Bonjour !
C'est ici pour déposer vos capsules vidéo et autres documents : document, photo, vidéo, SAÉ, « making of », etc. :-)
Un message, un commentaire ?
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Plante, Jessica - article
Bonjour,
Avant même de créer ma capsule, j'ai réalisé des affiches en lien avec le langage plastique enseigné en classe.
Mélanie-France Lévesque - Expérimentation - Classe inversée
Bonjour à tous,
Ce premier lien présente une vidéo sur la préhistoire réalisée avec iMovie. La plus grande difficulté que j'ai rencontrée est surtout de trouver des images libres de droits.
https://youtu.be/szDKG9gIsGc
Le second lien est l'amorce d'un projet que je réaliserai d'ici la fin de la présente année scolaire sur le « Groupe des 7 ». Les élèves présentent ici leurs premières ébauches.
https://youtu.be/4k8acs43qrs
Je mettrai ce lien à jour régulièrement d'ici la fin de l'année scolaire.
Filteau Ève - La capsule (français 2e cycle) de Stéphanie Dufour
Pour suivre ce lien
https://drive.google.com/file/d/0Bw_gqP97TxmpdXhRWkQ2QnJyXzA/view?pref=2&pli=1
Élyse Mathieu - vidéo sur la couleur
Bonjour Jessica,
Je vais déposer ta vidéo sur le site Wix Classe inversée http://artscsmtl.wix.com/classeinversee pour le 2e cycle du secondaire car, elle couvre large le sujet de la couleur. Par contre, je vais attendre tes vidéos scindées car, j'ai le souhait sur le site Wix Calsse inversée de respecter la progression des apprentissages http://www1.education.gouv.qc.ca/progressionSecondaire/domaine_art/artsPlastiques/index.asp?page=connaissance3
de sorte à ne pas pénaliser un élève qui ne connaîtrait pas les couleurs rompues ou rabattues par exempe. C'est un concept qui n'est même pas au programme de 2e cycle dans le cours obligatoire. Pour mon site WIx Classe inversée, ta vidéo est trop avancée selon la Progression des apprentisssages. Je vais donc utiliser tes vidéos scindés quand ils seront prêts pour les situer au bon cycle . Voici, ci-dessous, une capture d'écrande la Progression des apprentissages sur le concept de la couleur. Le P signife des acquis du primaire. Dans ton cas, en secondaire 1 par exemple, tu pourrais faire des capsules qui touchent une forme de révision du primaire pour t'asssurer que tes élèves aient tous les mêmes acquis avant d'avancer dans l'année. C'est travailler de façon à être équitable en matière d'évaluation et de donner les moyens à tous de réussir !!!!
Sur le site de WIx Classe inversée, les contenus qui y sont respectent la Progression des apprentissages, c'est certain qu'on peut être tenté d'aller au-delà mais, il faut penser que tous n'ont pas eu la chance d'avoir un spécialiste au primaire. Tu peux donc te fier au site web Wix Classe inevrsée pour choisir la teneur de tes prochains contenus ! Bravo encore !!!!
Je veins de publier ta vidéo : http://artscsmtl.wix.com/classeinversee# !langageplastique2ecycle/c19im merci de faire partie du club des enseignants qui croit au partage !!!!
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rVMsqfjbB72vKUdBXVYW7IZr6Uql5Bd0P3xPFYhQ76JiGhMyv45CYWFwIMPAp/4hO1ROEsW1eDggguA0lLgL/8S+NCH3MzxtBXZUu4qaO2ONpVFfDd3T88urC231XPBquelkpUPy8qxuGEbera1YNPacln+LeyRisfGFsvw8POrpOp3enqwS1u4rrJf3b7L3GuZWfhyw+lYz4cEMVfO03+lct+lAYoZKVlai116TV7yu7jAzqvjAiVXwiwmOSt4y/d63BgKI0LBUYnblnlXusBJxdYlBWLKrKBA+2DEW3vQvunGWJrte6REYsJlqGUXBCZBnubhSinB8DKWbuNiWY9+XoZgc+T7NtfTMX+17f+JiS6XOIulDPTfDPkmIqKxKfsgQX3mM1JrSHPx8ceBr30NqKsDvvc9+9yESy5xM4XZ7ugWaRlnukytFWHQmpYWse2+lwprcQMqaza5yk8ruQbYqxQJlw+khlusLdygwh/stfZUpKJbvAlB1lo2meBA8+srRa2ck2i3e0u5zYs0w2NBwBnQYGKtb5HrEN8zEl+GElj5SjqolDXI8gFDmG6jD6q08jcjZTdU2p4OWddzoTjIii6XSBnyTUREY9PgggSlwcDKlcD99wP/638Bt96a8kFK5vq1/LvpRtsajV3Pj7DsYdNlbea7UeIPV8MvK1+MdmzGGlOrFGBVYxUa5mt64UsDahnWVDW4ngQdEi83DO6ehLBlD2vfvU1Xu/NtL8caVDXMN+MqG+x8cQqWoWqX257KPVgc2YIfpIJVqPNlpEPirxYSyvA5H5mV7EKNWcYUrA0cEixb48u1UsIwN07KfrUZJ4EefE+BBmr2noTIcomSKd9ERDQmDf6JiyNMb0asRGPoMsAYob0dPWtMvsZsHgdBb2DsWaO9LxpMaQ9CrnpiiIhovBrTQYJWvvNXL8ZzY7J7WitTvfdBP+t9DeO8C10vj8xfbX95opcGMl0fIiKiCW/M9yQQERHR6Bj8PQlEREQ0KWTdk6D3rLW3u1nDi0wJ/oeSkinuZ3REREQ03mUdJDzxxGn8waoP7HscEheZIkHCWWfhO1vOwl132YCBiIiIxrfBXW6IChCUjtNpRERENGFkHSSc/uBUdIAQJ6tOCSIiIhoHsgsS9FXQB3/tvqQQGUDozwTdA3T4qugxRh8trf+4FzINhwxpm5c+pdx3sl+HnC990udgjjc5Dta5fAxneRARjTPZBQl6z4EOg8VXRY9Z+shls52j9WpnOQ5qpOyTnvbsbWvBLvvyjMGT6GdX8L6KLPRsQ4M+Zlo/81XXRESB7IIEfZHTrFnuSwpRQQRfFR3kZ/ReFa15kjTD69EKelM7Vs+XeUIt51j5+bRD+0QG38sSLudYT0CojDL27Ei6lQ2oWlMeeq+EzbuWpUnjxk1oX11p8hEuR5fVgOblei3/8Hr1hVL63oogIA1N03UH26TbqXlZbV5ApWmbPOg6/HEmy21xr84263JlEMwXTi/lOsxIIqJxJ+t7EqboWx/lpJde6ul8VbSGPWaGUXhV9C5caV7U5MpM36WwtkTKMVQeknalL7/XqtAQpK3z2WXNGznNOBm72W77c4vtC7f0PR2+jE7X7UFluprR7Os6rCqYhytL4l8stUlK06Rr8mcfE21eOOVeEJXYyH9rT7ts3pXmldZBXmSBEtMLEXvVtZ9mXnIlUarNv6ZfgGVVJZK83Wc9u0pwJSS4MLtclm2Ust9k35Cp67IvsXLzySp6tlRijx4nOq9s96OmyBPXoeOIiMafrIMEI1WgoON0Wgra6uKror3ReFW0L7NUr4oWkrZkzHW5L5NS9vP5V0jHS3zjo1agwYu8tBdgT6rXWWmgJ6VhtkP3UzvsrFqxyr4wO17L3K9XgzsJlK6skfkTAz9bWW9uDL+0qgfbGnRTCiQWmR+88OtGV9Gb40b2c92e+UHLXzfd7mvNg8wn247NoZeHmX1q1xU3nwQw2xrit9u+BCt5HURE41HWQYI+KEmfg/Cd70yNH77r/pVpOk882wXNV0WP9VdFC0kbvqfAXKMfxDV9Me9K2xoP8pZqh4fvU5EheAW1BnkuKDL5XGw/+259DRyfW5sY+PnKWj5qL8suDYb8uG1o2eWOBy1/V9H7S1jLHn4Nm00gpIGUC6I0Dwn3Mmx7dLW9dBFal3m7aTBfYpCJiHUQEY1PWQcJenLUByWZofKs2HCXfYCSDuZkHcJXRbvtGYOvitaYwNyTYOcwaTf68pvfgKq41nlmBavqgjLSIfpXIhI0hvat0uDC9Mxo8982021l7e4RWLZGL7vYNG+UrY8L/ExgAbSE8xxU9Bpgup6lYAfZS1j29df++JHKf9Nqc3nE5EF7U7QHa7XdtzfKAWwvXeilEXtpqnLPYpSYwEHT0822+bPHXNQ6iIjGJ74qeqjGzaui9cbFHqwJX5qZIIa/3DWw5GuziWjyGtw9CSNMKwF9VXS45TlmhHoSxmweJ7jYjYTDJXQ5g4hoEuKroomIiCjSkHsSTn5w0gxEREQ0MQ0pSDj1wSn8qOsf8Hev/B0DBSIioglqSJcb9h/Zjy88eTNOy3/P3vlPuGT6JW4KERERTRSD7knQnoOHdjyE3Xt346W9L+Eb//IN9iYQTRixZ0kQEQ06SHjmtWdQ/8Kj7hvw7X/7jhkXTU844d+QDwf9id9Qn2oXzp8don/fPxH12AcT6UOf0j2/4kxkSNu8kyHlvpP9OuR86UO8BnO8yXEw6m+BPJPtDYtV8j1b1rnKfhB/I+ZhV40pfvIZS0d/eTQqxUREI2pQQcI7R9/B+tY/xdGBo24MzOd7/uEPzbQk4afr8S2QYwrfAhkyFt4CeSbbG8f/bNM+ntr+fDPhEebphF/KlkjL1T3FM3h0OhFNaFkHCe+ffB//Z2c9Xj/4uhsTo/co/O9//d9mnjh8C2SQH74FMkzSncxvgUw6hqXsQtvr2fVtceW6Dlt8ubtCiMyPC5Bko7C6fZN5yZefz8wj6fmy2uLK1achMwblFYwL7dd1j/qXXOg4Pb4ybCcRjXtZBwkv/urf0PxyM46dPObGxJw4dQLf3/M3eOHtF9yYZHwLpIY9Zga+BdLs68n6FkipYGuujB2nLVrOy1AebK+bzWlfLX83Mt/mkk1ogBw3+h4KdyxF5ccHSMv070zLTAos/NCpTQ16yMnx2L4ae/Q4k2PPvoxLg6U95tjVbanbY3vUYse+5HWXfW9JuKdmmTmuNB3/t0pEE0lWQcK7x9/FY7seQ/eBbjcm2Ru/fgObf77FzJtIWzB8C6THt0BO6rdA6rEcPk43aTmHtzdGy3Ttc/p3Y8vGPNXT95JE5keTdy9DCzbKzxcqK1PJ2/ehBAGVXnLRnoegvPTvx74ky783pWBxfCBSIMHefPOOCrvticcEEY1/WQUJfe/2of9QP67Luy7toPPovDG2q5JvgeRbIAPh+1RkmIxvgfS9MHZwQYDb3phQEBDKV1CpR+YntoyWkw1G/Xyx+WOBhn4MPdo67thK+PvR8nWBls/Dthbfq6c9HT5gIaKJJKsgYf5F89H8O83429/927SDzqPzenwLpNsevgXS0Wvvk/wtkKHjJiin0PbGRFfqMVH5iS3z1p5NWK2XjHwvXFAuujofaIQkHlsmM6EynC/BkgtEfE+N/m3a7ayUoJKIJiK+BXKotLeDb4EcVcNf7hpY8i2QRDR5ZX3j4mjQSoBvgaRU4rrKh0WoNU9ENAnxLZBEREQUaUz3JBAREdHoYZBAREREkRgkEBERUSQGCURERBSJQQIRERFFYpBAREREkRgkEBERUSQGCURERBSJQQIRERFFYpBAREREkbJ6LPPPXg+//pmIiIjGus9ckec+DV3WQUIuVkZENF7oee+CGTPdt7Hl6HuHx2zeaGzQYyQX9TYvNxAREVEkBglEREQUiUECERERRWKQQERERJEYJBAREVEkBglEREQUiUECERERRWKQQERERJEYJBAREVEkBglEREQUiUECERERRWKQQERERJEYJBAREVEkBglEREQUiUECERERRWKQQERERJEYJBAREVGkiR8kdDVi5cpGdLmvYV2NK7GyMWrK+NdWuwi1be4LERHREIzrIEEr+cSKMHFc145WFFZVosh8a0NtKGAoqqxCYeuOyABiXNAAKEUkUFpRje72iGlttVkGRlJWixZhUZoAa+wEIX6/+n+70LiyVr6lInOM0E7vMivKlJ9sZZ+O3z9ttSsxPHFw/N9Szkm5jdAuIqI0RiRIOH36NA4fPoz+/n4cOnTIjR0ZRZVbsaHUfUlSig1bfQAxwRRVYmvqDc+sqx/d5RvRkaJ80pfraCtC5dYNsnejdTXWobnPfRlOEpDV7dAP6fMzPg3n344EILbgiGiUjVhPwv79+7F161Z861vfQm9vrxube7HKy7WEU7SGtTveTFvkW1o6v2+lxT4nzxcWWocMtmUt46S1V7syPE7TkZadDGZeN7KrUVr1Op9vBfu0fH61p8CPC60/yFNdqx0RJypPUbRV6udLbJ3KtLp6dLasN70O2ir16fm8BT0J2jOxUqdrGhHbECbzBum4dWo6vmcj+Bze7mADQmmn3ChfccVa3LH955drQ3N9J1rW2/IMb5tPVveV2S+1jZKOL3dNM90ybh06mJEyf0MLOutXyDyx/IS3LbzdwbJpy60OsT2eoayd0g1bUWlq8iEcX8E4zb8f548VSS90LJhptXrc23HJ5WFGxsb5dCLy0NXYgJbOeqxw+yv9dkYcF3pMhsrWjyaiwRuRIGHKlCkoKCjAPffcgyNHjqCxsXFYAwWlJxps7EBHhwxVvajzZ0AlJ6YGSCtZp3VUobdOTz55yC/uRr85w7WjpbwEpZHzhXTlocJMk2FjObrNwqKzG/k1On4j0OCX6UR3fo2Zd6OkarPTDZQ1mda61CjR+S2uRpNJvxCtO2RcOE9VhZJqglR5StTWjFZdt87XlI+GuDOptHxrqlFcvhFbtYZZavPd0dGEavQisRHeWVgl0zYgL12Zi668CpeOlEG5LeuiubINvZpiF3ZIDVi2tEiy1irFYudrym8wJ3ndn93VNr+x8stOucmT5L27XaqUUlRUF8s4rTwlYGgts+Ur0/MbfAXYicIqGbehEnMLO2Gzt0Mq6DIsTblM4nqkDKvKZfc1hXpcpLKVwM5uWxPKWuuC7dD5zLYVtkJ3c4wGG1qsukwVJDt2bIayTpRy/sTjS3Le3u3GdbgAI+2xEiqPEqDFjVXx5SF5iNj/RkIe9DJguY6Tgsu0nW2164PpG7GeAQFRjg1LkPD222/jkUceSRo0OJg2bZqZ/uSTT+Kdd95xS+ReX6+2Fl0LY7206MyZ3unrNa1k23pZL60WrfiKsLQM5iTV1t6C8hI5s0fOF1JUhD7fYpJ1BIq1MtEPEngElWqxqQBVXj5sxSMK59pxKfNbODe+S1fyhPw8+1kSKrafYlLlKUFXf7dp5Zr5VtRLXNMfHwCFFGGHa+2tgDTCkxS7/KQtc1FU1Be0+oKslZagvEUqkaAS7kJ/dyfqV9j5VsgKNdDRzfblF2sdZ6M4KK4keklFW6zBtvmKK7ZMaUk5WtrbzL0tkgEUZbFMan1yNPhjwx5vicdBMl0mX44kpYGs+ZCxrBNlfXxpEFXW6rbP9pSkPVa0PHwaui/NSJVcHpH7XyXlISb9duqxUg79U1W6r1IGxUQ0JMMSJMycOROf+MQnIodLL73U9CxcdNFFmDp1qlsi9/LkbGpbMm4IX0DXylWvt/tp0grWqUUmSmiWlpQ7waWYz9OuzPYSO61JWqeBIJgIn+Bdi1SE63kvbX7DwhGGBjH2UyBlnhJoC963Xs2Q8vpyG2rrgBoz38ZQJZAs/TZol3U7Ssw0aV0GWStFSXkL2ptlW0xlUSSt92JUu54EHbQ3QzfbtnTtNuakxVg0F4W+FWuGiODDBTHNUlmZijybZVLSoNH3FNiek8yBRTjQlOPJ7fCsjxdnMPPrJTszT5O9+TXtsaLl4YMGDRjMyCip9n966fOtx4ocO+5Y0OA+MdjSIIOIhm5YgoQPfehD+PznPx83lJWV4YorrsDPf/5zfPKTn8SKFSswa9Yst8TQtfhWhgz+OqTSLkukmCYTUQXfQyCDv9ZZtFTaeS3yn2vtpZrP0aCi262jrrcwVnkXd6PBLLMeCH5ZUYzuBjvvekk1sWJJm9+wcJ4auiXVeCnzlKi0AmWtrnWoQ8paVyrxQt9ybgfC3cQJ0m+Dtpy7ZbJOq0M4a6a13uJ6b/R7RRlaXU+CDpq1osqaIL8rWstQkb5OTEsrPXtPQnyrOfneDGWDmJYW32LNZhlHIxtzT4L7LmVQWeO3bQVay2qyCDD0soUWqy7TAIlf7dhsjxcn+/lD1/hXtKJMCzrtsRIqj8h7ZLzU+z+ZBkb2noRM+S7dsDGYvh4b7aUdCewKXc9Hgy8wIhqSKaf1pwcZ/Oz1PnzmioxNnpR0FW+99ZapCGbMmIHly5fjwgsvdFMnGr2hqx8VCS1zvRmuv2IwrU6i8SB0vOtNiNrrlLJXanzR894FM2a6b2PL0fcOj9m80digx8iZ1NveiN24eMkll+DOO+80PQgTN0AYOz6QwOyd9wbQd+AY3pJh/+ETOPVBxniQaJBCPQkr6kPPJCGiiWBEehJoZO09NICfvHoAb+x7D8ePn8Ip2cVnn3Ua+RdPw01XzcacD5/v5iSiVNiTQOPZuOpJoJGz99AJPPRPvejbewjzZp6DWedMwYVTgY9Pn4r+/e+h7ol/w9vvHHVzExERpcYgYQLRywnbOv8LH512GpfOPA///h+HMPej5yP/kgvQs/8IPnLBufjYJefj2Rd6eemBiEZW+324evaHzVD51Btu5PDre+pmXH3bE+4XQsnM9Jrt7hslYpAwgRw4MoDX9h7GxRecgz19v8bxYwO4aPpUXDRjKo4dP4buXx3ErBnnoavvAN45yN4EIho5u555DAsfehEvPX0Pdt+7Gbvc+NGWd8czeKnuBveNEk2YICHbF9n439hPxBffHD1xCsdk2CsBwImBAZw4eRxzL77ADAPy/fjxE9j/6/cwcOw43j92wi1FRDQydr/SD5Q8gJf2PYDFZswbePo227sQbu3vqnHjZt+Mp990I0M9EUHL/80nUCnzVPo04sbbcV9rtqOU6TVISCPWk2DzUnmbznOfCWJi+bDfJyP2JOTc6L34Ru9BPTlwEic/OC1BwnGcPHkK+w4cxdQpU3Dy+AAGdDgxIPOdkpndQkREI2BxXQvufLzcVLr+ckPfU/fg/oUtEjQcxJaFX8HXdLwEA6sevwdbZNyPHgLu/7ZU4FrpL38RX995UOa16TzYbpIwbq+X8U/fAzz+Y1u5f/sr2H23TXfNwp12JmF6DWTcSzsfwUI3b5KKx2wQo/nY/Qh+ZPLxIlZN0ksS4ztICF4OsxINwaPeQg+DSdOiH/8vvkl2/jlnSUBwylxewAfAR6afi9mzpmHm+VNx6YfOlUDhOGZdcC7Olr1+/rThe9olEVGyG/BVV0Hj3ntMD8HeV6QCd4HDqsdtT0Pfmy8C1y7ApbJEcCng7VewG9cg7zKbzufuBl5+09/X4MbPWYCF5vsb6NsNLFww13y7dMES86/hexiWSBDhRiX65GWXm39NPl74Cm6V+W+9V/K5W9I1UyaXcR0kxF4EVIMyN26yvPgmysUzz8P8i6Zh/7tHUPixmTh4+Ci++8zLeOh7L2DfgUOYN/tCvPv+USz4+ExcfNF0txQR0XDbjgelsg23/pWpwF2L3wwSEORddo1Uzq9gr0wPbjo0AcCLUnHrUtvxEwkofGWe7HLkSbRgLm0IE4gYkoclTbhdeyO0J8GNTcXk41rbk2Dy9sO73CP2J5dxHCToy10KYR/Vrs9wNyMxWV58E+Xss6bgpmvmYu+r+7FPAoW5H52BYwMDeP/EKcyZPQtHT53Au6/34QvXL5B5eaWJiEbKDfjq0/fgyeWuFX/3n2G5tP7z7viz4BJEcP9ByQPYcvdjWGVa8MDX66VyvuwufEMvPSzR+crxpAQWX5XGVyrhSxuP7vY9CdoDsdOmUd0k333QkULJanwdtidB00kMcCaLcVxTaGDgW90aMJiRk+bFN6nMkcBgwz0lKPjQeTiw/12cdewYpg4cw+ED72LBheehZs2tmHPpmb8zg4hoUMwNi7EeA8tdgjDDMyZwUIvrkscF9xOEl5fgodHfBBn+HEq38YeynOsFCNKVcY0u7eCSBi7H8h8eDAUf9rtfZ7qgZCIb183J2IuA6uBfLTNZXnxj7llIcW/CnNkzUXX7QvxxxbWo/uISVP/uZ/And5Sg6reXMEAgIqKs8bHMw0ZvYJyYL74hmgz4WGYaz/hY5jGPL74hIqLxjT0JREQR2JNA4xl7EoiIiGhYMUggIiKiSAwSiIiIKBKDBCIiIorEIIGIiIgiMUggIiKiSAwSiIiIKBKDBCIiIorEIIGIiIgiMUggomHxwenTeOe9AfQdOIa3ZNh/+AROfZDxAa9ENIbwscxElHN7Dw3gJ68ewBv73sPx46dwSk4zZ591GvkXT8NNV83GnA+f7+Ycu/hYZhrPxtVjmQ8dOoT//M//RBbxCBGNc3sPncBD/9SLvr2HMG/mOZh1zhRcOBX4+PSp6N//Huqe+De8/c5RNzcRjWXDHiRoYPDqq69i586d+OCDD9xYIpqI9HLCts7/wkenncalM8/Dv//HIcz96PnIv+QC9Ow/go9ccC4+dsn5ePaFXl56IBoHhj1I0MBAg4Rf/vKXoxMkdDVi5cpGdLmvYV2NK7GyMWoKZaTlumgRatvc91xIs68mhbZaLMppgY68A0cG8Nrew7j4gnOwp+/XOH5sABdNn4qLZkzFsePH0P2rg5g14zx09R3AOwfZm0A01g1LkHDy5Em88sor2L59O3bs2IGuri709/fj2WefNeOef/55vP/++27uodNKPvGcmjiua0crCqsqUWS+taE2VAkVVVahsFXy574PmlZqWZ3UZb1SoS5KE6z4ZLSscit+mxO11a7EUOIkU67V1ehuyGGlXlSJqsJW7EhKsAuNK2tlSzJrq5VyXiTb1Fg76AAw6niKJJW5Sdv/myNt7d2orih134ZL+rLMugxSOHriFI7JsFcCgBMDAzhx8jjmXnyBGQbk+/HjJ7D/1+9h4NhxvH/shFuKiMaqYQkSTp06hcOHD5tg4KmnnsK+fftM4NDS0oJ/+Id/wIEDB9ycw6+ocis2pDzvlmLDVh9ADKOufnSXb0RHinUFeZRKp26HHTdSSjdsReVQCmBpDTZUVmJrjstvyPkxJBjtLsfGDkmjcgO2Dj2hUXFm254b6f9eMtPLiycHTuLkB6clSDguf/ensO/AUUydMgUnjw9gQIcTAzLfKZnZLUREY9awBAnnnXeetOYWyYm6Eh/72MfcWODss8/GF7/4Rdxyyy04//zhubs5dpJzrfcULXjb4nStTjNR5/ctrNjn5PmiaOvMz5fYSpNpdfXobFlvWp3aUrPzyeDyZVtvMl9DCzrrV8S35ExvRa3bllgeYvmSwS2gvQIrNR+RTcFwCzLWuxDZk6AtZFmnXk7QPLb5PPt0JU91K1bEj8tiGTMtPC4kqlyiRG2319VYh/rOFqzX5X0rP7zeyH0YO07qWt0oU1Z+mdStbqnVXSASOtZksNmKGpci/5FlkyEPUcvINvu0Y0n7ck3e9tTHonzQ8lup03XdoW1Js2/U+eecJQHBKXN5AR8AH5l+LmbPmoaZ50/FpR86VwKF45h1wbk4W84850+TeYhoTBu2exKmSMtBgwW9D0H/nT59umllnHvuuTjnnHPcXMOnq7EB0qRER4cMVb2oC58h5QTbAGnZ67SOKvTW6YkvD/nF3ejX2dra0VJegtLI+SK0NaO1rMnO15SPhuBEr4pQWVON4vKNtkKRFrhNrwnV6EWfm8vMV1WO4uqm5JZcC1Bi0i5Da7OmLbmt0DR02Ijy7n6Xr04UVsm4M2kKOp3d+aiR9DcW1ksZaJ5lPS3tprJqa25FWZNdf1N+Q1AhDWWZQMpyCUu13VZRZQ2qi8uxMbF3o7gaTbrMxkK0JlzLCB8nVYWddmTa/RmhKw8VJk+6jnJ0m4NIaa+GplGN7vZYGuVmfbKd3WnKJkMezOUef3yb/a1BZjeqTTobAb0MJMdvXWuZ3XY9dhKP3wxl3llYJdM2IC/d31KCi2eeh/kXTcP+d4+g8GMzcfDwUXz3mZfx0PdewL4DhzBv9oV49/2jWPDxmbj4ouluKSIaq4YtSFCdnZ3mMsPy5ctNr8Jv/MZvYNeuXThxYvivRfb1dqJlvWv9rJcWem/oFNjXa1r2thW1Hi2deoIswtIymEqkrb0F5SVy4o2cL1lXf7fpATDzraiXyjK+8gorwg7XAlwhrV43MhMNWPTforkoNGkXoajPtxolX2YmVYz8If0sNtRqdZVRcdlSV9EWo2ypftIgSr9rl34n6lfY+VfIRvhKcSjLeNmVS6rtzqBwrstXMtnFQZnl2cwOan8aRUXo8z0EcqwFivOlBBIl7qPossmUB72fBv74Nq37Pqnmy2CK3V9G043z+6RoqUyNP34zlXmxy2jav6UEZ581BTddMxd7X92PfRIozP3oDBwbGMD7J05hzuxZOHrqBN59vQ9fuH6BzDusp58x4fiv38KrOzrwxq+PuzFE48uw/ZVqr0FxcTHWrl2LG264AZ/61KewatUqfOELXxiRXznoCd+22NwQbl3n5ZuWfTBNWks6tchECc1o73Yn8hTzJSqaW2h6AIL5Ul6nb0NtHUxr27SE3diMfAWh9zZohaddze0ldl3SSrVV2yBoOu6jVYTKrS7vGXshijC3sNi1WO2Q+dp/pmWyLJcz3e4Isovh6zytDFX2+9PSLvr2EjtvU/VgcxVdNpnzIIGAm7bR3OwpARn8TZ/u0pJunL8xt2uHTA0HLdkfi2n/liLMkcBgwz0lKPjQeTiw/12cdewYpg4cw+ED72LBheehZs2tmHPpLDf3RHUYLz/yWSy7rhRf+q1b8btXzcfKb/4cR9xUovFiWC83fOQjH8HFF19s7kXQ7zNmzMCcOXMwbdo0N9eZC1o4MoTvNI9raSVMk4mogu8hkMFfZzWtrRb5z7XIUs2XqLQCZa2u1adDyu7pUpQU1mOFma8dKHeXNzw9qSfek2C0ok6XWdGKMr37XfPZ7fJV14vClN3zYdpT0i1FossEF9+HpLSiDK2u5atDys0NSb9MhnLxhrTd6YWPkwYJDo2s96elwWW3S6OutzAWdWQpsmwy5CF8P8F6OUori/Sylk9nBVrLKlAqx29NWastVz12asKBRpZlLqL/llwgYmdJMmf2TFTdvhB/XHEtqr+4BNW/+xn8yR0lqPrtJZMgQFC78eMHFuOvX/oO/m/8Af6f1xpQWPu3+Hc3lWi84GOZxzptPTfPxdYc3GdARNk7s8cy/wr/VHUt6k9ei2n/vBcXf/59/GLq1/D3DctxiZvjTPCxzJTJuHosMxHR5HIxrt/0Mzzy5dvxherluOnLT+AH/29uAgSikcSeBCKiCGfWk/CveDjv+7j2tU0oOc+NyiH2JFAm7EkgIhqzLsK8q/8OX11yLW7/vT/EI9+4X4YfoMdNJRov2JNARBThTO9JePUnnYh/tuxHUfC5q3J2TwJRJrmotxkkEBFFGHqQcByH9r+L5KfBnIuZl8xCLq4+TOTLDbyUkhu5utzAIIGIKMLQg4QXsLlkDX7kvsX8Hu5v/2MsdN/OBIMEyoRBAhHRMBp6kDD8GCRQJgwSiIiG0ZkFCQPY+9Nv43vb97nv+9D5w3lYvfNP8Wk35kwwSKBMchUk8NcNREQ5twv/352P4uAV87C/6Re4YN5UnP37N2OBm0o0XjBIICLKufNw/swrsfAzt6D0xj6cvuKzmP6X3+djmWncYZBARJRzn8bvf+938Fbd3+H8O5bjmcq1eO0rt6R9URjRWMR7EoiIIvDGxdHBexJyg/ckEBGNWQex64GluG72h3F1MNyHXW4q0XjBIIGIKOc68fxjn0BNx6to+6Uf/ic+5aYSjRcMEoiIcm4xbr2vFw31z+AX//4yus3Qh3fdVKLxgkECEVHO/QJt9S/jyH/8Ar98fjteMMPr4BsXaLzhjYtERBHO7MbFN/D3yzfigsfrcdPF57hxucMbFykT3rhIRDRm9aO7/Xv46pWX8MZFGtdy1pPwi/2/dp+Gz6cumeU+ERENrzPrSYh6EyTfApkN9iTkRq56EhgkEBFFGHqQ8Ar++Rvfi3i64kLc+rXbUeC+nQkGCZRJroIEXm4gIsqpCzHv+htwbdJwBVj10XjDIIEoSx+cPo133htA34FjeEuG/YdP4NQHGTviaNL5GH7jc9Pwsz98FmcvuRFLP+eHq3CJm4NovODlBqIs7D00gJ+8egBv7HsPx4+fwin5szn7rNPIv3gabrpqNuZ8+Hw3J00UZ3ZPwtv45y+XYss5v4/rPn0lri28SMZ9FAU5ChR4uYEy4eUGohGy99AJPPRPvejbewjzZp6DWedMwYVTgY9Pn4r+/e+h7ol/w9vvHHVzE6nDwOUSIMyVj/v28DkJNG6xJ4EoDb2c8P1de00wcOnM8/DKrw7h/7psFvTPpqPnAPI/cj7+890jmHfhNNx18wKcfdYUtySNd2fWkzC82JNAmbAnIVtdjVi5shFd7mtYV+NKrGyMmnImutC4ciVyniyNigNHBvDa3sO4+IJzsKfv1zh+bAAXTZ+Ki2ZMxbHjx9D9q4OYNeM8dPUdwDsH2ZtAagC9P1iNW/M+jKsLlmLDj95w44nGn3EdJGglX9vmvjiJ47p2tKKwqtK9x70NtaGAoaiyCoWtOyIDiCHr2oHWwipUpn1xfBe6zEp9fjSwqJVv/t/h1WVXrp9cPsaGttqxF1wdPXEKx2TYKwHAiYEBnDh5HHMvvsAMA/L9+PET2P/r9zBw7DjePxb/q3iarHbh6TV9uOPHr6Lt+7+Hf/+f38fLbgrReDPhexKKKrdiQ6n7kqQUG7b6ACJHiiqxNfUKjbbaOuwwnxLXX4TKrRtk7DBqq0WdXXkoH2ND6YatGYKrkaeXFU4OnMTJD05LkHAcJ0+ewr4DRzF1yhScPD6AAR1ODMh8p2RmtxBNcqdw8sQ1mP/JS3Dxpz+NJf/1Lt53U4jGmwkXJMSCAmmlL1qERTpEXG5oq3XTFvnWq87vW/Gxz8nzhXQ1onblymBa8rzhngHXayDLNLR0on6Fjvc9CV5sfu0RsWktCnpG0ubFLOum+zT1UotLY5FJROZpaEFn/QrUNobzMYS0Ne9xaeuoWpeGDqHtDsZFbYsMbmTQkxBKx18OSs5fVLqhfMoQXEoKpZe8/qjtjTn/nLMkIDhlLi/gA+Aj08/F7FnTMPP8qbj0Q+dKoHAcsy44F2fLX9L502QeIuOnaP7G/XjkG1uwM/j8A/S4qUTjxYTtSehqbAA2dqCjQ4aqXtSFawKtqLHRTuuoQm+dVnx5yC/uRr/O1taOlvISlEbOF68bZWjqkBYwMs9rFFWiqrwY1U3pegy6sKO1ULJv82+Cnkx5aWtGfaGd3lTWimapDNuaW1HWZNNoym+QCrIIlVXlKK5uwobKUD6Gknbt+qB8N2J9UPmi3M1X3Y12Pw7ldluaqtFtRkppV9hlOzo2ory7P259be3dki87favpWmhDe3e1lLOOc70NXXmoMN9l2FiObrPjlG6TTddeStLAyKe3EWiQbctiv3oXzzwP8y+ahv3vHkHhx2bi4OGj+O4zL+Oh772AfQcOYd7sC/Hu+0ex4OMzcfFF091SNLnNR/n36vA75gFKlfjj4DMfpkTjz4QNEvp6O9Gy3rUW10vrubfPTRF9vehsWe9akuvR0tmLPhRhaRnQuqNLKqkWlJdIzRw5X4LCufZyQTbzZk0rc2C9Scu1iDOk39XfbfMsbG9KF/q7tafAprGivjNUkSYYUtrlcKNQWhKrpIvzI+6mLc6XECysCEV9vnUv63NjvdKKMrS6fNtehlJUSHCywszvegOKitDnewNk/8YUYm7cJYs+9Eogt9SMc5d3BrGv9NcKN10zF3tf3Y99EijM/egMHBsYwPsnTmHO7Fk4euoE3n29D1+4Xn/ZMOGv3lFW9GFK4Yco8WFKNH5N2LNaXn6xNGpdS1OH8H0Cefkodi1eO9hWfZGJEpql1VoMU9elmC9Spnm7+tHtPmaldINLx7WIM6RfNLcQLb7p3lYrgQUwt9C3qu1gW+URhpR2S9BToEFVYXzNnJ605Fe2l9h1NVVL2z+B3tdh8tGE6u52c9lCgxM/v/ZG6OWY9hKb36bqpBRC8pCPVkjsJ/RyRC3aBrNfxRwJDDbcU4KCD52HA/vfxVnHjmHqwDEcPvAuFlx4HmrW3Io5l/LnuUQ08Yz7ICHoLZAh/HNG/eWCNMUjp2klVAXfkpTBX2cvWiptzhb5z7U8U80XJXJe7Z3otj0Cda1uRlMnB/cCRAtfW18P6K8zMuVFggrt9jfTzCJF8S1yGUwL3K7cfA7yMZS0N2wMyne9TM1wr2Y8Ledul15dr7T941vysfsFVqC1rEIq8ND9BytaUVZRagK6brf+ut5CINxTFKcIlTW+HFx6KbY36tcy3pzZM1F1+0L8ccW1qP7iElT/7mfwJ3eUoOq3lzBAIKIJiw9TIiKKwIcpjQ4+TCk3+DAlIiIiGlYMEoiIiCgSgwQiIiKKxCCBiIiIIjFIICIiokgMEoiIiCgSgwQiIiKKlLPnJBARTSR8TsLo4HMScoPPSSAiIqJhxSCBiIjitd+Hq2ffh13uKwF9T90sZfJhMzzY7kZOAgwSiIgo5s0nULn8MfdF6HcJGB6s0crxDTx9m1aUkyyAkDL42r3A13cexEtP34Mn/+oJ9MWVi5tvAmKQQEREznY8uKQJtz90j/su3n4Fu/EYnnwcePKZ7TLiHmzZ9wAW26mTw2V3oXHfM1h+GSQ4eNGOSyqXiYlBAhEROTfgq64yDJTcgjvdxztvvsF9mqRMj8JOLKy4AXmTpFz46wYiogiT+tcNek/CcoxKj8HY/XXDdjw4uxxPXvsIfvTDuzDWa0T+uoGIiGhE6L0Y4ydAyCUGCUREROm8uR0/eEH+feEruFV/4XDbE+izUyY8Xm4gIorAhymNjom8bSOJlxuIiIhoWDFIICIiokgMEoiIiChSjoKENtQuWoRFwVArYzJrq81uPqOrEStrU8zdVouVjV36AbUrG6GfsjO0fI8dXWhcmZhnHbcIqYpqMLoaV6ZMp612JUyRj1lRZTMWDPYYHZ/88ZHVcZLub5uIRlUOexKKUd3UgY6ODmwsb0FDwpmhrXaRq8jTCVfaqU/wmpaZx5xspTJoaEFnfTMaGxvQ0lmP5jYZJwFIrasstbJLnWb6fAfL+hO7BCQ2LXfykxNcraxrpaYt0/SznTe2LX674/Nt0zbz6zh/koxIf6VLJ5Z/l/bKZvSa7yFtzajvBFrWh9IM2AAifZ50G2SbJV/NklBLg4wP58GXgxMsH0ozqbxDyydlKdjehG2TwaYXy3OwfFSZBOnIkLCSqHJPv2zEOnVspmMhKe8hPs+1/vmtuo5Y+dTGzW+n1bp8+20OjrNw/nzmfF5knlozTvKin03eYvny2xw+9lY2StqhaZrWSrMuTa/RrctvY8S6A35aLWJPqS3E3CJN0i0jg10slr+VdfXobGkw6SfuKyIaXSN2uaF0Qwe2VsrZIq1SbJDK2lbY3eiPOkvIybI9v8nM01TWKgFBESqrylFcXYHKyiqUF1ejolTm6+5Gfk0HNpS2obm3yszfsRFJQUB6smxrGZo0P4Wt2NElJ8EGYKOm1VSG1mZ7kuzuzkdNxwbJvVTOKEHH1kqgsR35JvhoQllrs6TUhvbuapNWR81Ss5wy88s81d3tMkd0+rJxNg+uTLrsTJJOProlIIhTusFuq2xseXd//IlWAojWMi27jShs3WEq//iy1Jm60Z1fg44NG1BRXYzyqkoUFVViq0lT8ilhSeJPf8o1L03VQK9OSS7vrh2tKNR5ZFxFXjhHse1tqu5Gu6w/2Lag3JQL5DaWo9sfFAllknq7E8u9CztaC20Zd1TAZCdy2cR1RhwL7fk2Xb+v2trRXW3LM7SLjbbmVpRpeiW6z7Mhc5Vo2tXo1oIRwXEW7EfJC7RyDR034fRNEltRWRT9d2WPPTkW6ntlvtg+UJ1mXXpctkI+SDkUonWHLCjr7q1yaZl12/mNIF+xTJTKcaR/F/r3b8o4vA9d/rbWVKO4vEryGf03QmPPrpoPo/KpN9w3ss9RmJjvcMhhkNCJ+hW2FbC+pRxVGQOCaL4lsT440yXo60VL/Qozzwpp6QYnnCS2BYOufnS3rLetE0m001RkYWnyLcuibCl0TOkGPdn2obewxJz0UDQXhb5CKZxr5lHF+fYnJ329LS7dFdKy1xNzKSqkIl6h+VjRHFS05SWaWhGWlkHmSZ9+Xn6hfpO0C2EXW4qyYjMqxLca18cqC8dujtkabJBApihFWRaagguTSsi0EHVb3KhAMcwma371a0R5F0nwBu3ZkHF1O3QmL7a9RZVbJaALbZts8dxCX6G5fZmXb9ehEsok9XYnlrsGlZodnbcONjtRyyasM+pYaKl36UpLWPdVaYUENq48m8PHWRf6UQZb9CUotyMzKI/tY1k6fBzE9qPJno3NCvPtA17C6Re7cSLq78oeeyI0n1fstjUoB6erv9v2Upm0Ou26nfDxVZK4kb6nI5yBpPVG/40Q0egZlssNHa5VPWhyImnX1pO2YJIqP0fOiuWutaZDxt4JrbzKNwbzd2hNFCdNvmVZaT6ZE7Tpnm3LQ75p8esIqQxDwUGivPzyULpaqcRaotrC9i02WzFr6xZyMs4u/bx83+KTiiqh0m6rbTetQm2BJhah3Ry7PtPVnWVZdjU229aktrTduJQiyjuud6DXlqcV2l7t4pZmaWzbpGLtjq+g0km93YnlHmp1N5WhV8ojXZkFoo6Fctfq1UGDrrgWvtsuQwIeaO+DfNT9akfGSLCWNE7G2ENjhywZfxzE9qNZ1AZp3a6Hp609KTjM6u8qS0VzC23Pkdvu8J9T+PiSWCJEgrB27bXQ3op0GYj+G6Hh4N/mGHujo/YOXF1jX1RkXovsPtvXRtt5o3oPYq9QvhlPv+lGjkv62GVXJuZhSbaM/DaHe08yvTbalKWZPv7fljlilxu0JZN0nVZOZ7ZFJ4Neg5RKq9u0UuqkhelaSImKKlHSa1trOpjrm9qcqq9DY5ecuFGPusbwgtI6yW8I5k/OQzqxls0KOXlVlIZaoStaUWaua0QrqixBr+uhsNd6Q62k9XCtZdFaJ9NXSOVSIXNkl36sZd6A7oRzrlayZvm6XmkDJlwaCFq6bn1RZRmiFULL+lr0ycnf9orIX0Oqy0CB5PKO5VfWm+9bqCq0vVIm2osTN68pk+yk3u7Eco8v43xp+aYts0DEsVDSa9PVQQsv1JOwHq5HyCmtKEOrlmGdRIOG9h659TZ0296KBK11Mi3qOIhbj3bTh7ZJd5GbLZDN31W2ZN35DZqWDv4+BSfIV50ENmEaDNrepbqoDGhg2bJejr8UfyOUc31P3YP78Qh+tO8gttz9GB6Vym/xzfcAj/9YKrU3sKt5p3tpkVScyx/DnU8fxEs7HwHu3Rxf6ZkXHl2DLZLOS09fg/urx++TCHfVlOPJu1vw0r4X8XV8Bc3tl2NxxRLsbt4u27QdP3l8CW4vuTz6tdEuDUOCqlW7bdn+6KEXscoHW+MUn7g4irRF2jzXdrMTxWhPTzPmbh1Cj5zeINk8F1t5UJ2xifzERW3prpJG2kt14bcXasv5GvRUPIKX730Fa/TlTlIhVuqro3fGvxlSl390wYtovGwzrpYgIubMXyM9Ok9ctNv+gwrZpjskEAho78JfoOAhCYCaF9j3NkS+/MqV3Z8eRMWbN+PWe3e68WKU3vfAJy4SUSD4VUCGHi4idemCJcDuN0wLOHaZwbacX25uwu67b7EV4GWX45PYiZ635bMGDImXFOYswEITGEir2gwj/9bI3LgceQulSF7pl8/hyww34HN378QPml+0r4fWWc02v4g+LQdzKSb+kkLeZdfYwMCXyTh/IRR7EoiIIkzsdzfYlu/9+tKicOvf9Bx8BZ98+iC+WqIjhGk5296ChQ/ZlnbQk+A+r3rcTA6mn4nR6UlQ7lXQ+jHc+jfb/yK+HupN0XsSfG+BXor5akmsJ8F/tmXrp9vPIylXPQkMEoiIIkzsICEFEyS4Sw1u1EgbvSAhBQ0S/spdanCjxoNcBQm83EBERLYyXPKV2KUGsr9iWP5Y7FLDJMSeBCKiCJOyJ2EMmMjbNpLGfk+C+917Vvy8emd20qNec63tzJ+dP5htC7hnE7hvuZL62fjp1neGZRC5/bo+vXnOrzMH5ZwT7kFJgz6ufP5HezvGSjlmwx9zg8mzn3d4/j6I6MzkKEjQP/RaGbSSSKi0pEKxv6mOnaiDZ+CbCkVODu7dC7EThKTnput7BDS9WGUo0/wJP0g7NM2tK6kS0wBEpwXPzvcnJ/0o64k7O9kTVupn51uZnn9v86brDCcuaesz66WsdHS6Z9X7aWa9thCC7Ur9cixXBuH3Ovht17TCC4W225dv/L4xE9x3TdOdzJP2l2iz74zQZ1/oQ3D0AUqDe4+Glrlbj9+fur267cG67fK+zG25pk+/rdY+RVGfhJl520TScRKTtHyqclVB2m5bdF43k74fw+1GR49Fuw2adqNbT/wxnHxsJ5dlFse/DDYbsXmT/maj9oXJv+TRjLPrS94XyYLj200Pvsugo2LHiZlsZLWfAuHtCOXLLKjHRvLfFRFlL3c9CZ32XQnBM969pOfiJz47Xx8EY9+9EPxwK3gGfroH3csJYLSenW++WSmff5/uHQr+vRJ5Ue9O8GLPsS/JMscq6r0OwbbrY+z0hU12tH3Ijsmsf2xw8nsXDPMERf/ehoj9FbcvbHnpQ5EG9x4NSXer5lHLMPa8HfsOAf++BDsu/n0XIpx+6Il9mn5phb4XYCO2VvYlTTPiti3dcZKc92zeSRH3Do503N+PHj+tqJE03fs13OTkYzuiLNMe/72o0nntzC7dcpPHcHlb0fvC/knYPLo/ieR9ESaBRQNc+brpie9wiDtOjOR9aCTsp5gs3vdCREOWuyChOPZs+sK4M46P9P1z8UNPhwuenR8v7TPgA32j9uz8sNTPv0/c7jD3uOF076GwhWDWV5q6EJIkv9chtO2Sw/zwSVbn0ZN31w706pMQ9ZHBEe+5sO+j0HcpmK8RIvaFm2K57U2RvudbkFoWnn+HQGlJYVBZxb/vQsfE0vdlpgFQXM2XYlr8tqU5TiLyHns6ZOp3UpinCSaVRwT/9yOS350hEo/tqLJMd/x3+6ebyvHY6Y4Bd8zqkzUTRe0LKXizTUWxgo/YFyFyfBe66ZX+wVC+VyD8DoewrPZTPN87kSpJIhq6HPYkuBOPtmbMH7SV/Fz8+FaWPjs/UepnwAs9OZoPuXt2vr60JlnqZ+dnI6v3AchJMOW7E2whmMolOX8R5eIkv9chtO06TsKE2N6xJ/d2aWXq44lNhZbw3oXsROwLNyVOuvSl1dlsWtDaInTjhA8k2tqlpe0yboMp/74LO84IlZlWUMECKt20QJrjJCLvWb2TQtNJCC77elPsvHQSj+2oskx3/BfaXgM7f4YnOabYF1LwZhu1B8UXfMp9oYKeKv170MsWEjhneodDVvspRIKO1O+lkON9CEVNRDE57EnoRoNpIdhn8HvJz8UP9SS4Z+ebFoO+e8E3fiKeAa8tSfP+gNCz78/s2fmlKCm0rd9gVIKUz87PQlbvA0j77oTYc+xjWS5Boel5SHw2fkysdRt7r0Ow7XbnxFVYRUvlRC4tMHuCT37vQiS/v4LJEftCK8rBvEdDKwfXq9IubXjfq1Lcbee37ygwo3THyLiodzvEP/s//k2k6abFJB8nXnLe494zkeqdFP74Mb02tuXf0J2ySya1pGM7oizTHv/59u9Th4j7X+Kk2BdS8KiTcfbdFX5Uqn0h5PiukpzY/Oj+0+DJfo+9wyHxOMluPwU0EEl4L4X2dNhx8jcwhKImopgc/QRSWggr+1GRqgV5BrQF0l+hb1F0I0ZEF4b87PzhIK2llf0Vmd94OdFEbLd2g/N9F6NAb1xMeCfERN8X/Ank6OBPIHNj7P8EkoiIiMY1PkyJiCgCexJGB3sScoM9CURERDSsGCQQERFRJAYJREREFCm3QYLejR78rE0fJmQf6drVpo80PrPHo8YetZoN/bXF2Hgca+p3K4ydPBIREUXJWZBgnnoWeuSZfWZ+J+r1kbT9vciviP95ZNwz3fUpbC4CCCpVHafTg+fSO/pTLDM+4nn5flrW72cI5cGMSk7bP3ku+G15kK/QM+3dMrG8+rRr4XMSpCND3PMBZPnYOyEi8kRERDRKchYkmGeyhx7PlpcffvxZfvzT2KRijHumuz4Ct0WfEOcfixt7KmP4OfEq+hn01qDez6BPUix0T6yryDPpJKcde468fXdALF9xz+Qvtk8bDJ4dHzz5LpaRosqtdl3JD8qPvRNCluut0vXrE/MaUvRAEBERjYxhuychqBQ3lMrnyviHEiU9013f0dCC9kb3DgF9nKp79r2mE3tYS4pn0Bs+wJCP2byfIfQ0uEXmwfsRaYeeI1+6QR/olOKZ/O6xu3n59vFudjGzVOzdE77HQd9t4EYF3PL6+OUW9y6A9S2dibEEERHRiBqdGxeTnumu9Xo5WurdY5rDz76Pu88h3TPoB/l+hqA3owNNZb2yXETaoefI23si0j+T37OLmaXcOxa60NgM8zbDcG9LIn3RTrl7q6AOfKogERGNptEJEpKe6S7jtPUfvAkv9Oz7hOe3p3sG/aDezxDKw4rWfLPe5LRjz5G3z6uPeCZ/lKR3T2gA496S2I7kV0d7slx+g1u/v+lzUDdsEhER5c7YeeKidscnPBueiGi08ImLo4NPXMyNCfbExTbUDvFti0RERDQ8xkiQUIoNHSP9pkciIiJKZ4wECURERDTWMEggIiKiSAwSiIiIKBKDBCIiIorEIIGIiIgiMUggIiKiSAwSiIiIKBKDBCIiIorEIIGIiIgiMUggIiKiSAwSiIiIKBKDBCIiIorEIIGIiIgiMUggIiKiSAwSiIiIKBKDBCIiIoo05bRwn1P62et97hMRERGNB5+5Is99Grqsg4QLZsx034iIJr6j7x0es+e9kc7bSK5voq5LjfS25SJI4OUGIiIiisQggYiIiCIxSCAiIqJIDBKIiIgoEoMEIiIiisQggYiIiCIxSCAiIqJIDBKIiIgoEoMEIiIiisQggYiIiCIxSCAiIqJIDBKIiIgoEoMEIiIiisQggYiIiCIxSCAiIqJIDBKIiIgoEoMEIiIiisQggWjEvIGnb/swrr7tCfS5MUREY9mYCRL6nroZV8+WE2jNdjdmrNqOBzWfwXAznn7TTRo0Tes+7HLfzoSWX+VTb7hvw8FVcLrNI1jJDf92DZeIffvmdvwAj+BHP7wLeW5UnDefQOWo/Q3k7liMSyu8TaO6fZOV/bsdsb+h9vuCc+PwrzN0Lh7BY2pXzcisz6xnxMoytTESJLyBXc07sfDaJcDjP87RiWo46EFZjifdN2sn7l8ylJOr/vEmpjVE8od567073Zfh0o+eF+Sfu1vwUqpKLtdGZLuGQ4p9e9ldaExXdjp930G8VHeDGzFScngsJqY1attEalfNNbhf/24dW/FIw+Ypqcxvuw8P3nYmjZxEcn5c/hjufFr2985HgHs3y3nRBikP1sj6clyx9j31F3jyWgm697Xgzsf/wmyHaWzKunIX8CaQQPfRx91noeVZKeurzHnDaTt+8vgSfH2nlKX8/TTecbkNwHK+zzIbG0GCtrBeWILb6/8Md+Ix/KTdjR9r2n9sT37mwLQ7zw4PYLGO9y2lhOgv6CVxw4OyfX1P3eP+eB/DKndAhyPHq4ODPBQt65B0MNo/TLX73mtkndvNH6Uu/6CmJ/M/HZeuDOaP1f7xmvW4fKfL764ad+J/vNwtH58vu2wsTbtuPaDt96ddmmY+19rw64vfbhl8+nHbJfNGlm9oO+RbcBJ8MzEvT2BXxHalFOTxCbedmn78uhLz43uVst63fh16kpF/H5R1mfR0+1OkHVd2fh6ZP9hnuqybJ6rHJyofUfkNiz8eEvKelI+EtELT4mU6rulM6X5bhUfw9WvdCEMrnmfkfPUi8MJjePKFnfhBu/07PHM34KtyPvxqiXx8+xXsNuNs4+LJx+VvOccNwLw7nrENFvlbf9mN2/uKNCpkXU8OSz0if//VTXL+d1/le59s5G5Z3+4XmuRYd6NzwWyTNkD178OdV94cjn2W2ZgIEvram7D72hVYfNkN+NzdckA9k3hCGWMWXi6tQV9h+J2oB9BXZDtsAPGjh5ZI5XaPGa+9JOHAomLOG3KAP+b+eO/BFg0y5KS7SiJUE4VrZKwnWXPCt4GJHS9DfWKLTP4wn77HfFr40IsScc41n/Uk/aSkt7DiBiyvc8vKsEXKFy7qtmQ9SyTf8ildfhd/+REs1Nm1J6Furmx7fMvTLuu+BOu+BQXu+/2uR0Ar/KuDyt8uszgyf4nbhRTla2ZJw+flcvRFbFcmu+/9ittOrfR8q8ztG99K1kFaTgv1j/rb27Pft445yci8n9OTq5ci7VT0hGnLToI4U76y7sReixT5SMqvmdmRZeJ7c+LznihtWmEZj2s6U6YSTdGDk1eywv49S9Bwe4m0UnPKBfh33yL7357TDfM91+x595NPP4Pll8m55GZ7ztDjL+7vKRfaN+P+hX+GNbbgxOVYXLHEfjT1l/2YE6G//x89BHteGdZ9ltqYCBJM9PfCV3CrVLh6EhvblxzEbokg5QBZ/kNXqRmuO95thz2x7kTP2+5AcuM1qPhaRIRrokTx5HKdx1XAup6SW+Rk7sfLsGQz9uq0jLTF4LqphG9BmvKNY+eLbUc2+XXbGqqw7baaicKv2wcs4XUkrs9KnT8vVfmaiY6N7OP5vNyQ1X5IokGRqaQTPnu+pewCrSgp960ZKzTdqAo1U9pBa80KAjmx8KHVSellzEcEv0wssBCJyyTkIytDPq7pTCyus5VprBJy33NGG096bEmQ6AKUoBEwLJec9Dz8Igr+yvVqlTxg15UuQB0S2a6/ehFf/3L8NuRpIKbrG8ZLsHmXXWP/5oZtn6U3BoIEvfYSalGYk/CLcnJyk8cSd2ILVzSxSm0uCoIWlNsWGbTrLTiQ9slBJvPsbt4eOslKy+y2J+SPVg4Eoa1mv6w98GwXnvluWtapu9G0lR7rQr9GDi7913brrtptK/TEyjk2X0z6/Cq3rXEV9hIUzDETRWKayeuIyZQ/v12py9eScgxa+mGxdUdul+s2T+4OtxYu8IFOMtMNLxX4J/XYTQwejEz71opaR6a0wz0yluvJkv2wULctopfFnGxEqnz4/Ib3tV8mLrAwPWlWcj685LTiZX9c0/hh74HI0IuUI+ZvZKQuU5lL4rb73zZky93lzmFizkv20t6uZ+TvK/Q3N9JGP0gw3Y6hrqHLbsDt17prLlpQI3UQZEVPbK41FdA/CI3sJKKt15O5VlaudWQuQ4SvvdpK7M4/1ROz7HR/5n/hFeyVCFgrSHPS9fNLxRV3PVhPxtJ6r0jsRpuzIKhEXn6z333yXHefq9Af3e26x1JKld8wjd7jy+FO1903eGnyF7ddSFG+4S6/R/D1iCDDyma7Bsd3/5kKVK9VBrLbt+mkTNsHquLOh2LBg79BbeFDj6HRlFPEDbUp85GQX/fRkGVsT5GjvUfaIkyRj7RphWR1XNM4Yxt8NmDXfZt8f0su5d3xZ7jTnDfk2Mcj+IbrNR0Woe5/05C5uyXopR0WJaulIWPLcdXjsV6Z0TDltHCfU/rZ6324YMZM941oYtEK69ZX/ox34FOco+8dHrPnvZHO20iub6KuS430tn3mijPvfxgbv24gGi1vPoGvSct6NCN1IqKxikECTW6mG3H4r58SEY1HDBKIiIgoEoMEIiIiisQggYiIiCIxSCAiIqJIDBKIiIgoEoMEIiIiisQggYiIiCIxSCAiIqJIDBKIiIgoEoMEIiIiisQggYiIiCIxSCAiIqJIDBKIiIgoEoMEIiIiisQggYiIiCIxSCAiIqJIDBKIiIgo0pTTwn1O6Wev97lPRERENB585oo892mogP8f5NLqh37i6PcAAAAASUVORK5CYII=" 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" 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