La politique de l'IPCAM est d'appliquer les règles légales telles que décrites par l'Office de la protection du consommateur. Pour la mécanique d'utilisation du service PayPal, voir la page Paiement d'un atelier.
Paiement
- Paiement en un seul versement
L'atelier doit être payé en un seul versement dans les cas suivants:
- la valeur totale du cours est de 100 $ ou moins;
- le cours s’échelonne sur 3 jours consécutifs ou moins, peu importe sa valeur totale.
- Paiement en deux versements
Autrement, le paiement des frais de l'atelier doit être fait en deux versements :
- Le premier versement de 50% du montant des frais dû lors du premier cours;
- Le deuxième versement de 50% du montant des frais dû au milieu de la session.
Annulation de l'inscription
- Vous pouvez annuler votre inscription ou votre participation en tout temps, par écrit.
Si vous annulez lorsque le cours est déjà commencé, l'IPCAM vous réclamera les deux montants suivants:
- Le coût des cours déjà suivis;
- La pénalité prévue par la loi. Cette pénalité correspond au plus petit des montants suivants : 50 $ ou 10 % du prix des cours qui n’ont pas encore été donnés.
Si vous avez déjà payé plus que le total de ces deux montants, vous pouvez demander un remboursement.
Sinon, vous devriez verser le solde à l'IPCAM. Cette dernière situation se produit si vous annulez à la fin de la première moitié de l'atelier. En effet, vous avez payé la première moitié lors du premier cours, mais vous devriez payer la pénalité pour les cours futurs auquels vous renoncez de participer (montant négatif dans les exemples ci-dessous).
Contrat
- L'IPCAM est un organisme sans but lucratif opéré par des bénévoles. Il n'a pas les ressources requises pour produire des contrats en format papier systématiquement pour tout le monde. Tous les renseignements pertinents sont fournis avant et durant le processus d'inscription afin que vos droits soient respectés. Vous pouvez obtenir sur demande écrite un contrat papier.
Exemples de demande de remboursement
Dans le cas d'un atelier de 400$ pour 8 cours, on obtient les montants suivants :
![](/sites/pleineconscience.org/files/resize/section3/remboursement_400_8-686x141.png)
Dans le cas d'un étudiant:
![](/sites/pleineconscience.org/files/resize/section3/remboursement_400_8_e%CC%81tudiant-685x143.png)
Dans le cas d'un atelier de 60$ pour 3 cours, on obtient :
![](/sites/pleineconscience.org/files/resize/section3/remboursement_60_3-684x145.png)
Remboursement pour la 2e journée d'un atelier de fin de semaine
(Insatisfaction de la première journée)
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ArMzLixIkvMuNEnMg8X+eSf4QfEAACQAAILDwC/2PhEQAAQAAIAAEgoBCAQcCNAASAABAAAgqB37g4dDodNwnnQAAIAAEgMEcIhHYKsEKYo05GU4AAEAACoyBQWCEYYZeXO+YQf4EAEAACQGAOEOh0BtFWYIUQhQcXgQAQAAKLgwAMwuL0NVoKBIAAEIgiAIMQhQcXgQAQAAKLgwAMwjz39cWPdJd9hp3OK9q+aKmhTWQefs86iB7f02FLakxGzBkNlN4DGsyW4pOBB7XMHQIwCFPcpYcDGUSdf4OzKdYYqgEBPwLpvYz71w/QlKTCIExJR+TU0LPw3i7RytYLkje+5N/51g2i3TeYrebAwgkQAAJtIQCD0BaSrcn5TNuPhnQi8vqP6XjjWip5aeMpXR7c0+ec766zeqjolrnYfhVYeWQukrvbn5N6Grl7MjlqhdM7SttgHxT1iLiUbFfVoXaF3f2RjCcsLivD6u72WQ63xBWU19fvHorlyeSnKzpLN6KsbBDXaPuy8ql8xw04zvbHZWe6DQ6zY9HT4CirA5ncqB9PaFQbcvjYdwWOrxIBGISrRN9X98UvNFTWgO3Bg+VijtWHtLMqyddo4zhZOeRWEHREvcjDJg9nd/ODMjamXGZkitXVT5FB4Q3J85+ublIjZqQlA6jokc/DupfuM3ygzZ42mEpcPVknm/tEe4yb1mm3J0b1J3pgVmAsc7dXNEy7vSRPVs7sy0j9z2mT+8y0Ra3kTobUjfSDQaL412mfMhQJnv0Du7+f0saSlB5n++vJNhip9rNmuy8Tg726s0MHfd1SnuSo++74Pin1dTL+TAcCMAjT0Q+NtUh9szwjUwO9SDr5ROc+iTy4vFQztRu09cQyNmxkLnesc1/ZqmmHPyljQHSD1tey1U2ueGr0rDyrtykZM47obXQDl3U/1wOjDCo1Za1sfZMMpN0vaUUr1T94SGJjl25e1ykf6b1Zejh5KNXzA70TkA9/UMbAbu/SxlrSFjYKr6Nt0cJzf5z2nX9KVoucxwywuezjbH9N2QUcQ/dhrgE4mSYEgl8qT5OS0MWHQDYTF9eSGtDFvRNwzygJ6eBynW6OaXp28f6jVjZSR6oHz4a7A9r0Na9qWpuyqtap8529/8wuq3h7JY+yNjVlp9lXv6atlaPE6MiqozPUl+7RwSUbsnG2f5yy0wbiYJoQgEGYpt4QXZa+ovUVdomwC2L37Rm7h5yZOw/6A2K3EZmZOA8MVWf3elZ8woOYzIBXx2AUklk2u6Riv1QPmQ0b10esQORam7Ii1fguLd+8xm4PWVVIe/2YSh5x6zT/Ja7BDS0g88cf0cvtr2l1LVnpnPCKbGQsXSWvEFtXFZxPBgG4jCaDc41aeADYW0/cGbwBl25CigR7BaAfVjMQyeVsdi5nnp8yNpLOM/PX1uurIle9DniNbmk/ysm7hoNY6lKJuH5Ceih/uPHNe/T3JbUpyyffSbvY3tcusXv0QPxMagYvmT7QcD/BLM2zsk5P9H7PyLhqPVZ3HmvXGpEyNuNs/zhl6/bgz3QhgBXCdPVHos3SfTq+/CrZrNx8Th3bp9J/rDeV79Pe1qnaNzBul5WVGyWtSWaba/yWUXeT3/ZQ+wm6SP82HyTGaNjlFYq8DWJfL5GcXV6mnfN1OmMZsmHrFxHRQ2a6mbAKR23KCleXb4t216jsUv8LItlYtvuKjcF5unE6Aq72JMBSTzaY7ZcLvH1aG0urgrRtO9SGbGXI+J7aNfdVDh+3XpxfFQIdl0LT8CHImwD4AQEgAASAwPwgIK/8yg98CPPTp2gJEAACQGAsCARXCGOpDUKBABAAAkDgyhEIrRCCewhwGV15n0GBBUJAlvJ45up3uOB2unNZv+CClrgziFMk4y2jBb0x0GwgAASAgIsADIKLCM6BABAAAguKAAzCgnY8mg0EgAAQcBGAQXARwfnVICDv27M/2ETIbFUJFSBOf/BmH7daCYQBgdlHAAZhxvvQDm4nA6r8y33d3HQAnGQ5qav3UQWtSz620p3SVIdYn6qP/kYMl2HLH4eOtnwczw4Cn7fpz7xpe2dwl/5mf+iv0p20KW0VDMKUdky5Wklo4h7pcMKaROeSvxKm4S8pT0C5nCnI0fYgPQVNggqLisAK/e7GCX37Q+0wt1MBGAzCVHRDEyU+0zsOgFfgTJDBNQ2ZwEZDke0kUUXVCkLH6C+SntgxhALlfLPhXFqgXKR5+RWOzUMQkJWrTwv2pOXkSigOo4OTN4qDybttOKGTFVjm1groaOoq/OX8QmoEGskCMvOU8PtvDuiPRy/zq4RcAy/ob69kJaH/vdqmf5rrZjXx4yC7zvn+0wo9ZrKO4y8MwjhQnYjMJBCdj8wlqz6JobOiImFaHAKcQbGvmVWFIochDkVtBuRwuUy276heORW501rhnG99tMh96smytVFyzziWkGkfr5p0zD47mzqO4yBZ2Ji+u52Quog8JtbJMG+uY0ERJMwRAqv0b7xQ//Y7a6BPWyfGoEvfXj9Q30/INxTb1zfpD9/bKwpeYXx6kF4/fdynv78Z0HEqY3wHMAjjw3bMknkw4qBqEiu/p/cOkj0Ee6ZfXYWltTvBQbO6lBo5efb9cpcD2VlEPYpYZlRSFSN3rxkjVxGHvI6koswWCXSqtVz6jI1K1XDl1YQi1xQi8Nv7z+iPHzbpv9yZ/ed9+t8fVugvX6swuErzu19v0e9yK4r8dbp2i37HNKz/be9LjKnNwS+Vx1QfxLaKQDLAmFj5IlrNjnmmf1PIU6J1ifsioX7Mshm+5ixlvEc+gpwbdGtkroYIOU+hQdOAQ0EpJMw8Aqv0Hzyzv7O/Tf/2jduYZfoXm0zw2s2poROFQXD7asbPV5+we2T3tIQAJ2FbO9t6QZfH+s4Uf3n304Rbb4eRbrNqP1lNsYZpwaGoGVLmAIHlJ/SX/S79rx8SctisRcls/64xCp/fq5dA/jXLcGVHcBldGfQjVqw2PI3PP5N1+Jo3UFfu0NqSTlv6gpbZD674f022i195AWrxGXP6xf5ptvEq+XzlPGmqPiM3VM6+bo558/tZn91duQ1Wma1bbfLU59Mrp4MidcnIaqS6QtuMDlVwMHlDf306hvIqAiBsKgfhmbsLS/SntT79fLRLP5u2XVuj3ztvIR3/sEk/33tGfzIGwuS9gr9YIVwB6K1UqQbUAe8fHOXFMYHO5bFNu7lMT7ZuUNeQ1WhikuODT9Sx+IxX+vecPQR/uR3eVO0YWVxzf0s2bE8tHfzljH2yMtLqzg4dDOTNHStV9E9P/bLiOogb7TG962TEQknbDPdxKpyNHr+RVYqDld976NfR115vcSTONwLLO7R9b5c20seUjcTTcyLeWL6TUBMQ3diifzyNO3gnBVIw/DUiL06qC1APECD1QSGeufp3grxIgWin1XEz0U5D4a/hMqqOJXICASAABOYageAKYa5bjcYBASAABBYYgdAKIbiHgOXrAt8taPrEERDXB565+rADt3qYCV6xH1xGMXRwDQgAASCwQAjAICxQZ6OpQAAIAIEYAjAIMXRwDQgAASCwQAjAICxQZ/ubqiNwsm8xi+Lpz1krVX04B1KaWpghMxCwEWDSqBy3iX1tTMcwCGMCdjJiJfSCfNhl/7O+9C1VIonjM1znEBaXj4l6TmA8e1AvlRXJoL7mjVzHJSAwpQgUwqPr8PGZutmESj2Hta9nkqbhCAZhGnqhiQ6KcvIN0YEOa61DPUsI6ZfbVcMiJsHxjjfkm/ll2rlskUms0KY6AecKhZEABK4Agc+0P7xOByaM+iVHF6Yhda1wK4cDDhC5bEiq6l/3N0pP9HpHdLLJX9zLhK9gaPwlR02FQRgVwSspz7OSl0e0wsHpcpSTrIvE908GeFEsMnvxzf5zaVw2QK4TanKQlMYukKtDX7DTzHGQlMYWlj+Oz+ZGwKKgk16FaR7odIVW+tBqHawBJd8CnE0XAjJhsqMGX6O19RtEZ79qRsIzertrk1Rx/mccMXj3J0rYDcqu+1qbBFxUEz0OEyPPuKze3fB4vpJtpMEgtIHipGVc/ELDk3xwuqIKMvjYsxeOG7Scn90Uy9gpfHPvSZwi5gM4z5Pr2LnMcZyURlYf9oNlSoX+xkhp/GWk/u7wTkaKw7O6g+VPxFFj+DcqFiLD1onbIkZC80DL9wOXavZo6pP8+M0jAufvPvBi+oskXLUOjnira7XU5ssou24Vyx9yCHhbpqzeUxbEfM62z2AQ2kZ0EvLOP3Fk0hIXjDYaNgFNEhp7n7aZb6DVHw+OiuymISlNUZeapDSB+ld3tBFqBQtHp4LS7myykIETJA8IcnzIzEKarEB7uxyyfawER8v0oJ/whHTYZTTpHwzCpBFvoz57FhKV5xiNsW7uOnVF9RrHxbL6neujYsGRUve2hHY029Cf9Bsh40ARMgMIsHuwu0m8Wq6z0g3IKkmWKMBq1ckuI+whlICFy4yAjsE/3C/bPHaoHtUSdlwIOnWNq5qg3LL6nestYJHjY2beZtr8rv3VV7C9uDApBNTeVI/f33BfutDPYY5rxF69l12v0IB0D+HklPbbXtl76scKwQPK9CexT1HPHtxZqdy8Kk0TxWy+zkhdFZFMf402JFi/52bNEc0ICJ48XmzqkNJ4ZBbq9VYSSVTcELzMfvSj3uxL8h4O9OZvG1i41Td6Rxybyi6M036e7U35Vgbi3uE95LfmGeP+5Zc9qH9b09eWXfe0Xvam3JcTDn+i3TIXsUdUk6RgcLsmwlBmggisPqTL8y+Z9jIjglG1KwKchHpp4/gFEW8spwQ06pohz0mMSjtkN+Ibr0hKIxtkpSQ79XE0ZDvdzjArLO1VZ6LfqFhkYtXR6m1a7uWx7/MrwMrYOllxOqsIJG8Jkbxqat9X6kWL5BXt1R1+1dR9xqw9hrLrBWRk8kLPrfqOqEPjopot1E7B8NeIvFgECylAYFwIyKureObqozvXuMkq9P3X1mvk9fFxSwhe8guFv4bLyEUM50AACACBBUUguEJYUDzQbCAABIDA3CMQWiEE9xCwfJ37ewINnCIE5tr1MUacgVs9cI3LKFQKLqMQMkgHAkAACCwYAjAIC9bhaC4QAAJAIIQADEIIGaQDASAABBYMARiEiXe4/jiJX/9qlZBmnO2Qj2U6DldCWX1Nytgy7fL2sZ2nzWO7Dvu4zTogCwjUQaDRx491KijmhUEoYhJJmSJCmqaDVtNyEVTGfkl93VyjllHbyF8+H7thCmpUj6zziUAS3t0loMomeLJhW+QtKLs+XVgF3zKaLjWnQBu21hJ9UL5GvVzN9JFQEY+YkGZVkcxk6f6jJNrlhrp4jUNCm6+G/bmRaiPgBKezL+EYCIwZgSTSabGSlCDnWJ5lGfz5K+PBF3Spv1Yuu16UKCkJJwJTLfCPv1TmoHqkogzcT8Juq/Tx/IcVQiVcuaOnipCG9QmS18RmJOFyKoCXzHDSfzVdRIxjMoPSMrpDDtGd/+Wud9yZVj5v7Cyua7iNIrOSDp4VRrCcyZsS+sTapfsGBDmx7p26a3K/Ka4NDmC4ktOujACn7HpOmD4BQY4PlelKmzpCGl5peMlrZMCJkeKEyiVMayrkrqYLPFehnWODW76LZMDsnXHsIF3+0nl41HUyVIM7JFSfPTeIV16kdcbxjyyCnVyUUa4vr2u4jU11KC/nkOdYmuNwxhFgz4AyBj6CmjICnLLrQWhAkBOEZiou2CFtQwq1QsISEl4xvUUdltbuOLOhiA48S44S5JjrTzIX2dLGGvVP2mEYq6RrUx0qlSsjzzHYJS5D404wqfg7pQgoNzGHvfYZg7GpfLUEOdhDqNKxipDmlN5zPPLVpVgBx89ddzM0JrrytaY66NVFzs/D/LCVf069hXIJC5S4Q7Mfz4RKMc1yZ0dNdY3okAn3HDUt5xGFpJlB4OL9R9b1A/U6eeYyOReeguO18TRFEeTssGxlkHRE3QntIcAgVOlTHcNfCGk2opvHCQlLajQ0CcutKnW0lqeJDonf8kwIvY+T0NnEM+O73U81tHLqLZRsK4TvKLpGdIiSjzQtVwABCTOEgHJNJm+AJFrrZ+JZ6r78goO5fyBFkGMmitqb8Eydl10vB0MZno3PNOjsM0HO/bGHV8emcnmfcI4pI6QRnT1EM1RGBBMqp32d62vaGHC+i/3TwqawFPf+yghyFIHNEfVym6kyy6++R5HWW0VXLzb36Vm/gQ5t6q7eQuFN9xwOactwMHMIlBHglF33NFiMjru3BoIcD1BXnTRVhDQCxjI92bpB3d6A2ZT4p5eUcSKYcLnjg0/UYX5g49JZ6d+rvoegyOPjBDmGwCYl6xFV+rzJLH/r/OQbgVJd/dg01aFpuTrNQt7ZRKCMAKfseqHVIMgpQIIEILBwCCBqZ7Mun2vceA8BBDnN7guUAgJAAAgAgRERAEHOiACiOBAAAkBg1hAAQc6s9Rj0XSgE5tr1McaeFNxOd2rvRI1Ro+kWfWfQiSqIt4yi8OAiEAACQGBxEIBBWJy+RkuBABAAAlEEYBCi8OAiEAACQGBxEIBBWJy+nt6Wyif67AuuRBhUJ6+vxfLhT12yH58cpAGBcSNwNqA//xj9hL51DWAQqkCqBhEJ6+z7slZCKci1+uGig1WPa9Aal9xgQypcEJ16H2nrfId2LJ6JYEn1geA6nfV8fREs1fzCNGLWvDUoOQICx9936A5H9T3Oybigv72SdP3v1Tb9s9b1XOYrP4FBqNUFR/SSyXDs38X2fvKlsJ2I4+oIyJfHddnJVJmHVMV+VFcEOYFAGIF//niXNvIx7lTm4++79O31A/Wm0+nOOf2Fv/X/w/eHqaCy62nG3MEh/acYmDe79POwmxibgqHJFWjtBAahMpQc4njrHp1s/kBZd3+m/eEH6m+5xBkSp0dWDfqfHZvEzDhTQpUkT+Yu4bIB8psoMcwIcgsQeGXlZ+QxXdQ1u82qggSTu5ZBFZ6BFCPv6iuvWazOfM78Wa4eh7gnLjPcF1JDTm4F/RNGLW4zYhnlO2jKz8QY/OF0nf7xYot+l9P1kP4PG4k/3jZTkyX601qfSc7e6lVE2fWcMH0ixqBH9PiSTh/36Xfr52xsDuiPvqxjSINBqAPq2te0tWKtEg5/4PnAOj3JhcGVgS9GUiMV2oQqTMl5cI92UxdImOAlTgzTXK4fgryOLqFNTJeE62BIrzPLyaMnY3Vyj57paLHlpDNFrWJ1FnMnKaqeCHFPXGa4L5roH9IR6VOMAPvxlTF4ukG/ddX8/J4uOOLXv2YxIYmu3WKjcUb/LY6EsuuuvPTckclr4f/w1Z/mb+8ABqEWljxAPDOrBB74mVaz/8zhOa1EUuMQqii+hSR8dB11isQw7chNdMjLUnWdnHIIXr+GeV2S4HK7L3/kB0Z+CVYrW18nbh5egShCnREJc/J1evQy9ew5feTJapJKZUpGI7e2/iDIMTjPxF82BnfeEG1PaDBOMFml/3nvhL59nriMJo0T+BDqIr56m/r0ht4OiPcOmDJSVouFQdIhi2mNKEevPhqT2NRtrJW/0Ia4Lmpg3RQDwjHc6Rcantyg9T17KhUhnTGx5a3qk8N4nYXsKsHpi0KmJjJFSBP9C5UjYYoR+OevZ6zdCW0MErp7o6qciyvnr1+ZlHb/3n3I7qKHLFMZJN5DGPLxjS36xwQMEwxC7b7UoZU3eXVwsEP+scshi2mFKGcUYpjajSwWyLWhgi6KR2BIvddndJOGdMKhro9zYEVIZ4q1c0qFOr3lnL7I5WkqU4TU1T9XMU5mAIHf3j+m0/uWop+36c/P39G/7+zQXZV8k5//E/p/4h4yc53P7+hnDk3/7+q87LolO3CoDM/9c95XeEn/9/MG/cnUE8g/ajJcRg0QVD5y5h94YvaSbBmaLGaTB0LzO3wtA+JadbYjH8FLFWIYU2Hor09uKG8unWfRstFt2lBRl9UHTMG5+4Z6u3n3EyljUZOspmKdObV1XwjTnfnliH+qyPRh1kR/pYCsRrCpbPpi9v+Ke4fo7z+ZzTJ+BXWfVxP3HmiDUXbdg4AYHfeNorO39Hc2Mv8yZmMg2mCF4OmT8iRmUDvOCOPz+cVP/IKIN5ZTMhhFXhPKny+dnPkJXsqJYXyy7DS/3NzEPc3uuER4hp+Sw8trn6UkNSxoNdmE36Q7tOZUUpt0pmqdqf5yIH0RIe6pJNOPWW39c3rhZF4QuPuQXzV9Ja+G6haJa+dhNlMsu17A4doa/Z669IeBoara5aenT9vpqqRQotWEYPjry0thecZvIRGQ1067p7R+/rT6qsYLVOKff/es4kdnXhmLkSiv3+KZq9/XgtvcRjvlPYQ///qE/nrfmU3VhyktYaKd1g5/nUrAARBoioB+1fQgmzA1lYRyQAAITACB4AphAnWjCiAABIAAELgCBGqvELB8vYJeQpULiwBcRs26fq5dRs0giZYyLqNQJrxlFEIG6UAACACBBUMABmHBOhzNBQJAAAiEEIBBCCGDdCAABIDAgiEAg3DVHS6veLbJpVCnPVdZdx09rypvHXzq5L2q9qBeIFCCAAyCC5B6sCUss0N4gwfeRWr+z+XDtapcDXXyzj9yaGEbCMhXy4O79LfsQ/s2pEZlwCB44blBKyv8pa4VfsKbDYlAAAgAgbYRUIaAo50+3+S4SJP9wSAE8F7fe0z93X3aLkQyNQV0XJoICc5g8ColgBFiGJuMxSaKURL3E15heY0uR9VpViYpoU5GVFOfoMUhdXHIYkSPJjLtdin9c+Q45TjlMDbtFdzNsdt2zaucYMV45epTaOb/C+U38u0+ttOsY9XGQj1J21RfWnnzldtnGgsQ5Nig4NhF4NoG/XWHI54WCHncjO2fwyAEMZUYNkSbj0xMfzujPNjlJDhnt75R4QiEAOdk8zk9IvvcZl7j1ci720leDhly0OfAb7nBx76eUEc2IWhRZSJkMU1ldod36Jz1lm9X5N/B8ic6V3BVwcnG1XfstF0GXs3BnNT3grbI1OcpXze/R4QkVSH9CRRFMhCYGQRgECJd5R0EJH9FEpz1NR2eUBHgMB9A7twmxMlHA119wpScOTKa/PVGBC08MCpSmhBZjLleh/TFlHFkru5ovuNKOEU6QF1y2l7ILgHs6vAr181vKkyC3O2+taLYvj2ilPTHZIv+lbrZaO7UCXQYFYiLQKBVBGAQonByVFOht0yZv+zMDvFKgUDGzjuOY545d8W9ZP69YcIe28j46nR0LmQZh0ynzlFx4s3bPVm5WW0vuN/sdtXNb5d1jhXpj3EjamOYGnknL06BwCwiAINQ1msSwpkJXh69/uTkdAZfFVvfyTLSqTOQFmQJQUvmpkncJ2XRSR2dJyLTqbMFnHI8yOfrbB2+i+z1iLvnaerOuqyQvwCLSWDj8qz/gYRfQfEqGH4Icx1/gcCMIwCDUNqBvMwXHuXdI+ZG0r82SHCMrMJf9rsrMprbCf9w4TonqIGpJsFMGVlMI5nJAOnusxwO9MZ3GU4e8hlFJuRrs0njDeLoisDkM39j+RvUL6Q/sh/U3fxA/Qd1XT/YVDbdgr/TiQAIcqr0y+rDZKM3pVYVX/CoJDh2xYmrxlBikE1GY2ezjusTtIjOEbIYll1fZlam2xHiV/0TQiB1WIZT4pLr9Abs7kp+/S3eP6FTfeb5w5zWyz0mH0rBIkVluhEKGR/N36R+Q/oTYMzzqIwkIFALAUXVmb1y+vPzDn07IZKcYPhrcUHgBwSAwGQQkL0gPHP1sRbc5pYgpz4cpSVMtNNQ+Gu4jEohRAYgAASAwGIgEFwhLEbz0UogAASAwOIhEFohBPcQsHxdvJsELb46BOAyaoY9cKuHm+AV+8FlFEMH14AAEAACC4QADMICdTaaCgSAABCIIQCDEENnnNf4S1fwIIwT4AnLvsr+nHBTUd38IgCDYPpWPdASBgI8CAaSmf/bdJBuWm7mAUMDpgGBePTg8WoIg5DDFzwIOThwAgSAwIQR+Ez7w+tWWBqJ5juk7oRCpsMgON0NHgRZJWWcCw48udP4TEaHaTDB9+xw3r4ZuJ1mjkfiQdAhQMgK2JfqENGNwuUK7XVXkzl0fCe63gk93D4NkDbtCMjX/Xb03mu0tn6D6OxXsmk7xtUKGIQCsuBBON/66PAxFEBSRDpTzYNA/GDtSRgMDp99roMAHt+nJRnwo1wWoXJOkDz+kv9cRV2tZjyLCCIFCFRD4PzdB6LlL/jeHf8PBsGDMXgQ1qh/Eied8XErTDcPgu7oVjgaElkqHLbn/gknyewPfAhhfHDFRUBWpb1djmw8IQ6N4IdprmKLda6DnjEPwpM9t+VOWOpR4/u74kvPnUB4Kv8NusXrydXgFMLRuVDHOGQ6dY6Kk+I1OKUu8yCYuHYrWy/oeEOTEBXaFEtoqpteXaRhb6WOe7GKcA0INEeAI/V2+WbfOrddSM3FVSkJgxBCSXgQXjLt5Wv3gU/i+6eDr47vfyskp3a6HqyCDkPhQah7gzg6F3Qah0ynzhZwUrwGG1p52WfoMg/CWhkHRKGxnNBEtzMadN7QGRuhy2NthJQOLk+Grz6kAYF6CMjKoLspm8tPw2Hw64mslBsuoyBMvLwHD4IfHU0UM9U8CKK5h++AyjgaQuWUQbNoUDmfIsmR/JV/2FSuDNUCZxRu82R/ru7Eb3TQsEKIYQgehCA6hjthankQlOYJD3LX8C0ITwNvLJdzWfjLHR98oo7tsurf401r/IBAmwic0VtFDsKvmtocI+rliCar4Xq6BaOdIrhdPSCRGwiMggCCtDVDD7jVw80EtwtFO4XLqB6eyA0EgAAQmFsEgiuEuW0xGgYEgAAQWHAEsEJY8BsAzQcCQAAIlCFQ2FQOWY4yQbgOBIAAEAACs40A9hBmu/+gPRAAAkCgNQRgEFqDEoKAABAAArONAAzCbPcftAcCQAAItIYADEJrUEIQEAACQGC2EYBBmO3+g/ZAAAgAgdYQgEFoDUoIAgJAAAjMNgIwCLPdf9AeCAABINAaAjAIrUEJQUAACACB2UYABmG2+w/aAwEgAARaQwAGoTUoIQgIAAEgMNsIwCDMdv9BeyAABIBAawjAILQGJQQBASAABGYbARiE2e4/aA8EgAAQaA0BGITWoIQgIAAEgMBsI1AIf93pdGa7RdAeCAABIAAEogiEaA6wQojChotAAAgAgcVBoLBCME2/vNwxh/gLBIDAmBEAWXwzgIFbPdwEr9gPK4QYOrgGBIAAEFggBGAQFqiz0VQgAASAQAwBGIQYOrgGBIAAEFggBGAQFqizW2/qxY90t/OKti8qSPbm/UzbdwfUufsjlYuok1frc/g9ic90cFhBP18Wr86+jEgDAmNAgO/fu9ufxyA4LBIGIYxNS1fOaMCDkgxM2b/vqekY1ZJS7YhZuk/Hl09pY6mCOE/ei+3vaJPW6fz4PpWLuEYbxzt0sDykR1UfktWHdHm+Tme9CeENA1LhRpitLBfbr6zn1jd50RMV83wXJjdl16cLDxiEcfaHmqG+ITrYIXlry/w73/pIL6sOauPU70pln9HrTaKtvSrGIFN09ck60eYP1Q2qMkQPaTUTgSMgUBGBz7Q/vE4H6bP7grZoSN3BWVr+cPCcNpcf62e7/vVUUO5ATyJ7R3Sy+TwxSAVDkyvQ2gkMQmtQuoJ4ZvDyiFa2XtCOMxotbTyl441rukBkBuGbcdpp5ng7cY10OnomrF0l6Yqk7GYK5TfybX+OnWYdq5lUoZ6kbWrZa+VVDT/8iXZX7tCauzQI6WLg5QH+Wf+I3pYssQozu4qurcOBtZLrDunE1Mt/4zK5rY8k/wfa7GoZFh45uaafLNk4nEYEZFVqTyau0dr6DaKzX7WL84ze7hL1Hyxr5Tn/s3tEuz/pCUvZdV+bxRjoSeTBPTV+XF4+pr4v6xjSYBDGAKoSefELDU9u0PqaGfh9FcmAac8wEpeIPQPxlcqn8QD07raeofDNKwNv7yNtnZsVicxaPtF5vlB2Vjd/VjJ3tLSxRv2TIb22B+rDH2jz5B49S41fVuTwLRvL9a/yrqKKuqw+uEe7b7NZWiY1OxKja1Zk8vd8ixcW3bjrSAbt3hm7sMyMkN1NK5lIisvkwWBP8t/IsNeuMCWXzCxSdPlIPctYWFXgcMoROH/3gWj5i+S+vfiVzri/b3Utpbtf8j3wkd7LJKrsulUsf+jIpGXaqeRWzUtpcgaD0AS1KmXOP/Fs8TrddGfAdlltNLaemBkGkbhEVnb3q23UKlk8AFnlbfHJsTvLKebIp9TNb0ov05OtG7mBWg36W18H3TXLN2PGUuQGdJGHLp2lmfrjf5fW7uQG90JuNkYvdxnLGi6sUplSiZFr9VFiPCNGuqAcEqYBAVkh9nbvsQc4e17b12uZHvT1KpNdRpP+wSCMC3F7phCtwzEaS1/wfGCEH7tU9tRsOHN9RN9UqJs/opoaII0x0wOhf4X0md6fubMgFtyiLkSOK85x//ib4fRFIVMTmSLEciOpzcc3tGtmkYU6kDCVCLArsyt7Xue2C2k8mq7u6NU9u4ywhzAejCcvVQ3sH2i4X/bamF5eGg3VMtOcNPubc22w24M2v4uuOOrmD2ql/PtJmy/2T+mkvxZ4A+ka3Vz+QO88fqx2dBE/7HMarr/I3EaO+8ffBqcvcpmayhQhPKs0bqj0b8W3s3I64OQqEFB7Rz1+N8R9o04/47n72PYMlF2v0BjZg1R7CCentG/v5VUo2yQLVghNUKtUhv1+2sK7M3S5wVTa0le0vsKzx9eZP/zwNW9MmoHUc0Op67H6eSbj1hfLTrH8DeoX/77MarqbH6zNNr8GZ+8dYxnTxRYhD53x49rp5lj7bu3ViTJQ5rrvr+4L24DnylSR6cFLVj2yCd6z3kxJVi/x/QyfikibPAKy/9Md3uF9Jd/KQNw7vIec7mfxCpJfJKH+be0mLbvuaY/so7n7S/ICRpn72SOqSdJvmhRCmYoIqPfgv6S7XX51jJeb6W9F3r1P/Ocbxy+IeGM5jTqurhmnUWJUOr0B3xDJr78lG5enqajCweptWu7l6+vza6/BbwWi+ZvU/zVtrRyp7wueOG9X2bqK4ei9/IUuNqzXTqO6ZKVlb6L/4GGW4B7xIHx88Ik6/LaPgX2lz29suPly57Jf8Zje8crC9FVS5mOSq5LMZB+la/pL9eV9EhfAgXp7yaqwz5vM1ikOpxGB5C0hkldNO0NLQXlxIFnhre7wSxvu82vtMZRdt4QmhzIxIZ5QpfUdUUetMH0GqVB65IQOx8XO3ZeGD0HezMAPCIwPAXHB7NMt/WBVrkdmUN1P9Mw7Y6ssZeoyyivCeObqd8tc4yYr5vdfW6+o18fHLSF4yc8Z9tNscBmlUOBgsgjIbJq3Nx5VCVuRaSYuM4q8uZTlxBEQAAJ1EQiuEOoKQn4gUBWBbCasv8OoFL6iTt6qmkxPPjNzmx6NoMk8IxBaIQQNQvbQzjMsaBsQmA4E5tr1MUaIgVs9cM3EI2QQ4DKqhydyAwEgAATmFgEYhLntWjQMCAABIFAPARiEenghNxAAAkBgbhGAQZinrpVXMitG9ZynZhfawq/ria+0MTFOQeAICeiTEcBb8KJVP9RsESYYhFHADD7sTswb58tDO4xy/qtieTe/IgPZKHrPe9lJE+PE8JQP2tyQB7H8uDZTCNjPskxCiux/8bFg2hoLg9CkR5Qh4M4PBEyLk2YIMYwh3XhB68MsztDF9j6dbX0T/qq4ia6LWkYNxJP5unNRIUa7RyfQ8WMoE0MeX0CQ44dn6lLVYMMRCb0B00pIMSQmzsqXlIRQt4O8JYbCxx0Qa3+OeMVjoHLXXWIW7VpRMxvv7KZYc3xGFJkN+VZTdpo5HpHsp6BfyYpL5XdWcCZSqr16C+JY0JsfZNtdZa6r+Pjapee2sQgzUmYCATc8e10CHV8jxRiAIMeHzGym6SBoQdIMCYB2YmLhZ2Ggk9VBmDvAB4YMUjFCF3U9RMwiA1UdIh1WQOQlgb4M+Y4Q+mRtuXKyH9YxFy2Vw6+UEeNUIfaJ4qg6xiYpYmw4qOFukMfZzosVjO++nuW0WgQ6wYa6oeFBkBOEavYvSMgGZsySGbkK0Swuomx1YM9w7Rlqod08oEcJXcz1ysQs7mzHqdHIcwhkVnf0oDaVZD9sIMqIcZh9IkrsY9odxdEhKYpyYTh5HZhxOrsIyLM7OoEOCHJm9w5oqLk9ixVu5XR1wIPPo3R/4TEtl5LJlxG6RIhZ2O1Vi0hHtbWsPue6CgfdECQp1khHx23lcaO5GpUT+0RwdIXhfDERYPdrWwQ6IMiZp1vIFxPfJs0otDVbHZDks/YXbq3ECFtEUNn1ODGLbZhkP6SMSKe8Pkcf5T4rNLhWQj0dxf/agBiHDc8zpi0ULgQ/sU8cx1oNQua5Q0Ct6psQ6FRAAgQ5FUCa7iz1SDHS1YE0SlwN1v7CuxNnxm03vIzQRQ1yEWKWuu8460HTjU56ONBEL1qfKyX7qUJiY2NoHQeJfcpwtGTgcPEQyPbVfPtB9cYChR57CUCQM2v3kXSa5Yo4UUQsMotMborKpBjaRfTsUpPN8+Czt/WKyTGSmOUyOwizUpQQujCmUWKWimQ0dtcYeRl5B18VEhiVSfS5YrIfxq8+MY5u4WqY2Me0OyUxkiIguNHALfKf0Ql0CuiBIKcACRKAwMIhIK+qIsJw/W6fa9xkFQ+CnPo3BUoAASAABIDA6AgE+RBGFw0JQAAIAAEgMI0IhPgQfhNSFsvXEDJIBwLtIzDXro/24UolArcUikoHglfsh1hGMXRwDQgAASCwQAjAICxQZ6OpQAAIAIEYAjAIMXRwDQgAASAwcQSuLgw+DMLEO9tToXzXUBKVMy1VJ29a6IoO6uhaJ+8VNQfVAoF5RyC4qTzvDS9tnwxQ1sdnSf7s47PS8qEMSu4prZ8/zXgP5IOqy/uhEvn0OnnzJZud+fRtJileym3XpOqNa4Wri4aA77mXjxB3ljMkmuYhDmxoP/eZRH0kcbie0+aJPlUfvPKxW3+hXHsJWCFEsZQOtEI99zkUhMspEC2Pi0AACMwSAiqWlXx9z6HTLy9f0NYKa7/7hjqDs7QZ5Xl4YH80JBnXk1hESUh0Ig6S+OhHEmqM4i8zBv0DqVePPRxKfZI/GIQaaK8+WacVK6CcHapaXufq2G4fmUXIeY4MxdwoVvRMIWcxea07pSDbkLjYec1xWofooGML6XYV5ER1dMhdKKBvBDOJ7ZJgwX8LKyy56a3rpk0iz7RFYVCjXlOuIQYKH1sP1bZETzv8eK5dNsaF+vP456HS7bcGl/x1nF09Anfo4Pg+LSlFNOGNHJ/9ag3kJXlUKHgpdIPW13RYGhUSnZNOTmnfes4ll/pZZXJcKkIHa69OTP4x/YVBGAHYXCROLxkLD/zvbquQBJcqzhHH+9kTo2KtPNKbL1MkC5hlrU5SIposX3Jk1yGEMMy1YA1w9XRMZjIZuUs1fY1GoneYsEcGQ14OL/PyW82+hFxnSF3v4FivXjXzSnGuh0H7BDm+IGcGIfyddgSWNu7TqqWkIryxzuWwNI+KbuwUSk8/0Lsk+Feaog7SUPEyWRS3USBfvlTrZzAIlSHVs9aVO7SWTB8KJYtkLDzwW8QqhQK+BJ5x+ohvUiKaQpl8HUqH0CyEy5bqGCV3KVSeJQT0TjO0QqCTSnMORsFAE+S8NEt57ueXR7zU1+x1pl1WPyZGxDDFiSr5+h3lrFMJAMhGd4IzPqtyHNZFQPW9LrT8hV41OEKq5JEi6YDvlE9PmRXNcQ/t9vRq2jtpSgu2eoBN5SiciWtn0+QpbO7oWa/ZBFL52vD5RcJeG11Cfws33rh09ClQprdzvaCrT2aDtILcOAbKSG7KUv4+bdAvNDzhpf6eXuqr6p37QKUxzSEv/e3ZZANNUWRqEeBXP1OXJ79M4jXiVfLoBlbhBhH3EHsS2D+leJV3DTa7+7TNE5KNwETUZGvjLwxCFEWe+QXfCkg67YxDVF8e68GDZwt3u5+iEqtdTIhmVpvcAPrGu6UqGqeOvpaU6e1cz+nqk9cwLSe3Agb8htOz/pB6r8/oJvFmIBv+4xz2kbfLfP7ghmqj2LQgYA/Iob6P5NH7BSe8iazcQ7l7yeVLDrWZx56DOzTsyea0T06o3GjpcBk1xU8NOtamEctRbx+UyVOz14h/UA1OPCN13kZIiWii8nkmLG839NeS2URTHe06yvQ1eZe+ovWVhHXMJOXw0NeDBDqmkPlbtV6TP/3bDAMhyJG3SXq7jvtH9UeEaCitt8qBrFTYDTBBF0AVrZDHRsAa6NXbRr49oZI86l5PZJ69/6wO0mch6HIWmfwSij3BeM8MilKa9XgyoaUoVghJv9X/X96bP/jEb9IMyLiUVvr3eMO47Jf4rLvsH1RLQrnp9vJlDCGLn4gmn1dtqFo65N5ZbqyjXYdHX89GOJH4xx/TO6aw7GhAEjw+amFyPUagY9cpx1XrlbyOS4dn+KmfvioGKUFOcY/I9AcIcgTref6JwX6TPJfSzBN+6aEzTBvcP9ihndUqeZKXIobictrMnge117Rn3mBKxVoHzn28+SEhoPI+b1axFg+D4a8R7bRFlMclSrmonI/cxlXXtMptDQN50J/Tu2fy0E++sYja2Qzz+cRNVgv7dCvorm6GlZQSvORXO/y1KoX/gMCiIHD4A7/qx/7iKzAGiwIx2jn9CARXCNOvOjQEAkAACACBJgjUXiHAZdQEZpQBAs0QmE/XRzMs6pQCbnXQylxGoVJ4yyiEDNKBABAAAguGAAzCgnU4mgsEgMC0I+B5BXVCKsMgTAjoma1G3uJx34+e2cZAcSAABGIIwCDE0JnaazKDsKKGupFWp1bvOVQMBnMOO5WbdPi9jtrri16rPzDMPYNOPnVf1H1GjVz5FiL5JkH2SCb5ISMMwgzfzvKhjIkcer5FHCXRuSlnuG1QHQhcBQJpuPjeUaB6mYwlJDaG6+B86wbntblSeGAHH0IAPyRPBIEkimkSK8hUWBbDfzB4lXIXSOz/9GHgWYnNBaDk7ZsZk8x6XMNjZjZ6RmSF387zHGjN7Fm1OU75DLTsdIbmkcli2mxbmayM0yLRZXBoEDYPvjWbs9tusqV/NU4IXZEiMm0HJlx8Msh7tNNxsuTK8s0khtnSzes6o37+LG4D8CF4METS+BE4fM2fyVtxUhQ3AWXcAy5PgoR7OLv1TbLC4LC78on9I7LPf6B03JPlq8U3cCDMcenAJ4NcVZ6DEA62fI4dI0ai99Fiq2MGKcrCTbfZtiqy7LZfMlZN+SJCrUf6DCFgxSnafZuxqEkLVra+SWKIgQ9hhjp0jlRN46XzjP7lLYm6quOk8ICqOBVKYvjnZy9WoL4CJ0I+4JtijjOcC63wHOTlF7tI4iDpIGNttq2irBynRQGborbhFGkH+BDC+MzClaQPD/qsq1Br8gsXd5k/Q35mxaBO3P8KIdndDNPBh4A9BLdfZujc7CHIzXky/MWi+JNGWG4MtfklG1V5l1J7TW2Z54AD0u2pPRHtLiq4sNpsW5uy2kMUkqYUAVm98v2oouIqvvVvaG894UDZ7TnRSu0mWK4mOzl3rPgQZF/wMYm9SX/Ch2BHQU0vtH+AaKftYzpxias7fAN13tCj7a/oeMMQu4TiuLN6rdxc2ggoWe3zHChf7oaGUh7C7ne0vfaUCWzk12bb2pSl9cWfuUUgDWNNZhJ0jSk1b1N/80i9GTTc/0wba1+qqMd+HgPwIcztzTE9DePl5vk6v2b0nNSGJ8+wn4mfP7d5Kb5+dzO4SQv0Rmr/dsIWVsZz4OE1UPsdsap5Q7mwqW3yt9m2NmR52mdULf7FpnIRk9lKyShoj+it2WQ7/EmHzNZuV2ufAXwIs9W/86OtcrOckvAsMN8f7ewwiT2T3rcTwz9xqxjehxznguJBiPEcJL7RjuF/YMT7W+s8gzoNY796m5Z7dhx5LsNtMhSCbfITjC6rDm9DuMm4Mh0IyJt2XeEhSH/yOqnsEeiVJD9nx+fEK9Yhv1ygOU1UXnulCT6EFD4cAAEgUB8BBGmrj5mUmE/cro4PAZvKze5DlAICQAAIzB0C4EOYuy5Fg4AAEAACcQRCfAhYIcRxw1UgAASAwMIgUHjtNGQ5FgYRNBQIAAEgsKAIYIWwoB2PZgMBIAAEXARgEFxEcA4EgAAQWFAEYBAWtOPRbCAABICAiwAMgosIzoEAEAACC4oADMKCdjyaDQSAABBwEYBBcBHBORAAAkBgQRH4/yImUXbfdApaAAAAAElFTkSuQmCC)