzzz7fu4RWpfGoGUlVwCUTIPo3atWtbbyb5a8zPJrwlS5ZYK2VSOcjpjDPOcF2bytyJPNJwXit/sZZO3Jd+TRYNyOIA5JYcLyyLNfTvmTPkVM3evXuHWgFX/kjSv5+JQh6nAZlSkAlEyIlrMnGt31CyYuXtt9/WzV2k8KJz45+8WZcuXaqbeZK5E138rm/fvrpZQpdffrnrWvnLVaqxOsnXqWmUG7LnQuYemjZtav1uOUPm4y688MJA829lkT9E9txzT+t+XiFnovupEwcEVbAJRMjjAnkT6TdW1apV48+rk5FHUbILWDZ0+SXlIvT93n33Xd3Mk3yq0M+1U5k7QebIvNYzzzwTn3/SP19nyB8PUvdMltdmgpzAqe+ZKAYNGqQvB0JV0AlESIG63XbbzXpzSaXTKVOm6Oae5HwFv/Tcify16Nf//vc/63XKX7t+yZnxsgnttttuS2m+B4lJUpfNqHIOi/7ZOEP+KJEBu6yVdumSpeHySEzfO1H4eVwLpKPgE4iQvwb33ntv6w0mj4fC3KErz7n1s+lUjg89/fTTXdfKPI7fuRN5ZKe/PzlAC8FIYU75NLn77rtb/12dIQs2rrzySvPTTz/pLkIlj6LkDwR9/0Qhiz6ATCuKBCLkDd6sWTPrjSaT1LJkNwy6GqokE7/PwKX0ip47kWfofslfv85rJTlmelArRFISfdSoUaZRo0bW74ozpCDnv//9b/Prr7/qLjJi5MiR1msoK6SCNJBpRZNAhFQj9forTgb6u+++WzdPiSzx1Y/KpLCjXw8//LD1uvyWtZDHLLJM2XntCSecoJsl5Cw+Wazkk578DuhzY3TIp8Lrrrtua621bPj66689l6aXFQsWLNDdAKErqgQi1qxZYw477DDrDScxfPhw3dy3jz76yOpPanD51a5dO9e1qcydTJs2zbq37CHxSz6ZyY59OWtFzpsopoQiNaLuuOMOKwHrkL03N910U7y6c7ZJjSz9esoKOXAKyIaiSyDizz//NMcee6z1xpMYNmyYbu6b1DOSukbSjxSwk2Tlh9fcyY033qibJSSlwZ3Xyl/J8ijGD6/El+6nsXwgPxspdLnjjjta378zJLHIooRcFSOUlV/6NSWLESNG6G6AjCjKBCKkvIOU1tZvPomBAwf63nXuRSa0pcS2X/K82nl/2Sgojy38kJIWeu5Ezon367LLLnNdK6t8CnnuRB49yaZQ2VSqf+7OkFI0Mu/g9+CxTJD5Fa+9TGWF/CHCkcfIlqJNIELmDuREOP0mlJDdw9nYhCWJatddd3XdO5ViiVLOXr/2VOZO9ACVysFDkuT8rhLLNRmMr7766vjkt/7v5QypmybJ3+8nuEySY27160sWsowcyJaiTiBCkoTUC9JvRAkpSZJuyZDSXcOJSFkKfd/HH39cN0tIn0Qn+xX8khpO+t4TJkzQzRKS3diy/6FTp07xv9b97tbPJjkTZujQoaZGjRrW9+oMWQAhCxmiUnhQTiLUjzX9hKwgA7Il8chWZPSjnNKQOY10/hrV1YG18847z/XvqcydLFq0yBpkUlkIcOqpp7qulcc6fr9Xr7mTe+65RzfLGdnQJ2VhJMHp1+kMSfCSsNP9QyFMMkeXbP+JV8jSbUmYQLbYI1oRk0cc+k0pIbu75U2dKnlsovtyhvSp/zLu0aOH7iYh/Xpl7sTv82+ZO5Hd+M7rZRWWX3IqovNamTuJwuD13Xffxeew9LyQDjls7Omnn46XKImaIUOGWK/XT8gnQSCbSCDKrbfear0xJeTZcqpLOHVlXT8hjy78kLmTxo0bu6498sgjdbOEHnzwQeveUsXYD9mlredO5JOaX/Lpxe8iAb+kP1k8oJOiDnnsJqX1szG/FYScm+51uqafePLJJ3V3QEaRQDzcd999nuest2rVKqWdx161rfyEH15zJ1KzyS8pEum8Vkq9+CUn3Ol7y4mQfh1wwAFb7ymfFqRoZZBPeEJK78vZGMlqRMneiEmTJqW1ui7T5NNQy5YtrdfuJ+RRqd9Hn0BY/I1WRUg2AUqZE/1GlcHPb8E8r93lqURZevXq5Worcyd+NwDK6Yx67kQ2yfnVrVs317V169b1Pfksf2Hr71NCPjnIJyj5BOjnmNcvv/zS9OzZM+lf61J5IF+OdL399tut1+83ZD4LyLayR6kiJ486vP6ylYlXP3MNen9HOuEkm9r03ImcdueX1HByXpvK3ImUg9GPifr166ebJXTJJZdY35tXSFl7SRAyT+HclyJHwXbv3t0zuTtDdva//PLLjjtHm1SNTjbhX1ak8gkQCAsJJAn569VrQlbmH5KdMid7SfR1YcTYsWOtr73++uv69p7SnTuRCr/63nPmzNHNPMncSbKd34lCzuHYZ599rE9OOqT+2IwZM/StI+/oo4+2vhe/IXtb8mU/DgoLCcQHGZzlEZF+48pu5c8//1w33+qYY46xrslEyOY3v5PCcsSpvj6VyddDDjnEda0M6n5JnS1977BCBuBkJ01Glfz3199PKiGPM4FcIIH4NGvWLM9dzFJkT57re0l2el1YIafU+aV3N0uVV79zJzLvoO8t9aT86tq1q3V9uiGfaORRY76Spc8yh6S/r1TCz+maQCaQQFLw4YcfxhOGfgPXqlXL89har4QTZpSuFJOje/2QuRNdFlzmGfz617/+Zd3/22+/1c08ec2dpBMyRyKP8vJdolI6fkOKPUZxLwuKAwkkRTKJq88tl5CB2fnsXZZU6jZhhwzIstLLr6eeesrqw+98gTwi04csHXXUUfF/k3kV2YQoj/nkEZfskNekxIa+d5DYZZddUipVH2XTp0+3vr9UQ85fB3KFBBKATJ7rwVRCJtulvpSQA330v2ciZEe5XzLgO6+V78Hv3IkkGn1vSUhC9lc4v965c2d1tTFt2rSxrk8lZOLf7xn2+UA+DeoimkHC65MvkC0kkIBk2WtpoURnyLLf8ePHx3eU63/LRPh9fCWPmvTmSHkk5Zc86nJeK5+4Ss/I0PsXJDE5yWvUr9tvyNJW+Uu90CSqvZZKSAKK8sZIFD4SSBpkQ+H+++9vvbFlj0KfPn2sr2ci3nzzTf2yPMlkt75WJsX9kEl2PXcik/Gl9NJeOdDKSSb59b39hpweWWjef//9pPtY/EQqiyeATCCBpElKmxx00EHWmzvZfoWwQj7t+CHLbZ3XyVyFX17LTGU5cCm9L0U+hZWSR2SyzFhfnyj0IoUDDzxwa1+FQPbCNG/e3Pq+g8Snn36quweyigQSglWrVllnmmcrpG5XMjKIyzG1sm+l9Dr51OCXbDR03lPmI5yPTmRuQr+u0o1tsodG/5tXyKAqq9zkKF/n1/fYY4+t9ykEXp8Eg4R88gVyjQQSEpkP0JPU2Qgp6e6XnPUhCUfOmpBltX7IXI+eO5FSKE5eE+yl5UekxIr+N2fIpzfnX9KS6Jz/LstUC4WsTtPnwwSNVM59ATKFBBIi+atbjoTVb/ZMhpymmKpUJl6lyKLzfvJoTooxOskzff26pLaTzJ147eCXhCSP0LwWADz66KOutjKJXgjkv7kcVaz/WwQJ+RnIf18g10ggIZNn3Keffrr1ps9UnHTSSfolhEpKrjvvJ2XgNa9VVlJRV8rLO78mGyvlE1NZn35kTsd5jQyWhbBR7pFHHrH+GwWNVOavgEwigWSADHheS3wzEZkcTOSAKX0/OYhKW758udXunXfe2Tp3IkflXn/99eb333/Xl1q8Ntf5uS7KVqxYEV+Zpr+voBGlo4NR3EggGSIT182aNbPe/GHHbrvtpm8dGtld7ryX7Hz32rgoiwj065KVW3Jq4S233JLSQUdSc0z35bdcSlSF+YlUlv/6PY8GyDQSSIbp6rVhRybnCPTKskSHFkmy1MuWZZVX6UbDVMiEuv4ey6p4HHVepzemE6XlY4AoIIFkQaZXZ/mtppsqSQzPPffc1iNoS8u0eNGT5fLMP4ilS5da35/f80aiRj55pbIHxk/IIgMgKkggWXLyySdbg0FYIeeCZ5KsIJJ6V5s2bdL/tJUuMDly5EjdxJdffvnF+v6kLEw+kkKH+ntJJ+QRYr7PB6GwkECyKNmeiKARhYJ6etHADTfcoJv4IntV9PcnySvfzJ4929o/k27IHyFAlJBAsqx///7WwJBuRGGAbdmypes1DRkyRDfxrVKlSq6+UjkxMQo2btzoWSMt3cjng7NQmEggOTBs2DBrcEgnvJbWZlvHjh1dr+miiy7STXzTJ/Tdf//9ukmkyacv/TNKN6SY5Z9//qlvBeQUCSRH9A7vdEL2WOTaCSec4HpNZ599tm7imz4nQ5YC5wvZVBnmyYul0aNHD30rIOdIIDl07733Wstfg0S/fv1011nXvXt312vq0qWLbuJb06ZNXX2lcm5JLsligw4dOlg/nzDif//7n74dkHMkkBx77LHH0k4i3bp1091mXd++fV2vSeo+BdW2bVtXXwMHDtRNIumhhx6yfjZhhJS4lxI5QNSQQCJAzvhOZ8VO+/btdZdZN3jwYNdratWqlW7i27HHHuvqq1evXrpJ5Hz//ffxWl/6ZxNGpDOfBGQSCSQipCT6XnvtFd9ZrgeQZCFLaJORvSLTpk3LWBmM6667zvWapAhjULLj3dlXFD5hJXPKKadYP5ew4q233tK3AyKBBBJBMtjLyioZlGrWrGkNKDrkL99kZJ6ktL2scjrttNN0k7TceeedrtfUoEED3cS38847z9XXMccco5tEiiyj1j+TsGKXXXZJqfw+kE0kkIiTyr6yUfCKK66wBhdnlJ4A6EUGIF1SQya9wzR69GhX/zVq1NBNfLvkkktcfcmcSFRJIUlJlvrnEVbIzx2IKhJInpDHGLrelBwtW/q/v/76a33JVnJUrB6YpMaVH1IQUVZUXXnllfGzOubPn6+bxI0bN87Vv8zpBP3LWU48dPYlq7Ki6sILL7T+24YZc+fO1bcEIoMEkkfkr105C2KfffYx++67b/xry5Yti//1/91336nW/98111zjGpRkp/fq1at1M09ej2ekTIcm8yu6XSpl3J1uvfVWVz+yLySK3n777bQWPySLdOaRgGwggeSpsj5xaPpcElnl5Ne5557rulaKJkqVXk0+IekBUFYmBTFq1ChXPzJnEzVSs0sSuf6ewwxZmABEGQmkwHmVR5cB2g+Zf5E9CM5rE53B/tFHH1n3+fLLL3UzX6T2lbMf+cQUNfpTXSZCnz0PRA0JpMDdfffdrkFJNi3KEbR+eH2qSHQmyOLFi622H3zwgW7mi9djM/mLPypkHkgXfAw7DjroIH1bIHJIIAVOdoQ7B6ZUNvhdfvnlrmuloF+i1V5y7rceBN944w3dzBc5/0P3JeeERIE8vjv00EOt1xd23HHHHfrWQOSQQAqc7CfZb7/9tg5MN954o26SUJMmTVyDWteuXXWTraRSrB4Ep06dqpv5IicQ6r7kUVwU3HfffdZrCztkYt7vp0Qgl0ggRUI+DcgO73nz5ul/8iTt9MD2xBNP6GYu2267rav9008/rZv4Imeg63vLWem59u2338b3t+jXFnZIaXwgH5BA4EmXm69QoYL59ddfdTOXWrVqua4Jek6JDNR6UJ01a5ZuZpF9J//85z/N+eefH1/uLHM4YR4Be+KJJ1qvKxMhRRmBfEACgafWrVu7BjU/fxXr3e633XabbuKLDPp6UJ0+fbpuZvF69DVhwgTdLBA5DVD3nYmoWLFi0kQNRAUJBBbZv6FLzN911126mcU51yJx7bXX6ia+yPJhfX/ZBZ+MnBvivKZy5cpm7dq1upmnlStXxnfde/ntt9/i+1/0YJ+J6Ny5s749EFkkEFj0PgyJr776SjeztGnTxnXNoEGDdBPfdFXiRx99VDex6HPIjz/+eN0kITnxT66R3d9S/df5+E0eien/HpmKoPNGQC6QQODpzTffNKeffnr8kcoBBxyg/9mTzD84B8M+ffroJr7ttNNOrr5kP0tZvPahPPzww7qZp02bNpnatWu7rnWewZGtuQ9Jmn4/MQFRQAJBmX744Qff51HoMzHOOOMM3cS3PfbYw9VXsuXHsm/C2V6Wwspr90POYtGDuXPORVaw6X/PRKTz3wvIBRIIQtOzZ0/XgJjKIyTtwAMPdPUl1YDLcthhh7nay+M0v3T5eFmqu3HjRlebFi1aWAN+2DFlyhTXPYGoI4EgNM5DqyQ6dOigm/imE8LFF1+sm2wlu9T1HpSbb75ZN0tIqv06r/U6bMtrXijMkEdoOmkBUUcCQWiGDh3qGhTlr/agZDWSsy+Z5E7k8ccftwZk2YzoxyeffGJd6zWRLYN7/fr1rbZhhUzUA/mGBILQDB8+3DUoSimUoM4880xXXyeddJJustXJJ5/sauvnjPhS119/vetaWTQgy3a9yDyMHvjDitdff13fDog8EghCI7u/nYNivXr1dBPfpGy8s68jjzxSN4lbt26ddVLj4MGDdbOEWrZs6br2qKOO0k22kkdlVapUsQb/dEM+2cjeFyDfkEAQmscee8w1MMpgG9Q1l19u6sngGotdYnHiwQfrJnEvvviiNSDLSYF+SMkUvWFRkmBZ+vbta90v3bj00kv1bYC8QAJBaF584QWzc2xA/EcsGsZi11hs3rRJN/Plmf/8x3SJXX9yLLrFYtA+++gmcXqT34477uj7r/n777/fda0kk2QnPS5YsMBKOumGlGAB8hEJBKGZ+/LL5qTYgNg1FqfF4sxY/JFgPiGZ9+64w9wUu/7WWNwei9H/+IduEj+bQ284PO+883SzhI4++mjXtX4n/Tt16mQlgaCRzjwRkGskEIRm+bvvmltig+JtsbgzFnfHYs033+hmvix/+GEzI3b9m7F4JxZzatbUTcy7sfvpAXny5Mm6madVq1ZZpwr+J/apx49XXnnFum/Q+Pe//627B/IGCQShWfvZZ2ZmbFB8OxbvxuK9WKybP1838+WvZ581f8auXx+Lv2Lxd/nyUq/d1UY2FzoHYykFIgdb+TFu3DhrMJ87d65u5umLL76Ir/TS1wcJOR4XyFckEIRmy7Jl8QF/Yyw2x8JIvPeebuaPnL1e2kdpqDpRUvjQORh36dLF9e9l0cuEGzVqpJskNGLEiPgmSZ0MUo1mzZrproG8QgJBeOQci3Jq0H/1Vd3KnzfftPty1LaSTwF6QPZTsVfIpsDtt9/ede2AAQN0s4Tatm0bLxW/ww47WK8hlbjlllt010BeIYEgPFKKo5wa9CdO1K38kcdJuq+FC7f+s3wKcA7GUsrkp59+cnSQmNccxmuvvaabeVqxYkW8UKNcc/jhh1v9+A1ZybUs9okNyGckEIRru+3cg36Sc9QTWrTITiAffrj1n+VTgHNAbteunePisvXv3991rRzF+9dff+lmnsaMGbP1OlkyvF3s+9XJwU/I6wfyHQkE4dphB/egf999uoU/P/5oJ5CZM11NnAOy3+Nz5dx0ffRu9+7ddbOE9Nkg7du3d/1/v3Ff0P8uQISQQBCu3XZzD/opVMV1keNlnf1IyMS6g+xCP+644+KPgxY6Hm+V5cPYpxg9mD/33HO6mSc58laXMtlrr71S3lhYoUKF+KMwIN+RQBAuWVlUzjHoX3WVbuGPLNmVpbvOvp59VreK+yaFvSZyTrtzMJe9IKtXr9bNPE2aNMlKBhK6nlayOOaYY3TXQF4igSBcMhdRzjHop7C6ybL99u6+fB5RW5bmzZsHHsx79eplJQOJgw8+2PpaWSHl54FCQAJBuDp1cg/6556rW/i3yy7uvu64Q7dIiax60oP5qFGjdDNPUl8r0bJdWZW1++67W1/3Cln+K7vggUJAAkG45DS/co5Bv2tX3cI/KaDo7MtnqZFE7r77btdgLnMXy5cv1808ybnwOhk4Q5+gmCi6pvPfA4gYEgjC1bu3e9A/+mjdwj8p4e7s6/LLdYuUzJo1K37SYek+jlatWukmCV0eu7dOBs6QMip16tSxvq7jhRde0F0DeYsEgnDJ2RblHIP+IYfoFv7JIVLOvi64QLcIZOnSpWbIkCHm3nvv1f+UkFTN1clAR7KNhTVr1jTr16/XXQN5iwSCcF19tXvQ339/3cI/OcbW2deZZ+oWWSEFD3Uy8AopLa8r/DqjZ8+eumsgr5FAEK4RI9yDfgpFCi09erj76txZt8iKm266yUoGiUJ2xOuvlcb06dN110BeI4EgXA884B70a9fWLfy7+GJ3X4cdpltkRevWra1kkCj22Wcf62sSUvZkU8DTGYGoIoEgXGPHugf9ihV1C/+uvNLd14EH6hYZt3LlyvjOcZ0Qygq910SiX79+umsg75FAEK4pU9yDvkTQieMbb3T3s8ceukVWyP6RoUOHxj9F6MTgFW3atLG+9s477+hugbxHAkG4ZsywE8jPP+tW/tx9t7ufnXbSLbJqw4YN5qmnnvJMEM6QZcKNGzfe+v/lsCop4ggUGhIIwvX++3YC+eor3cofOSDK2U/VqrpFzsjxt3369LGKK5aGc2OhHL0LFCISCML1xRd2AvnkE93Kn/Hj3f1ss43UFNGtcuq3334zd911l3VGerVq1baeevjxxx/ry4CCQAJBuKQ0iE4gQZ//y7JX3dfvv+tWkfHyyy+bk046KX46oiSOjh07mn333Vc3AwoGCQThkkKBetB/6SXdyp9Zs+y+vv1Wt4ocKS8/bNgw06xZMzN8+HD9z0DBIIEgXH//XfKoyTnoP/+8buXPp5/aCeTzz3WryNq4caPvs0aAfEQCQfiqVXMP+o88olv4s3SpnUDmzNGtAOQICQTh23ln96A/cqRu4c8vv9gJ5LXXdCsAOUICQfj23NM96N9wg27hz4YNdgKZNEm3ApAjJBCEr2VL96A/ZIhu4V+lSu6+nnxStwCQIyQQhK9jR/egf9FFuoV/deu6+7r/ft0CQI6QQBC+E05wD/pnn61b+Lfrru6+brlFtwCQIyQQhK97d/eg36WLbuFf06buvv71L90CQI6QQBC+vn3dg/4RR+gW/rVt6+5r4EDdAkCOkEAQvsGD3YN+q1a6hX/HHuvuq1cv3QJAjpBAEL7rrnMP+nvvrVv4d+qp7r66ddMtAOQICQThu/NO96DfoIFu4Z8+1vb003ULADlCAkH4nn7aPeg3bqxb+CcFFbfdtqSf8uVLTjwEEAkkEIRv5Upjdtnl/yeQoDvRS8l5IvKphjpYQKSQQJAZv/5acqLg66/rfwFQIEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggyK7Vq40ZO9aY884rOTtdjqyVc88rVjSmTh1jDjywpGS7nH2+apW+GkCEkECQHT//XHIYVJUq/79GVrKQtgMGlFwLIHJIIMi8iRNLPl3oBOE35NoJE3SvAHKMBILMGjHCTghVqxpz1lkliWXhQmPWrDFm7VpjFi0yZvJkY845x5jq1e3rbrtN9w4gh0ggyBypxquTwIknGvP117qlbflyY045xb5e+gQQCSQQZMaCBSWfNJyD/6WX6lbJXXGFuw/pU/oGkHMkEIRvyxZjWrRwD/zyWCooWbHl7Ev6lnsAyCkSCMI3dap7wK9f35jff9et/JPlvHKuurPPF1/UrQBkGQkE4evQwT3YP/ywbpG60aPdfR52mG4BIMtIIAjX0qXugV5WU8kKq3RJH3plltwLQM6QQBCuJ55wD/Ldu+sWwcnSX2ffslsdQM6QQBCuPn3cg/w99+gWwUlfzr4vuEC3AJBFJBCEq3Vr9yA/e7ZuEdy777r7btNGtwCQRSQQhKtJE/cg72fToF/Llrn73mMP3QJAFpFAEK7atd2DfJgVdWUpsLNvqZEFIGdIIAhXhQruQX7zZt0iuE2b3H3LvQDkDAkE4apVK3ufQOTTDoCcIYEgXMyBAEWDBIJwZXIVlvTl7FvuBSBnSCAIV+/e7kH+3nt1i+CkL2ff55+vWwDIIhIIwvX44+5BXnaPh0XvRJdd7wByhgSCcH31lXuQD7MWVo0a7r6phQXkFAkE4WvXzj3QZ6Iar1T8BZBTJBCEb9Ik92CfifNApkzRrQBkGQkE4fv7b2OaNnUP+D176lb+6RMJmzUruQeAnCKBIDPmzTOmShX3wH/ZZbpVckOGuPuQPufP160A5AAJBJkjcx/OwV+iSxdjvvlGt7R9950xXbva18tcCIBIIIEgs26+2U4CVasa06NHyVzJ4sUlK6z++MOYJUtKzlM/91z79EEJ6QtAZJBAkHnjx9tVelMJqa8lfQCIFBIIsmPFCmP697fnRcqKypWN6dev5FoAkUMCQXbJklw5y7xXL2NatCj5ZCJl2SXkfzdvXrJiS3aZh1nJF0DoSCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBASCAAgEBIIACAQEggAIBA/h9PyH8a/m239wAAAABJRU5ErkJggg==)
PN: 2229-1-94
CAS: 52730-40-2
Molecule Weight: 152.149
Formula: C8H8O3
![(1R,2S,3S,4S,6R)-5-Oxotricyclo[2.2.1.02,6]heptane-3-carboxylic acid](data:image/png;base64,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)
PN: 2229-1-96
CAS: 71155-07-2
Molecule Weight: 152.149
Formula: C8H8O3
PN: 2220-1-01
CAS: 32916-58-8
Molecule Weight: 128.171
Formula: C7H12O2
Melting Point: 75-76 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
HTN: 2916.20.5000