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This is a(n old) logo of which famous app or program?
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"
[ "Cash App", "Instagram", "Amazon", "Twitter" ]
null
1
math
grade-1
which-table-is-correct
true
true
Todd saw the following animals along the coastline:He wanted to know how many of each animal there were, so he made a table of the animals. Which is his table?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAkAAAACxCAYAAAAsywKjAABQcUlEQVR4nO3dd3Rc1b33//fpZ/qMuizJtnA3xRhEL3aooTi0BELg3piS4DyhPMDlBgI2JpBfgEsJT2gXDEkuCQFsQrihxYBN6MbdIIN7r5JVR1NO/f0xtsCxjZusUdmvtbxYzIzO2WckHX1ml++WJk6c6CMIgrALEydOzHcTBEEQOpwKcOedd+a7HQdMqnEdKxYvJBgKUH3wCSBJ+W6SIHQrIgAJgtATqfluwIHUVLeedx75Pv3LFRIDDiZVUU0wUZHvZgmCIAi...
0
science
grade-8
predict-heat-flow-and-temperature-changes
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAaw0lEQVR4nO3deXhc9X3v8fc5s49Gm7VatrzvG9iy8YINmCXEECdcCARCAy0JoXnS26fpkzZNb9s8uW3zhN42N7nhtjeQpAFSWpYWMBBsg7Ex3m0Jr5JsybZsLZasfTQzmuXMOfePkQbLkizZMz4zsr6v5+Hh0W/O8h3P6KNzvnN+cxTDMIzmMNQGoCcKmoEQQiSFVYFMC8x2Q5EdlOaQYRzwprosIcSNbmUWWGsCsR8m2mFuRiyNhBAiGXqicNIPF8JwKgCqV4s...
2
math
pre-k
count-scattered-shapes-up-to-10
false
true
How many shapes are there?
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"
[ "10", "8", "1", "9" ]
null
3
math
grade-5
adjust-a-budget
false
true
This table shows Jenny's October budget. What could Jenny do to balance her budget?
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"
[ "make balloon animals at another party to earn an extra $20", "increase donation to hurricane relief fundraiser to $30", "spend $20 less on shopping at the mall", "work as a soccer referee to earn an extra $35" ]
null
3
math
grade-2
find-the-next-shape-in-a-growing-pattern
true
true
What shape comes next?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAWJElEQVR4nO3dS4wcd34f8F9VP6dnOEPRXFISJa0B7kKC49cKkjaA1lZgyLv2SYhPjnTz+qg9BVFy2PUjuxfn6r0EsHwL7FNs5RBtNgYCrbXYIAqysGN5pdgyBJkcUxQ1JEXOo7u6q3IY8SUOh/Porqqu+XwAHcSZrv//95+q7vrW/99VSVEURQAAAI2QJEnVXailtOoOAAAAzJrgAwAANJ7gAwAANJ7gAwAANJ7gAwAANJ7gAwAANJ7gAwAANJ7gAwAANJ7gAwA...
0
science
grade-2
compare-properties-of-materials
true
false
Which is harder?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKUAAADCCAYAAAAo2gI4AAA1D0lEQVR4nO29eZhdVZ3v/Vl7OvNUc6WqUkklkAFIIARQwiAIKGgLrSIqesVuvbb69qvX9vreV18bfdru2/30c/V249PdNq14EUUcukFBWpEhQoBAAoQEMpBUpYbUXHWqznz2tN4/9qkpqcyV5FTV+TzPqbPP3rv2Wfuc7/mt3/qttX5LvDwu5aoQRFQqVDirpB3Ym4U+ExIaXBX39isVQVY4V0RUWBXytjPO1H6lIsgK55IJ/Vlyap9ybopSocLRqYhyjpEScim...
1
science
grade-3
animal-adaptations-beaks-mouths-and-necks
true
true
Rufous hummingbirds live in the woodlands and meadows of western North America. The shape of the rufous hummingbird's beak is adapted to get nectar out of long flowers. Which bird's beak is also adapted to get nectar out of long flowers?
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"
null
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1
engineer
grade-7
identify-independent-and-dependent-variables
false
true
Hint: An independent variable is a variable whose effect you are investigating. A dependent variable is a variable that you measure. Which of the following was an independent variable in this experiment? The passage below describes an experiment. Read the passage and think about the variables that are described. Dr. Silva was the land manager for a prairie that had become overrun by unwanted grasses. These grasses crowded out other plants. Dr. Silva thought that she could use fire to remove the unwanted grasses and allow other plants to grow. But she didn't know how often the prairie should be burned. Dr. Silva marked off six plots within a large area of the prairie. She used carefully controlled fires to burn all of the plants in each plot. She burned three of the plots once a year for three years. She burned the other three plots twice a year for three years. A year after the last fire, Dr. Silva counted the number of unwanted grasses in each of the six plots.
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9xtHRAefn59RNSV68ydb2gDRNSJKIqvQ4tATMVxbDq2zm1YLyJboxNSD9ZjebEUURURD6rPLuLTpJwsHePrcOD+n1eogWRjDGEMexxwMXi8292OBsbVaulEIgCUNNlHbodlNWq5zJZMJyuSSOI5QSPHv+hFAHGFNzc31J01QEYY80jlhMZ1R5QSB95RXHWwRt4tDtJIShptfr0et0243bN8niMMBaS1VkaGNorCWOY7RyWBxJFCNbvC4MQwIlNll4034PopDRaIsgijg+PqGoSlybRftKQGFwbbCqUG1AE0Jg2uRlXfXlufHrrjY4Z/4t7HGdbTr71cxvDa0FQdvUcV/dCKWUCCVx5r+7JE+SZJN1+/X/qumzCdBSfiWDtNbijPX4fLHaNAu/0qz6PRwaIAgUzhnqukRruenSuhaANsb4kwlkm4H6m5okEU1TYYGiqlBBsLnhr1+cQGtMUyGwKAlhoAi0BGtQ2jcvsjKjO+gTxTGX11foMAKREyUdppN5C6Kn7OzskWUZ05sx1glA4JxFa+0Df1ESaEmaptRViZaCfr/HoN8lW83ImpJYRqhQY3LDqsppEPR3d0iTDsu8wBnL/s4uSafHF4+/ZDDaIkmSTbNHItBS4YxFANY0ONtwdXVBXZeAZbmcowOJKWum4zFpmhIFmm63g3BQ2YJASaJAU5YFi/mMfLliuDUEC8tsSag0nabDbDIjCCXL+ZLJbEIcBdxcX7GYLdgaDrl/53BTzhtrkXFEsVoyn4xpnGU8uaauawaLIW+88Qaj0QjrNFXbjDLWB+8sy0D4je7i4pzT0zOkgk4nIcuyzUI6PT1lOBwwGo1wtkJFgX9WHFheD5h+4byOOvnN2dA0FVXV0BjHeDxjd++IIPRYdxSEdNOUNI7Z2RoRBAEfvv8BFxcXvHjxgr29PdI05bPPHoGTTCaTTROurmuWmS9pO6mHIdZQE1jmiylN09DrdUjTmMViRhQlLFdzbOOhmDgMmc/nnJ6cEISauqkIQt8YcgLqthsdxQFbW0OiyOOwUim/8YfBphEUBAHD3oCkk9LUjmB8TaAT8rZ68gG+DURCoXVImnYJ44h+b4COQpQ695uNFQgpEVqh2krJOL/ehJK+ghICasD5ctxnsgqo2yDlkNL9Tknty2CLwAEK6X9HKt8gRCHwTSScQ67vqPAJjHPNJvPz4a/9c/scaOkzWokPuljfcXfWbp4XKSW2rVAaa8iLHGcsi8UC2iBvcRsM9vd1SIAoinz735hNoFsHu/VusM4kg+BVii/bXQHY/Dywwd3WO39RFJ7uYwyB0oTa71hlkVEUBf3hAIdEKoXUAZ98+hnzxYr5KqMoKpwIyMqKprGEUUKgI5o2mHd6HQBsUzOfz5lMb9BCcniwz8HeLv1uyvawSxoqqAqabE6IZRhHdKOASEI/jVlOp0wnN4RKkibR5nOvGzBZlrFcLinLcrMLlmXpMavGgHVcXV4irMPZhrPjE5bzBZeXlwjhS7Q4jgm0xNQ1q9WKMi+wjeHrH35Iv9dhOZ8xGV+zWsypypxumnD3zi06Scz11QVxGLBazvnWH3yTx18+4sWzpxzs7bCczXFNTTeJ6XYSlss5J8cvwBm+8bUPuL684sWLZ7x8/oz5fIoQnjqmpS+blJbESdRiVZIoCijLkul0gjGGH/zgB9y+c8S9+3fY2hpxcXHOdDomTdeUI0UYKHTgceY1fq21QmvlG06B2mR/1jaUdUWe+0bI4dFtoihilWccHu1z//59bt26xXI+YzafUJQZe/s7lGXJ8+fPUUptuqdBELCzu08URRRFxWKVbbJNgLKpWSwWmwCWl/7/m6bZULPyMmNra4ter0NRFLx48Yz5fI51PpvtdDp0+r1N5WOtpSxfVRnrqmy9PjbPvzUIrYjjmH6/T3fQJ0kST+Fqg1UQBJtsSwhBFEWk3Q5pmiK0z6gtPoisX3N9rLM2KfUmOK6v8TrLfnUvws01eT3zf71U/93u+DrLXOOJ67X9+ns4vrpJvo6Nrv++vt6vZ5eb10NQttUO8BWsNIqiDUPj9XP+fR7rK7hZ1D6lb0jSmG63S9M0aC03gPNoNKCqCo6PX2yyz6Lw2UIYxlgLWeZLudVqwWq1QAmHMzWL2QTbVNRljhJw/+5t4jCirBruPHiDBsFnX37JaGsPqWOyVUGWl1RNQ7fTpygqnjx5QlEU1EVJHAXUZcFiPmU4GpAt53zw3nu88eAugoZAWsrVnMeff0oaKO4fHdCLAq5Pj5lenTGININIs7+zTRwGKAF1VbC/v8+twyOyxZI07ZAkHV6enPL48VOMcdjG0FQ1cRQym4xZzCbM5zMCpSiLnCjy0IIzNb1OilaC1XKOsw2jfs8HpDyjqQqUEty9fYt+J6XXSUnCAC0FWkC2XGDrig/ffw9Tldy9fYvDvV0mN9c0ZcGDe3d59vQxWbZkazRCScHN1SXONIBjPL7h8vKCm6sLup2UJI5YLReURc7JyfHmZ6IoYDmf0e91UULyk7/6Mccvn7M1HFHmOft7O5i64b/9Z/+cqii5e/sOvW4XKQRpGqOUIIoChHBY23h4IY3RUegzJKkZ9IeoQCO1Iohi4rTDcGsbpKBsagyOf/pP/ylRFHHr1q3NQqnrmroo+fLzz0BY/uiP/oi7d+8iVMDO3j5Sa8bjCbWxGOvQKmA4GIFULLIcKTVRFHFxdUlW5KggQIUBBkdWFhsGx3Q63cBJ29vbCCXRUUjZ1FgB3W6Xw8NDlPIBMEkSbt++za1bt5gt5ixWS/KyJCsKxtMJp+dnjCcT6qbh5ckxjx494unTp57y1TZy9vf3SbsdVBBhkRv6zXy2ACc2uLZAEYWJL+u19stWKJQON9xMKTV1bSjLepPoLBZLTk/PmEwmrFYrTOM2gc4H2YAgiGhazqcKApASFWjSbocg8Bun0Aon22rBWhpjNl/r7NC8xr/UYYAOg03TpqoqX1Ib6xu2xuIag6lqn5lL6XnEYUhdVYyvb8iWK+bTGaZuNhCfsI5IB3+tAfJ3jw2GaYyBNqVvjO/waalQygPOZVmSJtGmWdDpdJDSl75rsHdNQTFtyQK0dKLwFdezvbBlnmGtwznTloAXxLFvvFxdXZGmXfr9PnVZMZ9OSaKAd995iy8++5Tl5IrDgz1MucJUGfu7W0xvrhkOurz14D5np8eUqzn9NOHy9IZuFPL80WeMb64JlWNre8BqtcDmC3aHHarVksVkho5irJCMJzOM0JRlSdzrkpceP3m9S7lplLW7vG0stu2Qonxp4xuOns6hdIhrDPP5nCJfEbZMgmw55+Nf/5LLm0vq2hCEAmshz5ZcXV8QRpJeb8DN9SUvj58zGV9jLayWc6azsQ+s85l/2OqK2WS66ewb57i5umZ3Z8T5xQWdOOLq4pSzkxds7WwzGV9y584dksh36+vaY9n3799luVyS555G9cknHyOl4Hvf+y7f/d63243VtTikz5KkcCRJQmP8/W1avKssKp+VITzNJwkQsmFVVuRVzjIveHHypd9oy4rFMuO3n33KajkjSkIWixlNWbCzv0e/32exXPLk2QtOz88IopCHb77Jj370lwgVIrTP0qzw2KgOFaGNSOIORV1gnGdK2MYQRCHGWQIlGY/HxHHMaDSi3+8BvmJazOYURcGtW7fY2t729DTrg0QYJxgHZV1RVCXD0Yh+z1PAZmWGDDRKKN+YCdeUGb/WnJAYZ1k3XsIw3FRheem/19bzXwejIU37nijfzxZS+baNc0ip8UwdA7+T4a0zOZ/Vt+9nBbbt+G9K5tc6z6+vZYnYZNBCCKRjU0V+JUsM/GtZ8wof/QrfNVv517ZfxT/9vwmQa8jktcN+tVMvHdh/Rxb81320tCJL09QYrQhlgK0tVeU7pOuL3Zhqs+MYU5MkEXVTogNJY33JsFgs6Pf7m8ApgU6SoLWirsE2DRKf1tZVgTWQpAndTsJ4MmNvZ4c4jjk+PkUkKTvDAVfXF9w92OXJ40eUs23uHmzRVDlmNSbQcGunx3i2ZDwdEwrF6clzLk9PyOZTBvuH7Ax7rOZzstkN0hT0ki6hMGR1zvaow/sffI0vX5wzXcyxTU1tHbNVjghiVOCbVc45REu9WDfIjDF+pzSGuiyoTRs4BQgkLcOoVWoYIiUwTcV8NsFUNUkUEAWa2WLO559/isMSRwmFdDS1Ic9XlFlOmS/ZGm3z4tlTr3ApMqIwpjE1k+srqqri8OCAZ8+ekReF50jGPhjbquD5i6d873vf4dmzL/ns09+wtbPNarXkrXff8WTg5dxny3HM5eU1q1WOQHJ5ecnx8SlF4cnf3W4XpRQnJydUVUVVFRwcHBCGmju3DjDG0O12iYOA5XLpM7c4pawMVWNYTmZcX19TNjWTyYxnz58znc64vB4jpMdPi7Lg7PKC4+MXVMUK5xynp6dorbka35BlBcvVigbFfLlAKE2QpBgEQmp0EAEgpMYJX9aFsUQGIcI2WCswjcXUhrJqKKsGRE3dWChrprMZVeUx7CxfYpwlTlLu3rvP1tYWSgUUecUqLwgXC2azBdNFjrWO4dY2/eHAb4hlidKaIFQ4gedFKok11pfUQtI4i3WW2hhMY9A6IIwilA5o2o3r/PyS5Wq1KYnXpbdog13jQFrTBlQBbl0GixaXdG2p/6or7rvPAhwI2ZLPWQdUgVIBDqga63mxYYxzHqu0whMcML6/sU54hBaYtjH8esAU4hVvF3zQA49sS9HisUJgjMXZV/CAtc1X1EZKCB8/rfu9l+Qa2KS8mxNrb8i6uROECl1pwjBsA6bf/ZarFY21gMc5VqsV3W53Q0QGj4+ueVfGGIT0nD6T1Shh6fc6zKc+iGgBCIdsakyxpLEVuinJp0tub/fJpueE0iJsRT+N+NoH7/Djn/wC4RS3Dw+4PDvn41/+nDQMoKmZ3VwSB5I6X5IOU2IRUSzGFAtLEmhubQ954/YRxikeP3nGPCtQKiRUGp0kIP35CqGR0rVZlceSsKYlZre0rMZ6LFN6UrZAIJwHt333Ekzjm2euMQRBuwsrwaqu0GGANQ3L5dJLGHFYa5hOa6rCX88kjghCzWwyRShJHIXsH+zhjGM2n3v1VBjiLMSxL5WXyzmTmyv29nf57JPfEoSSTifh+vyEJEl4/MVnTK5vME5wczNpSyTNyxfHXF5eM5t5cvgajz45edlmIYbDw0N0oLh1cEhVVezt7ROnKbPZgrTbod8bMplNub4ek1cl11c3IAWrVc755SVSahrjWKxuPJUqTbieTijnc7LVnEDAbDYlTVPmyzmLxRInFJ3+iCCKmS9XPHrytCXcS1SQ4IQFHYFQODROOp8VIlGBx1SNMYRJDEpSO4tQAWVtyKs506nFGoMzDWEYkqQReZ5zeT3GuRvG0xlFWeJmc2bTBVKvCIKQ2WKODjWrxZK8qVBSIJXCAcYawHe1LW4dMdoGUoNpoQCvMosoGy+yOD45YTwe+/K25VSqNmtbByeEAl7xpX8XS1x/N8bgXiuhX1cENY3dVIV+vboNbBC2ZfIGs3wtw/PZvKCxX8VC17FEOPta0BZsfvV1zNQ5TOUhGcw6KzYYfFAF35QW+AAt7H8EGeZasrfeyTxmqVHilTwySRK0lpRls0m314dSCmkkxjQbzHP9M1prqqLwpO5254iDkEYV1E1DrBTTqmBvOCAWlslyRkc5AltAXnBrq8P1+RlxKOiFIGwBtmAnVbx90CF785B/9ZPfEkURo16H5XxKkEbcu32XUbfD1dkxnVDi6gxXlVSrBd1OxKjbgapgObnBNhVSOK++WIPlQtK010Qo/YpH2D580NI2hERisbbB2gbanqJsM2ypII689NA6i0RSNQ3WGOrKX5c4jJBa4Kyhrmq0UqRxjLOWLM9xtiFQkmy1oNfvc7C/SxhFSCFYzhc0xlPfuoMhUsJyNkfkvrvd6/V48uQxH374Pu++85DZYsrWsMv19TVaGdIw4ObmmtlsTtNYBIrlMsPUNTujLRSOJOkwq2YEUlBmnjye5UuqoqAocp4/e0FZluzs7BGnCYv5it6gz/b2LtP5gqwoMc6RZQVhHNHUFlRIf+hpM8unT+n3e8RaUdY5YRpRVALTNAgVbPwAhltbCKWprMCUJVYKhKBVEvlgIpTPkpAK66CxEIYBwoIOQ4JWidXtdul0+6Ak8/kKcGgdoiReaYQPZhSCTz79HCfYBPgoTbDOc1jTbo+iKLgej1kVmS8drQUpqYxfK1XdEGuFEQIrBUorhPPqqMYapFZY4+lnVVWR5YUvqZ33E7AIX463zRbnBM2/Q23zejPHubb8tq+UQZhXGm/aJ1UKiZS+y63DgCAKN5px2izPWNtCTC130xrPCXVeFWTXNKG2Q960a8Q29QbC2xzWrdvyOGt9oLQOD5EKpFRt9128ykhdy/v0PKX/niHvv9+xiXqvKwQ8iB+hhNwoFzqdziagrvG3TqdDVhRIqQmclztWVUUQJJuOn23xFx3IDYYRRQF1HVGXFdbUHO1ssbuzg3OOq2xGLGpk3dDUJcPtFDqaq4tjPvzGe2TLgiqrGMiC/OYlf+Pb7/GbL19ycnrC/vYOUaiZ3VyR3L/D+++9xa+WE7QpCBUkwz57ow5JEFBWOfObC4rlHaqsZndrGyMk86wgq2Y+o8J62pN7pV7wD8KaoAyNaruJ8Kqsaa+nAoL2ejnnMPWa2mFfy+K9EEA6T+VS0oP/SewNMGThDRPW3MlOp0N/OERKyWq14uLiiv2DW54F6eQrHfi6nScsTVlzdXnOwcEeV9dnOGsY9juMb67Z3TsgaJt6a8qY52ha4jjdqIuEEAyHQ0/T0YKykgjBpgkhZEiWlxS1Jc9zjFA0VpAVJTqMCaMUIUN02Motq4aqMWTVgiCKfBCqPc4dRCFRklCulr5TnJdURhAFAcYaVllFVhZtFikJoxgZaLTwGaVUgQ9C1noqjlK4pvY67TUNRyt0FCKURLbnbRw+kAnVZm4+CyzrxhPyhSXupERxSl6VGAdIQdrteOntYk4cRi2X1sNUuq041gHPGpCBJhDQ1BYrIFAK57yhRlEUmDZgWec8WZ6WN7lW4VmfAW66zs4HV/cadvn61xpvF689x9DKLJ31XfTNvXylUcfYDRNgjW2+3u3exA79ipi+WSPWYloWSdxuUthXWeX6s+EcodYgJXqT+b6WIRtLWeXt52dT1f2+jo35hlKeGgIWY1pCbaBwGPK88thk4T/42vghiiKyongF8oaegtPpJC3dwUvVJK+UD0oJumkHLRWmqQi1JJYCU3hyt25KpDOkcUgjBEGTk4qaj957g7fv7PHTv/qcwK64v3fAQU+ympzzB19/j/GPfkUQKE84Xs05ffGcu3vbxKEmHPZxTcVWv0ccKhSOq+uM+WTMbHzFKhfEUUBlxKYUkQJMbdCB17pKHxL/LWna+tzXBiI4gXP+AZEtbQfbEAYBZcvjVEqytbXF1mjExcVFu3OblujrMZymqXDOtrLPnDfffNOXa2VJlq0Yj8ccHh7y1ltv0ThNWTfkZQ5YwjhCKelVVbYiijRnZ2dEoWR7NCJbLYi0wpmS6eQGdKd1Rnqlda6qauPYBLBczomiwAftbrIhJKdpSllb321tLKb2GGjTWObzJXVjcUVDp9s2OnSIDhM6Xb/IltMpSadLYxqcMaSdlKLIPBc49EqxtNfd0NSsVKAk3V4PREBRN/R6A6wTOAPG+QabDnwQbBBYJE5IpA7QQcvLlIrG+PI7TjseM84LSrvWaEMYRoRRQKQjgjjyvEkdIqXCWXBCkpeVZwoE2ic/0vMFpZQI7bHLUIdESYxpPAVHKdX+nPUZVcuZRHmOZSBVy31uPPTSSQFojKNpaqpWMlnXdZv9mU3A9JCRpXm9CcnaKONVE2WdnRrjkNJDGqaxNHWJVoogCBGhb/ja2rMufKltWgJ8qy9X/vlfN/l8ZvxVgvsr7PSV9HLzd+uQ0r9G1N4b8CV91RisMb5RZy0Y+4rW83s6vPlGVbySc+EvdhAolAq/0vWet5pQz0MrN5hmnACuQStNlc1xpo+tvb1UUeRe7hRpXMv/63Qj4hiaKqAbCWRjEcsFW/2Uwf6AQBl2d7awbal79J036MUh2fUFf/Ob7zDqSYxZ8NadmJus4uPPvmRQnZHmBb1ul9HhHRbzOeX0kq+98xYvn33O+GbB7KZmgeNgf8Cg2+Hi5JjffvIZq7DPvPYmI9fjCWGc0hkMqZsS6xSNdQipcEIgraC0fme2wuMteE8eX6ZYgaItMYTCKSgaQxh3kKKgqTL6acKt3W22RwPy6TmqLD2wbS1VXWFrsCZEqohECe6++RARBLw8PmW1ytnf36fX3yJOesznC6wIiOMUFScUZUZZ1ti6QmnodlPybEEYeZuxb33rm/zkL3/E2eSGO7ePWK5y8srS7++yWHgXqe3tbVarnPF4wnDgs9l1Iwc88yEIPNySlxVlZQgiTV2tq5EeUilf4gtBt9cjTlKyIm8rlGCj7KjrmoO9XcaTK3QQMBz2OX05I24VMFm2YpnlCCmJ0gicoGoqhLTEaUSsEzrdPpWx1EWJMS1EFIQIZwjaMjGKEjq9Lt1uihCKIPDE7KooWtK1z6JkEKK0h1qUUjgEs1XGTpLilMDgUG1WKXWABVZZRreX+kSiqmiMRWuBDjy/OQxDoiihEhVV4wn0SigC5WWUGoVxhqqpycsCJf31CWOfeQshMI1jTT5fbx6+4mvx7rZLbUyNtevv/ue1Vh7/e62i/QpPUtZf6WOkUUyceJvBqqqYZvnmd4wxuLaKUUohtfQsJ6OwrbmHRKCE7yop6bFJ2UK3njoikbzq1jdNhZYBzrVZPYbGVNRVtcmknfP45f8n7kj/IQ8N3pVIKUmeLYnjkCiMsKZGiJg4DjGuw+X1xeYirfIMFWhsA0knodcLWc0m2KJgf6tLPruiFAFBGINTpN0uZVlwcvqcO4e7PP3yY24djLi7H1DMJnTUFhrLG4nm1t09OknD8eUL9CAhqxtefPGYr735Hl+7u4tdSFbz5+h0ST7+GbbM+eaoZv8dgVSO2/d2kJHk+LRmtVqyPD1BmhnV6oad0Zu88867fPLJn6OV5c7RHV5MVlw1FZUOMdQksSAOClKdI7uKi+WM0sb0d/dYVY4qDCnyjMFwyGI1ZWc4RGpNKBKypqQRjrQXgQrIigakRFrN2ZXv4o+6A0LXkF9dICPHH3/jLbTb5+zFE7JsyfX1nDjp8s3vfJNffvIF18uS0+eP2T68R5L2cDrFqgThQq4nS/Z3d5jNZjhTIgAtfGYpACUCTA1p3KWqCsaXU05fnnHr8DZ5tqRYZSiloYGb2Q1WOHSkmS0XCKHodrusViuiKKLfHwLSk9XLBmMbrHUEUYLBghNoHW6IyspatPbQTVPkqDghasvkNA4oKsd4MidJQ5QzdKIQW3s56Pb2DvlySWUboqTLYrUkDEKc0kipSVBUxuCEJe50yMqMxgqkFCRx6q3s8Jtc2u1t+ML9/pA4Dr0PgQ7pdvqeOoOgKQpM29EtisIT1sMIKxwyDFnkueeRSokwDWmaosIAnOdxGmdpjEXIwMsxI9/1DgO9eX+tNf1eF1hnXV6lJqUkbyrQijBNsNbrxUPp+YwAQlosflNNnPcazZuasqk2xHFf5jat14PBCQPS4YTAuMY/HyrEiTZztA7VnrsOQiKtiXSAAuo8J3eeLdNJE1arFXVV+sAlJRZLGISkacrleOxjQ+BhPFOXmKpGWosS3mTFB8s2UArZNr4klobG5aA9bNG4mrL0ohFTWxAQhLEP1k2D+Y+hSx5KqJoSKaDIM+rKd2XLIidOEkxdI5wjDkOiKNp0042zVHXBfF6AsXSShDgIKTN/srLVDd+cX9PtptzePSKb3rA3DHl4tMf08gVPH3/CwdYRd0YD/uC927xx0KEszglsQdOBi1nG4uYpf/biKZ3v/JCuMNSrOdHA8PTlb6iaip3+IR98521G2/d5enzFol5wc/GMstrHAleLCYuyIKprcmcJhyNMkzG+WXK9Krh00N3pooOIvBkz7HZ5+8EdVNLj6dWCz88XCKU2Eq0wDFCiQbqGCMvF2SVJd0gv6VAL17rWVFjXIAiYL8bsb+9DWZIt5vQHKUkkKObXzNycd+8MefiNd/jZz35CLQsOtnYJiim6WtBTAenBDi8uzkh3Duj1emRZweHhIXEY8PL4OZ04oiozmsZ/vjgKkDLaOOaEoaapa3TqPSeHox6j0YjZbML2zh7OClZl423n6gqcQmsfgJQWbZYStkYR2sMHqNYWTCCF8s2yFl+SiLbh57FEr+v2xGOpfIblMF4FFGhCLTFaYfAqGWuMbwYAQkmSbsdjpzLwuKDWHrMMQs8TNmy6uMDGuWhtyLzG3MIwJAxjqqqhro3HWo3xjIc1btc+10JJ38l20NgGhUZKv6id9MYXui1J68af9fozaCVB+kBpHQSqLSRfU+lIIdAKLIpG0AY230W3gLXOy1St9U0sXu94t9klxpt6K+U3COGbI7Y1CBGitWqzXrrrdfxeGSSEIFQKKQWubjYsFmBTbr/e8V7DUGEUeZmw9o1RJ19dN2ktFo8zCrwkUglQbu1mZT004vBB00mUVIQyRFiLqVvMtW4Qxm3wSqGcF21Kfz6/z8MHzEC17tnd1my0QacJ2WJOECiS2PPkysJ/rXW73jggpK4NQoQImeKcpKk85WbY2yFKvJtycbPk1tEutWnYjQPGz04IbMk/+pMf8NnnP2JnL2Nrf4+b7DPm45cMd1J6eyMWn1xTrybMznMePXrMB/cfEgY7VPmS2B1h7IKr64a8ueTdwR1MFGOIyd0Zrhtwlk2ZFpKJiZnPruDyJQQhxCG5EURBjD0vwXkaipAhOIVpLK4yuKohsJZquURUliQQBKEkaGo0DUOpEMkIIToUTU4pKrSRVKLB1CWWgp1Bwnx6wnavR2cYcnLylGKZ8uG7b6O1ZjpdcjK+4OzFOVLC6bMX7O4e8id/9EMevTxn9947/LM//TFBJ4RAs1oWzBfXLBE411A3gsbWGOfQyneKhfS0JozBYGlsgw4TZssZnUHMcGvAeHqJDCTb6YBgVeEqS1X6hRVq74gjpaKuDFEUEEVhu4DWT7JtF2AI4hVNJZBrmV7QBpDQNzis9ZWJhbryOuq11jsMQ2yLX5mm8jy8tqIJggAd+eaSrQxBqAiiyPtFOomWIUoFG2OYtb2fbbyFXzf1VntaCrQUKAFFkW+8JteBYiPdbHHGdRN0LXmM4vgrHMONpWHzijmitSZQ/s9Kvmqm/i4dRymFVgKkpqm/GgR89vlv44DG1Bt61+s4+qbB4wymZWBYYzZ0PolD4TsmEi+kwFocvrnlpMDgm0drnqaRLRVIWJywWOlQkSbuxPT6PYSSVEXpXePbBpFxBtcYnLGeKSIlSgqEabv2Yo1h+mdHKolCE8gUUzWeC278JiBRCAzGNUgkThik9rzn3+ehAepiRZUtCHopri68uat0rOocabskUYQp2TyIVVUh4xip/QPYKEkQaKIkInCOQliEbVCioqMjSlnz/nv32R7EPP7shCBrqFYr7t7Z494o5A//J3+Xs4vfItWMRXnKbPkSK3rES40sbxjokjtv3+bFi89449YO9x7eYjopefuD79EUC376q0+4ur7h9OUpuVG8vJoyGo1IRvf45IuX9Ld2sXHObNXw8nJK3NGUTcl8vqByATv7h5gKHDm9wRZaWU5OLiibC5Y1KBdBnREaQdQoEtdgVnO6smE7sbx/b4/nx6c8fnaG0CH99AgjErCGyjUUkym3D7coVnOy1Yo37h0QOMH0asxh7y7T60s++dkvUDR87YP3ieKAH3zjQ3Kn+LM/+zOkDtgbxphQcj65IQ4s0nqT5Fu3bnFxceEXdBS1UlXvWxoEirQTU9cVTjZIZQnjkKrK0J2I4faQVbEgSnuEgaLTKrnqyiKUJ+ALEWyYEWvMes2r88Yna3DKH+tgsHG2arOxsq5wUhBpTWPtJgvU2jfMpMJbk1mLApQWSOexRv9v/v18ZuY9KKXQ5FWFa7Mrrw1/rQlnLUWRsbu7y2q1aBspRctQMBRF01oOmteMMF7Rd9YbQLfTpdPpECbxJut6/f+VEiilN9do7WgkX8sKgY1d2qugy1foOv76tY1E9brD0ysu5e92qYUQmybKmja0prX56/WK/eBHwkhc49r7SHsurcJn/XnwG61oSfJCKZJOulH2Be3GWZuGosoJhH7FozTGB2SxznJ9Fip8QxwrLN7YQ/isGtAuoHE1VVVTm9qfk//4/nNhfHMJiVT/EZTkUeC/lGgwtV9szgwIaIikxRRLlK3ohBIRxZSlL9dEU1BVNY0SxHGH/qBHL4pIpCabzrHlMctKYIsVW0mCmc/58H7IW3eOeP7ZL3hzr2E/LTjauc3lMxj0RgwOh6SR5fz4JXTmfP+DN/n2219Dd3b5p/+H/yOz4jOa0LGoPuPJ5wuqouT29i3u7D/g6nrJzWTB6dmXdLbvc3aVUE4NSk9QFkK7Tb2ISCNLtVpSLjWNCOl3UipbIcIYbUAJgzVeIRGHAZIICkOARayWSFEhihW7uz3evhXxxpsTtHtMNp1g3SH9OGGZx5S5IFaW2/v73Ny8IA4qeomgnt/w4ME77G3f5uzJY7LLL3nnwUO++62vEWvJ8cunTE6fs6oM/+N/8Cf81//sX7G1fYsmEpzkE4yVhJ2YUDsm4yvvqynB2QbTlNRtc07JEGcdggYpDE1T0usPyPIMQ8nB0T6PvnyMvbpAyhjhINQSDK10TyIcaKm8+76wCOkQ0is9nFAorTCty411nlZlhcRJHyxftxLTQUQYJ9QtTUmFQUvCbtoyTmyyyjAMEc6iA59ryMA3YIT2WGkUBnijWU3p8CRpUyOkJg41SiQYYz2uGQWYOiDLcmwDSvks0NQl1gnqNgCts0r5WmarlKLf96YZOgo3Gd76nDy9TKGV9JmlFBtoYK1eQayt0FpjiXaDMa5t1qwD6mvB2lrPifXXp8aYVwYWv8vQkFKirKcoaRQiaE1VlEDLdYkNWvvzqcuGTAmqygc2g8/+1kRx4zwsoNcwhRTEQeyvR6CpjfdLLWtPOVMIqA2uqRFNQ+s6R4tcvsoupceLcevxGV45VImaXJVkssC0Nn5rGMOr7CDAP2vwH4GW/J2H91muFkihKFZTVssM1+REClyTY2uDqbL2REHUBhEoIhXhlCGMNKEu0GSk2hD1wQQBoRBIW2M6jsNtw/xyyt/83td5741D/uX0l9zeqrn77gFkc65OT/hYLdjZSzg42mfn/hGcTTj5/DccHr3N+OaCTrfkanaN0we89+EhH//omEEHpLtBoTh9+YLbD97mzsMPePRiyk9//Fe899EP0cOCm2WJyWGR51BLAufY6vZpiJhOJyTdBKUly8WCwjRsDYekUcyqcpSVgaZGGENVFPQ7IWEcc+/2Hd59eEiv95SP3uuxP+ixWG6RVZqTs4LMFZSF4/LRCf1BwCDu8OYbBxzs7PDsyy/49Cefc+9wnx/+rR9wdfKEVBqkLTDLG2TZRVUNuuryt3/wET/77CnH5xN20ojzyYL55Tnb+3voMKI2gmyVk2VLrDNopTaZW5GtiBNNGsettZ5muarJspzDoz2SKCZbZYSBDyRaCgj8ADFrBFUrm82KnKTl6gkhKNdOPWGAIKBq7Kvhaq3sTfrUBR0EKCxJJ0WHIWXutdZBoJE4GlOjhaeXgETGAUo7hPFYea/XbfXpjojI46hStA0XzSDuUTd+ca1pUGtFj88mvR/l2rV77eIDxe9kd6/K7DAMNz4JaZoSRZGXN76mz15fi6ANRGvtNLRBoi2Vg3Zj2LgJ8Zreu8ULXw/QzkHTWNbQ3zpI+2DZdoylQ62d0m1rpSdl2/ijtWL0eGpRFCghPWYpFEIaKic2TkOsO9bCb7xelmjQUhIFniWilWiDbUFZ1lRV4SlJCFxdYZoGTNNaOK5HZbxGKRKvuKR+s3Et566hsBk1JVY10FrPoVos1K4llppABxsT49/XoQE6saLfGXnuVr3Lcr5CaeGBfVeRxBHSCrwM1ncfk25Cv9PHCEvcS6nqjIFu6AeaaKCJRz1iKcDk2EbyD/7WN3jxRBO4C5pVwXtvD2hW50w/+3OuJw27vZAPP3yD84unPPr4C2JjiDJL1GhkuaBZLfjggzeYF0vijobIEAYQKGjklKubKcNt+Pp3tnFhxPVizJtvwde/1kf1tvni6TnCZJT5FFuEUJVEgaUs5jgDAZIgFJg0pMkasjJDNJbSwKp0VLUh0gG185MJdWMRUpHlDVfHL3nj3pDRm0OuxzWT1YxOIghExulZxj/4h/+AX/z0F9SLBc15zpdPfoyz1/zJd97gWx+9Rz6rqW4cWz3F4b075FdPKSenZHnJ8yef84O/84942Qn5zcefku7dZb/X5Wq24M7OPnffeMhPf/YrrNYIHWCdaBemly82OLYHA5IkQmhLlRetE77g6vKa/f19xldLrJHU9XpWjEawdqIqWa0yROGpJaPtbSKlcLm3S9NhiJQhrnatyavY8AmVCn1WoUMCxIbAX1Q1QimiOKGpK1/SSu39EnFILQkCha18E2o2m20aNCoMNlrsIIhIOwPCwBK0NmZr+8E8b2fqCOGt8rpdTDdlNqt9tiw9O8TYV6NZ1hikUL7z3ev1PCYZeZzVilfjGtbv5Zsn+iuZtC+hHRb/ulGctNzO11zJaetfa1GBQmHRrMczWI9JW4uxtZdKmobGea8ClA+M67LfNq8kg60oBuFACW8qHOrAU92c12w3VUVT+ymTQknWJB/VNmqM83N8AgGhFCgh0DhsVVKsFmRZgbXtDCgHrmoQ1iLw+nOlZasSbJs4zraKIr8pvoIiLI6aplqAqwgDhxBqrS72s588QAMqQQapb76y/GsLkL97aIBnjz9jf3+fIAjYHvYYpHErcdQtrSQgjQZ0k3Sz666HYFVVxdbuDsVqSTeEUTckosJVS6rVlMV8yqAXc/b8c14++S33Dobo3jaHByN+/Kd/RTfpcnTnHb78xW959kSzd9Dl4OA9Fk+fMrs8Y2/7EIRjb28X7t6CvSFcHLN4+YQ37h1SlSueXc0pJHz4g2+RG8l/83/651yMHW998G2W2YLFvOHl8QVZESGVY9AdkFqDDmKKqzH9KEC4nF7aZX90i8V8zsXlNUWxJEj7WIx3vokThHCoMGKZzXh6doUpZ1w8+hL9R1/n4DZU2Yp+bNh7uEMSVJh8Rlee8d0PDzh9UbKcPuODN0d89NG79LoZi+knJOqA2wcdXjz5FYdbmo9++Ac019c8fn5MmiacPH7E3/rD7/Hk5SWPTs45vP8OTdKlnC2ZXVxh64o0jOhF3sdzrYwIg4BuErO/tcNg2MO4hufHz+n2u1Sm4uzsiu9+5yGuvGK1yinznLKovMrFaVZZxnSeUdUG4yCME3ToOZ+VbfwcIx2gdIx19atSUUmkVkit/ZMvhXfmFoK6qSmqkiiJvW1YDSrQKNxGMCBxaCcpbQM1PH78mMVi4Y1F0gQpFcZa0l6f7Z2Gk5MresMRe3t7xG1jZmMJJgRlWbK9vQ2wGdr26rBoHW18E9ak8qjtBkdRtCGiG15lg2sXLiEEWrzKKn9XZePaDdaXll81j/CKLJ+JaafByU0wFbL6d3apgQ02KKSfzKlDhVM1thFYV7P2Ow208v6uvS7ONlgLpmoVbG2pq6SkagxOQCCd5586S+UE2lqUE8RBgBCSoiyospx6lflRGUJu1DfCea6l0q+MjK11r20QrzJ4bwZsXpl41DUK75ampKeO2dbQ2LbGKk4FoAP//fcdMJeLG5p6xXI25/DwkKOjI8IwoZOknJ/X7O3u+IeslUrVdY1xFUEcM4g7bMkeMu2TBo5sckEQQpnVPDi6SzMcscomBAT04h5J0gMX0NSWj771fZw1LOc1AsMXn33G/Tf/BGRDPl8ijePm7IpoVjGpDNnLJ/QOdtneGdLb3gcZUpQJV3lCvPMGn591eXZ8zrR5k2DU4ZMnBqcynJYcX1jSbp/+aIgIIh59+glvv/UeZ+ePEGHDnfu3+M5H32F7e5ef/uznnF5eYJTXd+skaukfktxanl1e8fb9O2ztbnNzecN8+gZffNLn9HTF3q0uRw96DLZCDg8PeefNDj/9y3/B2fML3rh7jz/4m++ShjW7gxU6aSiur+htb3Ne3RCHFTeXj+mGGucERwdbJJnlL371Bcs64B/+vb/L//q/+t8S3hUcbe+TLQpOnx4T4TvSTV0SCEm/P2xHwMLuwS53796jcYbT8xOk0+RZ5TM0nfLrX3/C3/jBD/mv/qt/QqfTY//wiM8+f0wUdjg+OWf34JCr6zGj7R2Obt+hagynL15SNSVhGHN2MyXp9rm+GjMYjFBKMdIhvf6Qm6sxk9mULMvY2tlhJ/Qy06zIeXl+SqfT4WB3FyUso+0hg26P5WLOfDpBYpnNZnz66afUrWNSvz9gECcIFHHLV/zkNx+T9LdIlysaY7i4vOTevXtEcUyn6zXzUimmsxlpmoIQKK2ZzmZejy/lJhMEH8SiKG7J+d70WSgPL1jBV8xww9CPY67yHMFaHRewHgtr3VflhqKdueMpQZ7PqAJN2brZb7DLNttt6qZVzMGaVgStya5u8UsHVVFvfke0VB5fWnspI84QhxqpNZWzFG123ZjaMxKExymVsATO28dFkSIKQuLEj3gpqoomy2mynMBBFMetMKVAuFcjR7Ty1Q1AXfvrEEbrDNwhpdf2gyJfFdRZSV91/XnU1tPQRMAiaychDEZEnS4y8pVFWf9HMKJif3vkxxYcHRAoDaZmfDXhqu2IRxJ2d3fp9jrehmvtp1cVTCZL8vMV3//o26SB4/HZU/ZGuwwPR9TVgi/PjqnqFS/ImE4vqcsxsSpJgsaP18Uxnt6gA8nbD9+AxsB0TOAUVQVBHFDXhtFgi529bdK9baqq5Bc/+inTl3NGuyNuP/gj/ul/+5dcXKxYlRX/4B/9PXTUp/5yzvHJOWfjJ+wcHGLrElsvubx8imnOubp03LnVIa8KXj75jP/z9QWHR7dp0Ax3drEqorKSZeZnQydJh7sP7uOamqvFlIvxNWktGZ/OSfSQeFLz68+/gHDKNz66x4OHezz+8jf8/Ffn/C/+ix9w7/CI6eVLenGKNAH55ZKj/SOenp5yfnWMbCpGg5go6FPkNaiU7f0j9o8KPn3yBNG7xd/5O3+Xpy+v2TsY8sG7d7iez6mk5PT6EiUlkVbkeU4cx+zt7JJ0Uqqi5vz6isWqYLmqeX56zHyxoDA188mYe3fu89FHH/GjH/0lSD+XKcunlE3N+cUVYZwwmc35+JNPiXsdcJK4EyPUiuubG6SOWCxWbG0tCaTi5uaG6XTKdDpnsVphrWW2WvL85IRltiJvKtJOhyiOWeYZ0tYIa5hNFyznU+azKRJHvvLKo7yq6A2H3qREaLZ3dwjDmOVyye7ePkZoirri4uKCpNshubwkShN6qXdKL1YZTWs/tr23S7ZYsr23S1NWVMaShvEmg1s7fa+zx6ZpUMLr/K14ZbS9xkpNVaN+p0n0SuPNRin3SkLrj9cbNmEY0jiLUmAar1n3tmtqM3oF1pMMWn7vWuIo8O7ztR/d7Gi8ai+UaOEhtNVsSlV44+uqqvzPuYawbazEcYIxrRNX4RV8ceINiwPlYYeGGuUgEBJjG0xZedOMtVeEEsi2qfV6YO90OhTlekNQKCFR0vtgKmFRQlI3Ei0iz7cUfgBGoCGNQra3tvzs+CBo2RYFzG/+2gLk7x4a4K0333g1fKhu6HQ6LJcpTx8/QThHN425ubpgoQP6/T7CGq6vLgnDkFt7R2zF2xw//RRRLTna7XH3aMgvf/5nvDz+kjce3mZSrtA65nvf/ybbWynRdgqRxT5/xOX5Bbu398lMwZ2HD8E1rMZzVtMVN9eQHEk6vR6zvKA4uyHMKs4uzvnVL+YMA3jnaw/4F3/255y/HNPrHZBEhtX8JWHY5frlDaIuuH9U8O6HIT/5iy+5mWYM9wv+3p/c4+T4hFUu0XrI5VXF6ekJs2VO6RRZ4WhkhJMhtRXEcUpeFsznU2KtqKucqshITMPtt/qIpOTz5yfEccjXP/ojxtOMn/7XP+bJ4wX/s//yFt1twcnNr5HO0j38FqvTFS+eZDx48wEP3nnIzt03iBCE+3uQpnTPxyymOaqzxRsfDPn503/Ny4sbRru3eXI8ZjKZ8PWvfUTU6VIGmllV0O902dra4vz0jMbUBGHK9XjK6qzi088/o7KW0jQ8evyMRjgG2zvkJuDzR4/57kcf8Vd/9VMuLq5ojKCqLUEYM10sSIVXcWRVzXw8wRrHyI3o9PtEacoqq9BB5BdZFKGkt0tbD0TzXVevajHOEgYx3W6f2jrOLy5pygzZ6uarPCNfLAgDj70FYUxeVOztHxIFoddgW5iMZ8yWC5K0x2Bnn0VR0FQ1/eGIyljK5Yrr67HHH4Ukq2vmQcjO3i430xlbO9soFSCqijAIN/K7MAw3IyLWGCW0Zr2v0aVed69SLb9TS7HxpARP3sbZTSA269nteHjCIrDGESYxwjSeAyu8E1Dd+DEedV17l3rlRxIHVrfOWJ53iW1t1sC3pp2HP6A1Bm+bc2WZU2Q5TV0jHYRaoUSb/bbkeiX8+USBZtDrbKZYLpcLVkWOaSqSKEQlsZdutjjuzc0VURQQRF6Rk+V5a4voA37a6fhZQBICHSCdwxif+TqlKUVMpRPfNLQ1wlmQhiQK6acR2tYkzhIriUwVV/O/tvj4bx0aQGtJXRdEOqRxNWGg6HZiQi3pdTtsj4bYugQcaahJwwBharrdHg/u3WJycYOxC6LAc+KMnfEHf/AWX/vwgKO7B3z++a8JE83Rew+gnEI5h61t5KDDLkPUcMDN4gRkAVgCZ1nOKoIIesMB4a0H/O/+N3/Kooavf7tPXlvef+ce/U6ff/mvfsHpjWOgILu5oGkcP/2XV/zJ3/4WZnpGFMK9nS6pXXIwgOhgyK03Qv7gO+/y248fM1+F/OiXV0jhR/Aui4rZynA9LxA6Jun0kW3Wkc2XLOdz4ihAS1ACBsME3a3JXM03/+gb7O7f4eWLU2aXGf2d99g3H/MXPzuhsIpvvHuftBNyfFYwTI9479vfpDGSaV4wPHrDk8xXK8RqxXTleH6ZMS9f0ughtrPF2SLn5fw5e3fu8PjLJ1zenEGcUkvNLCt5/vKMqi44eXlMvspIOzFVbegN+jx+/gIRRKSDIfFgHxFFDHZ2GO3u8/jJC77+4Ye8/e57/OVf/RRjNUEU+wVR1iA1ncGQJO2Ql5Uvz5AYIVFRjM2rjat4FHvD2aqpvbuN9QbCjTXEcUjS7WCdoDIN2bwkz5Z04xhTlijlfURRnlCddLoMBgM6vYHnGgpJFEYUecV8tcIYS1lXJN0eMo7JlhlJmlLmJSpQLJYr7HJBqEPKuiSNU2bLBTdXNzgpODo4Ioxi78DeBsf1aNu1M48Q3tQjCILWlOJVEAVf+mr9VXL6uiO+5k1uMi/xakb4xpi7aRCtmsr/vJ9dZeyrMdfr1xJiPdHVv1fdVK3jVysC0J63GoUaR+OnGhQVBrPJZAOt0G0gW2ONeV6TJl1PGWq9OaWUrIqc+XzO1dUVZVmCEHS73c01kEoRJSHbu1v0ej2SJKGoSq6vxu1nF6yHvOGcV/2IdhOpK4RpPGUtUFglaGqDoCFRkkiGjNKQQaR57837RMIRYKGp+ZfnT/+aw+SrQwO8fP4MKWF7tEOWLZle3VBWOYv5jL3dLT7+za/Z390mjlKury4IdMSw36VpDD/5yZ9zsLeLkjmDfszpzZdcXPyK7337AzodxRePfkJtKlaTjMPzDi+efcHVxQvefuMuq/k1tV0xuNXDRtfYZYisHVV2RbaEO7djbKT5N//8T/nO93f5+JMrfvbnc+69MeLsxQ3nV8956+Ed/v4Pb1EsV7w8uaCsvLb2jf4ejzuPWGYrqvMeT15Oef/td+iO+pyPX/Jv/q8/5fLmmqR/xOHBXZb1ipuXZ8wXJTLq0R8OsLRlFoLZ1TV1saQbR2hTcHlyThJp3jx6BxuWfPP732J8s+LPf/2vmM1K6tpwFNzi7a//I/70T/8FT16O+cnPNbFyXF8c8+7Dh/zDv/d3ufvgPqenxzQzR5GV3NwsvAZfJdS9I/Sgy/PTG+58/XtMlwWz+YrR/gHi5CWffPFbpmXJ8bziarZgfH3jH3ghKasct1zR6XVZTlfo3hYyjOnuHnKwtcVslTNdrggFzKdLfvGLX/DNb37E54+ecHx2TdofYmroDYZ0B9voOKasG7KqRgYBtYPrydSbsOiI2lZc3YzJ83Kz0AOpWeXezWo+n5OXFUIpaizkfszJzu4+y+mEsjHEUhMFITJsWssyEEpzdPsOv/7lr0iShDt37lKbnJ3dfYbDIZPpnNl8AYEiLyvGsxnCCnaHu4ys8GMwZksm8xlCaCanp9jacnF9zeHhbc+hkYIwCDdluGk11OvA11izCaRS+pHSXi6qCYOANI6QWJqWCK6Ez9jWo12StMXw1pSj1tjDGENT5n5GlWlo6rXXqtioi9bOUXVdbhqxcRwiJJvXL1aewRBoRew0iADdDn0MAo9tR0mMTBOEs34sBGvXc0XdQNiJUIGmWtbMswXjxYTFcsl0OmW5XHruqVYUpiTIfOZpcQRKE4eSYTGk3+9jrXc/q1sXeOUUdd2gpCSJQpIoxNUlFkddGxwVggqtQgJl6KQhB1sDtrs9trtd9od97u+M0KZGNQ2uVWf9vo52pk/NcpmD9btZkWWUZUmnk2zIzFprtBIU1tJUBWUZUJcVy+UScWuPFy9O6A/u8/C9d1jdHBOlEXGsGdy5x+NnXxKqEGGUdzUp4OZ8xvjyikXZMHJLdncHSBFy+ugRk2NYTqA6svzm8+fIGAyO99+7QxJf8MlvJ2QW4i14dv6SN++kXBx/jnaSbq/LzsEtfvOLH1PMFygJzkgmlyXVg4C//PFveXk+Zms/Ybly/PYvTvju336DuBMRJiVVPkM0CqcUZWUpihxpa6QpCZwhsCWdUDO4tcvO9oh7h0cM91N+/IuPeXlygWkkk8mKKOzjZjU/+W/+gnt3PuT05TGXnzW88+Ydtu8/4NPzFzz53/9fePfdNxmPp4BfuzqK0UHEsjTkRhH2togG+4w0nM8yIh3y57/4OWWVMz6+4uTyht+ezRjuHxHHCf3RkO12fvp8tiRMUlZZQRKnVE5SiJA06oMNMBUEUYpbJjx++pTvfPeHfPi1bzBf/QQVREjX0On2sUIglPbjHZyfe13n3gc17fS8zK7ykzCNMT7rsZbRcGsTgExdYaUi0n5k69p9XGrFdLGkKQtsmvigpALP+wuilrrlA8pOp4vSmtl8ydFRn4cP32KyWPLZ46cEYUS339+obcIgZiVylouMqml8B1oIqrIhiiLyrOR6PMYZgxLQTTsbwjyt/+R6auFsMX/NvNdt8M41tSgIAq/qab6qxlnPsEe0zRzVTodUrww5irrCOC8LrCvbKul8wC6LqrVqazYcUikhjDx5O8+9HZ8SqqX1QBAI0jgkSUPiMCCIA9J0xzvAW49hZssVRZZRlw2NsVxPZ4TzDkIIVquVnylkXp2DtZbKNUhjEWVO6Ax1+5mausTVFf1Oh35/QJjEKBkQhhFp2iVJElxTE0hBJ0lIQ02xWmLKglpmpLZhW1ekYeVNwAcxD27vsbO9zSDtMur1CVBIG6CRG+z493VogFu3Drm6uiIMAvb29piNJywWC3a2tnHW8u1vf+RxksYw6vcw7YjSXqfLu++/Rwl0Blsc7m9hqglFE2LpcHJ8gWlKlOgxm475xV9+wfOnX1KtlrhbIbEasdUVbI2OsKbB5gNOHj8iqOFoD8KwzyK/ZpnD7pFgfzhiaytmtHfGp8+XFDG8/dYWne0F5z+Fi0vLhx/O2blzh9++nHDvnQfs336Tv/zVj5g6eH6p+ItfT1ExfPSf/x1ubnI+vfhLPv3imv7eEf3REde5Im8Ao8A1nlcmG7b7A/b6HbqxoJ8EHO3v0eumzLKSP/1XH5M7mM4kBwdH3HnY5/NHT3n26Uv6vW1+8eUpt2/dI1/O+POPn7O9nRJHErWqWDy6opd2qFY5nV6XUXeXzFpu8pxJUbOa3HB685Qo7TNfLdkedJldn7M7TEgDR3e7z2HYR3aGBEKzWM45f/yYUIXoKKaZzuj0BqwaSyM1q1XB9YsT4t6Q3t4teqEhm7+A4oYvvviCb3z0LZ6fXHA1maPDmCjpcHU9waoQ44SfF68VZe2zxdH2DqfHJ8RBSCw13W6XpV2wWCw2kkMdeoWICtqyXfv53llWMJk8pZt2aAJFHMUEUYKOYpI4pJvESOG4PDtnMBwRJx1ubiasVjlRnJJ2ehQGOr0+Tvn3jqKIXq/HYrHws4Qy3wDr9gc01g8vWzc0biZTbFOjcRSZx93i2Htbbubct7rtoiiordn82zp4KqApC+JQg9StX2nWKmF80FmtVh4jFe18m1ZrX5Yls+UMFUga21CV/rXLwhuD5HnRGnJHbRD2wYtFa9Rra2zjGPQGOOfNTYyrW3NlvxFo5c+jyEuqbOUD4nLlh9ytVhRVw2SZtTr+V4PGNrxSKXC4Vm/uKGyDUhFx0oFAkS0MUaRpbMNsOSe1hq3RDrv7e+ztHtDv9ZjeXGPrCo1AtVzNTprSS2J2wpr7wZy9FIIoIUlT+gOHVgWmMahVw9OTC2oC0DFKh7+nUOkPDb7LFgQB3U6H/f19fjObM5/OONjdo7aWL774goO9faSD07NjL0e8fZteJ6UslkS9HlYrJpMJdTaB2jFfNZxeTLi1v8vezjZKaibjG3rdIVu3bvOND94l2d+D3Q7Mz/jVz/+KaRywmMP7Dw85+PA9SEO+3n1Of3vA5eUl/+bPf81wCH/zf/AnfHs159PjZ7z37ptcP/qCD96CYQrf/+7brGzOizNI4ud0Du7yZLzkOocDldA/eMD5/JJfP77h/GxCd/sOB7cO2T04RF9NuLy+wrkaIQWlqRGmYtRPsVXO1mCXr7/3JiGO6fiSJ48+49nJFZYeo8EuW4MjEILz8zFVY+mPtsiKiu7WFpfzGXVZEXZH5E6yWhVEcUrcdBhfVtjS0C8zbpbnLI1EpX1Kpzm5OgNrKYslOkq4XNXcefsjZufPEcWCB7f2uazmWBmzd3iHQVny8skX9Htdtra3OT6/pNQx06qg1++ihODi7ISRKxltdVgupt6JKkr52c9+xve//4fsbQ05PT0lTHveUzIKmWc5i1VGknbYGQ3R+YrlfMrVmSGUkq1Bn043YW97i5ubK85ODf2eoiwsBwf7CKnJa0NlHXG/T9LvMlnM/ft0OpArGhzLosI1NXndUJS1N7TVEUlHc359xfj6mjt37vDOO++QpjGPnz8jCjTj+cJLDq1hezQE6xj0+sjbkizLCIJgM8wtCAJ2dnb8TB6hKMocY1YUVb2xcIOWVwkcHR1B6wlZ21fZZVI0ZHmJxtIfdInChKysmK98wLRt0CmKCu+v4VU3TUsdyrKC6XyCDv28H+dEO1bCYppXs8C9YsnTlpp27INzjigICdKA2XSKlmzoPbapmAhDFGjiKEBYR7ZasJovKMsCZxzGNpRFRVaXEMQUZbXhjOqWGtVY31RaH8YYlHVe4hpFOKVpHPTihNViznQ2YbpcYqWiMxpRY6mFowSKsqbOM5SzSOOI0z4He3u8vdfhnr3gsOPltEUDpYXxfMV0VdOoGY+en2HDlLA3pDMY/jWFxn/34adG2obTk5dsDYZ88utfEQWeZpEkCdvb29i6IV9lYBu+9a0/wFnD+ekZVb3CYQhUQUTN3miLLIgJhnsYAVZpnhy/YFHMibQj6Ye8f/Q29x/c4+TZ54zGOeneG5CNudULmd9c8if/oz8GGUJvhBlPCZJdwnhIFJe8/83bLJfX/Oon/5K7D4749jeOYLkA1+Pw4Rb17RxTw//tXz/h1iF8+PVvclNmvJjD8NYRWVhyujgm6O/z6bMT3nvjDcaX50xvXjAZP+f23QcMo4zbOyOuxxN6Oz1WK1jNbjjY3+XNh/e4vL6iynN6acLFzYS6rOiFlnvbfayQfPHiGaGpeXhnnxLJdJXTUFIWGVaCaQRORsRBh+WyYLmaUtaWUT+irhYYN6Hu7vHy5TPuPXyT0WjEtltQVBXTYIva9vhy0iGW9whmnzJ+fsmd7Xsczw1fPL5ma2uLg70HRLKhG8Z0un2+mFeke0c0yiDLGQ8PNYEYU15V9OKUVVMz3NkiDQOefP4x/+jv/jGuWvHs7AbrGu7ev8+iNFz/+mN6WzuUqyWRaOj1Y5JYE8d9kk7E7Tu7HN3a5XmwpMpg2HHofkIcNNTGUZc1OorpdbrkFoxS3H74JtUyI41SVosFg60R+SrDYjmbTNjb3vLGD1gmyyVf+4Nvcu/OXfJ6xSoLGN9csL1/1I6jMAjT8OLZEy8tdH4sSCdJ/cyhbT+qV0cheZ5TW0+abmoLsUQKTdPgZX840rRDr99nmld+hIa1WOuVS2VtmBRz0jj0s6RuZsCspc8EEAc4YzDWUlhDXVs/6yqKkW05W1tLkHTIi2qTkXc6vjtdmxrjBFHSocxXHk+VCh1FEEU+22wMVVGiXINytAG0S1UWTKdTJhPfTjZN06qZNMiIsq6p6hpLgIwCSgsy8oR/K7xBtnXeT8BjsoJer7eZGpsVlR+toSO6bUPOEJD2R0RJzKyoePTimMzC9u4uZV5weXZJkeVEShMgGfX66C7IScONjKjPbihrQxh1iJMu6CEuDpBBQnh/j1VRkymJjPu/x3C5menjHUschg8//JCb62uWyyXHx8fsbe9wdnLKYNBDSzh++YJBr8ut2/uMRiPOT19iyiVaSbLlDGMMQaBBSDqDIYUWvP3Oezx79ojJZMLRrX0+/fy3vPf+O4wvTyk+/g3js+cc7O2y0BXjRcbW+2/BPONHP/+EyWTCoJeQ5TMuL2pWS/jwQxhtd2FxzU//9JSeha4ecn0zZZxDrOH+m+9w+/Ztlqczvv7N97lcWGaLOUIYZtNL+v0hnahGDCTPTi/ZO9hnenXMh+88YLnKuXf0JotsxY+++ITvf//7DHo9FqslZ+fn3L97l53tbXbGEx4+7FOX3in9/OaKvFhglWSyuKZwIOIU5wxBCkEQoQhpqoYszxBO0Ot26AUpLruC7JxhNyYYHOL0gGG/B7VgfvyMqrJcW8XojfuEepvyfMm7e1sc9SV5zzGZzTieNNRVQSIaYmVYrRQvz89J9x9QLMassht6Mqc31KQ6Ym5qqmzF/u4BlxcvuXO4x8/+6q/4w//V/5Jvfvg+o90xT89vOLu5or9/h8N7D+j1OgQ09BOFyxcsFwt2do7Iy4LHX3zJ9OoEW2eMkog0DLi+mfJ0ckpWCfbvvcWtO3cZFwUXsxkiChAIGgRRaxC8LCqqsiSKQoKoAzpge/+Q7UGP27dvs7+zTSC93FFKwWhrwO7WNsF6xK6SLOZLFvVyg/9lmcdApWgbJ63yxs8I942PomkoVytki2MmcYRUAYu88Ca+OvBacgfCCJrGJ19GSK7mc6/fXrsctRrvdYaYdFstfItvGmN8sBaAk2gdEsQJujGe6iTUBovVgSRQohVMebmrMxbhNLV1CGeoTE1jHMJarGk8NxRvXbjmlYIf+ZznOXm9oDRtc8Y5wrTjO0TC68ulEEhp0W14EFjqusE5z9nU0vNTyzz3U1HTmDD0BH/jBFVVI1RJVhTo+dy7qSsNOqCoLTfzKScXNzw/u6KbaIZdQRpKBsMdtrtD4rCPz8Yb6mXJ8ek5eVn40STdCdFfY4D83UMD2Kbm+9/9Dk3lTRlOj0949523CKQiyzLeeOM++7u7CGepmwrXWnPZdrbIh+++i9aS5WKGqf0I2vmyoG4Ek3nBZ1+8IMsK5vOSf/MXP+Pu7QMWK8PNvCKNIzJ6/MWvn5EkHZpQcfOzT/n5z3/J+GpJJ4Uw8jfu4cOItx8esXt7BItrnj07JQzh1t19fvvxBR8/Bp3C/p2ETz/+nF9+coJL9jn97JicCNPrMYxSdDPn4baka685v37O+GrF1s42Jycv+fsffA2pAn7yk59yM5nxgx/8kOFwyMnJCQcHByAC/uwv/orDvV2EEFxcjXnr/Xe5vLzibDVm3hQonZLjyI1F2pJV2zlOlWXYj0gJqQpHrANG3YRukHA7PuKdOCCg4KReoMuKxeqS88mKVHYhUWSTmkE+geKG/fqK/+E373DYM/zF8xesRg0y6FGFAYtFSVNVSBkxSjSmmqDLFWQ3bMeSTtalqGrOljWVk7wob+iFBo1h0En4+c9/zv379/nFJ59z8vKY3sF9DnZ3SDp9ltmKm4sziryiF0jS4S7h1g42KyFbEMsYrGQ6nXBeT3l+dU2mA8aVxQhBWZWcXl6iteaN7dveEzZviKMU1/fYWSAgCLwcznfG79BPY6oiY9DtkC8XLJc1lTF0ewPfkRWv/Cx/168SJIHwTkPz1Ry78LQez+lsx0UEgc8wjddIB5H/v6KqCJyfY4XVrfuQb8r4oXVQlwVR0Hb4pcS5+isUI6WUH7VQ1hsGwbqRU9QVZVH7+fWNIV/52VZKrMfhCtQaIjDef9TU3vxiPaBOOYu1hrydk0M7RE22zavFYrE5X2/7F9DtdltrPkleN/hZ5u2YbV6R6qXydnHL5ZJGVPTCiE6UUFJSGodQfrPT7dhgr/yxdKKQXhQTS40U0AkCEiGoK0OdZ+R1Q1WVLG3JdDank4REswx1fIZ1XkNeG+fHwwhBXhQAxJ2UD3p/rTHyK4cGWC2WHNcvvYwpCFgsZswn3lPyYG+fqPUZ7HZ6m8BYljmuE3P//n0ur8f0uynzWUan0yFOU5TUjEbbSBGSVwVRsk12cc10smT/KOTx80tWy5JuV5HZAUcPb3N0dJuPP/6YX/78p5we19w9hEUB55/M+MF3t/n6B2/RGybQLLm+nLGc+o2/CiI6d3aJx1dMxvDh7oh5Kfj42ZJFlaELy/sP9hnXitllhlrCUSJQ2QJZZAxSr0D4wz/8Q3Z3d7m8uGF3d58Pv/4R48mMzx99wfHxKds7BxzducvV1Q0iiNneGvLkxXN+8fkjSme4KXMmq4xACFSckrmGfDbj3r173j8wL1HaEgeaQApsU3J59piVUzy8v8XbtwSBqWFaYPe3eBF2uclqVquc0WCLe92AUNS4/Ia39wIebIfI+orvfniH5tkN518sWcwKsnnOsDfk4d19Htw95Pn5FeObJUVVkkQx/TAmlAGDJsbIkFk94fbd24im4ODWET/5yU/4n/6X/3PuP7jLyfWEMl8yn16T9nfY2tpiNOxxfXmOMjX9nV2uVwVBENHrb9HpdJgtGs7OphSAiLbo7e8Sxh3caIfjZYYNYt5++x3evn2H+fUNK+07ukP6BEpjm4oiyzB1ybDfI5CK5XKJqWpGgyHbe/v0ej2UkL6czQtWWYaSEh0E1KY1qZAS0VJfvEZcsswy8rxs7da8TDGJU7q9AXEcU9bVhq4TtH4J1voAadqZOkopqlYF19QlgfKmxFqqTea6VvesjT1MVW8c8dc8T6yjLkoCpYjDqDUNyWla/NJYQ229BNO1M7tt45OUqiqoa4M17Sx6482D/fxx3wBaT33VWvu5Ra6dRdXOAFpvKqNeH9M4GuPPHes2fE8pJbYxfmxFVZMtlsjGK/0iqRHC0et1/CA26yfHdlPHnVt3uHXrFlJqplP/LFTWG3wESmLjAKUkjTMUFlzjWK4yyqKmtpY4SknTdgpCUfiZTbamWBr4fQdMrQR5tvSUDgfvvfM2R0e3GA2GFKuMly9fkK2WDHpdOt2EpixAOJbzmefC3Yzp9fosZ3N6nS5CwnK+QGvJzdUFf+tv/g2uLk65uMn4g29+j4vpFW9tHzGMR9xMpsxWljrsUV3VxKP7/I2/c58//X/+C4Qy/Od/6w/pxZJ+ooiooKlpljUXZzNurqC3Db9+POf5xZzfnoBsQMaSTmp9SawtoxDePpJ8eQNFPyYMlmyrgPm84GjriPmVP488z/nVr37Fmw/f4d69e/zqN5+yXOWMx1NGW9vMF0u0Dvjmt7+LBC4uLhBhytOzY4JulybuEqoUmXRAKQJlCbsaIVOGvYSVmKKxKOkIIkEQB1xPVwziPtn0lPy6YTgIGGkJox4r0WWvDiiyDsvpFC1rqvmYDpa7+3dZ5Dl1kbOQMedXMyYXl4TBgHvDlEEvROYLXpxfI+I+i6zmZpzRlA39Tp9uJ+bOVkKQDvjZzZeMpzPefXiPyXROnHR48uQJ3//Od/nRX/6CJFKsZhMqK1hkK+IkIUy6zGdTluMpS6cI4xS5XHEuFGFj0KND9ra2oNvji8mE4f5dah1BtmL/8BY7owNPa1IB9+/eI89XXtcsJZKYIss20rrHjx+Daxj1B2h9i62tLaqqy3wyJSsrXzIrSdMYrPSk+Kal/nhqTIMKPXfQ2NrPtxG6zdwU3W6fKE69o7rU1KpsXXH8semS1zUGPyu8aRqqsqCpJUkUgPVjYL1/ZSsXbMcx3EyvKFta0Joc75zz3epsxc7OjjcdEaCVxFnhA6Dxw8CauvQdcGMwTdV2zGtMG0SDIMCtjTxM2+HWAoHvepd1jTQ+6zZ2PX/plSVdP+1j64aqCvzGYOvWqV0gnCBMEgadDqJ1fY+iiG63S6gDSluhkwChvBmH6/lm1O3DWwz6fbJljohiXFSSA7WyuG7KqvSUq/F8Rm9riExCtApRqcEY71pkpMQ4Qy0cjfQQSO0M8PujFmmAO7cOyfMcZwVnZ2dsbe1wuL9PL+3w82fP2N3ZZqr96NHpdIzEMRoNWCxmnJ+f0u8PCQKv4kj7PSId0O31UVIwGG1xNZkzK2oGu0dMlhVhZ8QXL87o97p0ezs8+/IR3SykzM6ZTa95++Ft/ug/+3uksaCpFhTG8slPf4nJ5rzzxl36saayHdJ+ydGDb/Dkt5f8+NMpx6fw4dug4pSoGzLcLji6fcCDYcJgeIC8EDx8cJ84XxA7zaXKGN15wJtxwq+fPMFg2T844De/+YSH77zL1miHm/FjlPYOPfP5kvF42i7EisVsyTjPEP0eqwosmijtIIKYxSpD6pjD7X1Ojl/SOTpE144oEuimQdqag50RXbNLD43MVwRJSnd7xM35S35z/Dm/Ka6ZywHb/ZTjZ5+RyICjvT3u3btPMtrl8c0lZeH40//XXzCzmtFwnwdvvEsgJPPZgsl4ystnL3DDfYK0z/7DdwhsweVyyeV4TBT32T24w/b2EBWEDIZbnCwmBCLg5z//Of/F++/zwz/8Pv/3f/1v2Ls75OBwj/Mb30iIO12WecEkK9i+dwepA47HE6ZVxTt373P36BYiiHl5dcPARXTiAbX1m8Qo7FJOF+RhwNHeDlI5snzOarUiXy2Iw5Bs6TdfJSX9XgctBFujAcYYxuOxp+ssFjS1nzVucQjls8a15+I6u6vMK7liEARrY3KAjadnlmWbbnoQvyKMV1W1mXG+5iRK57vlTVn5Ge22wb5mQgy+jBVaI7DcXF9TZCvPyQSiVilT17WnFq214+3XOtA3dblRBjln23nljXc2d01rfwar1cpni+1Yi6BV8khekdvXGbZr9fBKK4I4ItIBtvZjLZy13oR6bfNnvRVRVQgGgx5pnADexWk4HBJHEWVTMs4maBXQTzt+pLDUdMIAl+Xk0ylFlmNXOaGWdLpdOj2vGLuZTVhWBVHSo3KGsvSjPqyDuio3WXoQaFASqfRfR0z87zzaknzOr3/9a5zz0qeqLHnx5DH7+/tEUcTOzhbdbkoSh0wmN2gpuHv3NnmeM51OW8xI0ev1qMqam+mEoiiYz+dIKXn48A0IYr79hz/k//HP/xkffPg+v/nsC5xt+Na3fsAH3/wBv/r1p1xfTRn2exxfTNBRSC9VLCcXaFGzs3+XURyzyuZMLpZ0dt7CGcunT5dc5T0O3nqHgzdLdnuQuZBvfPf7bL+dkaYp97YG/Pgvf8mzZ1c0dUx5dUNITK9/gB3POS4uuHv3Lidn5/zrf/2vGU8XRJ0ug8F2u3AaGgtVVnB9fc18PidJI3ZGOwzjhNNlTo2jbiAPBFEscY3EScjHBf9v5v4j1rY0Tc/EnuXd9vZ4e8/1NkxGRmZkRpoyWZVVWY5FstkNCGo0JVEFSgLEWaMHQg8kAhIHLbUAASQFsCGyWUV2VxWrWFVpIn14f+P64/32Zu3lnQbrxCUnmiq4JxExuXHjxtn/+tf3ve/zVOQSspfijz3MmoGYRExHHUJixDBg+/Cc5aqKrS1znBR47+QJ+17CsSeQqh6aJ9LSMjQlY31ljtbqJqd+xE4fRoOAU7tIqdqk2VjFUGp0T0/p9kfIhQLtxUscOQH19gJWUSd0B/i9Q/yRTZqMcCODQtFgPHV5+9338GYjYtdFkgUWVlb41re+xQ9+8jMsWWJtaYFKo0m1Oc8siNnZ3UfonHN58xJOHDBzJxi6SmNzE0HW8f0YLShzd22eOEgJgojA80knLgoCtVoV09AZT/r5K2cUMxgMaNfqVMsV5psNCpbByuIiWZpnf33XozsaX+QkU3TTYDxzECSZgmEia2re0f6P2JXCZHIx74sudBI58i3LMkRZwXYcfD+/3ZbLZaRUeq5iAeDi9VaWBII4xnVsgijfUuu6TkxI6Lu4/9GhJwkXM0AhIwp8RFIsQ8sJSKr2Hw7kyCfL0pxulKZomoZ0AeVNL/Ken3uGAHKSnECW5czRTIDRxEaS5AuNR673yFF5+V/r9Xp+4McxXuA/bxYxE1FECUNSELLPNbrx85FCliSkaS7Ss+0Jhqaj6TnByZ5N0FUNZAiECDVV0GUJTZBIogRvMkETZeQ0JfE8hDRBl3U0UyeRBFRDJxFS7Iv41XjiEQc+xWIxTwqoet4iMlSGvR7ixVIqv2d+cZoKGeCtt95ClmVarTkURWE8GFMoFGg0GlSrVU6OT0iSiHarRRSFzIIApdtBIkMzteedYbNkgeuSkKKaOomQUSyWqLVa7L7/HpdvXGFudZ3ueMqtF1/mYG+XTNXZ2T3i3t2XGQw7pIlPpajSqJrs7j4gChKKhoGXKNStOqZZZxae4Xo5RWYmxMSGhOdPmGvUWVoos3P6iMPzz3ADn9u3b7PtDXjzw2d0JlAqVQkkkebCHGsrW5wOpiAJ7D7bRlRULMtCVg32d3b53d9/iZ39fRzX5/r167zz3rscnfR54e41FFViNJywtLrKeGcXq1rHD2KcWUBZV6lW6sRhhOfYxK7HaHRK//SIxrU1aiWVJPawEh/EhKii0Z6fg/Ic+45LL7VYuXEHI5A5Pz/n5eurNAo69z97TG/Q52D0MbabsLkyD0YFywwoqSpaJhC5IYOhw9H5CKWQMPBdpJLF4PyQvZ0BSewxV9aptpuoYkYqpgSeT69zRtEymW/NcePaVfZ3t9ne3uVXf+M3+Yf/4B/w/mcP2N1+zPlwyrU7IqmcE8yzJMFURFzbwVJFFpbmMQs6h4fHGKrF7Vs3GZ+OmMxs5CjDHY/pDjoYl1aIA5OPP3zCwsIcuiqTlSzUnkytWmau3WRprk0Wx4xHA7KLWd50MsN181l5EASMpxMK1TqmIlOr1VCUvAXz+auqpmmMRiM8z3t+KMVRSBB6CJmIKkjYswlJKlK0CqiqfOEC8pEkiXKliOcGGJqCIgnEQYDrebiOA4AiioSBd6GRyHKw7sWXS0gzsgsxmaqqlAsFikYByzTJsgwni0mjlDiJCV07XyQZBrKUL1ufzx//I6fP55zNnImZHyKKKOX+nTRf+nw+J5Uu+u2zWc6P/I+D+JArmWVZxvMDpIubpyDmFtBMSPMcaSqxtLqCbU+IgxAhgiRNsW0bWZYxLB10kTCUUDMR1AgxysCMMKp1aqUiGyur+GFIpigkksTUd7FDn1iEepIy8zNkwSMRJDTNQFN0fHeGPXPwZzksWczy/+Y0zaujX9RHBlhbW2Nzc5MoSrh69Squ7fLBBx9gWRaFQoFCqcjCwhyB5xNEHnML80ynYyr1KhN7jCgJCJLABx+/ewEi1vKMVqWAVShw1junXK/ydGeb4WTM6toyZsGkWK/x8Sf38WcS1VKDUrlA6Gecnp7guyZXrt5kf+8Zh/v7XN7apOfAZDwjiYqEUcz5aZeD7oB3d4+4dHWdJbnCeOxy2EmJZzPW5uu8+9Y2Z9OI9uoLLBq5dnU0c1lcWSb2Z+iiRMFWGTou1WqVMEqwZx7f+/0/4Ps//Al37txB13XGkyGNepX5r7ewLIs0jSkYJifHe1xaaeAHIaVGheFgymh0Sr1lkUkp+ydHLNUb7HWOudI2WS7CbHjACxtzvPLSHfYPD3i649FulGlvXObJB59hzW9xOnL41rd/nSzyeP+NP2esqXztm99i6GX87MOnFEsq1zeW2fn4HcbdR+i0WVqfY697wsPtbZxUQU49EkLCo1NUPaFd0NDKOtu7TzlVVG7cvMPO/hmxn6BLCuViEUlWGU9tCpW8Xnn//gMubV3hvY8+QhVFNpYXqRRNhrZPrVpmNOzz7P13CAKfSq3E2cNPOJVEmu15Mt/jfPsh/ZMBUZCSRXk7xTQEptMu6amLosgoqkQaJ2iixJdeuMfKQhtZEpkM+njuDE2Wnr+tqKqOkCWMBj1EOX/AjUYjVtbXKJfLz7fAlUoFWZbZ3t5mOh7llUAnfy0WL5ZDaZQwHPYRFINCsYwgZPloKstIs5g0Fhj1AzRNJ0sVBv0ejmNfqBNyoMWgd3ZBOZIZDsdIkoChaoSBjybnh7dl6jTrVezJlN65x1SR8jczBHRdZTweUyxZKKqEMx3l8NyLbbqQKs9HAZ83cPKOeV6tDOKIDBlvGiIAuq6TxBHT8Yg0Ti6QcDGinI8KwiQmSmIy8iC8pmkoskwYBnlPXdMJwxDH8RDSDKtgMJ1NCKOQMAxwfOcC9CEjxiK2P8UoGWRJhDMcUzQsiqqOPRjROz5DkWRW1tbz+JamIZs6qOqFBkSmWq2S9GfICRhmAUvRmA2HABiyyGiYK7qT9PObbwzN8hdyWMLFgXnz5s2LeUrE06dP6feHHJ+dMplMqNRrLC8sMpnYnJ2dMBoNsJ0ZrVaDKM14+PgRsiZRq1coVYukEpRrZc7Ou3TOulTrNYRM5Oj4mHarQblRYzSxscolXnz5FUrFHU72BnTPT3EdlatXLjE/X8WdjYkTgUKpwZWbFRqNFsOBzVGvh6SYNBvLbLavsibLrE+GHB5t89mDh1QLBYqlJq3GErWCjOeH+GUDvVojdLr0ux1So4gWR8wmffb3D1hevEO1WqVzesYsyGt3jx89ICOhWinmI4T79znY3aHeqFEwl3HsMUkUM9cs8ZVXb/PBh+8Shh3UxGauKFJgRLVeYbGwQmBPuPzaNfAdNpZbtBublE2JhXYBnRo3L68g6iV29/cRZJXmXJuwN+EXP/4bNlcWWFyY587de3zweJ/DszFKmlBSYLb7NlnnA9YLMzbmqpjxPvJszHpLZZrqdMZTNClFisZ8+d5NfN/h0yePWWq00Qo1hmdDNpfWGfcHTKdTut0utm0/p9T4jotuWNx74SXu3rnNx/cfUm9UuP/RewhGge5gRu/oEIuExVYD7+gALYtZWJhD86a4fsqw18OeRYiyhhvEBEmKYiikSUjdrHDz5k0WWvMEToDvOVSLJs1GHX82we5FxL6D6/lUKmVM0yKM8156FEWEnk8aClTKVRzHYX9/P78xed7zW+J0NKbb7T4nsAOkcfKcDen7PlWzhOvNSOOEQjE3CsRBfoCUihbjgU3gGkyHvfzXTvLXddM0EYA4CknRIA7JUpEoSQkCF80soBsqipBSNjTcccz56TGKomAZJqqqYo8HFAwNmRTXd0lDH1FSiMMw3y77PtVqFV3Xc6VvmuSv63Iu9JAFyIRc2ZtE+Z+NEKdEoU8UJghZgiyrJFy45LM8bpQJuYMpjgIG/S6maWIYBpEzuwBrJCBk2K6TE+PFDEkRIZFIk5QwCZEFGUkSEdKMOIpxg4TUD/EECSERkC50Kef9QS5BUxSUgolVrWKVSyiWQdE0yMoyfi1AIMXQNDJNxbGnxFGGqUrErkua5ZK1/P/hF3xgvv3ue5yenmIahQuxk4RpmsQpxEnG4fEpSRrRbNa5vnSTbq9Dc67NysoKtj9l4owxDI2lpSX6/SGaruNHIbYzo1itUCmWKFbK+EFEIsDRwQG2n79adfo9Zo7N+tIqhqmzv7+LPRvTbFWpNuoUKjXOz7rYvoBVW+Be+xJJqrB/cMzDZydIqkZjeYGrl4tcbs9jqAqDWUDneJ+qFrF2ZYuj7SFas02pbZGdneBpRcYhtBY2uHLtRU4OxuwdPmQ47FNuNC4GRSnf+PpXOO/2WFhY4NLmKromcfnyZUoFizff+gVRFPHyC9eJww7+4CmaplDToVapI4p9NhZKzDcX2X5sc/fGFZYXmugiyELMZx9/wJs/e5uXX3wJVY3ZPnjEaBCAVAYPLi/PYelzJEmCKxQ57k/5xXuf0GrWMQKbWjjhVlni+vyMQtOgMQfNZoYZj0ncKWp9i25V58GjJ6y3Cgx2n1BrtWkYZWYeLC20SRSPzHE46Z3TbLcRFYORbSNKKstrm5weH/P+x5/yx3/8b7h9+yaGKjAdnDPpnpGpGp4Tsz5Xwz09pZ7F+L5D1TRoxzFFSUJqFfnFp/fpd/vI9QY9L2A8m1Gs1VkqL2KUVJqtGmKWIospuiwgpinuZMio38GzJ2iSwGg6plrKGyxBEFAwLVRVZzAY4YYBp6enJBeLkmIxz5xEUUSaJTgzG9IMQSTnVUpifntMU2QRTFXF8x2iJMMsa1QuPD6jYZ8oCIh9EV2WifwZgWMjZBlSliGnGVqOn8wXKLKIJom5HkLKSCUwVYmipTObTDg53GMyGlI2c5q7Y09x3JQkirB9+8JImb8yq2qKSIKmysiSgevkfFBRkS5iRQmqrqDIGgIZ52cnRGmClEkYuoqum8gCqJoKQorvhbmCV5BIhRSRC9NZFBGl+e1Y0xQEIXveky8UCgS+z3g8RBCKOcFdhDTNcrdQCmIq5LK5KB8tpHFCRkQiKBdOIQkpTagXS/hRiOO5+LZN0u0i6Sq6YSFrGqZcJHI8JDHX8CqkCFFAGAcYuoIXeDk7M4n+g2jvC/rkxPXWPEmcXXDu8oF3lsHYntLt9/OnXKPGeDLBDRcZD/t0hwM0+V0aczWGoxHj/SGCKBOGMUF4lMc6yBcmg/GY+fm8vhZFERuXLrO8vMxw2KfVbpN4GZ1hD3UmM9dq0GhtkpFy2u0R+BGjiU+YTokymziVkRUTN0ppLi5Tby3gBQGu3Wc0dFhdbnP7hesMlhoEvScc9U8pttucDM84sXtIksStl19k5vhk7oQ4UzCsAktLS1y9fpNms8nEnuH5IZcvbVKrVeh0OlQKBrOCQeTZjPwps3GfZrPJ3VtbHO3YXLs0R7lc5PT0lHIB4jhkfanA1sYcw7OHTMcHuMWEnaNDFtstFhab9DvHrK0vcX58gqnC+vIcP37/IXvdKVb1nCtXrvHgyTa3XvgybhBQtgxWGwVuz9XZMhxerIdYcpFTb0y1XSKcnfPyusjta/d49+mAyfk5f/idr1AyDXqjMbtnQyrlJldWb5BGKQfbzyiWDJbqFbrjAbJZ5Pr1mzQXV9k/OGTs+KiSjO24XL58mdWVJf7dX/4F925eZmf/kFF/hGrJNOfrGGnEfK2IkaSEJ3tU9U2KVQPdG6HFU7JUp1q30OtNyrU6a+srmKbO/U8+ompWUBER0pQRMVnk407HmIbG2vIS9VJO0jk8OmE6c5mbX8ILQo729xhMpnhJmqczNA1JyjOb/V4vD7/HCc1anSgO8F2P6GIjLIp5OF7TJOwwpVQwqdXLlIpWDgyRBII4xJ4GmJqGPZ0ym4ypVEuYikamq1QqpTyAHgYkZIhpnoksWDqhImLpCoqQISYxk0GX2Peo1pcxdA1n3Cd0vRwdp8moooqsSMS+iz2ycX0PLpawQegRRwYBKa7jXXTLrTzGk2SYhoIkmvk3Ok2JQzcPfOd7IhRJIk5TkiyCCw1wvmFPIIFqpUqaps8XYZZpYpo6MhmerOQ3u8+Nj+TRJ1HMF0YSAjI5zSrNPjdD5umEDJFEkHCSkBjIJJmMjCiJCVwfP4iQJJmT6QmWmreSfEdGUSTELCT2Z7ixkAOFswyBJBfYfYGfvOkjiFTqDVzXpVAokCYZjuNRb1p4nodpmmxubfDZ/U8563R54e4duv0OH7z/Hr+2+asIoz6j8Yw4gUtbVzk76zC/0GBmR4zGNk+fbrOwsMDq8gphGOZPds1if7RHls1IRNCKFlbBQNA0VNNClmUGgwEzL+C8M2BZL2MWynQHY9yhjW4WSbKQw48/AFTmmjVUo8RgMmX27D5hMKJZtWjPtXj8zn1mQULiBRT0ChIyplRg4jic2ROODvb4tV/7VZbX1nj08AmlSpnHT57x4OGnvPTSSzx+9BmSJDEedQncEQvzc2yuLWIaGsPOGVkccGVjg8WleVQxQ1UVXG/GZHTOe++fsbv3hBvXrhKkMeV6A61Yo1au8JJRY+KmjOyQ1sIyPV+gUS8jW1WOe2OebD+jXG/wwUcfceXKFeYKGdtvv8Fv/uFrrFcEzrY/pdXWqczXGA+PWTB1zLLI6fSIF1ZalEvXOR27eLZPpzvg6f45cqFN1BkghgHtksZweIpSq7K+soBk5uFts1TihS9/leXNyxztb2M7Lp999hlXtlaJAwcpialoImUVuofbeJLMXNGk3ajidruUFJGFmgqCxzdeus51QeCtnX3GArRrVcxyjY2FBeYbc5ztnxDYM8IkJgw8hCREyhKyyMdUyghphD+bMhwO2X66TZwKyILM1HE4PTvGDRK0YglN0VEVmTRJcGYzeucdTNOgXCqhawqB7+I5Lp6fL2skKf+yp6KEblpUyiV0VWE86jGbzfBdh9APSOMQtVxCymLKlk5B0/DsKa7rIiYBURJTKJYIPA/PniAXi2glE1EWySIfP3IxVYmCXsKbCXizKcEsRSVFUOCs00NU8244iMRhmN+kkvgCxpGgKjJJGBD5Hq7n51tzXSWJBeI4pWAY6BdmSt/1CHwf6fPtepprIAQhQ/zcN59miNKFjEyA6ALn+PmSKQSyi2ZNtVjI/xySXEkmSVJOlJLz0Hqe15QQRJH0In4VQ94vT2KixGcShUiSgiTLIMnIqpY75i/SBKQhqqyTJCGT0RBNU9BUGUGIsKc2lmGSkeT51Ow/gQPzczue4zh4bs45tG0bXdcplkv5fK/To1qrU6lVyASR9vwC167foNsbUCzXKZYmSIpFa24Z38swdItWO4/hfP1r36TX61Eu1ZhMJhwfHjDXHtJuLXJ4ckx3NOaFFzZptZo8ffKEo7NzapUqs9kM1/Xww4R33nkPq1iiUKow8wIUbUKlWkdXQTMUVBOSVCbNQrLURZQyBm7C/sMd7MmE9UvXUJQyh/sn/PT7P0ITFJqVGo16ncK1a7z//vvs7O9TLpdZWFwkCl0efrZPq12j1z9jod1meXGOZqPC1qUNfHfG2ckJ+ztPcSYdiqaMroyxpwGttsX83BJJEnPWOeE3f/v30FWND9//mJXFFbY/esrusz3+4Hf/gMjLKC1ucdLpMPYSvvt7f8iHD3cQd4456o1ZXtnAD56RzAZ8/cYKfa1HKZsy6UwRZZ3q4iUiPaBSsZjsbrO97WAubIIssr2zx9k0RVJkup0RxVIBuVJi5/SY6+vrfOuVl3nnZz/kbDLmYPcZolXl3twKcZLx4PFToijCLFZZapXp9s5Znq/x6ot3+Wf/7J/lKC5J4WzUpevYVG/eoGt36Z5v8+KVTfpOl/PdDlt37qJkMgw6BH5G06xQLstofkJR1NEXlzneP2BqTxj1zhFJaJRKSGLG2dE+Z4c7nJ+c4wUBjuNhWiXOFA175hIFPoZuIYo5Nm3mTPO4URhd8FvzyqNjz3DsGYHnkF24ytM4IkoiwiwjmrlIipx/SbMUkSxXMWQpbuQTei66plCuVzB0jePZFJIQVc4VtYHvELoOYeCRGgppEpFFPqkoIgFpluDaDiJQb1SJgoDOKKeS67KM4zmMIh/SDMMsUKuUKaUFHCd/FbV04+KBEiCkCYqsPK9XZmlKnKakioQgSKRJiCpJmIaGJCmEoU8apYhSRiZLJFlMkuUzTEHIf3+x76GIMpqWi83caQ4M1g2VklVARiC5sEwqgpgDNGQlTwAkCZ7jIl5oiDMBEC4iTyIkAhimRSbkui6ylCz+Dz170gzLMBDEFCGNyNKQMAjRNBPDUAhC8KP8ISdkF7/+F/iRAcILE1ulWgNE6vU6lWqdyWTCzVu3SJKEN974IVevXaZUrXBweIggC5iFIvtH+2SA4/gcHp1SKG5DKtDrn5HEUKs2KRcrRGFGrzdCzECRdU5POnzzG1/P+8nBfQ67XRTLYm3rCpHn8/TxEx58ep9qucLt23d56623EDJoN+tIwzFBFBK4Y47PjlhabaEnVfSKgYpJMDxjYjsESp3+KOP2lVcQkDifZIhCEX+0hyBm9Nwu3qzM6sYVmq06sqrx+PEjzjpnfPtXvsVwNOZf/+v/kavXLqNrEkkkIGYRs/GQJI0oFXTErEy72sT3HHq9GdNJhmEItNttjILB0uo1BFHh0dNd3v1oh0LpEqq1ghsNeLgz46x7QmupxiefPUArN1j/Ug2p7HHz1S22EoGCYbA81+D4/lvMix6vvXqF0fEue70u7a3bxM2b6Msyh3/5x/hjn2J7gYdd+LRzyrOhgB+BFcx46d5VdrpTHpzs0V7axNdE/vztN1ElEb1g8cL6Bk6mMxgM2O/Z+Fke8dh+9hRnWEWMbD59703+1u98F9eekIyHrKxvsrm2yNlggCNEDAc97HCIu2MjPn6baBbz8PApklSgkugs1JZZLM9Ra67ieQJHD3fILqq2s8mYUb+PLGVUTR1FlRj0u5wdH0Oab3Qt3UQQoHt+iu35eEFMOvORrIg4zXLfkq5jGSambqDKMkIG0/EYz3WJw+hCL5FcNHMyVElmOnOYjMYUNIN6o0a9WoM0xrGnuIbKdDAiEXJHj6lrzLebyPMt2u02/X6fJ7vbF26ffHvuzWx8z6VaLFEul+h3z+mdnVIqWFS31nHsDGeWb/1LRYtKvYYXhXgzJ7+1pTFxFOK7DkmW0m7PE7sxkiSiaAaKrCJkObBYkGRq1UpudvRCSGNkSUVXZcIgwp6MKJolZEVClvLlTxgnhEmY3xoFAVmS0RQ9f5BEMYYpPt+uu+PphUs8vw0KRKRZRnSRUc0gjxtdSMoyQFDU3N0jSkhJjJdEpCmkSXaxYdcu1L0CQpKQhB6OO6FQMGkVGziuTZKFiLKArIrPG1Jk4heZKAI+r0aS59ZWFhYIw4jFxUWG4zHHR3socj7jKBRNdnd3OT09YW1zjeFwyGw24+6dF+j0uhTK+XJHVXQatQbvvPMeoedTKpX48MMPabVa7O7usry8zOVrVznY3QNBot2ex3vvAy5fX+HG9Tv0+10OB1MyUWJ+eY2rV7bIUoHl1TVqtRqaYVCtZrz88suYBYs//pN/ydOn92lNW1Qb84hpwtHTR0SxyJWXL3Nn/Qbjkz0ODg7wMPnaV16ldGOZ1Jsy7PXRTIuCqZA6IWnicfPWVWzb5kc/+gGKqvPiS/e4ffs2vc45J8eH+TZRUxCR0Wtl4nqDKOSiFRJQqrdJ0oCJk3J0dpYvu3wfWS7yK9/5A3TNQkhVfvW3NlFEnUy3KDUKfOM3Npm5IQ8e71BtzqOaRcZTF3vY4Rsv3ubM8nj60/+ZalpElEA2Cxz0xiiP9ljZn9JoruMXMr7/1mM+GxjUt15lva7zbGeHq5tNyHyuba5iVKtMpRqZVmDv2TlSFFJSBGauw+lkhJ0oDHwB1SiytbXF8vwcVzYWccen/M2f/jHf+/ZX+NWvf5m33n6baDZCECWa83PsHR4iRA7zzUWOdnYxBHjl5hy9w3NqxQbffv27iPocZ5MIxfOJpBTHtjFqZYLZDLILDYSYomkqRVOjZBUY6zrOdIKgyGgyRElIHIQUNBVLkxlNfVx7hGHqz+uFkpx3yKMowvfzBk8QBMRRfmCKF8FnVVXRDB2jWCBGIPAdhKSArpqQKogli4JlcGltFXs8Jo7yGaBhaMiyiD2b8ODhfVzXzbfY5LQgZzrCnTmUDSMXCAoZpVIJVZY4Pz9nMMhVIpVKhSiJScKYLMmbPGnkY8f5UspQJEqlKpKUoUoZoiahGjoIEl4QkQKqLJAkEVEEnueTZALNUoF2s0HoBwhpRByG6KjoikgmSDhCRJakRFkKWX6QxWlImkRIksjCfJtms86g2+Pxk4e5JE1REBSNLBII/JzHKUkyyBKqopHJMmEcEyYRWRYRX8A+wgt3ffp5dVSQUCWQxIw0jkmjEF3OiNyASqnOwsIcZ2dn9HpdwjAiDkLU5x4l8f/3Sfb/p48MUC/oZFlGo2xysH/Eg4/OuHn7Fl/98ot88O4vWV/b5Btf+yrvvvsuummwtrIEaUy/N2Q6zTFavbMes5HNwkKG73k4jo3v+6xfWmc0HvD42QNu3riBbduoukJrvsXhySGbW5co6QUsWWehOc+//Bf/A+PpjGvXrtAbTDjt9ZmfXyRIM+4/fpLPFJ8+40tffhXP8Tk77bH/rIOuVsmSMR998gkbayvc++qXqLbm+Pj+fR588gG6qpKh8uGHKavtOhXLoL64ShIF9HpHyLLMO+++R6M9R3N+CUnO8AOXcq3M8ekp8+02lmXx7NFDGuUKoiQyHo7IMoFqfY63f/ohi0vz1Fot4ixlNBnSs7tY9TkEVSYTZBoLS4BI0SwSBBG1cp1yq0RCzGgyYW2pfeFeTjDkjDR1cOwu7/3sBzSLEt/+rT/g6Sdv8+TxDt0O/J2/dxcin/n1y7i9AX/1xptMswazNMM+7SNqZUbnPXpFjVrZYPvRp3TsGbFe4WziIhkmlXoNUZc5n0x5vHtMbXGDWr2N60XUigb3XrlL9+Axew8/YbFW5Ed/9Wf84R/8Lv/qX/wrGnMWvqAjVtcQhRJSprH74JAFy8TMXJiOuLxYYGYPOT/8gIFr0nFktM4Zw0TkdDrEqNaoNufw/SAPlsc+BweHVIsWge8jC7Aw30YSREajEaenp6RpSqPVztmWRYnDwYzp4DQ/lKQUfzZB03NyURhEFyOlDqIoMj8/TxIFyKJEt3tOoVrBKFm4vkeaeBiqRBYHJFnK4uI89mTK06dPWV9dwXc9znpdzo4OGU+G1CpVoiQiDj1c32Fubi5XtggCrUadw/1ddp49ol6vE0UR6AbvfPAhS0tLrF+5AkC30yMVVPZ2jyhZJgVLw9Q0PHfKXKOJKAucd07pjYfoZoFSbQ0UFV+ICbxcLTMcD5FQyCQVRZTo9TqMBz00WUEVJZQsIZmO8KYZqlHANKvIuokfRgRxRByFqLqKKMgksU8SzSDRKBdhdTHPj0L+MBoOxqhKEVnSGXSntJcX8dMQSZIpFUsoupYve8guCFIKg8EAQRAxdRVRymemgipRK5ZQRRVNirm8VCMMQ3Y/+xTbmaHrOqKiIOsmjueBlFOPJFX5go7K/CP80R/9UfY7Kw7dbhflAqx6en6OZuisr2+wsrHOz372M7auXObw+JS9g33WNta5evUq9tTh4/ufsra2QaFQYDweP8f8P+/diiKLc/OcnJw8x2+ViyWePXtGrVajWCwRuCkvvvgyjueyt7eHrCjsHR4gCALj6YRqtYokSZyfnmFqOvZ0yne+8x10VeOnP/0pumnwbHub/aN9Nq9eplKvoVsmewf7OI59UZETif2AarFMSTPI0hhdVggcm2++/iV6vQ6ZIBLF8Ob7H3PvhZc57wzY3LqCaRbod8955eWXmNkT3NGIk+MDFFmk1WohqAaXr17lz//iL7h15zY//OEP0Qyd4KIr/Hm4eml+ibW1NbI4Y2dnBzETKRaLiKKIPXWYX1qkUqkQBAFpGiOSUi2afPrxO7z64h36J/u89ZMf8OUXb+JN+1zdXOPuKy9z+uBTPr7/lJlY4837Ryzf/ArNpcv8/K33ePTZAxYbZSQigtDBjxOqS2v0vAhfNEA3iZOQ07Mz9EKFKIYkE0kTCH2f29ev0js9wBn3KeoihpzyW7/xbTxnyocfvMP8xjV+/NEuQagiOAGy77LeNJgvJdy+UuPWtRX29vZ498MnTPwCtZWbOKLF6XSGQ0wsq6xeusnEdnHtKWQpqiwiZRkkOX1d1xTOz89xHCd/1VZVkiTBLBSpNNsMQ0DRkSSZKM7zl0gypVKJaqnMyclJXkckZdDr4s9mtFuNi253yizwaLZalKs1lpeXkRQNPwzQVJ3+RUpEUxXOz08JPCf/GZjNKBaLRJ6LLuV+clEUaTQaqKr6/LvweUNHFEU0TcvVEBeL1Py7YoKg0e12KRcLKDIUdJXAn1EwdezpGMd1MctFCuU6USYy8XyQFTTdIs0yKsUiKRAmEkkYQ+QhI6ArBqaq4I1HyGSYiohuFYhki1mY4vkhSZIRhCGariCkEWnsUTQVatUiYhZi25OL12lIMpn+0EZSCmSiymg8o9pqIBsSsqZimiaFcoVSuYwgSHQHfc7Pz9EuZq6qIqFKImkSoci5xVJMQy6vzhP4NnGc64UnkynnvS7OzMsleIvL+FGE6wWEYcjX7lzin/yTf/KFHJgXTp/FvBc+nXDp0iWuXr/B3sE+vu9zcnLCjRu3iNOERqNBb9Cnc95jc2OL5lybK+EVJhMbXVGJ/ABD00jjBHs8odlsUi6XWVtbo9FocHp6imVZdLtdBqMhZsGiLIpouoSmKdx/sE25XGbj0iZBnB80+/v7/PVf/zVbW1toikKp1eDy1iYHB3vMpjalUoGf//IXJFlKqVSiXM7bJ14nZwVeuXyJ09NTlubnsHQDTZYJZy5ZFLO2uEylbOH7YwzDoD8cUWm0ubSxBmQ0m3U63TMM3eLdt9+mWa/xwp0bvHu4j66rOLMpg0GP+vwib7zxI1zPyUGvosBoNCSIconU+XmX6XSKa/sIgsSwO+To6Ahd0dnYXGMwGNDv9xmMB9y8eZPl1TVkUWAw7BFnKa32Io4X0FpY5ta9F1haWyJw6wwmI37473/IoN/FDQUES6TYaJOKCo+ebRMEAfV6jV7vnMtbq7iuxK3LV9jtDpEUmSDMjZG3X/oSsVpESSK86RCZXH96Mp2w/+whslHCk4q4foiQuPzNz9/n//hH/0sm3RNODp8w3T9naaWFWlCRVJVwOqLv+/TqIqXay8idHs35BZJeyqhzxiyRUXQZJXY46fYgDHH8jIwkR5XFMb7nIAsilmXhqyqJICNpJomskqkmmmYgGyYeGqkEgqwTIyIooIoKM3tCp9MhcB3KlkmlXMBQZEane2SBTTgVUEXwAh8pEylbJroiM+z2idMM13VJ0/Q/gC1EcO0ZmiJR0k3UJENKU9IkYTAYMtduYds2M3uaIw41lXqtyuHh4fMaZRiolEol7OkEz82YTCYsLpnMXBtJFvN/h+sipglpkuF7KfYkQpNNlMREdGV0UUGTCkiyShyk2L5DLLgkkkCcSgRhQhQkOYQ4FfBSiYmbogkZhUREywKiLMILLliakoKulfN6dpwhxAreNGbgjlFlgQwJUZNIRQgFgbSgkegamSITqjozMyWejrAiAz9w6Y+GqLpGwSohqRrVajV/cEQxfhDgZwmqLKJpJlahQNFU+PDjj5FIqFXrzC8uUK02sIplhsNxrskgr3U+l8p9gR8ZyDfY1QqO59IbDJAkOX+aWxaz2YxqvcHRyQmCJCLKEqdHp7z5ztssLS2xsbGBa7v4rsdsaqM3NOIwot/vE8cxo9GITz/9lPn5eer1OktLS0wmEzJR4ODggDhOEFOZw/19oiBke3sbRVGYa7Xo9/tomsbGxgaqqtLrdplrtanX6zj2jAf37+N5Huura8i6SrPdxg89mu0Gw/HgApKa8PpXv0ISRfQ7XdIwoGRpKBikScDxUY8ocLhy/QqIEp3BgEqlwg/eeINGc45qo0nrSoutrU1cb0a1WiWKAxq1GjN7zM7ONlPfZ2d3n7/9n/1dFhYWODw8pFqvIYoSH33yCfPzi/T7feyxTbVcoVFp8NJLL3F+ck5/0GU8HnLnhTsYhsFb77zNZw8f8ZWvfBmrUCKOPKIMfvrLt7h99RJhJrN9cMbW+irzcys8efSIaajQGdqI4YxXvvarjAIZeeQyGk1RJHjtS3cQ05Bmu8FbH37MJ58+orywQqYVuHXrFqahcePKZQ6fPUbSFcad/DZ3afMqiaSiWhW6gzHD8YhmpcbjZw95tnvIi6+8ylv/3X/Ptc0SL7z4IlmgEDoBg+4xvjvgcOBw/6DL+w8P2dq6hSfN2H+wi2pVkBDw7BFlTWTWOwXFolAwsQyZLJPw5QwQUTWdMEkxrQLI+etejEisGCiqhaxb1Aol0kx4rlWxTJ3JaMyw30USwDRU7EEPTA1DzDAKGs7oDNKETFLxIoHJYIgzmRHGMaqqE6cJkqhQKVr4vo+hqRQVhcBzmXkuWRAQxGEehSLfWIuiiOM4hGGIJEl4Xt6Y+vzv0zRF1/XnDq0kSfJQfZagyjnZPAhySk8axahNi+rcPHOteWYzlyCMKBZL6GYB23Zw/WnOp51Ocv0JCjESaSqTIhB6Ia6XUKq0yOKQ4ILqhACKbmAqEopuoehlfC8k832k1ECKQ9LQI0kzVE1jNnVIZIFUFlFUFQyJVFexNAEhySiUChiSgiTKREmaL8tcl2K5SrVafy6C832X+VabK5cvoSgSu9vbPPjsE9oVE0kQmc5s7O1dTNPELBQpVyv4QcTJ+fkFri97zgr4Yg/M/oB2u42ASLfby586hsnc3AJBHPH0yTalagVZVchSgVKpgiQp9HoD6vUmC3MLBJ7PdDwlCiIatQYLC4skScKjR484OTml3x+wtrFBqVIlRWBtfYOHnz3Atm0KegnXnVEqmJydn/Ds2RMqtSpPnz4FYHV5MZdXCbnk6ft/81dEfkCpVODevTs8evoE3x5hFk3mFxZYXV2l0++g6QqapnJ8uM/K0iJztTL9zjnbDx7SP+8y12pRLFp0e6eohsqrX30N8/iMRrOFUSzxwx/9BHvPZjzoU64U+eyzT1ldnMc0dVxvxqVLl/Ke/coKm1uXUFUZ152xvfOUtrPAV7/6Gq+++ir/9//uv38OjA2CCF2VMc1cxmXbNl7o8ctf/py5uQWuXLlCpVLj3fffw/d9fuPXv4MoqaxvXgNVwQkH6GaJZ3vnbD97hOs43L77Em8//QVfvXWVkRvy9kcf02guMh722FxbplWrUCzoPNt5xv7ONtVame3dXf72f/UPODo7Qwuhe37Gye5jyAQ8LyROJCazHBoiyDKiKNAuWlRNiZGu8ZNfvM3f/lu/x8btlxiPBsSJwGBkI4k65cUrlOWE3f3P+MGnxxx3Y86zHklkUFy5jmkVOT7ZI0LlyrVLfPLJEyxJRAjBDV0yQUKUcgWD7cwolZsMpw5mSaG5sIwXJpx3BhTVAteW1ilWysxmMxzHQb4g9JTKBUqmhqFKDLtnTIY9xECjWlBplmsMuuDYE1JBQU0U4iAgi5I8HyjFZGFIlIaY1RKZICDGMXEYYA/7pGFAo2ghiBZxXMQsFtg92M839FaeXT46OmIwGDA/P0+xWEQQBMrl/PeZswjyw9Od2SiijCpK6IqMp6okAkycAEsSmF9ZRCqXMeICkTNjmqXMlBl2ZOMLAbViAWGkkgRJruFAAE1CEDXiVCBJMnTLJAxlkjhDViRURURRLijzus7AcZmGMwhCLFlGy0TSQEBKIvQQ4jBD0iRQBExdJo4SUjFX/s48m5JVzbOfkkCjUSPOMvqDEb1+h9FoRLFcYnNrg3K5TBxGdIZ9zk9OmU6nFEplFFVCFvKmVhBGRMkMP8ohI47v4zgOCBKiKCNI/wkcmIZhEGcp9VaTclojiXO2YJQmOJ4LkohuGtizGcVKlc3LV8iA4XCY920LRfquR6NSJRPA1HXmFxefE2OK5RIPHz7k8ePHOJ5LrVaj3W5zfHxMEEUQTxkNhniBT7VUZjgZs7u7S6fXJcsyNjY2WF1dpXve4eOPPkJIM/7+3//7aIrKX/z7v8yD9QuXqNSq1Bo1Pvrwfbr9DoOLgy4OA/zZhKJpIaYp9WoFS1EoFYpkJCytrDCajPmn//yfESUCCCK//hu/zbe/+U3uP/iMcrlCEkU83XvCT3/6Y1750gv8/Kc/4cV7dwkCj16/C4LAnTu3GE7GfPnLX+IXv3iTf/yP/y/81m/9NleuXKHfH+I5PpqmYRp5X7nVaiErIi+8fBffd+kNhjiOQ6lSzX1JZ13Oux2uXL+BkCbsbz9lFkAhlXEcGy9TWdhc5ahvU2wuU2ws8HTviE6nQ78/5OqlDcqWwcHuE5qNCn/1796gMldENXVu3riCZ0852XnK2t1LPN7/jOVGhQQF2w9BVDg/PSUOA9aWF7AMhaXFNlEUcfnXvo3rBxx0pvza7/xt/q//5/8Wx/mM2UykVGiyvnUZs6hTnF8jlTLEUsKDwx7N+hpbly7lqYFig2Ytn4XdvXM716EEAfbMBURU0yLNYOoGjO0pmaggySqCKGEWTOZUk2KljlkooSsqoSQh6Cq+79Pt9JAFKBoathcx6nVwpyPURKOkq5iGirnYpneWYnsB8+ubjGY+cZQycx3GM5vogm0ZeGWyKGTqOHkvm4xKrUKjUcOZzXA9D1kS8oZPofCcBFQul5+rIbIse07/sm37eUhcURRkAVI/zMlKqkKhYCIoOk6UEGQQZhKfbe9Ra9TxLm618/Nt5qplBt0O9mSK5LmIvkcWhGSCTKZVkLQCmiiDqODPpoQppJKGIKsoskgiCUTIpHGMHTvMcBHFGFHUyCSBVAYhk0CQ8BFQs1yzTQx+5JMFIlpBJ3BszqcOvuMhyArj8RhJVgniGNOwqNQbXNq6ki90dneZTqcUixaiIiPIEnGW4UcRaejnYBFNBfK2Vibmc85iqXJBRONiW/7FfLa3t/MDsz8aI9szlpeXyYKAg+P9vMFQLlEql9E0g8nYptPr0mi1WZhf5ODoEMdxOT46obxpEvoBtXKFw5NjTk5OGI7HFyX+jGq1yqVLl5i5LgsLC8zNzaFbJhtblxh0e7kELEswTZ2NjQ26gz71YY1mu0EcxxQKBd5//12SOObb3/4mkR/w4x//CMswabUaGIUi7bk5Zq7N0dER4/GYSqnMaDjg0aePiEIwZAllYQExSxkOBrjTCaoooFs6plXi2o2bxO9/SLXR5LMHDzk42GNlbZ1bN69TqzY4OT3iyeOHjCfDi76viiRJzM/P0xsPyQQoFgv89Q++T5oJLCwscHJ6zjvvvMP/7h/+H/jrv/4+Dx48IIoiNtc3qFUqhH7A/uEeU2dMpVJBkGQM3cIqljg7O6PbHyIK+U1rOpwSZRJXb9xBSBPSTGJZtYjTjHfff4t6e56/+sEPyZBo1SuMBn3E2OX++x/w6pfu8fOf/ZCVRZ2ha+PHEX/rv/g9/l//nz/hN371W6TDfTZqJjfuvUismLz53iccnXZZXWhw79Z1ukc7ZHHI8OAJYZrl81U74sHu9/nt3/4u61tXCGY+mlGgVGpRrtUIIo92u41ZNBhNJtSbc6h6gd54RpyCVZsD0aE7OKdVsJjNHGzHww8DRFEmJpeTSZKEKEChVMI0dQQB6o18sy5KCr7nQRQT2P1c+JVFCKGHbuqQhhzuPSOLQqLAZ5p46FIpH/VI5AudOMVouDiOg6YZRKHPdDKjUCpiGTqSkCJpMuORg6mrlMsFdEVmPBpwtL9HLGREmYhuGPjOjNlslnuIFuaplor0ej28mZ33x6cTSGKmF/+MKFAqWgycMZpmkqQeaZZSK5eJkImRGHSmzCYhuhwTeCmyrNJSWliaQZz4pLMxxSzB0DJUXSJGxM1igtRBTCEVFDIZEA0iTQfVIBHzV/NM0hB1iWohohCLEGWIqUjmJYSmgJiKCKrGrBOhajl/VFGFvF2liFRqZZIkInMDCrpGnGYkaQiCTLPZoFZvUShX+Pjjj6nWa0RJjKKpKJqeWz0BTdO4eX2L2PcZjUZ0u10mkyGZKOSpBzXvnGdZRvJ59fIL+iwuLuYH5vHxMZ1ul8l0SqVWp1QpU65VGQyH7B4c5sPZcoliucLcwjy6aRClCbbr8PCzB9StIoasUqlUePvttxnbU+7cuUN/OOTp06ecnp9RqpSZzmZMZzZPnz4liCMajQah5+MObXZGE5ZXVzAMg8nMptVqYc9miKLI06dPMU2TWq3G3t4elm7gui6NWp0gCsHz2N/fR5RzYnyjnW8qX7hzl2atShz4tOp1wjBEE0Xmmi2yeg1dURnbU/RCxtR2uHv3LrKmc+XqNbwg4tmzHe6+cI96vU57rsnRwT6aIvGzn/0Mx57yyScpG5c2KVoGtuPwb/+nP6FVb/PH/+Z/Ynl1jd/+7m8TRglBELG+vk7RKrHzbBtdVRGEjKtXL3Plyia2OyUh5cHDR5ydnVCpVLAsi+y8x87+HoqicHpywsPP7rO0sECrWgVBYGV9i3K1xr2vvE4myXz88ac8efKEUbdH2VDZefIxL9+9zWzUoV7SWVhZpT9xuPbCKzx4+DGv3r3GpeUmoeYgeSOOn3zCpeu3udwyYZZx58415lp1jGhMRsL9T3vU5hbYefYMN5HIZJ3Ud7l9/Sr3P/gY13PIggnMhpwdPyPJbCQVsGesNJfo9qac98bMr65BmtIfj6gUS5z3uvgzhziOMS48LrlgTKRgFiiWKnQnU0JvxtraGqurC4hy3vbRxAh3POT42YPnXu0oipivr6FIApNBl5fvvcCZoZCGAYuLcwSOTeC72EFEqVLFdWeossjifBNZBt93EaWUmTPG3hlhGAZHB/s0alWqlRIuGfZkxNSdsrq2wePtHcIoYjweU6/XMQyDMAwpFAoMh0N83ydJEmzbJk1TRqMRiqLgeR6qIhFlKTEZkecxcwPmF5Zp10rYU5fxsMMLly5R0HVmwwAh9qj0dwl9h7Y94fZCiYKmUTFFKrqEk4gcjgWOxz4zx8ePYRYHpLJOEIsEXkgUTZDFDLVUpaDp6L6LnLpEiYDnR4wmLp4fIUgqSWYhWyqSrpHFApquIagi5ZLF2spqPj/2Q3RFJU5zi2a5UkcxTPYPjvn5z3+KYRbQTeO5MTPndYqYpkm1ViYMYy5tbKBpGjs7OxyfnZEkCdPplGfPnlGtNfJKpqIhqypgfSEHpmEY+YE5tR2q9QZ7B4fcrTRY29xg5jqcnXUoVapIsoxlFdg7eIykqGxs6AR+RKPe4vL6FqIgc3x4wsHBEbdv36VQKvHJJ59y3uvy1a9+lUuXr/Bse5vF5VU6vS6dTodqvc7J8Vke7bE9KlaR4+NTut0+1Uad8cSmPxxwfHzM5cuX0XWd0+MTyqUSjUaLRqOFLErMuh2izKM118b3fa5du4ZVMJifn+fgYJ8wbNOsVfEcm9FgiFkrk4YxP3njhzSbTabTKfX2HFHyODcDihJmoZh7wMc58ixNU775zW9Sr1YZjQasra1x5epl3vrFL1leXkY3VN58+22iJOXxo2dsbW1xet5BURTm53M30qmsoMgispL3end2nvHWL3+Bqsk0Wg02ti6xvLjEtWs30FQDPwy4d+9e/kMWJ6ytr5OmaX5zHvRIohjXi1her1Gs1nj05DFrK8tc3ljlYGebab9HvbCJJmeEasxX//bv8OjxUzY21rjz8h08zyFTLezuCUfb26wvLSAlId955QofiWOu15ZZv9TEy0TGXYWzQcjS1k3GM49Ob8jKyjIFU+fhmz/gv/xf/OecfPo+484hW+tzDPc/ov/oIVevVXCHE65vbDFyuhwdn1KrLhP2D5hFEXY4gqhEqVghQyGazag0WsRxTL/fpVqt48ymrK1vEiYxpXIZXU7Yvv8htudTb7aYb9aZDE4Q3AH1RoP5+Raf3n/A3qNPieOEdr3Gwd4uqqri+SGfPnxC0TJJ4xDFrICicXZ+gqjIeL6NYRVpzzWYTKdMJiOmjk2hUGBheY7JZMLJ4yPm203arQaKrnA+6OSWgiih3W5faKYVyuUy29vbuSjtYumRJMnz1IjjOARBQH8wwihUMCplLMOkFAT0z48Rk5CCqrBQlwh23mQ8GzJfUlmrW7QChfWFKq1KEdcbMo0jlpYW0ETY7U4JVYO4oDIWRWapwWyWEaFQqLYJ/SllIaOsZvQGBwijjKY7YsEy0Upl7EyipxmMRRU7BTeOiCSJ4Shf4jqiQLNaYnVuCSWEWW+Ipmk0Fxap1pt4QcjpeY9HT55yet7LG0IinBwdoigK9Xo913VclAnOz1zEwGUy6FEulymVSmxsbDCdTlHVPKp0fn5OHAt4Xg4eYbX2hRyYcDHDPD0/wzAMWs05EjL2Dvbpj4bMXI9EEDALFg8fP6bb7zFxZvzwjTdwPJdXXnmF4Thl5IZ847Wv8eDBA3q9HltXriDLMm/85Mf82Z/9GTdv3kQSRTRZ4c6t26Q3UtY3NxAEgT/513/MzZs3uXb5CqPRhP6oz/bOHtPZhEKhRGt+juFwTKNRA1FiPJlQKlYomDqirHD58mUmzoz+YIAgCEwmE6rVMo8fP2ZxcZGbN2+TxCFzrdtsrudz0PFgSHyBA3vxxRf56OOPeeed9zjtzLh5c439hw9xnYAvf/VVTk5O6Pf7FAoF7t25xenpKT/+0Q/5X/9v/leokszBwR6VaonxcMjLr3yVNIODozPm55f59NPPWF9fR5G1C90rbG1t0m40iaPbTIZD9o8Ombn5l+f05Iy5uTm2t3dByNWs6+ubvPbaa8xmM+7cuYU9mbK0MEej0eBw/wBRlnjy5AnLSwsUDJ2nDx/gTgbMNYqszreJgxlHBxNGwy63b13DKFYYdo7I/CntRo1Coc5X71zlePsxT++/z1/98b+gVjBolSzOn36EK2jsfvaMvZ6NUmrRWlrnxbt3mZ9rMeicMuiecLj9mLs3rtCyqsjRjK/evUZVnvDyi5c4PdvHKGlYcsq+AQgBYRQikIvCvCDEdUbEYYbnhfSHU4QsF2FpmkZRldE1iaIukfg2du8cP05wpjNG3RP2SdGFGDGeUVabCOGMgprhByGePWN8YWpUFQ3XcyBJESUFshQ/yUj8iHY7B89kWchs2mc4mRKEMYZhMV9u4zgOoiJSqZRQVTFf1ngeYRJjWhYnJx001UDXcwr9aDTCcRxs20YQhOfw4883vJ7n5draOMYoFJm6PigGimZSLpeZq5dQ0wjBnyB4I456Z1yeg6/enOfmWpuWCRU5xpRd4jhlMPIQgwNCx0Y4d+mfGxzZGj4WkdEgEcr4EZBkeRfcH2GENtfLJV7ZvMQtQaWcQWoV8VSD8zjhaa/Hp4cn7A36xKnIYiM3grozB8+e0n22j9hoMF+oU19o0hsO+eijT+j2h6SiSJrlBk1d1Qhcj3ojv3k7jsOw23kOQo5JOTjYQ7oAPxuGgXSRs43jvLKdZdlzI2b6nwJ84zu/+VuMx2M0TSdKEhRRpFqpoagGDx4+pN1us7y2Sq8/ptcb0GrNMbGnnJ93mas3Od/dQxFEarUaaxsbvPvuu1SrVf7RP/pHPHj8iL29PQzLzAv9ms5HH31Ev9/ne9/7HpcvXyWaBbz1znuoqs7y6hKKesatOxusrq7z8PEDRoMxQZSwvLpOlkS4js9kMmE6nZFlCYury9hOns/q9s45Oj3BticEUZIP8p0p772bu7b7/T7uzOHypU2uXr1KFAUUK3U2ti6jGsdA3sktFIpYukXvvMfKyhLbT57i2BOuXr3Kf/1f/zf0un3mF5f46x98n3qlzOrqKo8ePeLW7TscHBywtXWFra0t7KnD8fExH3zwAU8eP+Tll1/Gd20ePfwMQ1UwiyXu3LlDpVKlUixzdHSE59hsbl3Btm3IkgseoszZ6TFpFEOpxA/+5n06nQ5vvvkzLl2+gqYIJMUCke/SrBZp1EoUTI1YSSlXipydnbG6tkG1Wub45BG6lIA/YmfvEW6zQf/0BDWLWGwvMOqdc/vmNf71//yn2CG0q3P4YUB1oU6jXeXp/gGPHz/G8wJatSbn/SG/+vrrvBW9w6Q3YGqPWVlehCxhZXmJs8EQEFFUHcEsIhplZM0kDSa5TMxLsFTpuXGRNM4FZqTIksiTB/fJsizHqGUCqq4RJymzmUuahMxXi4hZhjMZMuh1kBARyOlHtu2QIGBeqJ9V3UCQZAIvYjyZkSY+WWzhOlOsYhFJ0Yg8hyiMsEwdVYLWyiK2bXN0eoI3cyiXyxSsHFhjahr1eh0RAUUWcZOIySyPEpElGIZJsWBimia6rqOqar4N9nPYR6VS4eC4Q5rN8F2PkQymmlFUMywpQE9sfu03bnB1scx606Ag+oRen1N7gC4nzBct1udUGA3xxBlx3eJYrDMbFzh3YOzGRKqCVa6TCArhdMSyEfGdO5usLrZZMKqUbRH8jHGa4Yce0/6QYeccIfKYqxaxw5TZZMzhwQEFzeLWpUtsLq5QUHViMeMXD97DFzNUVeXSpUtYhSKOFzGa2mSiQBTF6IZxQZDPOZ+iKJBGEdPZlLKpEYUhruti2/Zzed3nTqY4CJ6PNRRd+wKPy4sDMwgCptMpunnhHqlWcX2PUrnMtWvXSAWYuQ71VpNUEni6/QzDMlld22Dm+Uiqlr/CTqfMLSywvr7OyckJn3zyCeVymUuX8vD48fEx6+vrzLXbeL7P+ckpSRjhXLxexVHC6VmHMEnYPzzio4/vc++lF9i6dJUf/+QNFNVAVWS6vT6VcomFxSUyUqYzFz8MGA9HqLpG5+wcwzLZ3ztmNLTZ2FxjfnmNf/tnf4FlWfzO934PRZM5HU5IwoDp1Ofll77Myy/B48ePabUXSJKYhw8fUqlU6PUGvPDCXV5//XV+8MO/4b/9y7/m7/29v0u1WqXdmqNUMEiShGKhxMLcIqZmQiaw82wXBCGPVhSL/OEf/iGL823arTrNRonA9Tg7O+Pk6BhdN3j11VdRVZVbNy64nJMJ/X6fo71tSqUS5+fneUZNldjffYqiKEiywZMnj3jv3TexdJ17d25w8/ImSegxdWaUy0WuXr/NcDJGNS2ePHvKn/ybf8NkAl/5yjWC2YzzaY+dJ/t897e+xd7eHtVqg48ePGZ1fZNnewcMzs4oqDJNC5TUZWWuzdrGVXoTj5k94uHjp1y9tImiaoymMw72ztCVmE+fjFhcabOyfhlbjpAKAb5kMvNTBCnfAM9cFzlIkFUNiYzIy+eHYpbRPz9FFEWCwKPZbpGRMJ5MkGQBXdfRtQq6piBFPpPRmIODAwajMeubW6Rx7tNRFIXsAt6g6bkaIQ5DgsBHyHnC2MM+rjNBEzPMao2CltPMxTTGn9k4skgYhJiajq7k23DTMEjT/NC2DPP5JrxUKuF5Hq7rPm/1aFouPfvcp/N5CDvLMryZTaVSym9WQkro2UynLoIpU66XqJbrFJqLjLKIw8+OGJ7tge9CCs2yyL1Vla8vauBOEP0YA5mFRo2ouYTVc7F3eiyszKM1N4iMGlpT4BumwGsbZQpaxmhwzFhs04tieo5LZzbjSafD47NzBlGIbJWZRSFz7SUuX7pEq1KjbhY5Pzzm7QePmQYuUqtEZsqoqo4q5fpiWYRiIfe9d7tdJsMhYRjm0StNw3Fs7MmUKPCIxIwg9EiiFMQcF4eYIQny81ln4KeQJUjZfwIA4STLMAsFDN3KRVPTGX/5V/+eOMl45ZVXsEpFppMZfhBimgWuXbtBe26Oubk5OqdnfPnOXVq13LA4GAw4OTnh4OCA3f0Dbty4wcHxEZIk4c48To/PaLValCsVPMcnS6BaqbGzt8vKyhqO7zMYjqnUKwiywsLSEvZkxlmny8lZl7lmg0KhhGkViNOMcrmEXirw5NkzoiRlvtkmCCJsx0ESBPRCkWe7R4jiCaJm8dKrX8ONMt58773c7ULGUrvJ8soGxaJFtdYgjRM+/uRDBsaAb3zjdRqNBgCPHz7h04/vUyiW+fkv3qTVavFb3/0u773zJp1Oh95gzLe+ZbK8vMIHH32ComiYRoFmq85oOmZxvs3BwS5Z6iFKGZIMqqbQ6Y758Q9/QqFosr29zerSEpaVQ3NzR0uIPRqwvr5Kv9/HNGR+/de+SafTYXl1Dc0o8PDhQ3zHYWlpiVqjxdHBDsdnHcyJjaTILCws8HjvEHs6pj3f5vrVEr//ve/iTUZ88LOfsDxX4PTkjE8f7bG8sc7+0SELC3NIssqdmyvce+ElrGqTf/uXP2H3eEpr6wUcTB4fPkV1jnjjjTf4/e/9Fzx8eoDVWuf4bAez0OSzc4+oITCyZfqpSZZZTMMUWRXI5DxpUC6olFQZCipkKZVKCUnI6HbP8X0fvVSgaOWAXPtCY5tlGVEUEschMhmzMCJNwItSgiTDdlxc18e08gykRIaYJgSOj2NPIU0pWhYFTUVJRSapQ+a5BICSZFR0DUkW8qWd7dBoNlhfWcVxHBzHe565zLKMJIrzOiY8X+bIssz8/HxOMZJyKLfruohi/kpfrVbxfR9V15jMJuiqgqUbZJZEllQwVA25VCbSTT45EvA8OD7UsO0lClYpb/JMZZ7ZXj7bNFwIzxn0HGbymOr8KuZCFU0SOfeG+EMRq55yd32OW2If//gZsQBuocGfPv2ID8/GHJ+eEosiomERGyIUDGRVZGXlKrqi0euPeXr/GcHUwx1P0WWF5bVVrGqZkWPT7fY5PjlDM00yRERZxXVd+v1+DiVPUtLYJ4sTAt9FiBN0WcR17BxDF2eIsoAqa4iygChJyKKAZehkSf5nLPyncGA+evQI0zSxp/ukAly9fo1XXnmFmeNRrlVxXJf2wjydXp8wirh+4wZ+FLK9t4upauzu7xF5/nMqzJUrV7Asi7feeoujoyMM02BnZ+f5wDv0fP7dn/85EgK/9b3f5edvvs1gNOHg6Jfs7h/z+rdeI80yfvijz9B0PRdAITKbTUlbLa5cu8rp8Qm//OUvMQyDF166h6qqXL1+Hc/zMKwC/eGIer1Jpzvg7KzD9u6Uv/N3fgXdqvL//Kf/nIWFBW7evMX248dkUYzv5+Inx/E4OznFnjp865u/Qq1eIY5j9vZ2qdVqfOnlLzMcj/joo4/4jd/4Lp9++hlRGHP96nV+8ct36HUHlEtV0ijla998ndPTUxBSTk5OGAz6jCdDCgWVwLMZDfqEQUq/02UwmuJtO2xsrPHqq69y88Y1Hj9+zP7eDsfnPVqtBoFrQxLiO1NarRYFQ+W832Ew3idO81rh9s4OJydHaIqMqJtMghgFEdEsctp/Qqlg8OpXvka9YmHqGofPOhSrDa7fuMNffP8HNNv5IsyyLE6PT3j55bv8yre/yeMnO/z0nR/wwcdPaF26S6XepHtqMxmNudbQwBkhJx5ri4s82ztgYfUSopZxPurxiw8fgVIhkwssrW0wmTmEWYQb+WSJT+KG+KKIKOVgX6NeJE1Txv0uju9RrTU4OTlh4rrESUYmqcQZDMeTPPxsmCiyTLlSo1mqg6QSRFNcL8AqlPIHoyRgGgrIIpGdEIY+mZTiBTG1soZeKmI7LrHrUCyU0EyTKJXwMwFBURDilNDz8R0Xz/EwNB1VVp7bKKMLEpIgCPi+j+d5NJtNNE2j3+8/r/V9nteUJCmfycURvjMj9FxGoogsSeiaSWSkOH5KkoxoNBYYThKGSRW5tkxSaZNkMkMvInH2efNkROv6Go1iBXl2SBJE4I5oaBqVeZOffrjNzD9m59FDhJbJytwQo+Ajl8r0RlM+PDzjEBOhtUClWKRQKOW5UEVFVzWePXuG7/jYkymKJNFsNVlYmUPMcuvk9v4elmXlxtUwypXUYUBKfouuFIpIkoTj2EzGQzRZYW5xESGD0WhAFAUIWYqf+GRJRpQFyJmMLEqIiLiz/AGnSEIuQfuiD8zpZIYoyIztnEriui737t2j0+3zZPsZxVKF4+NTSpUySZryp3/65/SGA6rVKo1qhYKi8ODT+2xtbVGv1/kf/+SPURSFb3zjG2iaxtnZGV/7yldRVZXT01MmozFXty5jT6b8y3/5L0kFhSQTuHbjJtVmi4JVYjqzef3160RJimEYlKu1/Kmq6AxGE0RZ4datOwwGPQ4ODqg26rRaeRg+zQQazTaFQomHjx+h6gZfeW2Jwdjm/l/+FcOJz9KqyZPdI1w34NOTz7i2eYk4jnm2/YTz0zPW11eRZZmf//znz13kr7zyCsvLK8iqyq/92q/z/e//gHq1Sr97yng44Utf+tIFJMJlc3OTt99+G1VV2bq8yb179y4o8j3Goy7f/ubXuHvnOpOxy5e+ZHJ62uH9d99DUSTIMkI/oFWrMupZZAttNjbWmNpjlhYv5bOe6ZC5uRYnZ2dUKmWSVMi1Ct6M0XhKrVbDLJSYjIZ0OiNE45ST/pjJzMGSBeKohiKkiJrF0pUlTk5PWVjeJPQmtFtVjo8PufX6t7h88w4/fvsj3vvsKUNXRG6uIZXafHL/ESfdIXMFgS9faqH4Nm//9b9h7fI9fvHTp7TWVplOXGaRTxinaKpAtVxiqVGGYEqve0zsnBKNeqwtbZCFca55EFPKukySpaiSiHxB4j/v5cBdo1hGVFWSTEDSTEQtpT/1qFQMLFHDMEy8BIqVBm6QgCRSsCxEIaFo6ChmBoFFZIgookDs+dQLVRq1efqjMWfdAVbBQlR1pk6EpChMHIfz8RSzUMKyipTNEkIMZyfnHB8fY1i5oGzu4q1LEAROTk7yuefRUU5VkmUsy3q++f1ceRunCbpZIU4TQt/D973coR7nYfY0E+j0AnoTB0HWkXQBjwGZoiLpOkmk8dcPz9laucntkkpiOhREk/HoHNfrU682eG1J59hTsB90GO25ODIUWktEgsHHn+zh9CVWNjdYX17CVFXG3S7doxOm0wl2mtJQRBA19IVVBEXGiaIcnZckzEYOg8EAVdWRFTWX08V5XrRgGBTLpQviu0AaBkSKhmUalAoWkR9AGpPTPWJIc6xdCsQhxKFP5MtIkkSxWMTQNZLki0W8yQBWsU6lVufajTvMLy6wu7vLJ58+5LzbZTydsHd4CqKQZx9bLb797V/hvNvn/v37qKpBr9Pjpbt38jlNnHJp60oeIWjmgNVKrcHh8SmO46AoClPHx8ygOb/EYOqyc3TCzdt3WVpZZeYHJBl0Oj0WFxeZTqcszC3yZPKEWq1BsVjmgw8+Yn19na++9nV+9MYPCKIIzw85Oj6lXm8zGs9otxeJo4RL65exLAvDMvngg49YWV9jsT3H1LaJHJtxv0e9YHB4kX/sDQYomkprrs3Dhw85OjrCsiziOObo6JBCweLu7du8/e473L59i+lkRPc8f01QFIUX7t0hSlPe+MmPkWWRq1ev8uTpI2RZwvdsvvTySzy4/xHb29toqoKqaBSsOs5sxNxcJafMTwf82Z9+wHd+7Vf5ve/9BqIo0u91aDYbiKLIL37xC5IkYXf7CfOtGqXaIp89fEQQJsy12tCu58F6WSVMYuaXVhmNRjliq1iiWSzQXmhzenJErzegOSfzr/7tX7C1tsDXX30RZ9TlytWbXLl2m8HI5fs/+BndaQpGmbPhDDdUiBGoaBK1osmt61c4fPIZT7b3uP3l17h0ZZOH+/tkps4sStCNEmGcMRkP6XSOOD16hjfrUyimNBZqyLiEkYeQpgiiiBbPQJQoKaAVy5Tbc3hhgpaKyIbFYDTBcTwkScEQ9bxNlIjMxhOIIyRJYnV9BbJ8VtioNXGmE8IgJiNFkwQajRLz9RJyNOPGcoP1hTY7e7u8PzshyxzCMCZKAsxCg4paYTAYoEc2uh8xs/OfUcssslYpMr+4yFnnFPf8jJEq400miL6bY+PSmM7xAYqq5wuQQCNJMnzfZzKdkmUZsiJSME3UkkUc5oeRLMuohoms6iCrGMhohQpascxg6uJ4DrpRIE4ihETnMClQixNCRaNp6IjRhMidUioX0BUJXVUIt0zmGvO8tqZTt0zOXQ3JCrlz5wqO0cSxPY77J8xGPeQ0plEsUTBUJoMunm0Tug6RIOAkGWatSrVcR0CheKlykWmekYYxlVKZUqVMFCa4E5vJZIKuauiahqlbOJMZ/bMuJCmCLJIqkEgKsi4hy2LuKiJBzLJ8ERjHmKZJuWARXoCLv6iP8Ed/9EfZonvMs51n+cA69PjKV76SVwvHI8bjMeYFNUjT8sC4IEgsLi3n8xhNxbPH/N5vf/ciP9dHFCXeeustao0WpVI+0D46OsJ1XcrlMiDS73dJMihXqzTa8+wdHjAZjlhZWWF/d4/9/X2SOOaFF17It5EXT+XPt2jWhdWu2+thFQvPYQaGZjIej5lOZ5i6QffsnHsv3CEKfI6OD5HI2Ly0znDYp1Qq0ul0cKMARVEwTZOFuTbHh4fMNRtsP3lMvVFFEkReeulFhv0uc4sLGIZ20RXusb6+zrPHTygWcwnXrVu3uHbtBoPxiL/4i7/g2rVr+I6LIGSYloFlGfz8pz9jb3+HW7dukaYxN69eRZLy5ZDv+1imThyEOI6DZZrcu3cvr6WRR6HmWi06nQ6SJFFvtukNprz7wYfMZlM2NzfRTYNOp8PEdpBklW9849s8evwUx/GQJRVv5qAoKhICp8cnyIKMpitMpxOqtSJ3b98ijmMefvYIx/HonPdBUklRODw7z3+4TR0vCrm0vsiX71zh/ffe4t0PH/Jbv/f7NOaX+X/80/83pfocmWxydDrgzt0XIZH47MGnhMGM5ZUWihwy7h/RKBi0igb4IbPhmG+/9nV+8eZbaKUG40jgaOJyNvHRqy3CSMCe2JStAjoiWZxiFkogZvSHJximzMrmMuf9HuVKCz+Cs9MhmmaQeB5y7FHSArTUZm2hwNfvrNMMu7x0ZYUgdvn4wT5PDlyeHM7oR9CcbxM5Cu54yMvXF0h9B0ufY+3qHXbPB8SKwtPdHVBEiqUyQRRyfH5GJsmYpTJOGCIbFrbn4/ghVrlGpd4mShL8MMYyVHYff0yWBARRQoaEapYxClUE1STKRKZeQrUxx8hxcaOUSr3O1HGZ2A6bcyWa2TkvL2T8Z1+aIzi4j33aYaW5zODcJwhBtgoYZZNCU8E0RMQ0YTDJeHQsc3+g8NFEIig3UAoSmRgRBBNCd4oSuhhJjH16RtMsM+yM0Mwy9flVOrbHIEiQDJUMH92QybL8UpVmApZVQFV0kiRDkhTOTs9J4pj5uUVMXScIAuzJlN3jfUrzDWaRi2XoiELGoHOGJGS0Ww10VcWxJznSL4qZzWb8rd/9nS8W76bpJnduv8DjZ0+JwpQf/ejHfOnLL+McnxKEIQgSa2sbpGnK0dEJM9vh7OSU5eVVbt+8zXyzih96TCYT/ChCVQVu3LpDnCaMRiO2d/cIggBZVZH8AN8P6Q4neIFPbzJh4DjUajVarRYSAuPxmDAIWGjPsbWxyZMnT5Au2PSh5+MG+dNZEHJCzWw248aNG5ydnZGmKZZlMZs6WLpBo1nj5GAfVVW4emmTbueEybBLrWihyBnf+PqX+fm77zOYjrl87TLtRp3JdES5WuLeS/c4Pz1hvj3H8ckhoedSr5ep18s8efqQXq/HaDzENE1G9pizh6c8efqYr3+9w+3bt/nf/8P/Lf/0n/5TFEnm4OCAb33rG7gzh9dff52rV6/i+z697ikff/I+1UrhOTexZLUQVIF47NHtjnnzl1OKxSLLC4uUy2WELMWejJ/zRi2jyM0rmziuSxRF9M9PCfwQU5VJSTk/PuTjD96j3x+xsLhMqzlPqVxCQMIo2njumNGghyApzHoDeLyDIAiEccbBwR67T0+Za6msbW4wd2Oe2tw8cqHEo+1dRvaMDx8c8uzYpzK/yYcP93h98RJL65c5PuuTCiJLi+scH3VxHR9Vs9A0jYPDDlFo0yzLlDSJ25tLvPmjN/mD33ydzvE2DS3k4HCP+sYGSnmB4ZNDJpMJYSoRBT6hALqm5FpcTWHizpifn2cw6ObRt/YCVqXByfmQRFJwwpjQ9zGEBDMTkRKB0dDhaHeHit5Hajm0LJmXFzKuN5c4u5Jx5jpkaplLS/cIJmMWSi6Tfoc41CgVAtQqjNOEtFUklRQqjSZekmBPJ5x0+2SSSqHeYHHjEn/9ox+TCSLllsXu/j6u79NotHBnE6xylUrJwg8ThiMbwywyv7hKlAqcnPbRBIHE92gULFJRxPEcUnuK6Lqc7Q9JZJegWscoVCnVK5S9My6varC6QBCpSIZFKoSkcQ/Hn3I2Dnm8H/DmfYf3Dzyk1etkGZCqCFpCFg5JvQGR3QV/yq+8dAclTHnsn9AdjhiLIShVdKXIaOaQJjPEzETTNIQ0w3dmBJ5PoVBE003SNEYQU8rVIvtH26ysrLG6uspHH5wzvzzHJPJRFAld0xBJsAwNsoQoCAgcG1VWSIOINEnQFfULOSg//8gAW5c3uXXrJq+cn/Pnf/nnnJycACmNWgV7NqJzfkqjkYd7V5eXuHXrFkmS0e322Nl5yrPHHpau8/rrr1Ov13n7vXeZTEccHBxwdnZGkpJHMUQYDXrYF6rQSqmIVSzwyf2PWV1dpt1uUy2VuXxlnc3NZZypzWf3PyRNUzx3kh8mlTLrG0sYBQvHcRgMh+zs7DDon+E6Y7IE1tY2MA2V44NDPM+jZBqIUorjTAiiANcPKJVNvNDDC1x+/w++x9PdHVqNJv3uOZKUEUU+c+02SeTjuBOm0zGlUonj8xPai3OsrCxx8/YNBEHAmfkMBgN+/Te/i+c5HJ+e0R+OeNX1+c6v/wZPnj4myfLbYa/Xo1QscnlriyxLGI3afPj+O8y1lygUCjmUQRJwHIdCqUxFlgn9gPHEJvD3EQSBWqXC2dkZlmWRZJAJwwvfiUgQRDiOl+dpFYUwjjk9PWZjc427d+8hCBL93hjXmdBqznFpa5XTjsftl25h2wlxJNCsLTAZ9Dm3e3z1lct85xubeN4IhBjHnxDFIeOuwrTfp9dP6HdkrNJl1jfX+OizDzk4HLO5eYv++CNUrchk6iFKOmmi4DgOWZIShAZxBE7i8tqv3OP2WpnDt9/kpcuLPPDPGJ4GKClkQY9yqUKrXsDKTGJBwTR1akULb9xjYk8p1ys82z/gypVr6M0lbC9icuIRHu4znE5yCngSEmU+aZYhhQJSoBDFMsdnKbfXRIRwiqULSPjU5ZTVhRKOLBOLGc7kIYKaonjnVAQXO9bp7B0ytH1OHUj0edTyHLKuIsSgVVtUjBrluUWK7XnOpg7ty3foDwYcD8fIskKxJBN4U4IoBc2i34uRRSiV2+iKTOfkkOlwyMyeULIKTM4cTKOApKsEjkujVObO5gpFxWSzOsdmMaApFCiUDTwvAeMU4h6RlxL5VcJYIgpigkRFEhpUyhJzcwGr0YTz6RBVCNFihTSdofh95hSX9YbIar3O1+5anB7u0UoTAm2OxwP4YO8QW2ijFEr4wxR7OGVMli++ZAlBTHA8G9ufIMoSmZbgSwmJ6aO2Mmypz6m/T1WtoksSiiRTENNck2FoeStOErBtn/75CWkCqqpjFQtf/IH59tu/5PBwD9M0GQ/7NOtlwsBjYb5Fe66Rt3e2tgj8EC8MODjcy/N6lToFU8+T/+cn2LMJCwsLPHjwILcKGjorK8v4vs94MmVn5xlhGFJrNqjXm8xmM3Y+3aY1V2c2HdHrnGLqBovzC6yvrhJeOMGn0ymlC3ulqqp4rs1o3EdVVer1InE8TxDYrK7khKTrVzeYm1vg/v371Ks1MhJq5QqPHj3k1t0bCMS5d1mWcDyX47NjdEOl1+/Q73WpN2pEnsvOzrP8h7hUQFVlKtU8U7a9/TQPcksC0+kMSTZZ27jM4ekZO8+eUC6X+fKXXuHHP/spi3Pz1Go1sizjn//z/4G1tUW6nQ6lUiEndgceS0urFAtVAMIgxA3ztkgcx7RaLbY2L9PtdrFtG8eekiLSbLcpFQpkgsT5WTf3xCQxhmFgWCaLi4ssLi9TLBZ5++13aNXrSJLGwdExtu2wUFhiMh2xvf2E3uiImefjOhGNWpOdJz8msCf4kzPWXnuBl+9dYzw4JYx8vBDOhyF7J2N0GWrVEqlS5fKNF7BdG1m3+PDj+3zla6+xur7F8XGXk9MOG+tXqVQsplMbz3GwChqlooGVQUlTefPH38dQYL4tsfZf/jaH/6f/G/UJmGbKxJ/RPzrFFUssrV+mWasiSQHt1SaXrn2F7c6I41EHSZcREgk5FjnvDsgkAVVRyNIIUUoxijpyCpEfkyEj6w0UPUXWdNI0IAkDBqcpR/sDvGyAb8A0BFWXqJTLWMqUzY0V5pbm2Tvpo9ZLVCOFUVTEbMwRSDKd0wGKqbO2soRSazINU5SCzJxZwPZ9Tg7PaVeKNCslVFIQZXZOhox7I8QkRG81MA0FNfBYKoi0VzcJQx9Fa1Nrtai15hE1A1QdUTHQUhGxMyMbdxmdTCkWIhRCmJyAomFKMhNnRhJZEBsokkZZNxDaRVIVqq0Kp70JcZaSRD5p4GMWYaVucXPNZGNexhT3qdT7XFuuE5RWsN/c581nHTK9gmKqGFmFyPPJohBBFBEVMZetRS5BFCCrOSD86GSfjUsblIoK29v3sUxIwgkFtYwuSCTuBN+dQZqhFUykTEIXBIqqSoqIIMkkgf/FH5gvvnCXXq/D8dEeC/MtoiggClxOJ31WN9ZZmG/y7OlDup0+hVKRMIxZX1lma+sKp6fHxMGMzXbeooGURqPGcDiGNMa/CKuulpdZXlnC9/088Y+I78wQhRQl1xUjCjKOPeLo0MGbDVlaWmJtZY7xON9CGoaMaqiUyjqSIlOtVqnVahweHtLrdZDljOnE4Y0ffR9BELAsi2hpCcMwKBZNrLJBvVUl8gOiOMAPA4I4IghDCqUiaZxw/fp16rUaMlkusipatJsNBoMBspI3EIbjAbVhjmJTNIODw1P+7t/5z/nhD39AmAgkmcRoPOXS5SuYuoaEwGuvvcbN69doNhr8+Ic/4MP33qfRaHD9+nWmkxknxx0Ggx6FQoG11VWsYg1IqdZb/OiNnyHLItVqlUwQkWQVTdHxgojdvW0uX75Gs92mXC7nM2KRi1D1jOPjY3zfo9s5Yzgcc3rWoVSqkLWajEYjdrYPcUKRR48/4cUXr1EuxhwdPeHyapPvfO930UgIxh5yaNHvhExmAZJR4MbWCi+8VCPSK/zi413kss9HH/4S23EZT116gz5bl67yxhtvU7CqTKc2sizRapeJIhF71kUyJFbni8R4NNoV0mTIex9/n8vOAv/VP/g1BjMVrXqd/+Yf/zHX1q4y9AxO9wYMj89oNzVsacKgt8dQ0FhdbZME4E08qq0qUuqTSRLn3XMUQyETUgxNx1QMRENAy1SqhQaSFtEdB5zqGtWVAuXWjIk7REhFHDHjtDNj1ClTcAqIqYNXKtCwNB4f2giqiFaqoGc+ot9jPPXpnPSYZQaZbpEhMY1TuqMJnz24jy5nLDUrzPrHdMeH1CyF6XDAWmOee1cqNCplygWdStGiVatSLZWRFI1U1vBSif8vc//VJFmCpmdiz9HHj2vtHh5aZUSkrCzZpbt7Wo2wFoMezGAIIxdiDcTskjDe7AWNXCOveEejUawtdmdBYHcwAAaDkS2qe7qqukRWVVZmpY4UoaVrLY4+hxdeHNv9BT1+HRcRF/Gd49/3vs+zc1ylOhiiJiP0RyY9s08lHqP34GMuJh3sSZ4JNlbPRbQd9JyBaERJ2T6+LOCH4AUOjtUGcciMAXre5/JMmtHQwh56GEKcYixBzrCIUkOu14joHtFSBPIh+/UDmmf7yAJEYzrnvQ7xRAY9nSImClj2hH63izUxkUTQIjqSGOCYEyTHJ+IJDE5OEYZDLhRLWBMbHQ1N0bAsECwBSZGJqdo0PxuNkk4kUDUd1wto97q/+oH5xRe3yBdyzC/M8eTJNqoqQ+iSiEfpterUag1a7SlkuDxTonpeJwh96o1znj19gojHxa31adDXNmm1Wty9+4RSKUUul+Pu3SfMz88zM1shkYhhmlMeYHmmRGVhhrE5ACEgEYsjIaDKCv1+H9+1aXeavP3mW7Tb7WkhX9dIJBJ4QUCr1eLZsyfEjCi6Oo0vpdNZhopIr9fj2nNXEASBu3fv8Pmtz0in0xwc7E05hLLMs2dPiCcTGLEEpm1NaeyJBI3zcwzDoJSfel9USZ46p4OAVCaJaZrMLsxxdHxKfzBmbn6Fdz/4kFSuwMtfmR6Jjk+OsVwHQ1chCBmNRqyuLPPo4X3i8Ti/8zu/w3gypHpep1yeIxadoKr6NEKVyBIE07xZNBrn8tVrGIZBMZ+j2+0ShiGOY4EgISkqe/uHxONx2q0u7W4L3/dZWl6kUCigqyqqLKNoGvPzs8zOzk4lVX5IGLqsrq4ytqL0BxMurF/g7GSbYq7IZDTk7OiQO598ylyxxIXVLfrNEa2RzcxKhVx+kXEIZ+dtZE3j6OwI0xljuRMUNeT2Fx/x2z/8fbSIQyIpMh51sCyfdCZOKq0Rihp+YDHxHP7Vn/yM1RK88co6//o/PuOH39fI52QWVi5z+4sHdDt1BNEjtECwOyxX5tjYWKBx/oy9owP8VI5MMoHn2cTiIuWchDC2kFUDQ9Dp9EdYdoCmaMS1CIqmoAoKqiTSmkx4MAjo9YZYospqoUhmvsRcpsAoqiEdtPjZjROGvka3dc5wu0HacDg+7BJNRJgTYsxmDdxxG7c3RBz3GA49nh3sYUpREvkSvqRQiUnkM3HmCmmSqxkSOsRkAX/UJRtRiana3+pder0qtbPHHLjgywZvfus3cYHeaMJpvYPqRqj2x+xX28zENYr2GDGep+MauG2VaDhHIhJAYGM12hDKKGKIQojnegT+BASZiBCSEUKGrWMysoYR1zBEgQg2EWuILnZRZW86JSYmdDoITpy4JmBIIaOJiTMKGYsCrqchMv3/lwSfTCKKQIhvW2ioeGLIyuYVHNOi3+0zk54hdEIE06Yz7kwf9OGUn6vr+t/27tWIju/76JEIouv83dhhmtYEXVdZW1mm3aqRzabx/Wm0od6oIRKiyCIRXWU86DOeDFFkbUq8CX2Ojg+IRTVisdiXIqgMGxvzf9tWefW1VxgOh/T7XfL5POvrq38LW7U9F92YSq5CP0ASBGZKZUb9AbZl0ev1+OmP3yGRSBCPxwmHY05PzjGdKco/DENS0emblSIqOI5DKV8gm0oz6I8AuLh1mUePHjEcTfA8j9nZWfwgQI/EiehxBEGiVJpBQeT09JTR0KTfG5FN5uj3RlMdbGTqbQ4lddrekCM4LviByBd3H3JerfPDH/6Q8cjiyaNtOu0mIiERTeXNN77yt02P09NTjvb3pgceIeTk5IQwUIklUgiSyv7hCffvPaDVamGakEqrJJPx6d9VzAPTFUE0GmVmZoZUJouqTNF38WiU4rCE69pUKhUy6RTj8ZjAm3q7wzAkGk8QjSUYj83pot0I2X7aZHFxHtcM8CyZ2dIFWmc7fPzhXSZdWFtUUbWQ49o+z45aVMch6vEQT0pjyQY9V2b7ySnRWAY3cLHsPqfnp5ycfcprr89y6/MHyHoUXJFOv4vhJBAFDcuBvZMhyUScphTl//XvnvFb3/gq//KPP2NrPUW799e8/PqLfPs33+bmvVsYqT6vvDJDLpXi4NldOkd1Li8scjayaW9vo0kOhA7VhojbC4hmY1T0OOLYwxN14kYSRdIY9vv4eOjxKKYccKIUOOraOKcDmraNMhhQKLZRS2kGoyH9SQs9UsGOJ3k2DsioUezyJayYQTptEEsFpAWHfDbJxuoSpmxQNz08JUZxfpnBeIKqyezvPOXw2SMcKcBURdzAoWCIXEjnsHuH0yytFkdEQNQFIjMz5Jc2efpsj/32hM+eHHHcmUC8j6fFCNUormLQEpM8HEhU7w6YNXSuLVxDEiZE3CNExSSqumiig+DJSEIIIxnX8nAdH9cdYrVqSAaEEQNXUvHDgFARUGMKRLOYZpdaPcCKmMiFJcopFd0+YmyPKSkJrMkAd+IwmkzADyjmC5SyReyJzVmrjaTFmS3NETcS1IdNZF/AHCiYpoXjCpzWO4xdH0WaAmpcRMamgyhBOp0mEATG5oSJbWG6fwecPm+99QYnJye8+97f8MorLxGGIaIId7+4zVylQjIWR29OS++nZ8eYE5dYMoFlu2RyadZWvkoiHmVjY4Nuv4coyFy5cmUaBSLEcTxG4ynvUBAkBoMB1Wp1qhJIpzg97+M4FolInMF4QGCHdLttopEYYSCQz5XRdIXAh8Goj2U5KJpMLJpC1WR2d/fJZrNcuHCBd955hyCA5eVlPvroBq+88gqxWIJkMs3tL+5MRfJKhFq9ytLiMrquYbseK4vrNKp17t/fZml2nljc4O23vsns7Az/7X/z32C5FsVikdW1NcbjMeendZ483qNQLFMoVtCMBPfuPeDq1cuEgoSqRXju2hVmZ8rs7z7l7OyMBw8e8O1vfZMgCKjVahQLBS5fvsq9+8+Ym1Nw7ADbcpFVg1JlFntiEggBF9a3ODg+RBBVREVk4vgcne3x8MlTGo0OvgNhCKmUQS6TxojqpOIx4rEYYRhQKBSIRDRMx6F/fkYiMSKZyrC0tISqx3n19QJeIHB+fMTVi0t88sHfYFsupycW8zOQL2ZI5RMkCwkKoYgjwQcffUytJ1Ne3GD+whqHe4fMVLL4noM1HmKosH33Lq++/gbv//w2RhQE0SDwRIbuBMfxcFwfWRfp2y6OquHFytw+MBmJFd757IhizqD5N5+RyIq8/NpVrl7bnKYutg8JHB/fgVF3giEpJFJJvv7V55kM69hml2QqwWDoc+fhPvlYDFnLk8rPMBjbnB3v4/kmqeQMmXwOSU1iRyxy8yK5nIx16iFGVJL5LGU9y0v6JqXVK4y8Lme1KrqSxxck2sM+gjghlpDIa+B3e7TqTQZOm0F3yHGzxf2PBWKpNIeHhySTcWZLJSbDLqEZUiwVyGoBauCwtDiLaiRpjxzqAwdPhdP2kJu7v6QxhqbpYRhprmzMM/ACxk5I3+xz9uQpc9kI+2cd9vsOk5kSMQ2OD6uUU21evpLHHh2iyC4qyrR7H8qosoAqeuhCQHZOo9e36Q8nGHGbYmkO3UhQGw5on7YZjsAJVVzZwOtPaJyM0Cyfku4SChOsYICsi1ihxXAwJjrxSY1FLNuj74xQRZH5Qo57D5/gISPIER7vHlOuzBNJJ8nJkM7EplR1z0ORRSzLQpFE9GSSYa+PZU8IwpB0Nv0rHZjCH/zBH4TryjmZTIZbNz/j8qUtvv71ryMJIbdu3qQ/HDA7O8vO/h4I4tQbIqgUZ8rIikYQeEhhwHA4pUi3e13OzqpkMhl2dnbIFwocHBwRBAGu6yLKKsXiVHVQLpenv4UoMhwOiesxEokY+8/2SKeTjIcTRqMBhh5ldm6GiB7l9PyEnZ09eoMuxXKFCxtrzFdm6XQ6NJtNLl++zGeffTYVoIkCe3t7/PYPfshf/uVfkkxnkGUZ27YxDIPlpVXGkyGqbjCZjDBHJp7vgOvT7bV54doLaJrCzs4OJycnaJrG93/7e9y+fZubtz5HVVXqrSYeIfFkgnazxexMmW984xt8/OEHzM0U6Hc7CGFAPpchbkQQhZCvvf02p2fHKKKEadp88ukXjCc28XgcRZWZm5uuRsbDEcurS4iCwM7eMzbWL2A5NrlcjsGgj+u6bG9vYxhRFEUhl8kyHg7I51J88+tf42fvvMPOzjOy2SxXr14lmU4xGI1otabh/IWlFRRVx3F8dM0gnogiheHUiW736VT3UYQJvc4phVKJSy+9TrUx4f/2//wj7u906Vo65dkVUqkUJ6cHLC7OUaueIYoi/X6fvaM+/6f/6v/Au+99RLPdww0EAlEgEAKOTw/JFlJoiRi+pk+hukGA4tnkYlGyUYN+u4FjTmG2uVwCXTMoFEoYSoRhb0g0EiUVM3j2+B5f+co1vvLyJrruMxzUWF5bZmKL/N//3/8DYy8Fao71Sy+hRmIEQkA0LjPo1cEb8/LmOhkG5PwTIlaPlBanP/YQKxXef1Rjr5PirGsjiAPa9TNmUmVimsZnn76P6pt849oG1zdXQRTZO9jHdh3iqSRBGDKYmNiuQzSeRI8lQJTwvRD/S4K47JnE3Bb9Rh1X0HCECLZokF9YRzCyPNw5oje2yZXKuH7AZDKi22lOgSTZJKIUYjl9Rv0JbkckHJjk1ZBry1EuLZjEOOb6Vh532EYOo8haEsIpHMay+rR7bTxRpD+xCPQYmcoiYSzH/nmPe48OOD7rMxxB1IiiyzFc18NzXCRl2lyKRUTiioOmTg2Tg4lNezCiPbbpmD4DV+SgFpAspyGag2gaKZamPXboj0wSyRhHO4/YuLBKu9mgUCjgBy6Hh4fMFIsM+l10VWQ8GqBpKqlknDff/OavLIcp/MEf/EH47XWDTDb1ZeTDQ5YEep0WvuvRbrdAFMnm8wiSyO7eASPTojwzy9gyefbsGVcvblGv1+l0OtOmhjI9/7fbbUzH5vKlq+zu7uJ5Psl0in6/P/UwJ5N02j0kSUGWVeYqs0T1CKIg4DsuM6UyYRjS7/UQBGH6lRyoNep0B/1p+HU4JKprXL9+nZdffhmA4XDIe++9h6RKRCIRisUyOzs7jMYm3W6XdDrD4uIisVgM13XZ2d/j7OyMrQsbtFotBD/A9z2K+SLZTJrPb94ik8uwsrJCuTLDH/7hH2LEp+uHbD7D9tNt8oUCF7c2WF1dxbFMxsMBTx8/IhaNkErEMccjSsU8P/6rn/P3fvvbPPfcc/zkRz/ixRdfIpHM85Mf/5Rbt+7wgx98l1a7yV/8xQ3m5lR0XefNN9/E9R2i0TgPHtyjVquhRw2SsTgjc8JkMq1ijrp9BAIq5QJfeeUlfvnuezx88JArVy6iaAqpZJrybIWllWX8UMC0nKk+IJ3FMHTarQayGKLJHuNhi6gUELgTMkmD4XhCujCLLcS5tX2Mp2bZO+vTaI9ondXJJFIMei0830KWRMIAstkihpHi4uUX+Mk779EdmxiJBHpsqkmwA5eRYxPJlBlPJqiCjzPqIAcOEUnAGY2QJYlSbhbLdOkNJsRicQIfhqM+kUgEFYd8BPJJmXwuTiKu0Os30aMGMwsrNPs2rpTACjVGrkQ8lZ3WEj0TUfDYe3gbsVNl3rB4cytL7ekh5UwCNZnjQa3N2KjwtBqjOfSRlTHdVpVKeoZSvsD56QHZlMHF1SUq+SzVs2OOj/ZIJnSMiEIuk5nu0UWZo7Mz6p0hli/QG1mcN3sEgkopGyctTDjef4qDSjI/RzRXoTC3BkqU3cMTut0u+WwS3xohhzalpM5CKUU2YVBvnTFwBzi+jC4UiQgxIoFHzO8hDrcZ1x+wuZgkGdVIpkogiFiujaqFiLqJabmIyiyOFKfnhRx2Bzw+b7FbG9MaCTh+jG7LJCobxESRmOCQjfgslqKsziepZBSkSRMZG8cXsXwY+gL1gcletcdBy+SkB37UYEAES0kipYoMXIGRHRKJRrF6HaT/WePRtqdd/NB3sW2T2UqZ8aCPrEjEowavfuWrv9rg+oc3biAIsLywSBh4eK6NZ1uUiyWOjo5ZWFymWCyj6hqqFqXV6xMgkszmKBTLCCHokTjZ3AhZVdFVlZOzM3QjTrs/5MGjR+TzebqdPt3eAMuakqb7gwmrq+uIgsRkNKZWq9PvdLl88dJUVZvO4DgOEWOq+52YFgEhrutNUWrlOKZt0Wl1uXv/MTt7hywtLfHCi8/zW9/7Pk+ebNPr9ZBlmVwuh+vWqczMkEykGPYH7O3ss75xgfv3HuI4DkIgIEkScihwfHJI7vUCz3Z2abTaU5zdwiIHR4f0BkP0WIzjo2ManTaLSyu89tpXWF5a4t/+2/+JRCzK5YuXmJtboN1sMBxPaNTqBEHA3GKJ01qTpf6Qr339m2xvP2FJiXL5yiUuXb44lcO9f8r15+dJp9PMz8/TaLYQFIHByMJHwA1CQsuh1ztD03Umtk0ik0bTNC5uXKBcKGCbY/KlIr+1tMTq6iqdTgvHD5iYNrfvPMD1PK5ce46XXn6dO7ce4JgWd+89Ip3WyOdijActvESc1lmLej3OxPRQj2v07XMe7B+yuLXF8nKJjfVlNDdKLp6hWt3DC/rsPLvLcNziq19fBlEilfEplSZIHRdR9zAdEy2WYTya4JrQ222g6wbpXAZN0bGGXazAIQgE4vEYohah3e7QNUcIySi+JhPoWcR0BmvYptqv0eoPebjnMT+/SDSa4ny/iXP/C1BVMrMzPD48IBAVJFnDsQMq5QpzM3MUy1ucNEfMLm+BPGFxWSIhRXj0dJdYzGBr7QKaDJ0JeAw48HwcR6feVWh4BdwwRfNZn+HNXQTPIm4oJEPIoTLuOhz84gZBKHB8XmdkhxjpIqgJenYMORJHVbJcubaEH5+h0R3Sd2D/qIPU2KZQrCCLKvFYAt+xGbUbxAQL14be+BQ5JuMMmyyvFBh7ISEahq6gCxp+X8ByIwjMsrtrEwQ+kbRNIp9ESYjoio2Ki4WIM4zRGRvsNM7ZPj3nsDug58uMPAPTdimmF5BUjbgSkqFHQWuRlKsI/V3Gpk8hBtKXw0RXIG1EKCYjzOR0Vkcq+40JLQdOugO6roVtm3imgDW0sXsq2UyBeq3B6uoqveGAYGJTLOXo9LpEcmls2yQIfURRQpSlX8mg/F8MzInjMh70SaczlAsFFDmBKisokoAgqoCI43gEoUQynUWNJTk8PqZWbwHQ63RpNpv4noftOFNv+HhMMplmfmGFTz75hHS+hJFIY5omjmcRiAqW4zMYjRFFmbnKLK7t4NgetutRrdYRX1S5sLiCaZqIUovT01N6wwGKohBLxPFDiMeT2JZP7+xsysA8PmJvb4/XXn+VSqXC0tICe3t7CEJIJDK9sI/6I05OTjg8PCIej7IwV6E3HJBOJwk8H1WWSY/S5PNZwtAnnU5OvdOyxKPHjymUiuhRgyvPXSMaNXj55Rfp9tr86Z/+KYPBgN/4zrc5PT7hrFrFNk1EQpLpDMl0hosXL/H06RP+01/+iP/in/8BjebHfPjxR7z5+huk02neff8XVKtVYtEEjx49Ymd/D8uySGWmIrl8oUw0lqRaryPLGnOL85xXq7S7PRq1KqIssbm5Sa8NoqRgey537j2gUqkwnkzYPdin2epw7bnrtLsDHj16zIWVLWRRYn5+HUn28cKARrvJ0eE5ZwctypkRmVSOhcUM0YTM3Qfb3Pn4c0IdFFElIacYd7uUSwnSWZW1OYO5+ReIxl1UQ0OPerz16hYPn1ap91zM9phez6EzNBlPXOKRLEYooIUBjj1m0GvgOiaKJBCPTnGDvf4YxwcvVBiZPq4QEvohg8mE//x3foeELLL7eJ9B30RLZEgKeZr9LiNvQu+8iS8qFEp58tkCZ4dnmL0+Ur5CRFVYqMyQy+Xo1B+h2ja10YTHJxbxBZ3x4Rn3H49xBJVI1MdyLUxLZBiodF2P8dCi2+mwurzIqNvEDj0uXb2OFLo8eniHwLcRJYVJGGUihDR6Do4wxkIhNC2qvVPiERklVMnMrRDzQqzTxvQgMhmjRHRE351qpEW4vLpKJWvg9BvElJBMKskXd+7Snjh07F3kSJp4JIke+KRwKSQWaJ5UqTU6+PUx2UkcOQmuNESLjJDFKKd7x5zXfU67dSwpRE2l0OIpAk9GkBw8e8TY7NDyewRhi3g8QNUgE4FcHDIpEHVAARywbBPTN5FllURUI6qI1IcBKTmk74AleHSUkI7oMnE9zMEp+rhHOiwTBhN6nXM8wUF2HBQFhuMhruugiF+aK3+FHxmg0+1PDxH1NrFoAjyXeCyG7zisLF+g0+mws3tIq91hMBkTS6UJCKk2W1NSiahwcnLChbV1UpkkK2vruK7L8dEJruuSzpZ4+vSA9fV1Vlbn2d5+QiYXkIjGePDgAetrKwhCSH/YI5aIksqmWFxeYDwecnhyyPHxMZubm6xvrv8t9r/ebNBqNZhbWCJfKtId9Mnm89y6fZPlxTl29p7geHM06nXW19eIGRqVcgFRFDk+POa5a1vMVorTiIlW5ujGPi8+d5Xbt2+jSjKLi3M82r5PuVxmOBywsrKMpqkIIkSjBgiwsrKMYeg8fvIIczQE3+MH3/0eh/sHPHr0iHa7zde+9jaf3rjB2toaMzMz3L1zm3Q6zeG9h/zr//F/5Dvf+TYffPgJlmPS6nhUKmUEIeTP/+oe5RJIeoBuGISCyGhicnKyy/r6OusbmyiSymDUJ1sqsLy+xtalTW5/9jnHZ6foqkKxXMG1TS5dusKnn37KRx99xPzyMiESe8fHjFyftc0Nnjx5SCqepTizQijo+K4Mc8u0qsdkYyPSsZBB55Ru85BKpcxmJUWrbzKxwbIsDLFBvgSLSwKW2WJ9ZpXLl5Y4ODrGG4f81Y//hvnVaySjItFknuuvzNOzbbojk0a9z6Du4Ds+stACqqhah1gMUokkKwsFrLGMEESwHBlFTTKatEEOiWgGQTzJ//Snf87v/73f5uLLr3F4cMb+3imnjT6SrpHKp9k5fMrScoXQdxAdi6QYEHguRcHn+OEdfuPrVxm39zFiEs9OqrT7Irmrl3nYrNPZOwdjlkAQCY0xiqDiT0JcxiiixdizcFSR7dMqUU2GEP745x+TSkaJR2IMJ9P6qh2EWLbPxLYIJIilIuSyeXJxna5lE8PBdNqY4wmy67FUSDFfLpGKx6aBcK+EjMtCpUxgjzk8rlM7O6bTM+mNYwxDhabn4aoCWmQM9pC8DKszEVw1iVPK4ETSHLkC1b0OdhgnncgQjxi4NnTdPhMpgygF9Dom5uljNEWmkI4j2BNSqkvJCKgkYL0A6xWB+SxIRkggAikgagAKuumjDx3GfQdh4rCYUIn6Dkk3pCf49McTsn6IKcJYkmg4ATEtRG/vUpJUwohHRHaIF4qYQEQMGUwsQlHBN91f3bTky4H593/392k06zSrdfrDESf7h0giDHp9Fudn8UOB01oDQRIZmhbN7gAPgdFkQjqbpZTLY7sBsXgKy3XYPzzB930ODk7IFwvE4kkcL8DxoFpvo+oGrtdFUiJU5ha4dv0qvutS266jqyqyKrO8tkLtvMrBly7jWDzKwsICyS/f9voHA54+fcrx+RnRaJyFhQUECSqVEsWZIq5r8/DRPTKZFLXzY87Opp3wUqlEPGEQ+gGEHocHx6xubHDhwgqyAtlcEiEI0XQJ1wFRDBhP+swulOkO2iRSUcbmgHwpj+WMabaqTIYDhsMhV69e5cGDB9z4+CNeeeUVstksn39+m1KpRCyR5LxW597DR/zwt3+HtfUNHmw/49u//uv8Z//kH3Dz04+RZZlrV5/j0tVLNNotBFGmVmvgBQExRSEMBR5tN3G9gLW1KXP09hd3Wdpc4sbnn5FLJpk41pdhYQnTttjb2UNVdZ57/gWy+QKuFxBLnVGemwdBZDAakitm8QMBVBkx1IgncsRjOTzbwzfbPH74Mb7ZolJQKW/NI68VGU8cdCOJIIloOiwuzRCGNq5rYZtDPn3vZ5yc9uiOQJAEQsdCcF1u3vyYwHhA13bJz1SIGEkuXlrDHI+RZI/cUGfYj+K7JqHjEXpjEpEYSlal0RrTbrXoNVr4ukzM8LHsEdlUmk9u3cUZ24CAEUkws1BCUmTavTaZRIrWWZOFUp6923fYmp3l937/B/Sr58yLFXTP4rzZpusPKcxdYCC4PKlZVG0FW43RaHQJXZtkpIsu+QhhlEgiRzKVQXRhXB2RzmRpNuv4vs/C4iLdXoeDk8ZU4GdE8Pp9GJsohodje4wmQ7SRTtLI0jc9MqUchXSSwJrgDgcIjsWkeYjfDFlfWWZpdZEgCKjXm+wdHNEaemiZRaKKSxhViGoxPGtMyx4xCkz6owF9e4go6WRiBnoqhieKnNVa1PoWyWwelwSH9QGFUh7LFnHx0QIbadJDm0Al63EpF7AyX6aUkpjLyuTjkFIdJGEEZh9n7GCKgAOqPCGiAboBRpRoqKIENmbgYwVTF48uhigBJGWQIgJ2KBFE8rRHNo3eEC2mMh/NEWgxkqUcZ90hhWSKWm9Id+jQH09+ddOS/38O03Gp11qMhhParQbdbo9sMkE2m0c3Yti2i2V1uXBxi8HEZGd/n/NmjcPjFqurNpPhBNNy6PaHpLMZRuMpnn80MdHHJrFYjDdefoVms8mPf/xjNjc3GU9MWu0OyXSK81qNSrnA9eev0ao36HRaqLJCMhXn6nNXmJubw3EcHM8mHU+jRVJcla+AGPLo0SOMWBTEkKe7j3nx+esUijmihsbO00fMz8/y4M5djo+PUOSQSESC0KNWPaNerdHvdTk+UVhaXuLRw7tEIhEsa8LTZ6csLSwzGvfZuryOosL+wVP6gxbpTIKlpXkmlonrKJwet4lHY0SNCPt7u8iyzPHxMcViEdM0WVp5iUg0zv7hMblCiWqtQTqbQz055V/963/DP/qHP2RxcZ75pUV03eDs9HxqvTw+JZVKsbNXnYbl5xd47bUNarUGv/zgBtFohEAIePDoEe22z+Zalm9949cwHZuH9+4jBaBoGk93dgmQCEIBSda59twLtLtdxqaF67v0Bz2QBM6bHeLJHDMRH1EOyc9o2D2Zb37jDZg0UYMhlWwEtzekVAi4/vwqUnmZ1s6Yw6Ma7/7i54jTlyxkFV5//QqeoPFHf/I5Y/Mx3/z+P8QRspz3HMyTBo1agCAP2Hv2Pr5jUyxODZuZ9EXiEQUlmJBP60Qkm2hE5rxuc3JuUsqIOKiIqsv5wKR5MsQZ2yzNlUhnEpwc73NW7ZJKZRj1JqQTOVqtPvlyhEg8z0sLFTaSAncfPGIlnmAwDkgl1tjdvc/61nMEqsj2jVugJkjqOQqrRSaDJoHl4dkDemObcWgiKkkGExNDF7DHTXJpg2gyhRKJEJNzuIrCs2qNUqlEKMrIsRia4KOKAoamkYwaxCIKkhSlH6h43RGi2UcadVHdEfGIxGwuR8ztE/ZrHByf8tkXDzmqdUgWZllY3SChBbinJ8QNmQE+QzdAFiIEQhzNNlHHLnF9gttt4YY22mRMKpSImw6aNSYYmOz4fdrDLoZtspTUuLRWYSkRcGkmysacQdow0YQBod/CsQZYpk9E1RDVGKoho+Lguxb2xGI8gKjmgCZCIKMKYNljZAfiKiQMhUQMFD2OEU3iegK2K2B7MaotCUdQ6bki9VGf4ZnLsGehZ8vItoscBsj86rzkfzswD/aPOD8/Z2lhEcsc49s2mWyWzfW1KYFEEGA7JPRdPv/sE47OWlzYWGGSm+CYFlpexXNcPvvsFpvrq2iahqIozJdKxBMJhqM+qagKTpx+u4UkiFxYW8cwEty9e4uTwz5ieJnN9QsMuj0sc4wZhiRjcaLRKK1GndFkzOLiIoEQ8PTpU2RV4cUXX2RxcZF6tcHOk21sx0SWBFKJBM1WnZmZGUajEQ8ePcLQdYbjMb949z0kSflyFyIShAKypBKJRDEiMUJ8LNchEoviBS7zlTl6gxHNdhtJkVEUhcXlZVqtNnsH+wyHQwq5Im+//TZ/+h/+BFVVyWQLpNIZZEVldW2dvf0DKpUKesRA0ww+vHGDN954HcvxGZ7X+PizW7xw/QrVapWykUQ3oozGJiAiCPDWGy/w7//kFpJ0m3/0j/4J4/GYv/jzv+LZsxbzyzFCTWGsjzg9aROJxNk/OOHw+JxMIkmvPW1RTGyHbL7Iea2GGDH45LObqFqEVDrGaNhlZW0FP+gRCA7be3c52T9mLl9A8WyUmIHTaRMMzsmoDt6wjTm2uPNJnfNawL1nkEpBuagQ+i6NJly+lOSVF57npDnh2vUe/+lnO7yNTn/iMTZ9krEswtjH8z1CQaY36WGdnHN20iGiRIhHVDTJopzTyaVFVpcLRBIyc3KexdU4SHE6g2n43/ZVTqunHDo9fLuI6E24sFRhZXmTw/1TEnqK1y9f5/Yv3+ebX7nORiXKT//0j3jt+gq5bJntUx9BSlIuLfJs55hIbo1vfvOb/Luf/hXDWp3ZYgJsh8AGwVcRAE2NkEpniUZMGof7XLy0iYvAWbuD68kIEQ05TJJKZHh6cEQhk0EOPUa9DplkhPLaCpnElKo1sU2qJ6cEzpjZXIy1TISI7WCZfZotl/JsiXvPHvPh+x/QqHWZK1dYKyeIxwKq1SpHj2+QKVcwRR1B0IglCkiZNEFgg6oiSSLDXh9FCSglNMZnXXaOBhhakmhploPzAwRdJBY1kAwDxdCIJjSMqAqCyEm1hihauJ6LZQeEfkBcc0hGFCKqjyBaaLqEpsQJBA/X9pEcD1ECEEgkoriTEW4IiOA4Ls6ox6g/ott1iGgS2VyOrdk0DiJ90yehhZyPHRKzWT56+IxuoOFqSQRJ+ZUNS/gyVvSbzy8QBB6HB/tMBn0atSlE4re/9z08zyGbTrO7v8+TZ0+nbRmYlr9DkUarTT5XoFAo8dknn1LI5cgmUmxtXqBRrxGGLqIE2VyO2cUl/uOf/xUXNq/hBCIIGrV6lUJKR5Z8bMskl8sx6nXZ29sjn8+SyWTwHIdao4EgTSt+vd6A/cNjvv5rX2NlcZFRq8FkPMQwDFbWVjg7rxKK0Gy36HSmA8N1XW7fvk2/73FhfQ7XcWg2m5RLFSLRGKVSieXlRU5Pj5EViWq1yvXr19ndfUY8mca2bZLJFJlMDtvx+NGPfsJ4NCGVSnHl2lWe7u7g2VPznaZp9PpdsukMkiQhEjI7O8vEHHF+cspwOGRra4N6vcl41CeXT7G8MM/MzAxHR0dcf+45Pv30U4RQ5PzkGEEQiGg65+fnbGyu89brb9But3j06BGHJyf0TJviTBnH9vi9v/9D/uiP/ojAd3nzzTfxXYfbt2/zz//5P2f7yWMqlTkAmq0Ow+GQ5aU5us0T+oMBZ+0efdNibeMK7UaTzz74gCtLi1yeKxDzJ6RFl0srM9z+7D08zyaTjXBYNUnOJVjZXKCcgdAZ4JoWkfgMPSvDTz58xt1Dk5olIyaLfPu7v80f/vf/BmfsY4hxJpZJx+owdm1yuQKabtBud7/kk6p0u3VkKcB1huSyCQa9AVcvb9Dt9snlcvheiCIb7O3uksskiRlRJpMJv/Vb32U0sPngg49ZW14j9Fxm0lE25nKcPP6MQW2XFy8uIoYylp9laAs8OdpFisfYeP4r9H0BS5T40TvvMxy4GFoUezJE11UyhSLJTIa7Tx99abcEUVGYINB1fSxJRYjECEIRx/LxhzYqIna/j+9MyObixBMGE3OAM+iznC7i2iZWREYRXUqSw7W5IguZJIPBAFM3eP/997k4U2I1GSE6aHL96gZaIc1xow1uhK4j8elJlU/3zugIKpFkhrSmkRJDZiIis+kosgQ7R8c8OKrTsAScSAZXERm5HSrzJZJGkmG9hd9uspROcH25wmIpyyeffIIWNXCBTMKgGPWJ+R1WkwGzmRBVNdF0UFVIJdIISDiTMZqugiKDa4EXEI4c2l2f/hjGtspgIjKY2PhhiOtBOgaL83mi8RTNscfRIKAWxDm2ohyOBA67Dl3L5423Xv/VxopqtXO2Hz1kf3eHevWMcj4HocfxyT7z8/Ps7j4hlUpRmSkxMU2K5RmGY5Nut8fWxjqmY5OKp1j64Q8oZHMMuj2iqkoxaXB0vI8ghLhWn1za4K3XX+KzWw8wbYG1jatc3tjg2eO7VEoZUpkYTx4/plIqcvniJnduf0E8Om0QiaJIq9MjGomQzRaQFRVRlGk2W6RUlVS+iK7r1E7OWVtfw3JsLNvj7v1HXEpl6Q16zC2uMOP7mGMLPRJnZT2POR6TSmY4PTnn6dOn/NqvfQ1NU1heXZ2i4VIZYrEY0XiMQq7A02e7HB2d0Wq2WV5eZX5hiTv3HjEYDYnH4wSihOm4mLaDHjEolYt02x22nzzGdz2+//3vs/P0MZ7nMRgMeOON17l3/y43bt7h939vEyOW4eS0Rsj0bXbz4lU+/OV7LMzN8uabb/LB+++SS6X49V//Nne+uIUYhnz3N3+Lw+NzVldXmZmZxbIcDg6GiNIn/M7v/A7rm1vc+Owm2WwWBIEPPviIIAh4++23uffFbUatOtdfeJ7Tapdnj/eot0Y8f+0q/+yf/ed0Tw5YzCZpHzxhMOjxH//jfewRZDKwtjrL5ReXaAU+J80Tnj7boZxLoIgy2x/fYfcczocQxJbRk3EawwkHB0ek4gae6FBMJDDtKFnS7Jye4LguekxCUEXq3Q6xIE4qPzP1WY96hLLI6tYa7X6fbnuE6/hsbV5AETUG6SSFTI5kMo0qq4y7Y8ZjB99xuXP7FumYjpnUYJSEUZel+RKuNeb0pIrlZVHiBQ5PT3jzO98iljZ4cO8Bc6tbLM6VefbkCNscE9FjpFIpAtcjZii8cnWLaDzGX73zC1xkJkhMAFQDXVSIaTqaIdFoNMjoGnoKImqcdCaDqCmMbQUSCWaMOHJEwU/FCPCQhgNqtkV7r8Wo32Tv7IhvvfUKkXEbodfku199ibjucXf3JheWN3CEIqPTEbbtgiigRgxCVabjWPQmI4rLcxydN4lLIoPWkFwig6sHaDOzTDwHb+Chmw6D8ZD+KCQkzpmp4O3VeXBQI59fo2W6tCc+2+0BhThcKpdg0OGk3mF9HmI6+D6cnneJx6GQSaHJU5slngUhBD5/a+pUJAFdVfCQ6I/H6BHwAzg5bZJJD1EzJWKxCH7XZe9gn4GaR1LjGLL+KxmU/4uBuf3oIS+++DzpZIJ+d57AcYjoKpFIBEUUSCS+lCJpGv3BgFajieeH6IpCLpui1WpgfOlIqZ4fIosKugrLK0uki0l6vQ6O73Djk494snPAaa1FqTTP0f5j3FKZjbUlCD2GvT6zpSK2bdJu1ZgpTyEQ9eo5CwsLrK5v0Bv0OTw+o16vk8pkWV6Yx+p1icQTjEYjjs7OyZbLKJpGIpFic3OTdrtNKp1GFKacyWR0ytSTZZliNoeu6yQTMZ4+fcrJyQmDQY9vfPPXSCeTRDSFo6MjEGXUoszTJ0/otHssLS6wuDBHo1lnf3cXWZOJ6CqqooAfoMkKQgiGHiExN8/Tx9tIksTtLz4nbkxZnvPzs3iehyxK5LM5Tg6PWFhY4NatW8TjcR7cv8+VSxf5jd/6LtsP7/Ojn7xLNCKye3DMRx9/ysbmJX7xyx/RHPwZ3/v+D3jh+eeo1Wo4ls3VyyXW1tb45XvvUyjmePnll2k0Gtz54guuXblKr9fjk49vUJmZQfVkZBIszW+iR3MMrDG6IpOMabiGwp0vPqWxs8fmbBxVhX/yX34POaJRPTrgow8f8P52FSJJxmOBSMTD812OaiAoArFsGdsK0GSBSjqNETj88De/wUfvv4c1qtMdDRBTZcoLFXzfZ2I7+AJImoRpWXgdl/XVNaTQQwhcfNcHN2S+MkcqEUURNW59cW9qUlQitDp9FEXhvD59oK2trdJt1zH7bZrnVbSJysZMnI25OcaNA7IRDccocjbwmV1cY2T73Hn4hFqzw5PD91G0GOubGxzuHqOrGvlsisG4hxS6jCc9zptVxFgUL5SQA5W0rCEJMpLjo9lNDEaslFxSmoku+yiyhqj4jCyRsa+gxOIMRgNUScdtDhhYDhNLwrcCoj6U1RSb2S7C3h0uLZe5euUKvX6Ts7MGK8tFIrkkf3W7yuOWSMuLIMZKeKHMpO/gWyN0d8zNmzeRxy6vP7fMhZVZorkiu9UmkVKOYX+EEQE/UDjx4pwJDu1hn6HbRZ/0kHUbRRTQtYD50ixP9ns8bXZQYxU6kkJsAhkTJAkmYzg/AyMClzdNKqIC1nTISAKI4vTnBBEQbWRVwJBEfGA8me69Y7kUgR7naXXA03qNM0vlrDnBjcqEUQVJjfzqpiVfDsxbNz9ja3ONe3du8w//V/+AfrvJwf4u0pdfJafKhwGvvfIykVicXq8HgkS/3+fwcB9z1ObapTV63SHDvsPi/CKmabJ7dICsQH/YI56Mo+oyqyuzLC0toelRwkDh4sVL+LaN61jE1KlI6rx6yvn5GQuz89SaDYqFAoqq0u52GY0nrK2tsrq2huP59AcD5ADanQG1Rp1srkSt0UE3NI5PT1G1CAuLGbLZNIHvT9tMnk+/28PzPPL5LLbt0um0WFycJ5dNo6kS29sPWV1eoVKp0Go0sV0HXVPptpqMRxMuX7yIIorcvvU5sZiOqMiIIUR1DVmWIfSYmGOazTqbFzYolUqIEnzwwT3mZmIkk0nW11c5Ojqi2Wzy4osvcufOHQRBmJLnJQnP8zg+PaPT6aAbMd546zUIPD7//HMcz+fVV15meSXC3Scm/+Zf/yfKxRLZXJpf+/pXyWQynJ6eMj83R7vdZNDr0+/2mCmVSSYSRHSdjz78kFwqjW1Z3L97j+uvvMzlK1cYWhOqZ8d8+DcfUIjrpGIZtt4s8tbzF7l/6waHJ4fUzo8QpYBOf0wpP0fPSTKcOAzcKL6iUbgQQY5IHJwekM9l6HRa6FqMu1/cY+n730WKaAz6dRLlNKedPloiR+gKTAYTfDFAi0QIAlAlGdd1OT+vEZFELE3i1ReeZ7acp5zLcVark800WFldo9Nqc3ByjqqqRCIaRXOCE1gIUkgirqEZaQa1Q2ILMXJxlQIZ8ok8nx46DCcOoSpz98FjWpMJcxc26NVOyCgxxuaE/rg/relpAiEO3bbH8fkR3YmJmswxGVsIjkdMgKTio/pDom6bmNAhKzvMGiILc0VmZsugFTk6n3BUs7GUBHcGI2RJQw5NBEVGV3Q6bg9zPMCXQ66sVHh7YwZx0uHs5BAvgEQyiiIb7B6cc3O3w8OOTNcB30gx5fsJGFGJmKiTFeOcPj5k+3ifrfUVstEK6+vzaKk8k76JVzPo9i1UK0QLXBTfwXbGOIqJR8jeySmWC1vlWTLpGM1GnXpngCk5LEV19EQWRbWRQ5PeeMzpOSiKDcGQct5AFASQPATJR/MCZAvCAILAQhRlFBEUBSKpBFpmjvrA4tbeCXcOYYBFemGOfqBi+S6i93fg6JPPprmytcnDu3e4ffMmmXSSt99+m0qpSH/QZX3tec7Pz6eE7wBikRJGPMGzZ88IA4eIHII/IW4ozD9/FVUx2H6yy+HxEelsCj2i8rO/+TnZbJqXX34Za2Jz48ZnmBOXJw++IKLrlMtlFufm2X32mEqlwvLiHDc/+RzbdTg6OuTS5StTKdrOLjs7OwiiRH84IvSDqaOk2SIaj/HV5WVkTQUR/BDOT0+JxWLcuXOHykyJcrlMs17Fc13SiSTnp8fIssrZl3Y/x5qQSEyJMdZkwvHRAXs7T0GUeen687z6lVc4PDxCEmA86qHKsLqyPG0gWS6aqiBJU+mUZVm4tkO9WkWVpz7qF6+vcnx0gG0pNBvTh0G73qBZa5BIJHn33ff44Q9/yMnJCcvLyzx69IiXXnqJ0WjE57e/YGN9ja/92jepVqs0uyO++vVvYBgf85u/+es41oRuy6N6esLJ4QFbW1v8/Oc/58UXX0QRJeYrs9y8eZOf//Qd/sW/+Bf8xre/xV//+Z/x3JVLrG4uk8tGePr4IeenTSYjE98SWFy9iDjpcbZ3nz87+imqNKCt2+gRl+de2CJ9PgLpEn/z0QmWFkfPr7FdbdM47RPLCZwObSyxx3g0gY457czfuEtucYsvzs8oJhLI7phmp8ZoOEFSNWRZwrQmJOMpNtY2kESRs6NjxuMJuVQFkDg6PKN+WsMPBRxHpNWdcP/BNpIkkC0UmJkpY4cuTujS6rd5YWOZ1y6vcfLgM169skxG86ked3jw+JAec0Tjs9x99pTAMJCVCH4gsri8zul5nVgoki/mmPSHTOwxiuQzHDlY4xGLszN0LZcwmBC6DmXVYDFqUDECyppETtVZKcVIRiGeUomkXFpmh/aohnPWpO1mSBmLEBiEjktEckmnHMSkgILMbMrg+YV5Mqkk21/UsE2Yq8zgBy5Pd3o8aZko+QVanSpNyyQeSxFNpIiLIlLoENo9Gq0jcptZMsUk+myJG08fEPgS+fIcFy48x+lQ4rhxQr11jCy6LKdFQlRsJ4IZ2Mi6wXlzSKnZIylLLCaiZBSFdMRgY7lIOmdg9s6YuBoeYyYenDchHrUoF4sIqgKCCZKD6ljICogCSCFIkoc9hlwphhjLsn3S4sFxl2dd6IrQtkANFBw3xPFGCPbfhYGZTnG4t8cbr77KjY8/ZNBr0e00qJSLLC0tEXj+1KjYbPLs2TPW1jfo9Xr87Cc/pt2q87W3itbS/gABAABJREFUX+D8+IBMpkQ2vc4nN+/x4NE2mWwOLRLlvHZEMp2hUMjTbrUgCBl0WiwvLjNTnufo6IRJf0BDqVEs5UlGDWRRYH5hltPTU4yYQRD6CCFomoKmKRixOLVGnepZjZgRp1ptsWLEub/9eFqD9B1i8QTtbodOp4Pz5ZHH0PSpesJxGQ2GBJ6Pbmisri4zGo0wzQn9QYdvfetbjMdD9nb2kEWJVqdF9eycSxsXEPyAZrOJgMiljQtkC3lCQaDVaiGJAq5jE+IjCQLpZJzz81NOT0+ZnZ0lHo+ytLREp9MBIJFIUKlUePz4Ma+//jqHh4fcvXuXVCpFOp0mGo1y9+5dXnjhBRYWFrh99z4ff3Kf+YUC2VyR3mDIxc0NzMkIVZIx0nGkEFw/IGFE+d//l/87Oq0Wf/xH/5bvfOtbXNzcYv/ZDvfv3uMH3/seqWgEXQnIZdJ8+MkN2q0BS4sXKGwUycbTWL0utbNjqqdVsDtcu5xn4vTxAE/oYcRBlnxmZ+Lo+RJOtIDfHDIRZAqFPEtZlYNn91mYm8MZuqRFnTuPnvK/fuN1hr98h+O7D1kozyGGIRFdRZIVfF8gHjOIRCIMh0MS8TjPP/88jbMzyoU8e/uHKKJAt9lgdm4Bz5+2mpZW1slkk7S7LT6/c4dOv83WhRV+7x/+PmfPtrnz6AHycIQgyjS7bSaWSzyeZD5V4XgMM6UClqzhqjpBEHJer9FsdzENF02WMB2TEIdYVMO1Hc5qDSzfZWVti4IeJSb5zMYVllMyFcMhI3jEcZC9Dqot4vcDRp7KyLVxrBFhYCOFE2SrhzsxkeweqajLcsFgcSFOLpciFU/hDCX+5Md/gxFJsnnhOjcf3affbHJ1ZQstH8W3QyIxjaJukE5nMN2Q8WiI7U0Yj9pIAoRhQO/4hEguh5Evo0gat28/4pc3HrCwcpn+qE+geGQSGsWUjqbG8YM0bhjioyGEVSTBQHBdDCCOxWYxxVcuLuON2xyc9nEsB08CIwG+AM0uDMwATRSnb5mBgCiKqHKAqkAogCCDNgWh0bc9zgYOux2H/T4MUfANg92zFrGYQSIeQ/2fl85/BR8Z4MnjbTYurPL2229zdnLAxx9/zKjfo9Wo0Wq1ePP1N1BVlXa7zbvvvsvJyQkrKytEdJXXvvIyM/kcnmViRCLs7x+wu7tPrd6iUJ6nVm/x4kuvAx73793m888/58rmRbbW1yhkCkhiyMbaKgcHRwx6HS6sLbG785STs2O2Ni9hWRN29/e4/3CbiBEllGRM26GyoCNJErFEnGQsgyArBILIs509zs5rmK5JKpXAdx0kAWZmZjg9OeLx48e8/fpraBGJw709wjBkdXV1+jUayOWzPHx4H13VqFdr5DJ5vvbW29y7f592q0EikaDVqNPrdkmlUpRLeZSICoJEVwinddJQxJcl7NEEz7WnS25ZRCDgYH+PlcUlNFlGk2W6rTaSIOK7Ab1Ol/XVNarnZ6SSCRAELl2+zPn5OT/56Qf8g3/wfbRolF/87DbVepPTH/2MF1+4zGwxxexMkaODY65eusTZ4TH3Hz4gZkQJfZ9Pb3xCuVikWW+gRXTeeuN1FudncW2Lb/7a17n12QcoUsiLVy8ioXBwcMQn7/2YqKojeR6X1xaZn8tij0wa7SaRKCwtKESTKoIq8fjZY2L5GY5PT9k5OMWRBFLFKEOnR61+wtz6GulYjB59rLHL+fk5R7v7rM2v8ulnHzNqtpBEkWQ8SYDE0HSIJ5OIgsLx0QGJRIqLm1tEEglCUUJLJJgpFjDiCZaWV2neuoM1sSmVK+gRBTcMqHUaJNU8F6+/wM37D9i5f5vB8TG/8doVRqFCRDCYhDqB5KKpAla1QTmXZbfWwvUD3ECi1+sTiyamwGbfI5FJUSrmMAwdw9BxBQFzZHP35kMyRoSc4eHpY0zVpKFDVgY9hBeu5FEiSXwtzYQYVTvk1JlwaLUYj5tcXC6SFD1mkkUqOZFCZkws6TB0Ohw9fMrNuz0ylWtEsnP85P4+B3st0tEE+jjBwsYFgp27pEUXxdDQQ4eTWh27NyBUBTxnjCO56Lk4rcGIT+/vEdPjxOQ4tbaNIAg82bkFsoCuxxDsEKHnkVYEUpJPTJLpjC3K0QyjQUiv2yPiOuTyIpdzJmWpxq3TM/ZPGySicSQtjijaOIFDowudnklc1VDCEDn0CUPhy6PPdACJskRM8xlORtR9iZ6jMlYzDGSHga8gqVEE10bWo6QTceKxvwNHnx/84HuoqsqHH7zPm2++Sb/TptVqUa1W0TSNZnOqTsjlcsTjcXZ3dxFFkclkCpWIyAGyoHF8cMaPf/5LJDVONJGhWKrQ6ra5e/8Roe8Q+CGzlQWqZzWcyZi5QoXhcIQWlVhcXKSYL1CtTQ86oR9w+4vPmZmdR5Fkzuo1JFlDi8ZotjvYrk+n20OUFQ6ODpEkiVZ3xPLyDPFUEiMw2N7eRlUl8ukM5njCZDQiaujYlskL159nbXGZg4MDarUay8vLiJLAnTt32N5+yNbWFvOzc4zHY46PTkklkyiKQrlQ5CR/RDIeRVVV3MBDFUWCMCB0bTRdJaYbSGJIs1qj0aiTS2fZ3NzAnphUSmVqtRrRaJSzszPm5+cpFEpcuhQSBAHJZBIjGuHhw4dUKmViiTibWxdQNZmHjx9x+fIVvvObKp99+jnz8xWy2SzNZpVOq0AYutSqZ7TaTRKxOO+99x61Wo233nqL27dvcxac8eqrr7Kz85Q33pg+BH/y1z8hGTX4f/y3/x8CzyYe0wnc6XplOLJJ6Br1RpO19RkW5l7j7t0brK6UWH7hAm7rlPtPn/E3n9hceKHIRPdoWC16lshpbUIgydNIlxPw+PFTDFFh0uuRj8KTz97ltTdepf7wNkLgc3zcxs0MKc8tEogCjmmix1QK+SyeH7Kz94xGrU4iGePqpYucNhq0mnWMdJpvfvObfHH7LvsHu/SGfa6/8BxXrz9Po9Ok3u0z6HVZ2rrK49GYZ9Uuf/jvf8RvvPY8iwuXiJcmbO8dsFJJ8XD/hElnRD8cstd8woVrL9IZjBlPJgShR6xUxA1h+9kOqUwaOxBxLIuNUoGZqExCGSB7HbIqrFZgaz5HMZOh154wGtocPNtjr96j6YpMBInZUopSNsusAUl/zGxUIBUR8JwhmBLmyOf8uI8/VogqeWQ1T8+tYibnCBSZ2/UOUmXCQmWOZr1Ot1bHDdrQMclrOkY8Tc9WOe/XMZQ4ijhib7dNMeWgC2MEE1LJCKrhMLL6mK0JgQRqPIGuaziOiT2aoERjRFNZGrUjfHPC5maar792gatzEczhgNPzI4ZjyGQjyLLMuO8zHjtgw2Di4AcGoScQICKFAYIwvZaLgBiKOLaPklAZdz2eHvY5s2MkKuuoUoxGq4kiSFi2S6fTwXd1Mr/qgdluNTg5OWF2dpaf/vSnrG1sEj57RrPTxXZ9PvjwY7YfPyWfy1Aulznc2+P2zZu89dZbEPp4bshk4vD+L29QmVmk07fodCc8ebxPNBFFjxj0BkPa9Spffes1OtUq927fwdATRI0UqxubqNEIoeeTSMXZ3dtjPLEQBIFms4miKAiCwG/8xm+QymT57PPb9EZDgo7P2UmPmXIOxw/oT2Bubo6trS2OTw4xzTG6rtFttnj9jdd5sv0Q33MwDAPP80AIsOwJ8UQM0zZxbJubN28yMzPD/v4hFze3uHfvHrlMhmw2i6JJiAj8+re/xY0bNxAEAUVTmdgOo7FJuVTAtm1SyTjjyZDJ2EQWoVQsEODjfpnTXF9bod+fXnNPTs6QQpnF+QX0iMpwOOT09IRSqUCzWScWM4jFDCxrgq4buPYEWRD46ltvMDInzMyUiC1kCX2Xjz78JctLS7z84gscH5/yk5/8FM8N+OV7H/D3/t7f4/XXX+X+/fu88frryJLIv/vjf8vZ8TlmKyQw45QKOYoFEYI67dZ4mo3LWqyuK5SKIw7O9/jm978BjgcjgWdPh9x/ZqMtXuR+T0HPFgk6NomExnwqzWjk0W0P2G0OiMoeoT9GNAdsZCNoo0MuKtdoldNUJz6F9Ri1Vhuz2SSbn6Ha7lDrDVnf2uK80aQ/HJHOp5FUhU9uf47nuxRyWY6qZ+hyhGIpz3DSpdttc14747xRJ10scvBwGwGJOw8eMZfNcdQdMBIEHlYnDG2RnCGRTkY4Pd1jJpPCDUFxVHwlgopA3IjgBwE+IfVmC0GV0aJxfCQmNsRkiRdmVPJel6UZnXgkTznpIYd9jrdbtIQWmTSEokpGFCAlcSGZJl2eIVRFBv0GMfGMsNcnbWqkk8t0wzjbRw7P2hK9XoWFZIaN1Dw3d884O64Tv7xBtV9jcrLHm4VXeHLrMQUlxrXnNqke1YlUYnQGIxL5PDu1U+xRH7PRI6NEyc3HEO0QNZDIL5TJJg2GToOBZ6NGHcQgYNwcMFQFtHgWUxSI+SG90wMyDrx4Bb7+1QWcsMePvrhPiMLy5U2SxSHtzoAQH83QscYTInHo9sc4Xgo5gIiqE3gu44GHY4KqKSiqgWH0Oes7TBywQxi7IbIHA9fFDkQ0VcfzRyi6Tiz2d8AaeffuXQaDAdlsFkEQODk5wbQscrkcudzUI/PgwQNmZmYoFfMUymXS6TQbGxsE/nQQXLw0j2oU2T865/D0AYOJxePtZ9iOhSh5vPqVl/jOd36dpfl5PjhvgKAQMRLkiyXOzuscnZ/QabXJ5TNEYnG8EEajAbogoOoac3NzqIrMkyfb3L37BboRRUQgnVQJQo9GtceFhQSj8YBbNz9FMzQubW6xu7dDsZin0azx3LWpU0RXp/7k9dW1aU89leb45IRkKsU//af/lHqtQUjAeDxhYWGJh/fuT1W/4yi2aQEVYrEYqXSC09NTxFDguWuXcMypVfPRo0coosAf/PN/zGA4RBTlqSHzvEqj0aBarSLLMoVCgUwmQyqeQhAELl68yH/4D/+e4bDP/MIsiaTOxBywMD+DJL7Ip59+yvHRHrOVeXq9AaNBl143RmGxxONHz3j77beYmSnxR3/0x2hqhH/xL/4FR4cnOI7H48eP+cUvfk6pXOC1115jb2+Po6MDWtUe4ThKVIqgSdCuHuDaIaUibDwP168X6Q36JJIWhdIqeGNQk+BpIKTpD2s8btlU3TaZgoOsRrGGQwJHpFsb0m52WazMkUvIBMMjrD6UUgrFWBJ12Oba/Cw5M0RO5fn08zvUu10k10byPWKajOD7qIpEEHiMzBGyrxBLJ5iYI7qTIc1mk8B0sUZjsvk0pS8fWpqmoao68wvLNLs9bD/ElSMYuTih7/DgrM/eaYuybvOtK3nWlwoEWo65tRTPag7DR/uM+z0cUcEyx4QCuK6NORpjuQ6242FObHTXpH9epZIMSMszxCVQPQ/B95FCEAIo5AzUSAI31OmMTMZWgGS1UEKVpB5geyMSRYm0HAFnzMCSCUgRBALtbpdkTOXWp3eohwKJeJrdwwPKy0XeuPIWX9z/jG6tT0KJ0xtaJLMFIloEMwhptFv4gcvW1hbtYY/+ZIAuKRTKKXKxJBktSkyVGJoGhWsXSSsh3Vad81odOxQYBxKtTpNObcjlJXhxLcrWcp4IAx7u7vN0F7wQsi8MqcxkSSZjHB0d0x/0kGSIx0EURfwARF/Esh1828LzpiF3w4giyBq6PkR1AxJqgnh8TOdsTKPziGhhicWVZYJxB9H0EUQZQfw7gHeLxWLYto2iquQLBZaWVhAkkcePtjk+Pub69ed54403aLVatBv1KehCEKYYeUVlOHbojR3USALTPsWyHAxNZzIe43ku5ZksoefjOT6np2f0ulMowN7hGY3uEC1q0B+btHoDPAE8L8S0HFw/IJaYtnQCoNls0u/3KZVK5Ap5hsMxnd6AlZVVErEjYrEYpjlhcX4BWZM5PtrnjddeYW93l5XFBazRmNnKDLqksLy4RKvVJAgC+v0+yUyGfr9PLBZnNDEJQ5/Ab/LGG68RBCGuZZHJZKhUykwmIyKRCA/v3WdkTrh+/TrHh/skYykESWSmWECaKVM7O6XaqKNpETY3N5mtlKdQksNDGo3Gl/6jNKfHp7z+2pvs7++TTMZJpWO0WjWef+EaV69e5i/+4i+4dOkSr736Ijs7e9y6dYPhYMzs7Bw/f+cXvPxf/TMcZ8Lp2SHvvNNHlkWSySS6rlOtVul2p3T2ZDLJxsYGYRhy//59IpEIX/3qZQ4entM4OcQcDpgrq1ze0Lm4mUGLTBBEl2QlD3oaZtZpfv4URRWYjEK6vQnn5xaWohOLlTh89JRE2qBSmUPXkjA45xtf+TbmeML2/Rv0m11WygKV2XkG9TN+8f4NvvuD3+PWO+9S1qLIgYtvmgSWRVzTCDUNQpe5Sgk/9LE8FzdwEGSNRrtBJpPiwuY65zsnHB0cs+LPIwghJ9UzRFWhb9rkijMQymTyM4z7QwjBDRQagy5aYNP0Glybcdmay9G2fXRRwLMniIGPH3gIijztLwshoiQROBah5+MHIYow3U2LEQkjH0eMJRjbI/yJQDwSIVPpE4sqiIkYduhh2X1s38a1HNyxjBRJoidiyOkVjFgEBIXQFEknkqhijq7d4X53l3M/QjRbotVqY+GQj4VERk2sswYnO0+p9TRm54uEsk5UizDs96n2WlRbNWRdYVnPYo1sBpMuI9/BtRr02wqnfoDoBRQzRcx+hFNsBGyMpEZC8si6QxaSMPvqAsVMjFRUptdpcefuGbUqFDTIF0C2h0RzKTRVY9jT8S0ZwfeIRyUiqkKv10NngoWHa4JtQjwuYRjGVHesKIzHNkOvRywSYX0pT8yN0ZhYHO09Ix1T8cd9BFdElkLyv+qB2Wg0WF1b49q1a+hGFFXX6PeG1OpNHNfn6bNdXnn5RZZX1kin06TiMQh9Bt0urU4fPZbm83sPOT2pUq+1keTp7qrRqBOLaYz7Pe7euU3gTVhcXCCbK2BbPruHx7ieRzSTxPYcWs0OZ7U6EV0l8F1EUcCxPWRFwjRNTs5OEQSBcjFPgEin1aTT6zMe9tm4sEV/1CcVj1I9PyGXy7G4MMcXtz8HP6Adi/Lb3/0uT7Yfk0mmePToEfXq2TSQnojx8MEjJEGk2xny53/+18xXSjz//PPUag2+/rVv8ODhPaK6Tr8/5KOPPuDac5c4OjpieXkJezJBV1USMYN2r0smnSQMQzrtJs9duUq/38fzHHZ3d4lGoyiyzMrKCpKkkEpl2FjfwLIs0ukUr772Cvv7zzg+2WH9wjJrK4v87t//PtsPHyEENkvzZQxVYnv7CboCuZTMk6cPWb+whmO7dLtDLl26xO7OIX/2Z/+J4+MTZGn6VUYQQm7cuMF4PKJeb6LpApPBkK3FC2TjRZ7busjzl3PIegvsM+xBG0EWIJ6AMIK3e8qde0+QpRS+JxM1kixUMgQDjYd7B/j2ECfwOOztkMnMEJVUBq02yXiMuXKJQspB9Dqcd0ekUhUePn3Inf1TcsUio0GPWNQg9H1OT47JVWZIpHIkUknOWy1sa8RoPMJxXZYWZlHEqdb585ufcP3i81jWFC6tKjIRTSWQJCaDEQ3qiGqEyuwC9bMaJ40WSU0lIofkojrtocvT3VPWyjFarT6ngw77R318RyUUPEbjPlpERhAgFEH0LPRgGsSOGBpZwaBUFCkW40iSxGhk4vgmuhAlEU0RjclM7CGdXo+JDRFdJpVOgKMhBRq+qxNKRXbrfYLRgEwsTqWsE43IxKUBrlNjvyeST2dp+j5IIS9fWCG0G9QOHlBJpnHUJG4kSk+Ap4e7tFsNdF3DmMnTGbR4/7MbhLhoUoihwMiycUIPTRCIyBHu7e6xPDdLVJqA1URJS2TzMUqzKSqza5imiTkacnrSpHXeYNSAmRjMliLEElFsWWDYrhKgkk/F0EWB2mmVYdcnpU7hwXEVDAUcc9qUjMV9ZEXAD0MkSSKRgKip4DaGYLmUs3lShSReKNPvNnHDkLFlU2t1ufCrHpiXr1xjc3MTSVKontdJpVKYjsPYsijOzCAIAn/1k3fYXF8nn8tw48EN5hdmWV1exvar9CYWt+494MnjXTwHknGDTHYRWfYolfLs7T4housYusJkMqI3GmIHHqEkk8kVqLWaNDtNmvUmkYjCxa1NZAF63Tan1SqSNM0wqqrKZDKh1x9gey5+4JLNJLh69SrD4ZCNtSUGgwHPf/0tFEXhRz/6EYN+jxdffJGl+QV+9KMf8Y/+N/8Z7//iXQ73D/j1b3+bw+NjDms1Hm4/Yedpl3JJ4eq1K0QNg52dPQRBYjKxiBpxkvEoh4cHqKpKKpXitTffwByNCMOQN19/Fdt0KFslqtUq29vb4Pu8/94vkCSJytws5mi6c0wm03ieR6vVYtDrcunSVR4+fEgyWeK993/Od771a6ytzvPowV0U0aXf71HIJZHlLIeHh7zx6vO88Nwlet0BieRrrF9Ywvd9arUGzfY93vn5O9SqI5aWZpmdm8OyPMbj8d8CkdcurDE7O4NlTZgtZjE7dfS5Ai+/fAGyIjzdpX1yhohDOl8gqIMYNXj3vc+o1k1ExScMBF56eZ63Xsvz7F99xMV0hfNeyHmtypWvvEG9PeJofw9FdImpaRYqaebnlun1mxyeHBMoeRrRMndbJq9fucj925+ytLKIGQbceXSIH3j0Om364xGXrj3HC4nrHBwfcfPWTQTL5JUrlwnDkL39Q86qbfKzFWrnJygORHSd0WhEEIoMWi0UPco4msQej/FdB1sKkRBwUFEVAS0uYPs+I8tlOPEwbR/fDxmaY4aWRTw0EEQPTfYQrCmpRxFVoppGWhLRQwcZG3cwwBs1UEMIpSGuN43WpAs6cghRHTLZAoaeY9T16XdMRraEo2b5YmeA5fg8txFhTgmR7CoJ8ZTZSsDN/pDPtz9nde0qSQlGh4csZTTGEzitt0jNV4gXs7zx1uvUGjUc3yES1XFci3/5L/9b9KSBoSrEdBVF8DDHPQZDD8IQ0Z+QXlhDn8mTsw+IWj5XliPMzeepTUIe7h5R7UwwewPUsU9WgtU8LJQrGJE0PbOHY42xgwEIOqoeQwpcPBt8CxwLwtgUPaHp00OPAFMwh2AjCAqKoSP0bRQxJBURKCJDQmIiT+lFtZMuqiyTL5Yo5LK/wnH55cD85je/yfb2Nn/2539JtdHn1VefZ2l5lbPzGu1Oj+XlZWLxJMlMhngyQSKdIRZN8ODBQ37+3gc8PugxtiAZl1hcqDBTKLKyMM/2owGnRztcubiOqor4gcn+QQ3bgUgkSTSdJJRkBpZDoz1AVnVW1ta59tx1zMmYfqeNbU3wPIeNC+skUklOTk5oNFvouo4gCAwGfeKGQbN6RhCP0u+2WJyb4W/efZe93T2+//3vUszl+Xd//Mf82te+zjvvvMPS7DwRTefRg4e89OqraOk09x4/4dKlKziOw7A3YDSeoBtRtrcf02m1ubCxxnBooCgKb775Jjs7T1m/sMqtzz5jbXWZP/zv/nvOz8+n1/pWl0w2w+bmJplkkr3DQ2KxGIPhmPt37uKF0Gq1UFWV9bUNzs9/hmEYXLiwyu/+7u/w6Y0P2dhcIZ1MkE0nqJ4d8ld/8zPS6TQvXH+eykye2lmN036LdDrKo0cPpg2mUGJ2dpZCfgZF1lGUCI7tEo+n2d/fZ26uwmg0oFo758aNj6jWznjh6kXmclEst8P5fkDyZMKotk8yqqIrBpOuhSMqpFJpxkOYnV3BDQV2d/fZ3Tshpqf56ldWuH3/mHI+hacqdHpDQlni8vMXUAQfe3xMPpamkplltpTmuNrm0VGVrqhR83wCXaVvjogLPtlijkK7xcxMCTkaw/Z8Dnd3KFZmSBkRXrx8BXM8pLp/gChATFNxg5B4Lker06JZOyMTizEZj6nMzKEbUY5O6zROjzFUidn1FXRVZDLsEVEkKplZrr1Yods6pTcxGVkKfGkD8L2AcqmEOe6ghC4JRSAIXZK6ioJPQglQA58wkJhMPPr9FpIJqQTEYpBIGoxtC1GLga4yMKFeC+j0qlSrfRwTJDUL0SiNvklmNk0sP4Mne3Q7VSbOhFg6ihbKJLQ4X3njRUYnZ/TvfoIYK5OPZ1EiIZ5hYIgC0cmI4wdf0B51yRYLU9D0bIWd7Wc42IxEAU0REQQRRVYRJR9Z0RC8Ea2zFpXkiBc2S6yVk1RbHR48a3LQhGy5TCSqkTUmzBgKM6kYohLhdDCh1e/je0MyBRlZEpj0+zi2RzmvEtehmNWJqQ5RxSamh3gOmGPQIyBIFn4QIggh7baP6fmUsimEIMmZadLoDvHVOJosEYvHSWWyxFK/yhv5lwPTtm3Oz8+n/pyIyP7BEW4gMhhN8AKoN9tsrK8yHA453NvD0FTi8Tg7z54gKwoLKyVsT2DY7dFqNRj3O6higKGL6EoSx+ojoDCauCiKRiKdZmL6NBsdzutdDk6q2C5srM+RzGQJBQlNj7C0ukLgOXiOTbFURlFl8vk8mqZhRKNYlkWjUee9X7zDV7/6VSaTCRc3N/iTf//v2D884P/yX/8fefLkCf/6//s/kEql8L+UKj19+nS6x/viDtdeeIFnz3ap1hvs7h1i2zbXrjxHIZfjcP8Ax/bQNJ17dx/QqJ+Ry2fYvLDK/ft3ESXI5XJsbl7gJz/+a1aWF0ml05yenqMoCq7rcvnyZeYWF/E8j+3HTxkMBlQqFSbDAW4Q0m636Q9HlEol/s//9f+Vf/yPf4+IoWFaY+7cvcXR4RN+8P3fIpeZou6ieoQnj+6hawbXrl4EUeDxs1N0I0Lgi9TrVWwrpNsZ0OkM8L2AIBDZ3a2jKNNle8QQyWaTZLNZZFnm0f3HaH6fnGrjJTzMdoeIqKJrcSQpRBZD0GRi0TiSHEWWo7Rbu1RPj5mb77N1cYWzvsTNnTptW0ULfHrmCLP6mPWFNBlxwmoli9Xc4aTWo3l8yDjQiGaybB/t8JtvXCKRz/B4b4cAgVQuTaFcYHXjIqbl0my3ePz0KYf7+yzOzxH4HulMCtu0kFWDtQsbCLrBxqVL7IgQlyVyqRRbGxvE40mG/QG2YzNXmadQKOC5JpYeIgo+pXSEbKnEpw8+pzs2qLbG9M0opqsAMql4imRERJMcMjERb9IjE41ijyxk38QejvDjWUaBguu3yCQ8UmWFZNZATiaJmAEPDntURwonA5XTXsBxbUS95yApGsWEz0z3lExcIh3R6HbOudW0mIzGNMdx+oFCu1EjX9AZnD6ltn+G5MqcNCd4rsPm+hpOzyUfuEQOdsk1q7iDHv3zU/bOqpRsgWzlAp7tY5sOlmMytidMfIFQE4kENhmryqUyvH3xApVMnNtfPOCTL2xsHSrLCzh2QLmUpZwISaghluBz//iEuwcDfBO2clDwQ2QRfMcmGU1QKZdIJxU0yUIXRwROB1U0iWgBmj4FcIiSSxhMQxeaBqmIgusHmK0qw6GAoecpzM1wVm/gui6DsYVPn2yu9KsdmO+883Pu379PKp1hfnGFw+MTzs/P6fUGdLt9qtUq+7vPmCkXScZiCKFLMZ+e7hNLJcSxi+OL4LlEdR0xCAlCB1EKUUSJTCZDNBnF8nwkRefwpMHHn91lMoFoIsrsTBZd1VhbWyT0bKpnJ+iajEyGs/MTTo+PkEQRVVX+9s0yk8kQjcdIRA2+853vIAvQ7U7fSH3f5w/+t/8F7777Lnfu3OG56y+wvraG67o83dmlXq2TTiT5/t//HbSYweWLF2i1a6wsrxGLxbh9+w6PHt5BQuJrX/8qT59ss3+wS7Xap91p4jgmV5+7ztC0ePnF5/j89hdU5ueondeZW1zipcrUIwQCB8fHVCoVwjCkkMvT63fIpJO0Ww2iikwhlwLg/v27VCp5Ht6/x+tvvILnmCzOzVOvnXKwt0/E0Llz6zZzc3Mkk0ksy+Lk5AhEgfm5RXRdZ3Z2kbt37vHo0VM67Sa+H1Kv9SmXC1y9Oj91I4kixXKRra0tYqkY+0+20RI5avsNDs57pCIppEgEx3Mw+33Gtkcyl4X+kOHA4ejZDpnSMtU+mDYspmdomT7HrSGikeCrX/kqHUumP+qyt3vIqHvG9773bUTX48NffoikJkhG4zx7doQiyEQUlduf3ycua5xXm+RKJcpziwwmJrv7ezx4+IiNC+vkknHsXIpMPMpgOGZr8zKtXp+jeotWtclJtca1SxfRRBVRFFClEHMwYNTssJiv0LdcijMr2IFDZ9AkrYokfJOI5dDrjjlr+mipJAO7ySD0cZUIg4HD2WmVlzfniQgj8kmRkewQ0eM0Jh6mPaTVb5PP5nDDCHI0TqoQI1FR8XGxLJ+jusOHd0b0fJWhqGFKSUgkiKgWggSCLLE6V6YQV3E0l+2dI8bDAaVCkVS6wLw84p9trXNWazOo3mdF18luzOIFAgPfQDDSzEUNDEHk4MljckLI/EKFarPBzvZ9IpEEiiMhKTqyoWFrIkMlwBMk4rk4cxmRq1mXy8tFVC3Nux9+xs8+tBGjkM7leLDXJZtOoBg+rX4fxx7g+AJ75wOqfVjKQSQCgetje100EWYyEnMFGSV0sMwuas7A6sDEU1FVFUSRUAoAm9CzEFBQAMVzySrwwkqOLSXD4/qE/ZNt5gpp+g60Oj32TqpsrP/qtpgywJ3b98nmsqysrJLK5AhDgaPjU2KRKJ3OkMEQZgpRnrt0hcWFWfBsnmw/ZKZcIhZNcHjjC9xAYL5SIarJpJNJfM+m22wwM79AIpGg3R9gebD/ZJ/2cEJ7BJIswGSC6o+5eOkC33jtOcIw5PT0lExm+uo9jkcJyiX6nS6+5+NaNufVUyajAi8+/wIU8xiaihd6GIbBeGzy/e//Nr/4xXvcu/+Q3/37/5DAh2d7u4xGI1zXozi7gGma/OXPfsbvpn6baxfXKGUiSJLErS++YNg65q1XrjCZWCTiApLoEk+o5AsLnJ6dIWs68WSW23fe58LWRf79n/0V9XqHzfVl5hbX2N3dJ5rM0mg0SCdTtFvTo8/S8gK3Pqtx/+5trl+/jmmOMeIa3W7Iwvws+UwaQQyoV2voqkSpMIOEwBe3H/LVt97Acnw+/PhTYrEYsWiCi5cvMegNOT9vUMoXufXZ50SjUS5eWOWNr7xCrdrg5s2blMqzrF7YQJQUIkaM/aMjat0e47Maju0zHnk0bXC0PLGZVRjIHO5us7kUYTL0CPwWhdgaqcgM3VTIaVdAnVnhzqM9MiOBpx/cQ5Z0tq6/CC70d3bw3TaXMyqKrnF2PmH/pE5fipBQDTRXYzFbpGt5ZHI5mqc9SCa5sHoN2/fodEesb21ycnaKpqk4kyHWoM2VzRWGozF1x+asP2a/PqTRGPP2Sy/x0Xu/RDJ91uZX2T/YIaJLCJZNVk/QMwPM0OCLnRaW5ONOhqiNXd6Ih6w/t0rjuE1/InC0f4pcLDK0HFKVMhEzQvPpE0qqRsztETTq5AyD2iDkoDUEw2b+4jLjfkCr3UfwW9guJLNxErEETx73ebw3pj6QGYcxsrMVlMAmqk1Yymt41pi5bJKEaDO2PHaqfQ7OWySjEuWixHxa4loxSTEXZxB3GBdF/EBjFPgMlCLt2AJ9R8LVdcb2mKVCBnfSol07JFVKsVVOU2+18EWFg5NTAkEgnYywWBLxgwBzckzOEcg4CjEqfPpkyI/ujzBnMhzWO2hnLul4mmbbZXfYwBOGKKqOQIrO0MfQJ1TKGTJRDznsIOlQKEApM8Zu3SXwILZYxm8eMbBBz6xhyilq1Q6GMqGcHYLdR1UlKnlwXUhko4jRCAetLr2wS8d2SZa3GGt5np0PGHXGv7JhCV8OTE1VeeWll7l05Sr1RoNGtUE+l0NVNDKZAdlMiq2NdeYqM2xsrPPo3hfous6wP8CIJ/nKyy/x1z/9Ob1mlaWFOVSJ/x9z/9kkWZqeZ4LX0e7Htfbw0DoidWZllpbd1Rrd6EYDaAAkwJ3lzIAYLMdsZ21pa/sDxsiZNZiBHM4AFEs1AAmi0QKNRsvqklkisyordURm6PDwCNfyuB/tZz9EsW3/QfF8ii/hYRYW54r3ed5bIARjPM+hUqmwu3+IGo7QG1rcf7BNawBqGNL5AqrgM6kHREMKw177NBmm0yKsKeSLJYrF00uUjY0NZianKZcPiUaj7OxucfPmTV555SUkFfqGgSIJPPfcC3zn23/FyLL5h3/4P/Le+zfY2toiEAUkSeHchbNEIhFu3bpFWAhTqVQwGkdk01EESaRTO+aFZ5+gVmsgiT6jfptiIUmtXqFQyDA5XSIajWKYBsXJEq+/+SbLqyucvxhCFiXuPnjI48ePGfaH5PN5pqamGA4MPM9jeWGRs2tr3P74IyYmCmSyKe7ee0Amm2I2nqSQzXFcOUTXQqytLtHvdahXa6wtr+ONRV5+6VXeff89kskknV6XO3cfsrCwwNzsFPWTKpXKCc1GjW63y+XLl5mfmeXc+TPYjsedO7fYeLyLpGgIikYoHCORyREJ6cwuZtFVib4j0DZF4mqGjgu7VZPZyRL1mo1YH/Bo94jNyoi2EKY8MIgXY8ixLKsXn+Xxxh6bW4eUJiY4uzRDNjFN4O4z8hzevfuQUaDRH1h4rsB0TCMcDDGtgJnMAr1aG89xkZXTLvIRIuWjOh1zDOEETWNEWIEzC1n00DRvvvcxtcMtqi2XdHqKx/d3ePn5lyhXKhxWdsklNHrVA+rdA5auPks6m6W5dUKl0iTQVDL6mFQ4TEQwGVsOR1UXNT5BXpExIzHMxjFyYJNN57n0xEWqB9s8s5Qhlspz2Opj2ZApLuJHRpi4eN6Yen+IJkEiDZYQZtByKTccuiMV11eIxBM47ghNG+M4Q0adAYlwBMcwOBq5xFIZ2p0e9bpJajFKOhkjqglEBRO5e0TSNckVc4xGEnUSGGKcx0cdhkKMYCLFwe4WYW/AYilBPJ0jsHuEZEilZsiXJjjTmsLxPfrdOr3WEbbRJlB95hKwWBDIpKG6McKI59h2LB6bMKmpdE2XdCTEyDQwkInKMZJyDltwiPp9BKtPdqpEYHTJZMboMej2DUqZCKg6rc0TtmtQWNbRYjNsHRpsbnaYzitEIhKuBaogEFdhLEFMsoEhccEiOjZRXDD6LdxIhEQiwYIW+/SB+Q//hz8kk8+dpvucnCBJ0qkNsFTkM+uvcP362/zoRz9CCMZ84+tfpdNq8OD+bVRJ4uLlq0QiSSYnCgjBGFmWaDabTJUmmJqa4uTkBNf1UDSfZDzGs88+yUGlSrs/xHIswnqI4/qpm6fUGZDNZpmNZvCDMeXjKqFQiPLBIYqqcfOjj7EdkzNnztD5eMA3f+03iMbD9AdtLl04z0Quzw++931GxogXX/4Mb77xC+qNFpIIxsig3zMQApdisYgeVpiZKTFRzLMyW8Dotbn/YAPDMJiZm+XkpEKj3eHkuAaiQCqTxbHN05bEkEbtpMILzz3L4vwc8ViYbDZLq9HAMh2GwyEbDzZJJBKk02lUVSWRiNGsVzHNEfOLC1Srx3T7HaLRKOFYCnNkwzggEomcVmiMAx4+2KRyXEFRFCzHQVtawvcDGvU22XyOiO7S7w95//oPyedO1WmLSys8+eSTvPfee/yrf/PvmZuf5/zFy8wuLlOaWuTNd6+z+aiG7daYnW8jBgFXzi0zkcuyefcmtYPHvHhtjaULLyE4fToBBEmJIFEinD5BaB0TFkRiNiRjOpu3PmRxZu00Md8eYA41tOkEsYzOya5HpVrD81wkSWI0sEiIIvOLCpGxwq2dFr3aY+qNLtlEitligaEzwB4GPDI8RrEc4UQM2W+hjRrY/QPOT8zSTFvceLCLsecRJYI9Vnm0f8xBZRNneEJKGnJuNsorzz6JoGl8/703Ka0s8OrCDEZnRMoLKCpJEn6PfdNGTyQpzM0Qsh0qpoVb9zlpnNATDZYiYWJBl3C8RCISx6oadPo2TiTCyBbo97rMplIEfkBCUlCiWfwgS612Qr3q4Dkyojgmn1VwFZdIKkarZVKr1Rj7MRotk3A4TK8zwB3UmUvDtfVJVhdL6IGBP3JodWqEpDCmI/LzuwccSS7SRI6tWgslIfP+a2+fJiVFJbrjLmG/R0SwSYYFVNmnaY0QcMkkw+TjEiU9QUyLkVB9ShMKbnebjnOHDw961EIxymMXdLCzCsPekEg6xdCS6IyjjNQonheQkFxm47Cehag+JpmfwxZbdC2DZDTJgAj9SofjPthRaPgRdnar3Ly9R3l7gHchweJCCl33EIdjkrEIMGYsSPQMg97AwvVBDUEQnAbaxJN50oXUp8nLU2D2ej22t7fpDgy8sU9U/+RC5aRKJpNC0zQmJieRhIBfvPE6mXSSdCZHIZ/l6LhCNOWxMDdLIhbBHA3pdzuk0gliegTf9xEECcOyaXb6SJrOyOhjmxb+WCBZyIMqMbR8Pvz4IZIsIojiabBGNMr5c2dQ9Qg/+8mPOH/+PJIpcvfePYqlCaYX5ni0eZ9za0ts3r/H++/dwB2PeeWlFzksH+BaFqoI5eoxQRCgSBKPN/Y4OS4zOztN46TC5sY9Dh7fxbWGBIgUi0Vu377NYDBgaqLE1NQUt27dQpFEXNvk8uXLfOkrX0EURRRFo9frsPVok53HAft7h0xPz2DbNpVKGdMcMhgMqNer9HqnetFkMgkEjEyDeDyKICvs7JSZmpphbmYWyx5hjUwieoxsNktpskg6nWZvf59HW9t8+Stf4/o77/H+jY9YXV3FdX0GwxGS1GNqapLHuweMLI9cLseXv/qrVCoVtrb3CEcamLZHJlfgd649hxwKYzs+N66/jTgeM1kocNv2eHDHw3HuE/nyq/Q68PjRBgvzK/Qff0yl22b17DLhRAbL87A8n8pJndWVBVKxOPtHFVqtMsf1gER8BkkOEdLiSEGdfr/NsAuSPmZ5Ksoz584SSz3mw+0atigSRHWS+TzV1gAfh6EloGSShGNRVqfyuMcDdL9GUY3zwkqKlCTi22363oAXf+U3efvGdSYLMZaKOdTBEU+cmSJfjPO//9lfY0QFCtkVSnKMtmcTHUEhGUdQo4xGBpH8JOl0EsloE4xtrqTCDIMxZrtHThOYcML4YoeBG8LFxg08On2PWqeJ6xqUEnFCqoympxCVJMZIodVyGRggaxJaSEBUA0JRBSdwaZsmbUvAEWV0RSOlq/TqWxSjcPHiPEtnlhAUmb26zcn+CVk5IJdNsrs/4Pt3DmlpY4p2Fm/sowo2DcsmHInRUwWsgUEw6BLyDBKaT0TxWZ4rIfpDfK/PeFQnIZlEkiqe69Bv+MQLOls7PfYa4KRV1KiOlMiRlMPYwRhN18ilUkiCgtE1GA26zOg+l2dVLi2mCIsSkqowNGXQcoxj0+w1+jSafWK5OaLpKNsnTR4cHPDoYEC3Ddpuj1JB5sJ0klHnkIyuoOs6TiARuGMi8TDzeoKwkOE71x9R9cZEhSiFWOLTB+Z//PM/JwCSyTTJTJrV9TWWV5cYjUZMTEywt7fH9PQ0yXiU2x9/SK/fJ5WMM3JsTpp1JpQIrh8w6HVIJRNMTEwwMvo0T2p4Y5cgEIgn04iSjDMWKOSyzC3GMYY2Yx9sR0ZSQ4TjGUQJjP6AWqOBKDXQdR2EMdeeegpVVZHTSc5fvECtVmVjc5Mrly7hGG3eu/4Ox8dVFhaX6bQaDDpt4noM2xqxMDPF7Owsoizg+z6WZeF5DtlsBns44MbHHzE5UWR1dZXR6BRYkxMldF1H0VQunD0DksxnPvMZnn/uRa5fv87NmzdptVoIYsCg2yGdTuM4Hqos8vZb16nV6szOzhMKhYjH4/Q6HfrDPmMB1tfXCPCpVquU8jkWF9e5fv09XnvtNQrFHGdXVxFFmcPyMdGYzu0791lcXCBAoFbvEk1m0fQEmp7gcGuLickZIqEw8USaR493eO+DD1hbW+PC+Ut0B0Mm03k6vR5Dt4fjBty7/5Bmp8OTTz3DN7/5TZxWBU1VWVhYIZcbEAQBHz5q47sBpjTNnYMeezsHqCrkpicJnC5nl1apVlrMnD1Dc9BDGluUUiHy2Uly81nQAro9g27bIBWLEogBckklHQ0Qhiesn13BEWZ4dFLFzs3ixyZpiFEafhj0DIVoCi1XIKRZmLUdlhI+c0mXnNgmmxKZe2KJiaxMZZzkQeMene4milHFCeK8eHGd2UKRd+7cwXJBj09SOWoxGZZ5em2dpcwEx/Ua7+89oD7oYwk6zaHBSeMRtgqGGsYTx3QHe0QdhycXc1juMY4VYjjuEk5GSSkhDA8CT2PYb5DK6MiihDEwkR2X/shlLABKCEWTaRlD9HCKo0abvdoAW0ngiVGmShNErUfoos+1MxlW12fY7TQ5rsBB1+WDD6sUUhlm7BCPDtrUYosIeprd8j4ZzWU4bDK/contaptevUkuKhELRanXOkjdHpPpCPs3PiYU2GSjoNhQ1IF5kNIKUTFDcxDlw41tTBs8I4bgOqRiIczKMToiIX2EJusIqgieTVQ0OVOKcH5aJBf28Qj48MEmI1UgMbHAbtvA9jS06BrHgxHbW7sctAwaI3BkGRI+TU+gauicVSZIpi3CgoUgKSiyTlQNEVYlBEPDc2ViyRyt/hjfcRkNB5D+9MZyGeCzn/0s/X6feCKFaZr0Ol0MwyAAJkoFzp07Q7vTxDRHPPX0s3R7bcJhjUqlTDqTQ1Fk0uk47VYTc2gQkoVTO+PYw3c9zpw7z9C08YMegeOTSiaQFZVEPEU8niQYi5TLZYamhTUysW0TSVJOE73bbSxzyHDUw7VsLl++xM7uYzKZDGurixwd7fNv/+RPOHd2hfJhFcscsru1ddr5E4liDj7RkeoqOzs7PPXUNRRF5s6dOySiGrVa7TTubG6O0WjEhx9+SCqVQhRFtra2MAyDlZUVXv7MK+QyWf76O3/J0dERX3z1MxwcHHD79m2CSJjJUhFRFJFFgaNyGUEQ6LZbDIYjDGPIV3/1a5QmixwdHVGr1fno44/otPr8X//bv8fOzh79fh/GAceVKq5lc+/ePR492uLcuTOsr52l1WkzGJkc19/lc1/8Eh/dvs+PfvwahUKBmJ4glsoyMB2yxUkcf8zrb3/M9l6FyclJbt56gKZHiCdSrK6dIZpIsH9Q5rha585HN3nu4jqtWhXPE5mdPwOCguOMCUVUkjmBYjHOzv6/I5rUuHRxmc37j7n+i5+wu9nmN37rmwwDH7tbY+zboAbs7DUYOwGhnsTUxAxNa0QqnUSSiwjdPTonD7C6YUqZAjPTeQ5rHpV6l0bLZWCJpOIx4rEoo9Yhg8EeQ3ufF1+ZYiodZzgwONptIIc8kqElQuks+A4R/TxiPU7CtclHY9RPumzu9Zhfe4rI1CLl8gmdcptj94iMoIMaIpKdJB3OoAURxvYA23CwJJe+a2MFDpZhoxRBwEWQYDyWMUyLsR6iNJnGcn2G7QG2ZeC5YNkBrb6FG1YwUfBCGqIawhc1DGeM6IdwvBCKEkMJ6ZiWg+P1kNweK/Nh1s+epW/7vH/rDgM1jRefoupHaBphyscBlY7E4vJZEtEom3dvMnQdRnYTw3sMcgRFF3EYYwoibijMwBrh9SwWSvPkEwrLk2k0t4NsNfE0nx4uUpBjY9vifllGCeVRPY2I6SC6fayGQTabYDwaYgY+gqaRE0csT6g8vRJnId/CM8o8PKizX4EHlYCatQNh0DNpHNen0ugRm1Do2NDzBBRBI5uMo8Q1Ol6Ex0cG5+JhGu0GphugJnL4YZ36wOPBXpP7NRu9eIakFDDwBFr1FsvTpU8Flm+++eYpMDc2NhgMBqysriKKIoY5Qg1puL5HpVJhdX2dhxsW29tbHNeqRCJhFpYXGFom+/v7lCZmyOdyhDSVbrtFu90mHA4zNzdHu93m/v379AZD4skUqXQGRQux+Xgbx/WIJzJk0kU6zRbB2Gc0MhgafSJhjbHv0GucoCkytbpLNgs/+ts3OX9hiiuXz/Lnf/bvWFlaJBoN89GNx5w/P0cqk2PQHTA1O8vR0RHPP/cM9Xqd/b1tPNfGMg0kMUxEV6melBmNRmQyl9GjMTYfP0KUJdrtNuPxmHgiyvqZVVZXV/E9h9sff3Tq6nnhORr1Krs7W1w4f+Z03FcUGo0muzs7yKJAIpU+1U3Goly9+iS3bt/m1q1biLLE4eEhswuz/OZvfovRaMQPfvBD5ubmCGsqe3t7ZNNpzpw9Ry6fp1Y/4e3r7zIej2l3+9x/OKLW6HLtqSd5vLXP/kGFhw/3uHBuiWw2S75QpNZosrK+yNzcAm+88QZXnniKQIAH9ze4ces28ViScxcusrKywnQhS7VaJrAtWq0uteaQ0sQso6GDqiiI2Aw6R/zql19lqhSjWt6hsr/BwvQ6CSnFx+99gBpREYdtpktJPF3BGnSxhdOw2G5nRKM3OE0aUhxEe0QoCqJvQeCTy2fwjw1avRF13yMWTiB5Ltqwjt/YoCC1+Ny1Ek8tTOD7LpsnHT561MP2DrAZEsQPcZMagj9iSZaZzmQYdmw+eFxmr60QUnTMSp1QoJAcJ/H8ED0PPEXGNmV6VZe4qmMORgQdjWg8Sn8oIQQe6ZDMajHLsHlMWFFRlSyW1WYkCMR9Cc+R8ByFsJxmaApYzpBoFFxFpTOGpjdGtsaoepSh7zE4MhgjktJ1wCchDfH7TYqlOLML03TFFO88uMPdbYtQpkU4iBKNRnEjk4zUHGJcx/QlogTMLq0SCNCvHtNtVlhdW0NT47TrNRx/jBqJYXk+7UGP3n6diVQUwkniauRUD9ZuMzb76JUQfYoc+0UCVOIiZHMJOt0msVScWCwGkojZbxHRA6ZTEmezCgtJkZhqMAoCpqYVCitTWB8ecHBrjBxJY4dnaDl9vHSE2Pw0nj1i2DEYDUw6vgJdB7fXo7XTxZoMGDXABZKTTcSYwnbH57A5omspDCoNvPBpMPLIMT8VWAI8++yzp8DsdDooqoooilSrVWRN5cqVK3T7PQ4P91lfX+X9999nd/cQYwRXrsxx994DYrEY585fZNDu88EHH2AODZLJJLWTE8ZjDyFYZ2gatFotRFkF4PDwkJAeJRGLkM0XUZUwN25+jCprrKwuYfS63L3zEcOehR4WkIUAz3a5eqnIcDTg/JkCf+/v/S77+/v0Ok2WFl/l3PIiuXSGd955B8fxePXVV3n48CEXzp4jEokAAcfHFa5eucze3g7V6jH5fI5arcaLL77I3Nwcm4+3+NGPfsTnP/957t25SygUIpfLkc1muXv7Dvl8nkQijm3btJsNGo0GU6UJjH6fWu0ESdEQRQnHcTh37hzGyMT3xpSmpjkol4kl4iRSaVbWVzg+PsY0TUaWw49/+nM+94UvYPQMFFVibW2N1dVVPrr5Advbj9H1MIV8CSWkkR4NWT8f5uPbd/n6N3+TpZU1yuUy6bRLaWqav/mb15mdybO6uoqiqcRTWb70K7/KX3//b1g/d47FlRVUJcSjrW02NjY4PDomGQ2TicYJlBBBy6TT7pOOmpR398inE5xZm0ZWBgxqe7SCMLlElItnljnab5KIFpmZmOXkeB83cHD6NU5qFiMlzPLaZdQePPh4B4IY1kii2z9A92voMyEcV2Rjc5fHG3XOLTzH+Mih0feIRXVGrSr22GYq6vDZy2e4PJ9i2O3zxt0NmqZI24wRKAlanQGjoyb5mQwTcZ298iFuNo8XSXJ7v0aNJGk3RBiNUbNOWHFIr0yTy6dp9XokfYlYIk/Uk+i7FglcUqEIY0tl5LnoYkBGiDGsj+grAfGkgiTEEMbj0z7xgYEiK8iSjGGOGDkWcTGMF1NoWBJHXRdZsSiFVIyhw86jbVIxgYlciKjuM1NKgGmxOr9CIlPkw8MW79wvc9QFxbHxWzsMxAQjZ0iYNIGgcO/ePYpJjatXr9LxRI4fbnNhbRHBG1A5qtEbDInocWzXo9cdIUsq0lhmuz7E8CtEFR8VC9m3cQyPUMTE1x3KA5d67YhYNMLs/AydwZBA1Kid9JlfXMAwTCJjn7SqkhBMBMNEUBx0FQQ5Stl0yBTnyU23+WjfRB+7pIuz9I0O9/ZayFENQU8R1lJYrS6HJ3V8VWBmLstIGmGrQzwR2l6YRtXgXrlPeShgRybwZZ1EtojqjAn6/U8NmIqinAJzZnaWSDzG0DLJFvKMTIO/+s5fks5kyBcLtFotFhcXuHXrkMXlBJlMDtcP2D88IpVIsLP5mHqtydLSPKZtYdo2U9MlEAVGI4uZmTk6vR6WZdHttJkIh1lbWWZ6epqDw2OyiSiqqvLctUvEIhFKKZ2txxsEvs3sTInhyGBmpsTa2hqOa7G1cZ+vfvWrxKIhsqk0ywvL/Nt/8+/x/IAvfvlXuH//PpF4nFQ2Q7lcxjFNPvvyK0xNl/jZT36EJAkklxbpdVo8+eST+L7PD3/4Q4ZDn42NDdbX18lkMrQ7TW7dusXK0jLxeJxGo4Hv+5xUKvR6PeLxOLVaDT0aRfLGuK5HKp1ha2uHbm/A5ctXqdabRKNRHMdkeXmRra0dyuUy3/jm13n33XdZXTtD3xgSiUYYj8fcvf+A8xcvUW+22TuoIkrg2HvouoAgicwtLjE3t8Bf/ue/4itf+ypvvfUWkbBCJBpHlGBuYZF2t8eDjUfoeoSVlRVeeOkz3L57h3q9zsrKGhcvXmR/f5/Njcd4rkMiFuLiufNsbR8xP1lk4+7HhAMfOWRh14ZkJ8N4fhd6A0QFpvJFiqkFDEOl3+pxZXUVL8gjJOG9R4+Q/BhjS2Rr6zGqFsUwoviuRi6bYNwtU5pdpW/Z3LqzR6sJqzMqkWGN/shiHPSIqRai32ZyIsbS3BQPH21wdNTE1EpsNUcMxDiilOTEOmZ+ch6jM+Co0eGrL34eYzTgu6+/gRXLMjmzShBotLcPubQwybW1IumIQH3vFvVKi4gVJRGOYY7KZIomqcUU5aMjtg/aCHKUiZU8QauF0LdYuXSWctUml86xe7BBpdVCD6fQPqlMcATQknkCPcJW3eSkFSBFShTzE9ze2MYfGBRTIXTfwqyYTE/BVNAgNxElpWvUmj1u3HlEwxBwNMjOLNDqm9hDIJA52NqikE4QV0SGnQ4PHjygL8aIpTIIY5fDnUe4gUBI0fHHIqKigzLGdF0826GYL+ErClWjg2/5REJhVFmn2rfotfbxCCAGTligMQ4I0jMc9x2UVJJRaonhSOGkd8xkKEBORMAeMmiMCMlwNOjwgw86bPVgFE+iRrO0zVPfvZbIomk5tsvbWOMhhUwabxyQLU7htlsQyhKb1CnNWbSHLg/2q9zb61PuQ0+UGLoWxaUsrYHFyLQoliY+NWDCJzvM7nBAb2RwdHSEbVqkM0lmZ2eRZBnPdXj48AGLc/OcO7fB177+q9RqNe49eIisKpQrx/T7fa5cuYjrutRqNZZWVhEJuHPvAdlslvnFRV6cnWN7e5uTkxPu3L3HBx/cZ+3MPIlEgsAzKU0XuX3jPTrtBvlskgtnl3HNIfML01w4fxZBOq3Ifeude8zOzyEQMDs1jWGMeO/9G/gBfOnLX+WNN96g1xuQy+Wo1ZvE43HG0Sjr587ys5/95NRu6Trcv3+X3//93ycWj/Af/+NfUavV+bt/99dPXTn+mHfeeYeA0y6j3qBPuXLE7PQMzWYd3/eRVY12t8fSyulpzrZtdvfKbO3s0hkMKU3OMEY8PWEeHDAxOckbb72F47lcvnyZ/b1DBv0hju3x4OEWqqry8osv4YwDypUTQnoEQYJB/7TvWQ0FpxKs42PKRwOefOocYiBQLBa5e/sW8XiUl19+Hi0c4fH2LqGwTjKVod5o4fkCzz77PIPBgHv37lGtVsnlcpw5u8ZwOATGWLbL7Pw04UBgZn6GpOJycSWH6DVRxB6rFxcwbZ+TZp9kOoEgZ+gNmxQm8vQOtkAcsXzmLJcjCb7z2j1OyltElRDxRJFwYory8RFDY5dvfe055layfPjBDYa2wNTkDHbfQvPGPHFmid3jPRQ54OLyOazmIcc9GzEyScvo0e/6yGKKiBrCdk0imociWJRyOdyBwc9v3Wa3XqWnhkjm8nieRzIikijFyMQ9Drfe5UFtl1IqzqXZVUKOQLOxRakEkZhNXOkQ9ga4feiPDHTHQehBJgSj1hFHe20qI5dEMsTCTIles0+7esRUKYMxtBj5UXxLZ+xHcXyXVsPgpLFDNh5BFhw8z8Ifw0QalmZ0VmcyJOJRNjYe4YXySGMIhUK4EZ1QehppPMC3+igCRKUxuuCihCTESAJVVlDGHiFdpd9tYVounqDi2jaBJKHHI+gxFUGQCMkSzdoJ9WqNRCRMLJxi5NkYnoeo6IiSQ1gREUISSDoWITxZIJaKkMnmEcYu6XgERYhijZoM+jZqPkQ+mwVZ4Hi7gemBDZiejCupqHqceC5NppClNzII1esY3Q6GMUJwXCxVRJVUer5MkJjClUxO2ic8OBlwYoM+UcLxVMonbfp7ZUQ1RDKdolqtsj776QW8yQAn1TqFQoFsPker0aTb67Gqhz4JtV3HcRxcz2ZhYYFf/OIXdDs9jmsNxgHYFlw+v8BwZCIIAuMAmq32aW/3wiK1Wo1Gq83DR1v4vo/v+xQKBS5dusTu/iHTk5N86dXPcu/2be7eusnc7DQvPPck05MTOKMBzWYDxi6ypCCLAookkc/m2NnZxfXGDEYmL7/yKr2+yY9/8hp7e3uMRiOKE5O8/8ENfu0b32A89igfVRBliUg0yuNHG1y5dpWnP/MK/+ZP/oRINMz/+//1jzBNk4f3H3xSgbvCm2++yfnz5zk8PMRybOZmZXr90yxM/OA0/s4fY7kexWIROaSjCxITU4uIoshPfvZz+obH6uo8e+UjnnrqKUxzSKPRYGKyyMraKn/zN39LJlvCtB3evP4uFy6eY3ZhnuvvvcMXvvxFbr7/wSflaTHcsY9t2zjuY0QJdnd3uHLxEpoisbGxQblyQiQS4emnn+HGzY+4e3eL5198CtcP+MUbbzHo9lhcXOTpJ1c/kT5VCKkKjW6DfrtJKVaglEigu0PCQZcwAkvzUSQE/GELhQS6GGN/55jN/duYAfzeb36L3fZprumbN+7QCWR0NU6kECOmx/C8KO4gghaScIdN4hGHR/tHHDRtoql5/FCJSHYRoTxEUzRmpyZp9E74aHMbp9thduUpFiYnMG8eYzQarK6kyBVjeAyxgyiIPs6gz6NBnR2njxnRSRZmCcQw3cMKA3uL6YxM3eyhey2WM/D8SpGMUqdf3yGWMYktasTSPjH6zOU9zi6nGVph3EAgooUI+x7G0OO45lJug+hahMd9NN3i6adKBL1jDAFOBkMaLYuxmyLkaiRVAU90OKkfM5EUiaTCzKbiLE9k0DSJ++UGRvsxmUQCTRgR9nswdBjiU2ka1A2fjukR6h0h2CPcsY4UjRFKZbFtk1G7ih8K4QRjRoJOOJ7GH0t4YwVBieJ6Jr5pYbojQrKApqlYgy5Of0xYDyHLMpblMjT7yHqIcSiCEk6hhDIkRY9c0COrtOlWK8RUESmwEZwWngeaLkFYAMsllobJRYVuM45hJhgjM3KHtNpVJNXH9wQEZ4wmKsTDMWKJGElZJdAMXDnE/aM2yZjKdsdjuxVgyyqzxVlsW8A66pKLxjBMk5B2mlb2aT4ywFFtQKs/oJhPs7K2TDabYX5uhv/wH/4D9+/f5R/9o3+EJElE9Bh/9p/+I7Kk8eQTT2A5HvF4HMH3+Pj2R5QKJUIRnVqtweqZddZK02xsbfGzn79Oo+1y7coyuh5iPB6f1jsoCp7nkMsk+bVvfJUvf+5FPNdhd3uTB3c/5Jknn+SpJ69y78F9QqEQvYFBu3sK62bPZGpmhnA0xX/+zg84PDzkuFJFlFS+/utfJRwOI0gam9s7LCzM0el0uXd/g4HRZWZ2hrn5RX7ygx+wfuYM9XqLyclJDg8PuXTpEnt7exiGQbPZ5MHGQ0zTZGp2jkq9TqXWZGFhgWQqzcVCiePqCb47xDA9dvbKDAYDXnpphiAQWFxZJxqN4vs+s3Pz5HMFDg73iSXihEI6R0dHrK6fpdUdUjuukk2nQJBodjrYjofteDz93LOokszU1BTVRh1Jkrhy5QrNVodGvUq/N8nZs2fxfZ/dnX0a7RZ7+4c8//zzPPOcwF/8xV8Q+//Trm1vPeLk+IhMKsH8/Dyrq09QbR5S3jukc9BFSafRRYELiwv0azcYJuNMT2bZ2DgkFj+DM1SpVLr4vkClvs8//l//F55ZnGP1wkWOG1V2D46JqFm6zQEbG2UCIY7tpsjEbZ68WCSpO+zvNukMfYZDiYO9Izr2MVI8wuH+AVJUwnZ9vEBlfu0Kzb7DbFImEY+T9E2uTMVIRFxcr08yq2H6gJZnt/KQsRwQzxfpdNto7oDFZIqIJ5BLegj2kFQIzk5HmYkLGPUD9LDA2qVVenITLSogdW0kMSASd+iLHsYIErJAWArAtrl2aZLCgkc70Dhpdug3DBZXU6ytZ3Etl8fVBB8+9hmVXUaOD2rAWPbJTUWIRyUky8KXRcxA49Fxl9ZJH9vweaaQR1IEUjGdfMTBtEzM1gHaWKGo+MhWnWIhhRwOM0LCFmBg2bi+Q0gOYdsCaFHkcALH8cEXETUNwbKwLQOzU6eUSRKNqfR9Edt2EUURSVEZ+wLxaALTd7EsC4chst8nLvqklRZZZ0gsaJMNiUSTYdIhhbNLMDWngTjCdW3ipUnS4RSyA6ORi8OYgTmgv39Eva6TiZcYdgY4no8VcYirIdxgjKQotG2f124+QFEDErkSZ555ka1yg3c/fkiuNMc3v/Uttnb22NvbY9Brk0n9V6DDvPLk+qncpd0mEMZkCzmWVpY5e/YsqVSC//yf/oLf/K1vQRDw5BNXOa42qFarCIKEEAT0ej3SmRyirDIc9skXSziuz8ajLSRZZXq2xHMvTVMqTpLLZbh16xb3H27y8ssvs7ezxb/6V/+C//6/+2+QgeFwwMrKCslEjHa7zcajTSYmJ4nGEzzaP8L0BD68u4koacgPthmNTGrHNfRQmKOj04DhTu+v6Pf7LCyeSoWMocnyyjx9Y8STTz3DOHDY3dtnYPSZmJjg/t37CAE4ro+iKFy4dJHHjx9z5eo1dg/2ERWVQrGEIIgUSwbpfJ54PI7vBwSSwsj2EEyHkeMTSaSZnJ1nc3OTuYXFT3p7yiTTGXb393j++eewHZPt7W0ODg6otbps77WIpyN4QCSRJBKNkspmaDab9LptwqqCaQ4ZDocoisLy8jIhTSGfy3D9nbf4/Be+QLFY5P33brB+7iyqpp+WqE3P8swzzwGnl231kUFE10nGo5hDg+1Hm4yMBitrU1y5sEQj1Mft9OgMmnR7FrUmzM33Gfk60WSGdHqR9shmf2+X6qDNOALRMGyXD3ATeT5uGjyqDJmPCfiWCHICLZRB9MaIYotL6ynCYht3PKQ16GEPdSbSU0xEdaRklJHgo8bDDJ0hzcYJihdQ291mqEksZmRKpQkWMz6dk0cw6lMIqwgRnW7gMpUIOGqAUTvAbkJCS7GYSTMRiZFP+eTiq6eSGqd72qcU0bFx2a6UacHpCawfoLoQ1gyGBoyGIMcCnMCl27GQ9QSZUJSwUsBt+0jjAcqghxDtE1FEStE0S3kdZJ2+GMHWPGxhgOU3EXDp2AaSJDGwRQ6bDi4JIoUid1uQS4ik40nOLYosiyL9oQ1SQDwawzfixFN5dlsud6t9Wp6IIWio2UmkWAyh28U3HQbWiF5/xBiJiK6hygGEBKKJMFavhqAK5FNJpFCGoekQKCEyyQK1ShnXMhg5Jn6vA3KL4kScy/Mi6xNhipEMGV0iHIqhKSNikQZSqI5vQkeC46HHXsNm+9jkpOvhRsOEYzJjywfHQBMDYrKGbY3ot3pIvklfGpNSYowdn64NghswUGx0HKRIkukFnXxhkmQiyuLcJII35KRyjJz8r6A18qe/2ODShTSff/ZzZNIJ5mZm8IOAyskRe3s7qLLGT370Y77wpS9Tq9aJLSf5q+9+H9v2icXbBEHA1HQJPxhjmjbJpEy13qRZazI5PUsimkBRNAIBTmp1bNslmUySy+XodVroIYnBYMBEPk84rEHgI8kyB0dlbj+4x0SxRH9kUm/3KM0scFA+4dH2IZbnMzc7jyCHCEUTzC9HKZVKPHq4gaiovPn2x+hh+NWvf52tx484aTZpd7v87Gcf8MTVOV556UWOjo74lV/5FfZ391C1MI7j8Dd/+0NeeOEFvvaNr/NP/vH/yrkL54knU4iiTKjeptnq0TNMtrZ2iMbjZIuT9AYGzhhUUebug0fc+fg2S0tLuLZDMpnkF2+8xVPXnsA0Lf7pP/2nXL12heXlZbb2XmN5fZ5srsg7b7/Hk09a3L53n3sP7nP10kUKhRzHlTIbmw/QNA3Xdblx832CIODrv/prJKIR3nrzTT7/hS8wOTnJw4cP6bT7GKMhsqpjGKcrhGeffRbPMrl7+xatRpNoJIzvODx6cJ/9nfvMl1JcWHweX1UZBD3e+WCPbArSk1nimTyt7pCfvP4R9aaCquZIJsfEp4dcPL9CWp7mR+9ucfvYoucqKFaDyWSBcCTPSbNPtiCTTYxJaQYHj8t0BiLxVJ5idolibone6IhK94SpxVUsSeW4bhJ1XZRek89eWiEvdBCiFoV4GEW0iYRl4pqM6jtIroBk1vjKtXmUexV2Gx6580sktCgF2SGveczFZTTBPFVqyFkEPYopijwo73LjXpNEXiQiCMwoMJ/ViWsyibBHTFWI6xFkdwC+RcPucbjbwxgfIxLmiaU0xVQINSLSN11OuiMaPQvXA00TCbw+jl1H8bpEIxrRiMpsLovjyhzaJpIsY3sW3UYb11UIpyEu2yxmQghpSKcipDIFwolz3N1t8v7mx7TaLko+TiGfRtAU+t02QuAi4SILDpoU4I4dfNvAM3qMeg1Uf3TqS4+oiNL4NHxbVQgn00Qzpz3voqiSSQi4lo3dszB6MrYbxwtEQpqMLnuklICQHOA7Hn3zNAzYixSpDkX2GybVroNNCDWiEk3IKH7AeORi9fuoqMS1CCgSmi7jWEM8UaRpDMnPLDAY9DlstBkcNSlNzrC0sko4HOZgb4t8Jk0uGaVetjBaJ58+MP/h//hNRBEG3R6bjx+hSBLWaEgoFCIWiRKMx/z4x+/zwksv0+v1QJQ4c+YMvd6A4WiE53lU600kSSJAZGQ5+IKIrGmE9AiBeJqtmcoIbDx6RKfVYmlpCcMw+PznP48eljmuHDCwRhD4dBsNEvEETzz1FP3BkGg0zutvX8fyBUJjkcNqm82dFtGkxsXcBJKkMD01yezsLLdv3+azn/s8kiRh2zbddgs1FGZndw/HBT0a5ytfexFZFmm2OywtLXF8fEy73SYQIKTpJBIJBEHi/r2H/PZv/zYH5TKqGuL9D25yXK0BUCyVULQwqXSOx7t7NNsd4tEYc/OLVE6qyGqIVqfHcfmITqfL5FSRlbU1fvraz6nXXWZnZ9naesR4PKbV6XBUb/DEU5e4/MQ1fvw3P2BoWrz+5nV+/etfYWVlhd3tx5jDEc16nc0Nl0QCDg/2WFlb5Y233sHzPKampvir773PRFHCG/v87GcfsLJSRJZlTNNkspDn6aefxrFsth5v0mu3WZibJBEbMWj1GPY6zE3MM5GSmZ0dE08cUR10uP2wycLcFURNpNZs4OAwvTbBxSfD2E6Xtz58l5uPBjD9DImQRsTYIJvL0DEnSIkxdsuv8fyFaXxrj1EbVH3M3OIkdi1Cr7xNQtoil1Qxxx3ev3/A/lGFyYTCnNREP+wyM5WiZ/cImKJqgqNmCItxBt0KJSlCKPBQTIfcsYPbgWy0hxr0SMUcUorPuekVtj9+SM8MEcovsDXS2e86lNslypZEuh1HMrpIukAhnMCMmGiyiSgKWFabiGSRTUM8BJ4Eh9WA0WDEVEZkNBxyq2ZTHcqUT1waPRAUl2zOJRF3yOgB3gjycQVPEEn5JsfNKmmnRTIdo++Y9AWPqBgBBGxjSCozIpsQySZ0hkEPX5nmwHBp+BLpUo54LoqrjHBkla7VRB37yKJPMpbEDssMTRdFsBi4fQTPYOxZZCdKZNJJukOTwcCCsI6ghGjZAdHMNDIm8aiPbbpUHJ+TocAvHonc3GqTF7vMqLAWh/VJibk5iUgqxnCcodpLUe33qBtDpGiGXDpLEHHRdJvwWMX2XGqVLuFQkUQkgprQyUxG6XQbaGKYRrdNUlBoDkb4SojJQhZjZPHTn/+cqWKBa1cvc3K0R/34CA2HkKR+mrw8Bea92x9j9Ac4rkU2nSaZTOJYFowF1HCITqvN1FSUO3fu8MQTT/DP/tk/5+VXPkuvN+CNt98im8thjwYMPjk5TpQmsRyXk+oOSDLRaJRYROeHP/whI6NPMh7DGQ0YdFuMfQvPklhdXkYWRe7fvY2ISC5fZGSZpNIRLNfFGQsMRw4b79/gpNFm9cw0xclZRFGk2WyiCPD666/jODZvv/Um7XZAqaDwrd/6DaYnSzz9zDXW1ua4du0JKuV9KsdlZmdn+eC9d5mZmUOPxUmkU7z22uv8+m98i0gkyre//W06vQHFiUk+P7/KYfmEQmmCeDxOPJ4gmXK4fe8+x7UmtZrNhQtxUqkUN2/epFgs0mo12D3skknCM888xVHlkHffvc3UVBTPHSOJISJ6nInFZar1JpsPH9J6+WU6vS7T07PEwhp37txjfW2FYqHEwwf3ODx0WZqHp59+kqPKIXo0wrPPvcT//L/8Ef/gD/6Q3/7dz3P9nffotQeEdDBti5ncJK5tcufjm9wde6wtzfPkhVWKhSzZuEQmamINbJqNMK495t7mXf7ub71AQq/ykx+9wbNPXWXjkcPdgz62nmRodQgUjVJulhsflTmo9VHSBdRQir3jY+KxCONIhma9DaLPVCnG8uIURw+36XXB9EGUDfr9Q4bNFnqqh3Fscu/mNrMrl3nq+Wtodpurk4toTp397UdYIighmaPmiP1KC3c4RBy4fO6pGOcXcjx+uMt0TOfS2gq2omCOO5xZiZMOWeAZBGMXNZ7H1NPc3e5wt2xgC1GsoIDoqljtDlFfZNbV0H0RKRwmHAoxtnsE6gjD7aMqsLQMsajE4WOftGSwU4edOrQUBUOJYepgOQHDXo+M75JQTCZ1jVIqTTgmE9U0hL5LkIJMNmD7yEOVoZR0KWRSeD2DTLpIJhHBC2QeVwx++sbP2B1qEJ9gem6JWv2Yhw/vEU5kQJQIKxIeoKkBgiTiuwKqIqGnkmhJjahoIjgDFMtgKZehlE1y1LTpNBqYmo3rWBijLp49Rg1FiGfyqHoSJRTQ7mqMBj59f8CoCyg64akSYT/Jrcdd3vz4Pqaa4aBhIKcL5AsFLLkHgYA29nFwWDuzhKakcMUQQkRmci5LuxcjEoohyzIH+7tEYmnCgkivN8DxxkwUCiCMee/621y7fIGyaTExMUGh8GlWoH0CTMm2mZ8osr29TWA5FFIZPvroI2ondTzPo1QqsbKyzs7WDusrZynk8nx48wNmZuZ47qmr7B8ekJ4s8e77O5w5MwmixION+0zPzvHgwQPi0QjnzqyQyqQp5pMkdJVnrp2jmM9TysYRfAF3ZPHBxx+RSCSYmCzhemP0aII7d+/zF9/+Kx5vtfGA6ZkEs7OTCJKM0avTbRwx6Hcw+01kCeLZGMXcAtlslmIhx0QhyU/+9rusri0R1/O4wx7FTJJqeY+PP3gfgECSsSWZ2xuP+fLXf52D4zoffvhjTo5rRBMJPGTavRGvfPbzvPHWmwwMk+JECcd1GQ6HpJMp1leKFCdybG48oNPucO3aefr9KskUXHlihVRa5+23r5PJ6ljOmGZ7yNT0Mu+8d4tW/w5LqyvMXb2KLIq0mx26zQZLC/PgjfnowzssL84zNTlDKBQin8mwMD/L6soCtU6ff/kf/py9I4f/z//2p/z+P/gHPNg6YOhVKBZyxKMRJGlMQtdZnz9HPhHBN3scb92ktQtzhSTZ5Sm27m1x/9DFVyRWVqPcf/wRc0mJF65eY2e7zV98ewc3ukjTHKGFfebPneNgs8rDDzuc9KE2tpE1gy+98AVqR1uUhw5iok8o6PLy5WtoYzCCIoNRFUkIUW3tYpguhZk5Hh45uJbM2POZDkk8t5AjIacxmvu899EjUlNp4tNTPO4OuV+uYtgqgR9HCQtc37ex3AZyEMbUwxwNPDq9LhNZnb37x5hpKBZ0uorGo16b24/eoiFOYMXSHB40iOox5LFJz+uTlFRqShqr5+GddAkrOroGobBIJhOjGPGIaT5hHKZk0BzInsvy6GaTg6rJUFRw1QS7jQ4eAktqGleKc2V1icruPabCAgnNIx8zmcylkUJhNN8gXRAJRJ9oXCW18iyjkcRPH1R5UG5StUSaYpb9zpBQNsrR5gH16gmRcArPlrFHJsmJHBtbG6QMj/nlFdyBw9j0WMqXCLtd8koHzemxOBXi0sUZDk6GPHzs0h3GeefOLtG0zsAfYY11EBTkhEA6qxEELrVqn3RxkmG/yYY7YjCKMzDnufWTBzzcOkaLZTA6I6LpIi42x+Vt0vkkoqgysl1iqVkMwwXNQZJFzGGfux/u0x8aREJhpqZmeDAYYQws4skEhVwRz3NoNps49hA9pLF/eMxgZCFrIyZmIp8mL0+B+X/7g3/AP/kn/4S56Rl83yeshXAsm4WFRSRJot/vU6/Xefxom9ErI1566SV+/OMfE4vozC2cail39/eYKmkANOsN4vE4BwcHXLp0gbHv4vs+uWySuB7ivbfewjW7vPLiC6wuTGP0Rtz5+CMYj+l2+7Q6XVrtDtv7B2TyBaKxBM8+X0SQFGqtJqY5ZGFpkXQmR71a4+L6MulUElWSkWSB4aDP1tYWkuDywvNPIgked+98/MtU9mIhz+TkJJqm0ex2ef2tt7n2zDNcunoN2x/zw5/8lNHIYqJYIpXKYNk+IT3CvevvcunSJbrdLg8ePMBxHOamZ9g/PEZWJISAU2fUmXkGgx4PHnZYX4+wurpMrX7CaGQwNzuDbY2p1xq4pse5M+dpdBu8/849XnrhPPPT08xPT1EmoFlrcnI8wPcgEokwOz1BPlckm05gOTYffHCLn7x+xDgM6+sTzM7N4bouX/36N7h/5zYIYzqNGmPboW0YHGw9oFsNSMcgl4SZiRgry9d4uPGQylGbg60evgrTpQI3t2tsAM9cvchBbQwh2K8cs375Cq5/iCt0sMceTqDgawqTuWkcX2T3zkd0ewNikYB8wmIiC0szBd7+0d9gN01S0RLNVhctGmZhJU5vNMIXYHp6grlMnLMzORTrhHuP7mPZQ6ZXlrDDYe7vNyGSJldYpHp/F1WJsbCwiuyPeFDdRxYlOl4MRYrSNm26FQPdbVBJ+JxVZ2lJcbaNLnUUhoJMb2iiKArDfotCLkJ6PsPCdIpAl9nY2qG2B2FhQEyHl15ME9V1NLmPbZhoAUhFoB+m3/Kp1iCVLtFu2xzWWxBKICEysGWWZ0uUa12c/pDGgcm5eYnLl84hIDF0PebPL9PsH+EA3b7ABw/22TgYcND0abkhhnKYkRzQcsao/QGGaTByXUJ6BGUMiiBzfFBlfmYRI3DY2tkhl51ED4UoH1WJ2C1Ksyrn5oqsT0JufIIkDsgUVVqdIXW1zZY5YKqQ5+ikSTSeIBZXCYUFdrf3yeUztAY9grFEJl3ifqvPxpsbKJqOPneJ7d19MqkUXcvGNLuMx2PqtQq2bTMej9F1naWlJTzBp9E8olwu43mn6ho5EDg+PibxSYaFbVr0ux1CoRCpZByJ0xOoqqqndyGJBLL2X8Gljx6N8Hd+9+/yk5/87FRjKApUTo7pdnuUSiWmpqdZXV2l2xvw4a2PeP7558kV8sQScYbDIRcvXiSZyrDxaIdOs0k4GmUil0ZTBIxu69TdU8wSz2W5d+djJiaymJZDoTRJpdrg4d37iKLM7t4BnW6PwdDAdn1SmTSVSoVcLkc6k8MLAvKlErFYgl6/T63WQJFlKkdH7D5+zN7eAe0OLM7rXLt2jYlinvfff5833niDUrHA/Pw87f0D2u0uN27eYnJygq98/evYvMvK0jKHh0f8+Mc/JZvOMNRMHNvmuFJmbfUMUT2MLAoE/piz62f4d//+37C8vIwgQqlUJB6PcuPDD3A9l2KhxI9/cp1rlyf4nb/zW5xUjrn14R1ajTbJSIrA92g2KoiBx6ULZxnaU0R0kWI+zfvvvsXB3i6ubXNwYCGLsLgQRdM0kpk0k8UCxrBP+eAANRLh137jMno0Q7XR5qR+xPtvv85Xf/XrrK8s8r3vfY9uu4UmQbNhMVWQKU5LaOKYfKmAHNa4fmeXYQ9uP+yxUlqivL/NsDIgGYlw5tKz/OVr1xHUKFde+hzSh1tkxCbhhEFCr/LXr32EIcHWCaxmRlR37zC2RH7nm7/B0eEGzdoOL7z0Wd74+c9odwwsSyTQI8SKJZqtKpW7NfLpEM+sFRCsFgmlzfHxNp16l04XEhmJucUL/O1rH3DccKjVjylOFHjpzBVc06K5e4StiQiZAkI8jeEnMIYBJ46FjsB8fJLURIx9R6AT6NwvN6gMXUTdQJGiLJeKBP0mEzGfhBYiIbvYnS5yAMszsJCNko8I5OUhObuP3PFwrdM9phxK0Brq3KmPOTEVxHgG1zPwHY+wohCJhslGFXQR9vZ2cdsmy5MQmZlnq29Ra7Vp9gzaI5PGEAY2dLvQbMPQBjkG6ckMpeIkd7e3yZTiJLMZOh0Rsy8T0cIIToAWjSH7Cno0wlGvAfKYWCLF2PUJZJV8Zh533MS3faxOFxGPWc1lHPPwVIPky2neGKUpk0T2HDzfIrBNOg0bVZQpFAp0JYFm9QQvCEhlsyhqiHZ/iMyYQjGHLIiMRiNiiTiqquI4Dr7vo+s6mqYxsky6/R6e5zExWUJRFFqtFgflQ2RZRo/GiUTCiOLp59RqNTzfIaaHicVi5BYXSCbj+L5Po95iNl74dIH53e9+l9///d9nd3efZrOJaZq/JHsQBKcht+Ew6XQa0zRJpU4zMm/evEk+n+f7f/03PPvC8ywvL2LaFo41JKRKqILP/v4By0vz/IP/7u/zp//HP+fVz7zCzPQko5HB3v4h/+GtP2Nmcop0Mo0xHLGyto5p29x/uEEkniCQVDY2H9MzPmKiNMny2ip7+/unK4OGix6CsQ3CGM6eyfPqZ9cJhzUSiQSGMeLWrQ9RFI1qvUGz3WE8HjNRyHP+8lWeeeYprr//HrlcDss2KR/sMRwOiEei6HqIYX9INpfj1oc3uHDxHC+/+DwHR2U8x0IUBXRNo9FuEYpGabebVKt9YnGBRCLJ3/u9X+Nzn32Fe3fucuf2A9qNNhOFAuGQiiSKaLKMMWhTqexQLOa5cGaV5557ju3tXUzj1Hb5uVcXKBaLXLpwEVWVGY1GHBzucXJSwXVt+oM+lYePUBWFat0lnhCwhz1uvPMGV596msB1yecyDPsDLl4s0WpUEbQQ1556EkUIqB+X6dgSIzHK2WefobuxxedfukQgnnDxqav87fuHlHtROobJxv77fOtzn6WY8nj73UdEQzZqAkYdWFpNcO/+DsXMJJlcmuOTPYxBi9WlOR7euUW/2sAeOEwX5kjFk9SqHcKiwtT8MmO7Qa9aJio7nLv2JLc+vsHr78LXfy3B+oWr/OinbxOJZfGqdVZXVyhNLVKulBkOh4iSwt5JjXYbgrgJ4oiQEic9OUshHsIcVXi/XGa41UFLxjGVBNFkiHRygqgaJYGAE4wpahpL02mmChpi0EeYD5PSFDKKguyOUKISDKtgeigxBYIQJy2fatdmHCkQyUbYOmnjjaGUjGE5JhMRncmszqhZJqrJaFMRsjMF9nsOtx8eMnIhlg3RtzQCMcpJv0WvC6IK8Rggy7huD9MQCKsmIS1E4PYxB108V8AOVIy2hRS4TBVKtLoGSkRF01Ua7SM80yWBRqs9ICZbtBWfpmkQMT0WizrhqAxawIVcjnferbH/+DF6OMGj/QqCVqXv+Dz9zHOMXQ9V1RgHAvsHFSYnJ7i0eobGrduUy2VWz5zlcG8fURTJZDJEo1Esy0LTtF9+DVCv1+l0OoxGIzRNwzCM02k2HMayR8TiESJ6DIQxw9EAzwfXdTEMg0qlgmmadDodyuUDZpfOfLrADIVCvPvuu3zjG9/g7bff5uST1PWZmRkqlQq+75P/RHt48+ZN3n//fWZnZ6nVagiSyPzSIq1Om/Pnz/PDH/4Axj4yRWxrxLVL6/zOb/82tz96n+WFWbqdFlOTE6ysrfNHf/RHPHn1Gu+8/ibLy8tMTU1z49bHtFot8sUSe/uHGEOTxZVlmq02q6vrmI7NT37yPm0DpicEWrWAl56ZZXZmikIuz5gA3/cZDk263R6hcIRarYaiKHQ6TZ5+5hq//Tu/Q6VS4cM7D+gZIy5cWKTX7TFRKPJ3fuu3+emPf8bCwiKqrKBqYWYnJ7GGQ8aKQrfd4PaHN1hZmqNeq9Ax+rx4+Tzf/u4PuHptldXVNTKpNIIg8P/91/+OZqPBaDBARKKQyzM0+qeWvViUXn/AydEOpUKcbCJM86SMgsv/9H//Q4ZDk93dXSRRwg88Prh5i3v37rF30KbVgXgUZmdDZLJpfMtkoSSSSGXYPzrm+huvUZoocvH8Wd599118P6DbGxKgkkxPcH9jj6ge4rlnXqDRanJvZ5v7Gze4nIkwtaiRTk/x49f+lo2TAqH4GiHBQbZ7pBJpZA4opKF6UqHXh2YH9FSCQinJpSdeolprsmvZyKEQU7Ekd978kKQLkzpMuyZFXNbnc1iij61YyEqOwYlFIT/LxmaHTl/h//LfTpAr5Hn3+k3GXoh0qkSpGEOKpzjo9/ngsI8lqySnEtSCMUfNOhlfJCp4tKr79CSVViRC4NtUGyNGjkd86JErTKN4HiktTC4SoXdUQ3UDMlKUlXSehQmfwKzh9svoAhAoEGjQ0am3RBwpSszLMPQs9k9quD7E8jkmikl2qwd4/TbJeISCDimxRcwcYoxazMyUyBayHNVOeLhzyGgMAweqTZ/lxQtYrTFzqSmCxIhwSCCZDqHHVHzFZ4RPPhXQtce0BgMY2WhyHl0pMmSIabuM5DBz5xbJlqK0+lXqtQqqH0bp+wwPTiCqk4pNI0lRdsq7iFKEufkSndGA3VqXmCKxVoihZ0o4oyEdR8BzBQLHY2BZiCIkMhlsz+W4WiNVriDLMolEAt930XWdSCRCMpnE87xfQtJ1XarVKnt7e0xMTJxqpDsdYrEYxWIRx3Fot9toevi00dUxiUTCZLOrpxZRy6bf73NcqTAcjrAsC0GQPjVYwifAzOVyPHjwAFGUuXTpEq+99hq9Xo9k4rQZ0nVdwuEwV65c4aOPPuLhw4f87u/+LuPxmJNalUIpz355H1mV+NqvfJmQJnProw+IaToRVeSnP/ge7Xab5196EUXTmFmY58/+/D+xuLTGxuMd5ldW8Pwxx9UaxdIU3hi2dnaZmZ3lM88+x97+Aaurq3T6PTY2NohGIZYQSCRSLM7GWVyYZ21lmdu3T//rvfrqq8QScba3tzk8qhCLxVBDIf6bX/8Npqam+Pkv3uKDmzfo9Xq88vKLhMNhXMfi7PoZyuUjvv6NryFLKplMjkajQaEwwdtvv4kgCDTrNWBMKhlHYEw2n2Ew6PHSS88yUSxyclTlzdffQBZkNh+2yGXAtUEUYHLCIh7RyeUz5HNpZFlEEQV293ZYunqVC+fP89PXfsHmgwNsxyccihBPJTk42OP+/fuIssTnvvAM+we7fPhRjaOqxYVMkkI6gWeZ9AdDwopENJdm+/EmX/+138DzPBKJFHoowuuvv8Zo6HD1ict0Wm3efOs9dg53sCSXWEgkVZrEFjX+7C8/oGPCWANz0CUZS/MrX3+VzTuvs3H7Ol/6lTS5fIGnr5VQH/c57sm/tMHu7Ozy0gtPM2g4VPe3WZ5M0X7c4dz5Agk5TDqpMLe8yJ2txxye1Hnm2SvImSjX33yP3GSWay+8THvQ5PrtQ46bAd1OwHG3gaRn2d86YqfWwY1m8TSFSquBFIJkNk1UVwn5Hm2jiTFyaIoKyUweQU+gRuKgh1FjOUbNOoNuj7jjIBhNJuMKc2mJqNfGrJwg2AdElU/eDMvFdV0+3jSwBfBVFTot3PEQfwwxHWR/SFpXOb+cYHezheQaLBQ1hLGB1YTJYpyJbIrDapOtgwY2cUKJNN1On3qjR2+wy3xunkI6T0j06HdrjJoGSqCD5NMfdBk7Y3RFJ1EoEAuNaXY9XGeMpsmEQgrV4wOyBRlzeES3X0FXBJxuj1HDYCaWZH1+GlkQafVcGnWHodSnJUZpDfvYY4m56RIXn5jm3u4J7WKW3bZJOBpid2eLVGGCMWDap241czSi3W7jjX0y+Ry9Xo9oNEokEiEIAkajEbZt4/s+4/GY0WjE3NwckUiE4XDIaHTa6joajdB1nbm5ORrtBuPxGMs6tT3+l++VOHUDplIpZPlUbaPr+qcGSz75s6BcOXXIvP7GG/zBH/wBsqKQyWaxXYfp2Rlc12V3f4/nnnuBr/7q12i1WrQ6p7+0ZrvNUb1FEPjs7Gxx4ewa9miAaw757KuvENIU6vU6X/zCZ8nmC5w0mnzvu3/N8XEVPZ7g4f3HSAE8//yTuOMx+UwWNRRG1sIsLy9zcHBIo9HC88Y83t6l1+vzxBNXTiHn+qwsLVIv7/Hzn/6Y/f1DipNFqtUq777/HoeHRywtr3Dl2lXOnb/AgwcP+NN//W8wTZPp6WmaHYN2b8i/+Bf/krnpSbrtHt/5q+/ymc+8SrPZJp3KIooiH390i/F4TCaTIZ1KMVkqYppDzq6vIaoy2+UDer0B9+/cJZvJo2shqsc1FhbiXL5wEVEI6HZazM1MENFV9JBCrVrG8xwIfNZWltnafMBnXn6JsWPx3jvXeerZZzh3/gx37z+k2xsgCAGGYXDnzh1s1+HshQy6rlOtn6AEaZKJGLlInExhgpAe5+ZHd5idX+LJq9f48z//T8iCSD6TxXNdXv/pzxEFgXQ6yeriHH27wfNPPY/dkPnjf/Ud0klwPRjbVQSpSTJV5OGdLlsP9rFc6Lo6X3v+FZ5eXUf7X/41bWWZn7zxkGG9Rx4BubxNoldlNisQlUPM/uoK/V4DPZ3BFMf8xZs/wx6HmV26Qm8ocu+193ju6RT5pTm268f84kaNlqGghiYpD5rkUkmcTkBx8gqh3JAbj97BFgJS+QLVkyOigcdJD1JxmEhkmFpboNvuYdkWbcOkNDtPPFcgEosTDYVRey28YYOJiM18wmIuJ5HUhshOG1VTIBmD/pCjss1BG7wY+JqGJco4jo0mSaSjOmlVxfcgq3TJLIVZTkQx2gZhyWY4BD8KE9kYruOwv3fCScMiCKXwTA8tXGB5fhHPc9iq7lLrV4hrGhFRISqoeHUYuwIDK8rB8Qm+5jNzdpqwJOIMD+gMB3hjF03SmI6E6D28j+V0iEZlYskIouOQSic4Pz9LSpFpVg8xh036PhjGkJNajSFjJrJ5Gofb9Nsd9h4d4dgi41GArKtYxhAnYdMZGAyHQzRNI6JHCQKfer3OmBaWZWGII5R+jyAIfml5tswRrusSiuhMlEo4jkMsmWD1zPovQ2C2dncoFArk81kEARzHYTAYUK1WEUWRmB4hEomgqWF830cUZFzH//SBOTs7S7PZ5NoXn8K2beLxOLOzs9y7d594PE4oFKLT6dDtdjk4OGBjYwNFUZicnKT7wQekcnnanSaiEOXwcB8Fny9+/lWiYZW9nW3y+TyzM1O02l1ef/11Tk7qjBEJxiJaSCMZjdDu9JifnwdBIJvLky+VOD4+xrIs1tbW2NnZYXp6mkwmw/2795hbmGdpYZmPbn7AqNPkpNLl7NkZLl68SLlygqZpfOMb32BiegpBEDk6OuLP/+I/k85kyOYKmI5PNJ4gCOBLX/wKkuBxdHRMqVRie3ubc+cusLnxmMFgwMWLF1lfX+dP/vR/RxQhHo9y6fJFREng7u3b7B4dImsar7z4Ip43ptcZcOncRdqtLuFQiHazwaOHG3x8cwMRmJgAVYNr1y4zNzvD3vYO2WyWauWA/b0d/t7v/Ta9/pB//D//M85fXGB5dR1FUfADaHe7HFdPyGSzzM3N4czP4ZgDQrLK4VGZnZ0T5uanKZVKvPfee/zBf/8HfPUrX+LosExUj9Bq1MitrZLPZdl+vMX84gSp3EVu3drkB9+7zczEDCfGPuuLMbzhgKX5PGtnVrj58SbRVIS1S4vMrhUZjHx6f/Mj9u/episNWEonSE/Mk4/HuHZmlVZlH6NXIxQKaFl9bDXF0VGNykkLa3jqYtnfusnDToMvv7hCNp/kZ9fvc3t3xEieJlALqJEk+akkdr9DTFdolW8SyBZfuprDCEy2yvvoKog2aDlYOHcFRUvRaHS492CXfALOrK2ydGEJNZ1nq9LC8QUcy0AaNrh6rshTizohTlAUm8BzCWwQOg79jktfgMSUwjiWpOeeutgEQUFBZiyoGPbpZ0USIfS4wrWVswy6TW59sEMQgvxUBlfRee36HSLFRYRBj72jFuncFAgSgu8ztziLEPZoVA8YBz7rq+sUIzonu3s0j6sUJYnFcwU2d3cINe6QiOto0T5yQcEPXFyzR1aNcLI3JByHWAx8u82ZlTOszi1QPzrmeP8hiiyQyaSwghFjQSIcTTE0hlQqNeb1CEd7u2TjadKJIqHumKoJcixLpdXFNB0yuSyDwZBa/YQLZ88RBAGdfo9IJEKr1QFOT4apVIpwOHxqSTYMcrkcDx8+RBCEX54SBUFAVVVmZ2eZmZlB10N0ux1M8zTAJxaLoSgKYVVDVVV8d4zv+7/caX6ajwwwGAw+KeeCe/fuUS6XuXTpEtevv8vOzg75fB5Jkj4Z7xLYts3169f54z/+Y1qdDu1uhzNnV2jVTpicyPHME1d4/PAe7757nVgkzG/91m9RrVb5y+98l8e7B8wtrhEoJo+3d0mmkiwtzP8SVBMTEwSiiIrGK595lb29Pb7//e9Tr9fp9z3CYUgmUxj9AQ/v30UWBfL5PEtz08zPL/LGW28SjSf5jW/9JrFYgj/7i//EwcEhI9Pmi1/+FZrtFm+88QbTs3N84Qtf4vVf/BglsJkoZGnUmwCk02kePXqEaVrEYjEePXpEKBTiC1/4AooioWkKu3s7zM7OEo3pXDh/FgSJfq/D7tYu9VqbfDZPJBzF7PX4+ONHuA5cfWKC7a0TfB+++PnPkkonuX37Fql4guPjY2RZ5sqVS7z77rs83jognoCdnV129w/5xjd/jcmpGX762s+p1do4vkMsFiEU0knkShTyEyQL02QnjhE4vW1st1r86Z/+H/w//6f/B7osUT+usDw3RTSkMeq3mSkkycdjiJ7PC08+RzZ7jp+/8TNyWRk14pAQBM7MlDi7MINjORy/e4+jdpmDpsDB9zfpPqqxGF8FLQWyQjSu0Rqc8BffeYOxqpEuLmD2RLb3+vS6bUKBw0RcIyrbuO0hq7NDLnxhhqFQ4D//vMztLQ0pMUe13cf1T1hZ0HE6deJincmQzROfiTM9EUcUQqh6FlMosFfpYLpZqlacG2WX9zb28NyAi09eYSnuI46H2CePcK0eb7x+i3Q6y5msQkENc2UpQsw7AtHAaluEUilQo+xXGhhjiehsHl9SsLwxwaiP1TUYmTASRXpaGE0LI6kKimujONBoNZEEkbNPrNDuu9zdqXFvd4umLTI6aGARI1mYxbRd7E6HQiqF0WuTiESx9RBzRZ0zCxJzcZPUWoywJzJs11CkFuJLacaKRiBKeGTwxmMCAQRi+FYL/zmJriEhawVCkSnKlT67H7+DJCkUMxFEEdrtNgk5hB5N0N2towQiK0tzCO6AZDLGKNCI5fOU1ucp913u7B5heAGm2yEej6MpKtWaRzQaZWvrEbKmEg6HURQDy7KYn5/HdV2CIMC2bdRPQskzmQyPHz/G88bE46djdb/fR1GUT27VLYrFIvl8gXA4zPHxMScnJwSxJCcnNYr5wicju4OifLpOH+EP//APg2jjQ27dusVv/Pq3KJfL/O3fvsnf//u/xdTUNN/5znfI5XIkk0lmZuao1Wr4vk+/32d9fZ2rT13lhz/6IaVSkZvvvctkKY/RbbPzaJOnn7rGq5/5DONxwJ/86b9kt1zG9kCQQ4hKiIXlFeLxOF949bO88/bbSJJEIpEgnkhQrVYZjSw2NzeRJAld1xn0+uzt7WHbAXNzJWZn54mEFSayaY4O95AkhVAoxPmLl9h8/JjX33wLYzgimUljWg5+ILB2Zp1MJgfi6QL6c599mY3bN+i1G2xtbVEoTDA3t0C73SYeS3LhwgUeP35MJBIhk02xufmQZrNOp9smkYgRjce4efM2ggjxaAzLctBDESZL0xg9g3q1hiiKTE8WSMR1ojGN1ZVFGs0KqqaQSMT48IMPOXv2LOtr5/jj/+2fUzm2KE5EmV9cRZJk/DEc16qksjmefu5ZMpkM+/u7dPs94skshmlz++P71Go1sukUsWiUQbdHvXaC0e3xygvP8cxTT/K33/sexXyGyXyOdDLBwe4eT1y9RGEyQ8/y8MQ89XaNduMmdqdMSQ3RrlQ5f+EC79zepOEmKczMIco93M6A5DCKNtY4btXpjTrsV05oDCCeh1wpji/GGJpjjJGLFPgEZoe4As9dSvLilSUkq8ntzRPe2gRbXaHWEjF9gZHbgfGQqVQY0TziuXMJFvIeZ+fDKPhUDkxsV0UM6bRsjQ8PRjxsCtxvyfQ8lVBIJx+VmNdNsuExsWSM7UqDUTjL1tYjXlif4H/48hPoO78gJ7UZOJAtRRgLaQ5rAyq1ASPXR4uoRGIalm3guAFDC0xHxAuiuEIEy1NwfQth3MI0ffAhFDmthW30AzoWmEKYSs9nLMfxBB1/LCAFY3RVJhEOE9ZlWsM6ithnJhHwzHqaawtRMmIbedQgJAABMP4vr6zIWJAZByLjQMAXHGzfR9MlegOdbl/HHWfojyT6Iws1HKJrdFBVmU6nx9AYkUxmUbUwtu2AJHDvwQGTizmKC+extSRlA44Nj54jYgYC/ZH5yZ4yzOH+LvF4lF6vRyAKWJaFbbuMRqNfqmosy0IUT4OVJyYmsCyLWq2GaZrouk4QBAwGA2RZJpPJAGDbJqoaQlEkQiGdUCiE0evTbDZJxOJ4nocgSEiSxMuff5U/+qM/+jR4eXrCfO+DD8hms6yeWadSPSGakHj4aJPi5CTPvvA8e3t7vHX9HdZbHWZmZtg/PMSyLKr1OleuXeGrv/JF/s9/928xhl1EsUCn02F2YZHPf+FLGIbBd77/17iByIXLVxkHEggKk7OzdPoD6vU63/nOdzh37hzZbJaHDx8yPT2NMRhgWxbpVOJUjjAckE7GufDVrzAxcZq6XKmcUCkfoksizz39HLligfv377O7u0u32yWdTqOoKook48kenUafg/1dhAAkRabdbBKMx/ze7/0eb7/1BlMzs2QzeRqNBqVwhHy+yIONTer1KpIkUWvo7Oxu47o2mqYyGBr0+32WF2fptTuEQjrZZApJVHBNg7FvszA3hSzLRKIajj3imWdeZmV1ke99/9s4rsdh+ZjV9XOcuXCRTnuArIS48sQMkUgMLRxhNDIRRZlSqXR6AXHzBrlcjkhMx+h2uHnjIzZ3yhgW5DKJ0xHG95mdKjE9UeDux7d47WfXWVua5TMvv8BReY9sOoEiiRQLWYqlBHe336XZH7Jxz2CqNMnZ1SQfbb5HopDhM197iY3NLRbWVlBqMWoVB8d2aVQ6dPcOCUSF3NlFMgvzJLN1nJNDwqLHsGkw7vfJxeFiFnIZhZW1GaYX5uhYY969t8e9zTrVgYIfnyNVnEWKVPEaLeKBjDoOSMcblKYClhdFYrJEf6DS7/rsHTrUWxKtdoTdrkdFVWkqMuNwkmwshSxL+L5JLRBx/YAPPrjH6tI0SXnA+atTvHhhFqe1Q7vVxk4AKRiNA452jjk59ImHEwgEWFafiCawtj7J0Heodh3KdZd+P0J/FKPV1+gbEr5j4NgjECFsxQgEla7lYXogqDpNq4umB2g6RFUZPaSgq6fgdP0uIdUnpin4To9Rv42uxlEFGcuBUEQC2wdPwBrL+IGKI0g4XoDp2Jg+DFEIjBTmIIo9ChP4OqOhycgykEMdeoMmkSjoephYQicckpBkgcHIo2PYRHIqRqDwqFKjZTWoDMcMAw09UySWyRFPp9jc3CSbjhOPRWi3mgzNEcbIJBKJYAxP8yRGpkkoFKI/GFAsFk9vywUBVdOIxmL44zGu56GqKplsFgDHdZElCRCJRRO0O00s0yObVRkOTcLhCEEgnE5SicQvJ+FP65EBPA+eeuopXNel1+tx+fJlDMNgc3OTL37xiwyHw9PKWUX55R7zueeew/M83n77LS6cXabVrHFmbY1Hjx4Ri0b52q99k3AyzZ/95Xept7oMRibGcY2ZmTlM22M4HFLe32N5eZlisYgkSdy4cYPp6WlSqRR//ud/RqvVZtA1cBwoFmKkonEc2+Lhg/ucVE57cTRZIROPUq/X+eGPf0SlUuHXf/NbLC4uIooyYwKGwyHdXh9d15FklalSEZ+A5aUFyvt7PL5/G10PUSlX2d0rEwlH6Q8GbGw8YhwE+J5HKpOk0WiRzRWonlTYfHzC1SvLzM1Os7WxiSKIpzKMwfCX+xpBENAjKbLZLGvrK3x08wb1RpUXXn6ehfklarUa0ViKBw82iCWyjGyHhZV1CvmJT/a3NoP+kGg8RiQSoe+4bG9u8PFHH5LOpIhEwsiCz/lzZ8gWJ8Efc//uHaqH+4RlkUImTTwRZWl+kka9xte/9lVCIQFnNCLwPSzH5PXr1+m4DUQ5zNzMPJlYguP9La5cuMbK0iKd4ZCRqNPuWdy+e8DRUYtsPooiaRSWzjCzfJbN9jG9sYQvCES1gLBrkIp4rC1PcvX8Mvl8DNPvURu1eP/+Ix5WBhw0BUymEXJFtGiKWrdPs90A10BERGYEio+ainB7t409hFGnx9AAx5Pw3Tj9ns5B3+MoPEJIhwmLEoxdtJBKLJIlsELUuieY3phCOgbtA15cWkczjrj18SOeuTZH3+mCEnCw3+NkG6IB5KIaiugTikSYnMxieh5Vw+NBZcBW2adnSgRyHMdVGLgarpsiEi8iqmEGgoCohgmnVQTLotdvEY3pyKJHSBwS0zTCmne62lFVQnKEhBTFbJXRfCiExiRlB8W18H1g6OO4MLIC+taYoetjuAGGPaZrOLRc2O75DN06otsjRBTZAdfsEo34lIoKFy+vYZhDZC2KIEc4rnY4PDjB9lwEVWfq/JM82Drg8PiYcTiBq8bpmw5Go4UrSCQSMVx7iGOr6CH1VDWjhWi3OkxOTnJSrSOKIrquo6oqkUjkl3XWzWYTTdNQlNPpbzAYABAOh5FlGdu2sU2HZDJNJBJjNLLwPA/XdYlEIoRCITTl9Gf+l73o9OL8pwvMixfPMjExQbPZJJ/PEw6H6Xa7HB8f89d//decOXOG1dVVdnf20XWdixdP6yi2trYY9LKsLU1ydm2JerNBJpviK1/+Goqm83/+xV8RSecZHJxgegJPXr7M2toa3W4X13WZmZ7GGPR5d28H1z0NNZ1fmOPb3/5Ljo4OuXLxCnv7O+SzBS6cO0ssluDevTs8ePCAkKoyMzNDNp3BHg25c+cOqqpy9uxZPrxxk1giTjqdZjAcoibiPPHEE4RCIQTxtLXxb3/yY5544gkmJ0scHh3jOBaJaIJsvsjRQZnjWpXFuXlS2QwnRxW2d/dh7PHSZ16iWMxjee8jSCLFiUmcvomEQL/f5ejoiMJEnjNnziArIqqqoigKhwfb6NEwleNj/ukf/1O63S65XIGd/ceMg4CP7m/Sa3cAAd+XsB0fTdOonBwzK8/Q7/bo9tqMDIOx7WO0GgRWGEnTKU1lkAjo9LsUMynmS3kkAUbDHmfWlqidnGDaI3b3d4inM/zrb3+bQX9IEEAgC0yvnaNYmKaUnkUb22xtVRC8SW7cfJ9Ge4Aredy5WycWg6XVAoPRCZ0+hBSFyoPbTC/Ms3nrOpp5zJVZuLwMa1Ml8ulZHDR++sEuVVekbDqcjDRaIxHDFrBMj7F3xETSpHVSRQ+H0ZQYQ6OKllKxtCKPOmDaI1RNQyqoSPkIcpBhPJIR2kMStkd2apn6sIPRqeEPe6AmcYUw/f6Afq3GU+fWcdo1XlmZJOl32Np4zGQpSl/M8O7mAeGEwqAJpbTEYqZAyDZQRJv0VBQ1GuLeQZ2tJtze09lvjvHRiUTGjP0qfWOEHErTs3XsEbieRzQakMkohLUxqbBMRggYWz1kG0ICuEPoj0FPJEhnsiSHNlp9wOIkPF1KoThNMHuEFcADCbAcqHd8TroirZFMz1IZmBo14J7Zx1RUwq6GPBwSdizmCyHWz5ZYnM0SaDLttk3j2KFjeBxUh3QMCT2VIJFL8fj2Pkf1OkNPJBHOIsthLGHEsNumNzKI6CEmcjliUZ16vQpjj8WVFRBE4vEkmUwGx3FO37fBgHA4TL/f/+UljWmaZLNZCoUCoVAIy7J+CVBNC1NcmiAajXN0dEQ0GicSieC6NnZgUj2p89STV5FlmW63Tblc/tRgCZ8As16vE4/HEUWZWCzG/v4+jcb/j7n/fJIkv/M0scd1eGgdGal1ZmVp2V2tG90NoKExOxiBEXtL3tlxbcy4pHG5dnxD3nGPPOo9cnc5s9gdjcHczGKwwAiIBlpWd3VVl67KqkqtQmsd4e4R7s4X2cS/0BvvIi0t30TGx/z3+36+z1Nhf/8A03RYW1tjdXUVxz42p01PT3Pv3j2azSbzcxOMrD7LS/McHOzx7d/9J4Qjcf7jD/6W6zfv8PVvfpOJ2d5xsTWe5P0PP2I8laReq5GMxSg1m4yPpdnY2iQajdLvdzHN422iSrVEKpGk02rx8OFDRKDdbhIJBYiGI3hUhW6rSalU4syZM7S6HQaD4/uWyfEJNN2D3+9n/ckTdn/2UwzD4NnnrvLkyQYLc9PMTk2RKxY+RaNNUyyWsCtVFpZWUD1e2t0e0XiS9MQU+0eHuK7DzRu3iMbCrKyc4Natm2QOj/jCi6/gUzRWFuZ57tkr6LpGoZJnc3Mdn8+H13/cQRNEmZEtMj+3hC8YodvpMz0zz2A4Yntnh1qlTiKRYHc/Q61WY3xsDFlWCQRC+HSNoF9Hcm1UVWZyIs1waHGYybD16C6BcBzdozI7kSQWCXF0dESzXiMeDhIJBWi1Wvz+v/sOr732Kv/zf/pP2draotls8qOffMCTdx8xPV5gzLPLdCKMpoTI5np8cH2Lc5efZ3o6ydTyAEW0abSyNAslPDEZx5Fo11qUMhv4nRYXTvp45XyapG4i2QJP9zJ8sl5hoyZRwUddUuiLAn3LwTJt/JpOJBDGsUWCwQjTY2P020WslsVENE08Ok2+0kJU0tQGJtligW6nTsDTRldEFMFE84j4HZOe0UCUXVSfn/6wS6W4j+aYLEQULoz7SMoS6aBKv1UmkkxS7w159yd3GAGhlkXcB/OTs4wHA5jN45XDgeRwZ32b/Y7KXl2j1g3jSD5E1UffMen1yjQ7LWRXp97pYCMSDPphaOJWuiRUk5TXYjKkEhRChHwisqZS6ww5rHbouS5ur0ctXySpwKnFKKGJBLS3oQ94AAGGjsDA0WhaEuU+lDsSnaGC6ch0ZQUtkcQcOvRbA0TaJNJxVi7MEU/JHNVzPLh/RG8A1bpIa6Dg8SeIji2gBQT6rs2dnSwdE9oDoLpNdGyCRHqckOaj1+9QKhVRBJeh2WFoGSiSiGmaKIqC1+slmUz+stHSaBzvgv//T6V+v/+X/UvXdQkGg0xMTBzrg4dDOp0e8XgSn9dPIV9E98gEAyGqtQqu6+I4Du+99x6zs7PE41ESif8MaEWDweCXit319XX29/epVvvoOpw4scjPfvYz3njjDZ5//nlu377NBx98QCQSOWY6bm5hDyr81m/+Gr/yzW/gui5//f0fcOvuOmMTU2zuHjA+PUu73ebB4ycI9ohWt8eTJ4+x5meJRqMUink+//nX0TUPDx48wKfrJONRXNtBVWUWFudQJRld86BpCoIgIH1aPwgFj8VIIxeM4TGs9+nTp5RKBfzB46BwXZd6tUIqlaKQz5I5PODs+TN0Oy3KxTzBcJQ7d+8xHNosLS1RazRJpMZYiUbJ57PcvHkTyzLw+nQ2tnIEAjm++Stf4+rzzxHSfZw/e55urU6r1aDdqSOKLoVyFhGbldV5IrE421s7BMMRVMVLp2dwdJilUW9zkMsRCEcYmEMSyXESiQTrjx7x5GmXoZHh4qXzZLNZLKOPY1v4vTrxaBBJAMd1GIvHeXZ+iXAkhiiKFAoFth8/JJfLMbRdBr0WiqLRHfSpt0w+vHGLl974ApOOQLjb5WSpxAtjQUL+BHOx0wxqPbqtIxRR4vKzad798AaxwziXn38Gjx7G6LiMzXtRNA/FosTQKNI4fMSLF8e5cHaclt3lyZMc9YZNs+On3ApS7IOeiKOO+nRaFebGJjh7+iKS6eXJTgZDFXE8HizBpN+rEFdFJlUPUqtNdGDzzsc38UTGkL1+0tE4iZQHmxq9bomgO0Q5PCLUg6FfYeSbYeiCV7W5lJB5dTnOUrBLOhLh2t0N6oaAIXm5+7CMrsLFFR8Bq8dsUiIqi7Q6Bp2hF7MDhVyZJ1mHfNug1DJoD1wkXwBJkhg4YLgqot+PwQDVL6J4PIT9KrpooZp1PFaHsGRxdWWa2VCAsE+l0x9xUB8SUoOUDJW+1cEJw+ypIJGVMcxhl3bLYNgHqQvmENoDjZYVoCt4cHwSCCNsw8Ic9nFdiYQapFUoYDa6JAIedF2l1mlSqBXZ3OygqqB7QsihKJGgTjIZR1QMyrUn1M0usckx7K5Ns1Snb9kEBAk9EEZTJBx3RL/dZGdni7Dfy9TUFI47olIqoHtDKLJ27C7neArvui7D4RBVVX95agTodrsMh8f4R0EQcBwHURTx+XxkjrJEIjF03XfcTQY0TUOVRObn58llj365o+64o88mKT99yQDf/u3fIRSJki+USY9P4PX5yeVy+H3HKCXTNDk4OCCRSBCJhqg3AvgDXkr5ArqucfLkaWzbJRSO8MFHt0gkUkSjeXy6F1GQefTgIb1ej2q5xOWLF3jrrbc4sbTAysoKDx7cY3xqko8+ukYhn+fZy1d47dWX+emPf8JYKkU+k+XUygkm0+PIikg+m6PRaCAJIka7S2Y/w8b2Dqsn18hkckiShCwfH4M7nR6jkUOxWDweaq0cqzi+8Y1vYBgGN27cIDmW4pVXXqJcLR3DPFSRfP6IXC7H6uoqk5OTTEykCQT9uK7LG2/MoigSwWAQy7KoVWr8wb/79yxMTaFoCr1+i7XTazz/0ufIZA+pNjrU2n3CyTEGfYtsqYhl2jza2EEQFOKJNH6vjkdXwXbot+pMjyUZj4SpN6o8vncHTZWRZQmPKuLzyCQTcWKRELVahc7hIf1uC9McMJmeZHwszaBnEI+mCEcjuK6Nx6uxd7jHvCiQyed46xc/4aUXP8dRNsPq6iKV+j5BLcrj9U8oHlV5/XPPs7W9iyPJjE9PUa6X+cvvfZ/5xVXmFyaoFSuYVgeFMP3aITNJuHJulmA4wJ17OTI5gc5Ao9Kw6VgS6el58pUChtViKhohoWu0drfQBR9LcR/blTzdfo1mrYdidTk5O006HCCTyeDBy9JMGjUyQ7ELuVyWcnGLWMzg8rkIX3t2jXCtzM52kV8cDtnpZvD7wsyvxnkmKbAYkhFbNW4+eYopJbFEL9duHxCJwktXVihtbrI8IzA1NUvTjXJY6JFpDDgq5umYQyJjASK+AD3Zxmh7cUSVgWnS6nWwsFG9Ggmfl3A4jKJKdFpNhv0uXtUhoEtIrgN2H8fyUKg2ebxV4aAGrh8s3zFoY3XZy9rliwxVlxvr93A7INvQq0CvBwMsXI+M4wsjhFV0vcegWaPf6jIa2KTGpskPDfy6xOxEEtfucv/RNrIKWlhCFEOgpZDkAF4tgOBT2N7bYv+gixICz5iArAeYWYih6l4kRaPRqNGs1+k0a9jmAKM/wjIHaF6dZqtLJBYnlZ4kl8/8UtLX7/dJJBIMBgNUVSWXyyEpMvbwmE4UCoVwHIfNzU0Mw2BqcpKlxRWifhFJVAj6k5TrNVxRAkU75sIuzOFKIvVmBd2jMT09/dkHpj8UZ/3pDkeHOfr9PpIsEYrGMPsDVFUmkUhw4sQqH77/AS+88AKDbpdPPvmE5aUFfuVXvoEk2ZQabQzD4s6d+7z8yuusLi5RLtU42trC7/ejuA5zE2l+/LdvMTef4PTZUzx68ohGu8XF9EUsy2B1cYF6vc7hwR7BgA93NOTl558jl8nSqlS4/uGHeD06yViSQi6P3+vD4/dy4sRJdJ+fmdl5Hj16hK7r+PxB6o0WHo9OIp6i3+8jCjLRSBxrYHHj+g3W1tY4zB4iiUP29w8YDmFn5yGypHDy5ByhkJd43M9Xv/rGp7vpTY6OjhgMBmxtbbGxYXHhbJBTy2s0Oz1kx+X1N77Mhx9f46cffESt3kDTPbz++c+znaljDm1y+TK9roHtCdLt9llKT1Lbf4KsCMwvLvDmm79CqVDk5z//OdVMj+WFcWRZZmwsydjY8T5/NnfE/Xu3MAyD/mBArdWm2TGYmphjfHyOfL6F6whYVoenGw8YuQZDG+YWozz3zGnyhR06rRWiAY1uvYDUMGgPsswmZ4kH0zzeuk8mX6VQbhNLTmISJplM4Ax7NDPbSHadpXQAFYOVc2eZnfBRyuV58GCLo6MO9aaNpocJeD24ooE7qqHRw6vpaKZD+ygLqoBLn2rlGAEXjYLHO8ZYaploNMzW9mNylQKeiIeJ5UVuPt6hNogQT8ygjHQCwwMm7SHjtkE8GidxNooeKfPunX3Gpy2uXJiksLPF7Qd5PKIXVZtk4Hi5fn2LUBDOrY5RyGwyMS2RXDzNem3IOxsZ1g8bqKrKWGKMWMRFVhUKuRboKbAVzJFAKOInENOxRlHCAQ+eYY+HnzxkbjbMTCxCzXDRJJHmYIjlwN1sjbwvQC03YGcHbBkSfpibhqVlLwvTL7G5V+POfoZitYtqgc8G3xAEoOVoICig2Oh+B10GvWcxwsYX8BD0jJgd0/H5QnQ7HWzbRtViJNPjtHsGPUvAF5igZjbJN0uYNRNbUgksJml2u+Co+AIBWs1jzoHjOCwtLVHJHBIOBkinFhj0ehj9HtbQoTfo4x+aPFl/gD8YptGo0uu2sYYGCA7WyMTn85EcS1CuVZlMj9NqN4kl4gx6x6HaqNeplSsIlsWl06dwcfFHIxSbdTKVKhOz04zHwxzVKnzzN/4RtWKWrSePyR7tkBj/7EJT+L3f+z332WmF4dDkrZ/+nIePdpiaiuBRjidYC/NzXLl0gUePHpHPZzl7+gyzs7Pkcjm+9OabfHj9GsvLi+RyOXZ391lZXaNarWOPXN599wO6/T6SpHDy5Em63TZev056fAxBcHny5AlLSwuYn/a0KsUS6XSK6YlJJAR0zcOg0yUaCVEplijmC0RCIYzucedrMj3Ox7du00eg1ung9Xrp9/ssLCywvLxMu93m6OiI4XDI2bNn6fWO71J1XafRaJDL5VhcnUf1Svz9T/6WVCrF2bPnUVUVj8dDJpNDURQO9g9/2QsNBAL4fAEqlQq6rvOlL3yJarnG/Owcu7u71Js1AgEfrU772HU0M83Ozg6bWzuYoyHpsQlUVSObK5BOT/BPfuNbdI6ecu7EMul0mhs3bvD973+fXMHm3LkUJ0+eJBqN4ooCOzvb3L9/n9EIYrEQqVSKqdlZ8uUa167fIRpJkUxMMbQEdF1HFB0kZYQ3AKJsYTsDVE0mFk0hq14unLnMz378E7y4nFhZ5v6jJwwFCdEboN23aXZG+ANRSvkq3WaDej6D2WszN6Fzbm2W5fkUstBnYWWSn//sA27fqDK0NAL+CXRfmJE0pGt2yJWy+ENBXMsl4vMxn44y7FaQqXFxbYKr5xYoVxrIgUWGcoRbDza5t75OsVmh2AEtlaDlhBl5phFQsdtF/MMCU2qRmAO/+doUUb+MLxKgOzTYL5S487BFtQlrpybIZloYpkQm22I0hNVVD6pqIApw8ew0Tl/g5maJT0oKPTV6/M0YtEmoFtF4nEeHddToDJbsP25mjAxkd4hrm+iuQVwwuHh6Bn9EJFM4ZPipmbGU7+NT4cyJEB4kjrbq5LMwNydx+eoCUwsj/H4vf//DxxzWJPZMEVME3bbQBhB1wKvLVEc6UjiBGtFJxAMsJD1EFAm3P8IcSexUmgxFjY2tXURJZ+hIdAcOqi9E33IpVOv4QmHahkGr12XICFtwsbFxEfHpfqLxGO1WB1k5XlBRVZVcJsvs7CwTE2mGwyHNeh3DMKjVaoxGFl6vn2g8Tq3RpN1u02wf14ls10FRVQKBAKdOnSKTydDv9wkHIxwdHaHIMqILqqwQ8KiMuk1cAdJzJxB8QdCDqAEftUoBo9fEK4xQhRFWu4tl9Fm5+PJn28Pc23xMr9dhLBpEPz9HLpejNxhx4sQJTp8+webG+jH9WNdoNmosvvYqz1y5wEfXrjE5nubg4IBrH33IeHoSQRCOw8QXQJRlTp8+TSgUodluMTM3i8ejsr+/T73V4Itvfp6//O5foCn68SbRUEBV/OztHhGPhhHCIvPzs2SODnHcIQOji6ZCJHwMFu0bdVzBoF7v8SQDz13w8sKLryDLMrduXafRaDAcDhmN4PKVs2xu7fFrv/ZrPH78mHanyukzK0TiEUzb4tvf/m1OnTpFsVjmO9/5DsPhENOwkCQJyxpx/vx5JiamUFUVxwbHcXAch1yhwOOHT3jv3fd56eUXOX36NO12k1a7wdL8HJtbG9y6tsXcnJdGY8iDj3NoKszPSoRFgx/8+b/n/OoCxtwkDx/e58Pr13jhpecJBI7vyix7RLPT4vr160iSRCKVJBaLce7cueNp4sjmldffID0xjTFwefRwk53tQ4KBMP6QztXnLuDxuuztP2V2bop6o4ozstk/2iXqj/PGG2/w7j/8mEqtSSQWZ3P/kFqmRHswpNUd0moPWFlaQ/MoXLlyhYWpBGGvzeHuA0ajEe1uB2Njn1K1gyCB3+/FI0uMjAHm0MAwusS9AaKBAKGAznDQolnaYHY8wIWTJ5kdC/DJR+/S6Nk0RuvEZ84zvXIZQ58g//5taoMiQcYwvCptuUWl08EeDknpY1jCHNX6E+4+zvDqKR9e7wCvLNGwezhd6Buwla1TadqkE0nmZ2BlLkV6zM/9x3dxZAhGkuzs3SazCZWugZqyEUSVkdmnI4gYjT6m6mc/m0dUPUS8MoPyEXYLFibgmdUQl6ZCxGJlfFMKyS9N06m12F/Pop2MEY6McVQtsbtXRZHgS6/Di1fOghDg7tMce/ki609c2uKIgVfH1XTaZhOn7WALEFM0YhPLGLKK5Vi02gOK7gBLlXH7Ns2OQabVIzW7QKneIhrTcUWZvjOgWCkzMB1Ub4CjYpFWr4fpDEmnUyAK5Is5ugOXF67OgSjSbjWJRsPMTE1SLpd/6YLKZvNIkkS5XMbr9TIxNUM+nyUYjuL3BxlPjSMIAps721iWhWk5dJotSvkCiizjOgKiKNLr9KmVqsesTI+OhEDe7HNifhpBELDMAbo3SMjrYTiyoT9Asx3yB7uEdRWz16Vdr7Fy8eXPJCx/GZheTWDj8RYiEul0imTsBOl0mnQ6TbvdJhYJY5l9msaAcCTAk/WH3Lx5g29961t0+j0ePnxIqVjBsUUGps1waJMrlPH7/VRqVTa3d453TxtxZE3FMAyee+55vvvn36NSabE0H0cSZPyeILVak0G3w6A7YGtjk7Hkl7hw6Tz721vUqkW8PgVfUMMY9LAdganZFJXBHq8+l+DKlSs0m8fVnly+jCxDtwtf+MIzbGw+5nOvvcxYOsFwtMDFS+fY3t5GlAR2t3ZZO32K99+/xuPHj7FHDq4DOzs2J0/qPPfcC3S7fR4+fEgoFMKr+4lEIqytrWGaQxLxcXa3t+n2+mxubyEKNvlshul0gmfOneHU4iz7u7s87ezy+edCBP1emvUGM/EAE+NLPPfMFRqNBoZlMjU1RafTodk5Ph7t7u6iaSqCJOLx6nS7XSYmJmh3O+zu7nLm7Dmy2SzxeIyhBY3JFnOzCywsLNLuNlE1qNZzdLtdGo0WsWiCbrePIim89957vPby5xBEmT/50x/x7d/9JqKkcHC0AZKHlbXznD17Ea/qo1YuYTQbOO6I9fV1ttY38Ss2gizw8/fuYdugyzqqKCMwJORVcVwNwW4RT0U4PNpj2IJTK5OcWr7E0lSS3OEWv//79xifBj0apmy4PN04Qjxy2dypsbVTIpRIYZgSjUET0+vi86m4sg6ujCsFCSYnEYQWPg80KiWMkUtQC/DSRZFiX2EjU0eP6nhUC79fx7L7PN0r0+yDP+anPbAR5WMGZdiFdq+PQ59kMoRfVdnLVfCNr+C2j1W5KiZeAeIxePm0zItnk8idQ6YSElrYQPP1CBo9lDHQXJlsbgehb7IwA1PPe5iZXqRdc3nnnTt8fL9LdwjBmIdYLIYWSlLvD6h3TBy3R1+QkG0f2D7KrS6G3UKTB7TcDkHRwSP4MB2RARKFagtH0ig225iOSN9y6JoO/aGNLor0nCGhRIzRaEggGKbba+NRNXy6xMgyGZ+cYGia6LpOKBCgUCgcn2CmpnDdT7vMzSau6zI/P0+5WkH5tB9pD481Nook0+52GFgWgWCQRqOBI0AwGEaWZWzLZnzsePPHo6iICFh9lfX1x1x55grzs3OYrkQpnyebzeKMTBZnJolMzeDXJGqFAp3CfwbWSLPb5JXnn2E4tDFNE5/fj2maPLh3G8uyEEWRL37+8xwdZTGMPh9+eI1vfvObRKNR/vTPv8vIhWR6nPv3d3jtc2OcP3+eYqmMLKu8//41bNvGHA7pDUwCqsI3vvlN3nn3FxiWxdraKo1Km2g4xt7eLuVyn8+/dhFz0KVRL3Pjxg0er+s8urdONKIyllyhWMrguCO8Ho31x1liySAXr17CdW2uXf+IchmCQTh5ZolkMsmlS5eOO55zc3z88cfcuHGDQCCAaZqcPX+su/3ow+tsb28TiUSYnZ1nYmKCCxe6aJpOJpMhc5Tj8LBNPC4RjyeZnZ0lkahRq9Xw6gECoRBGv4siCvQ6XeKRIJoEjtnjxNw0z51dI3/liEGnjSIKRENhErE4B0cZKuUCPdPi1p1buK5LKpWiN+jTaDX43Ouf48UXX+Sjj4+fMDOZDJ1OB1cQUD0a73/4AV6/n+dffJVIOImiaOSyZfKFDKLo0O0OcWybZ69c5frH1ygXK2xs7GEMQPeI/FXhr/nf/Tf/DX/zo4/54Pp1zl+6zOqZc8ianwcPn/L44QPu331INBik16ixMjuGMGxz/vwiiUSCO3efEPBP0WhaDHp9UAziIYlY2INjmwwHbTqVOhdPRpiejjOejOP0e/zVd39IJQtzayHK+Nnc6dNWgtjeKO2KgRSJsvbcGFb/2MfuG/TwjCSUITi2iS7WSfgqJPQKtgHFco+BA4FwhJA/QXjYIukROBGIcFSucWerh5kWKHYVCk2LSCKGabjcerjDqakkq2ea+MwQBzWTRq1NOqjg1VRqNZFavUIi5EWWHeRenoUkfP6SjxMTPhrFbRpVmJmToe7CsA0qZLJQrpUYS8HiHMTH4gyEEO/cyfLhHYNqTUP0TiCMRhjY+IJpvOE0RaNIx/YgSQIdFLptaGom+UYLRTVIBFxE69hx64+nCEaSKKLMYblOem6RB083KdV7qD4fkteH5IoMJRlLANEeIooQCAURRBddUxEEgXq1htfrod/toMoSPt3D+FiSer3J4f4uX3jzyxSLRXZ295BkBVGSkRQVfyB0rGseGNimQTQSQVVVnm5uIAggCgL1Wo10Mo0oihgjk+npaQbdAa7tHEPKRYGJiQTtXp/337/GWHqK8YkpxGSKTqPKqN3h1OIMEb+HRiRMQJE/+8Dsd5o8yh1hWRbegB8QyeVydLtDwhE/v/u7v8uTzS0CgQA/f+dd/vk//+fk83m+8x/+kH/8T/4Lfv8P/gP3Huyg63D37n3m5pd+WVMSJIlwIMDOzg7ReIxLl67wr//1v6ZQ6BIIwMH+EfVKnzNfPc3Q7FOv7RKNRjnKtJienqZeL+PYXiam46QSEXS/l0BwmoDfw2hkYTgO0ytn8PgDPH78mLPnTnDu3DkmJiYYDAZ0Oh1297ZRVZX/z7/+HwkEAtTrbV5++XkuXHiZj65/gmnZHB1lCYVijI+PMz4+yerqKj6fj/X1dSxzxMT4FCsrDfb29sjlCsiyTDQaxTQtfN4giWSMradlxuenOXtqmVIuQ6NWYXJtmaBPRxFgPB6lp4jUy2WalRLOoI/Z67B5eEhvOCQcjRCLxfjkk0+IJeI8/+ILnDlzhma7Rb5YZGfnmPz0/Asv0O52+OCDayAKLIZC7OxsMbQ2kSQVRRXpdFufbkd0MK0B29tb7B/kju8/wzLpsTjxSByv7qPR7PJ//Jf/G3729i/Y3t7lKP8hqfQkW9uHmMYI14ZeB9qtLv1+H9kxMU2Tzc1Njo5ajE3NIDRayJpFPOrBr7h02yVE2yWk6yyemUFWbByry9bT+9QKA4w+nD7l58SlV/m//0/v0g+O0Zc81LsG9V4Tq98h6EBc03C6A6LIMBKx2iV0n8PSfIyJOKidPgcPIOGFcBJCohcZDRUJdTgg7lcxuuBxIB7REPFTMZr0bZF6pYnGkEhQRfJFmJqYJZx2qGUyyK6DT1fwnZhhvWRR6RoM2nWiXji/LHJiOoBqVehU4dRpHWMk41c74FHp5i1qFYgk4PyzpzB7ZQ6ydT5Zr/LROuxXFYLxccJBlUGnwVB08KJhuiqWoOOoIXAsuqaAORjh6TnUukPCfoeR42JZI2xVZiQo9EcCmVqdg0qNU2fP4ahHWGIfSdOwZYWR7eI4NopPZ+Q4jKwh3UGfWq3G7OQEoijyO7/1mxwcHPDTg59y2KwT8PlZXlqi3e6Szec+zYIuwWAQv9+PZTsoioZljxAlhUa7zOHeLjbCLzkQA8tEkmR6vR5Pnz4lHA6jKZ7jtWe1S71aYzAwsSSXVHKMSq2C5kpEo1FGpsHh7g5YFt5UDI+iIosKHsVDJBThsywWyQBDx6Y76KPrPkAkn88jSCJf+vLnufrCi7z11luUysdF0q9/45vkixXeff9DtnZ3ub/+lNc//0Wa3f/E7Owsh4eHHB0dHePphxaKKh33CEcOb775Jj/5yU/oGyara9M8fXpEMhkkGgzh01Ve+9xL9Lp16o3KcafRthCxiUQmUBWR7NEBDx9sMz0dIRYJ4TgjxtJTgMjJtdNMjE/RarW4desWtz65Q7vdptVq8dprr7G5sc3K8gnC4TCFQoETqyd59PAxpmmyv59jcW6RcrlK7ijHG5/7AgcHB7z33nuUSiVefOFl8pk8gUCAMyfPUIwVqdfrZA4OOXfuHLnsEffu3iEU8PPsr32TuakJcIeoEjjWgGatSv7oAKPfpV4p0291SKcS+IJBklPT1B48xGy3yRcL5IsFxsbTzC8u4vUH2D884p133mFze5upqUlOnz1Lu9vl4CjDibVTpMZTn3rVq4yNTaKpXvL5IkdH+zTrdSKRCMVinsePDU6f0ZienuSVl14mFImytbGF7cC//Te/z//i936PmZk53vngfY6OmowcF48mYQ9HuK6DPRwwPXls4hRGXgqFI4aGRTgq83TzIQF/gKX5BONxP51yhXbHIuRPk4in6VQ71NplJLUNGHg8cPXLp5hIzPFwo0IqNEFHC/F05wbZtsvsKoRk6B+C4unhN2As7CcQVEBWSY0rnDmbwqN0OdwGeQb8aZgYS6E4IvLIxiN7yZVr5Jt9bEViasHGEQzsjoEyhHK+QqUD/pDGR5s1whEPYbODT1FI+DVks4fm9vB7fPiXJ3m0s09PhMtrYzyzEkB1Sji2zZmzOsnx01TrPZoWZG/usL8FKydEJmeSbK4/pthxeXoImXIAixjDkctRuUtLcfGGQB+plJoGbesYBCLoQQRxhCBLaLpMuWPQG47w2haWaaGLEAwHQFU5KJS5tbmHFomRqdQxXRlb07EVjcHw+G9Uaw1OrZ1E1xQG7S6CIFCr1XjuymVikTAfXvsAVVU5f+4sXp+PVqtNr9Nle3ubcrUCokyvdzy8VVUPlXIN0xpxeJSlWauzPDuDbQ/JFfKIqogvGEBWFcqlCo12i5gLwUgYWVUIh8PH/UxZwDZHmEOHbPX49wRHAEUi4A+STqep5HJ8cvMWtUIOEYd6vUaj2+drv/cZKyocBJ574UW2t3bZ3d3lwuVLzM8vcniU4Xt/+T+RHp/ERWTl5ElmFpb53l/+FblcgcHQ4da9+3z1S1/lK1/5Cn/xF3/Jl770RY4OM0xMTDA9N88f//Ef02j2+fZv/Srf//732dsrEQwf+2k+97lnGJoG8VCQn/z07/j6175Mq92gVvcwMzvB++8+ZG7GS6PVpNWsM5ZMcu7cOSKhMLpXQxRFFNVDrtbk3/27f8/jx0e88cazFIvHF9YzM3MsLS3R7/cJBsNsbm5SqdRYWVnhyZMNnj59yq//xrcJBJ7w53/+c6JRWFtb5qOPPmJ7e5uLFy8iSRLXPviI7e3jO9FgUGJhYYGzZ8/S7/epVkp4FImrly/w0bUP+MP/8B3+q3/yj9E9KpnDPbwejaBXp903iIUTeLxBPIrK3MwsvV6PRqtJrlSmb5mcOHkSwzJpN1uUKhUUTePx06fsHOzzxhe+yIkTJ1A0lWq1SjyRPl67VCXC0QiPHjyk2WzT7Ri0Wm2GQ5tSqYHruiSTY3zta1eO74/MPteuXePBgw18PhnDHDE+Ocv9B484cXKVD65/hOvCvfstrl5OcfXKM1y/dhNdUUklomQyR3gVl3rVQhbAFUekUjGWl5c5uRRn2KvQKnYR5SGSImCNhjRaPYKhBL3hCFEWmJifojEQuf+LTzjKdqhUbfSxCd586Qp9zaBYy6PYFvOzAVKCxow3gNvv0GmVGVh9xvwKKzGHaChIQvDTTnXRZZ1oUGfQsik3u+zsFbj9eEh4DLQQzC4mqDcreFQ4dyLFQa5Lt9Ujt2fSDEPTMlCbhwQkgeWISlKXMNtNKu0KTswlGfDgj6dZHg+R8I4w611EF9Jjk2ztlLm/fkCtBtjw3Fkfy7OrZDKblEoueQvqXZnWIEizIyJIIuOTYeRUn2otj2n5aFXz1KQaSsCPR5FRZQ1NDxIOJRkWq/iCCjG9gU4VPwLhSJC+LbBxcIgtqqSm58iWatS7A9oDC3wOIwQikSjeUBjV66FYLJAKRXnx6lWWZue5evkS+7ubeBQVSRSIJcdIpVLs7u0zOTlOt3tcARqOXPKtAo1Pa0fdvkEkFgVEZNVDNp8jPZ7Clo7pRYouI8oyfXOAg8vQtrAsi2wri+OMyGaz9DpdFFFBUGVErwdB0TA6PZ5ubzEzNs7p0yeZ+NwrPH5wn0+uXwcchpKMx/efAXHdGMKffvcf+PrXX+Mf/fpvYphD1tfXQdYQVZ0fv/U2v/mbv4msevibH/4DjiiTnprhxaUV1h894Lvf/S4vv/gSX/nSm2iaxlHmEBeHr37la/j9XqanJzEGPXq9DrOzMUAkGAyy8WST6ak0I7vH6to09x/cxOeXUFQolfN88YsXGE+nWJidY2haWIbJ/v4++3tPmJ+fJ51Os72T5+2PruFKMqmxMDOzSwjisWTp3PkrBALHBehGs4eq+UmlUpy/8Az/6l/9K958800ODjKEQhFOrqWOUVLBCKOhw6WLV9je3ubg4ID+oEs4Ao4DrbbNzOwUuldD1WROn1wju7dHLBTEI73IYNDj7t27jI+PsbK8jCDAoNtnfvUMDx8+pFqpUCnXePPNCJVKjVu3bjIxnSaCzQcffsi5CxdYXF4mkyvQNywMa8gLL72Mqulksnk03YPH40FSVLZ396hUKhSLeVRFotXuEwgEWFhaYHJyikgoioDEzuYOzUaXJ+vv4bo2qurl82+8ylg6yeFRlu29HNc/vkksEeXb3/42/8//1/+biQkvrWaNeq3EV7/8BayBQTGbo9us0ht0mJ1Psroyz+zMCoYRxR0N+fjD/whWibXlCSYujXP/1jYHhTy2oDA0vYzPTqPpKluHeaqlMsOeTrs1Iha28AZyNKp9mpZCp25z5ewpJjULqbHPk9u7rMzAWAiaLRg1hjT3NghNppj0aDieEYqs0Wv3yJXabGRMjhpQ0uFxAZbiY3z0XpHlGYh4Rfwjk5OTYYxCj7AABwPY3oVAoMdUREGMhQkGQ2TrHWqtIfXWIbJHw5RMll5ZZe/e26g2nDsfod0YsL9f4+nG8b35y8+HOTk7Q+Woxu56l2IbOpqG0T0usUtyl0BAplUvE4sFsAZtyoUmNj7qgkjM76HRauNXvDSrbWqtLoKsEo14iSpdAq7MZCCMqgnH3E5zRHR8irZh0+yZCLKGHhAJhCLUWg3y+eIx+8EcsL+xC7NDjo6OGI8nURSFdqtLo9FA1zVG+QJ37twhGAoDcPXqVbZ2tmm2uhQKBeKJFF6vl27fQNc8+HwBDvZ2GU/HWN94ysz8HOngJPfu3ycQCjIxM0Gj0aJQKDEajbBtG0kSiMejmEYfRRKYW13Cn0yxt7+PLMvkCzmGgz71SpHF2Tlc2+bKK69w584dBFEgEgx8hnH5aWDW6m2++JXXuPrcS9y4fY8njzeYW5hnZ3efnZ09Xn71VaZnF/j+3/wnut0usUScUqlEp9OjkC/BaMhoNCISifCzn/0MRZK5du0pr7/+Or/97d/k448/Znt7k9HQBF1HVSQcxyHoD9BqNei2cyzOT7L2/GV8vgALc/OY5pBBt0e5XOXu/YeU8kXq1Qb2cEQ8HscZKRzuF7m//pTZmWXOXbqIoij8wR98h2YTfvu3v8TQctl4usPbb79NKpVCU33gyvz8rXeZm11C9wTI5/NMTc+yuLjI2bNnWVhYYGxsjO9973sMh0Mq1S6j0XFYPvPMMidOrKCqHhxnhM8XYePpUzyugxQJoGsq5qCPaQ7odrtk8gX6/T537twhFktw89Yd9veb1GtQ6lqk0xMsnr5Au5nD59eYnp1H0700Ol1Ma4SsaMzOLeD1+hmfmsQ0LB48OIaP1Bp1NMVzPKSaXyISCjI5Ocn4+DgAuUyOW7dvU6vUmZyc4ZlLz/Crv/rrlApFiqUckiRwcLjD1tYWQ0dB13U2NraYX5rjV77+Re7fv8/YyjiXLz1DIpZAFhU+6HbY2ehxcm2FV158lnanhqhqdGsNuu06iWSUyfQ4Ya94HObtJvHUAp2eQ63T5eDuFoY1oN91UQSJWCjMxFyC0ycMGt0GB3eL1Ds+JCnO1u0MDSXLpN/ha1+PMx6VCMSTMHI43M1QzLYRjAILMz4UvwCyiygL9FyB8gBKBvREHdcv0bG9aLEAA0kgs9UmoTV58byfZ9aiVHoOwSZsFNuoik44GmEoejmo9Mi3HIa6zmioMLKHjIe9bD+6T0qC5TkPsivSHo6oDgZMr8JECmZmQ4zcEXuHVfJl6Doatc4IEwFT7CF4BGTdg9ATGJkjZFdBUV0My0H3evB6FAamQ7WSQxV8pJNjjBwI+QQSmoTPBk0aMrR69C0bQ4CZ9AQNwyYSS+AJ+mn1uxSrFSxzRCqZxOj1yWeO8Pp1HNvm+//xh0T9Xr7yxTe59fGHSLLAaDQkHo/zdGuTK888y9bWDrfuPCCRSJDLF/niG59HVj3cvnuHePR4p7tYLBKJhiiUSuhejYFhIIgiiqZ+Cvw1SKUSx9/xboupyUm67QbpRIxBr0l6do5aKcdIEnDcEfncPq5pkVqco5DNkT3ax+8P4PUHGckyiZl5VE37DOPy08D87d/9L7BGQ777vb8mlogzOT3DgwePyOVynLtwkddff4Pbt+/SbDYByB7l6PV6fPjBNUTB5eUXXmBomNx8/BFf+dIX+e53/4JEDD54712+/OUv0+92uHt7j0AAtLjMZHqCyZlpVhZXcLFQJQNRPEY6VcpV7tQbZLN5KsUSjUYLnyeArupMTsziui6tVofHT3eYn5/na1//Fd65fo29/SN+8pO3GQ7hX/73/1s6nQ537j7AcRxmZhfQNI1yuYzuDWCYI3Z2DyiWqrz55ptEwmEi4TC9Xo+f/PjH/Mt/+d/xhc+/zg9/+EMunl/BdV1Onz6Jz+ej021x9/YtFhbnsIcj/vK7/8BUUuIf/85v4fd6eefdXxCJRvm13/h1HAH+6m9+wNFRixMnZzgsNOlYkF6QUcMR7m1scnf9ISeXJkgRZGJympm52U/XzAyGwyFDYP3xU/76Bz9gb29ENAon1xZYWFkjGUsyMTGBruvUqmVarRob21tYlgUjl4WlRV55ZRZ7JPLw0RN+8tN3uX/3Ni4jzl84iSQ6JBIJuj0ba+jy+NFDZMXl9ddeRpEFMpkshdwhO5tbeBSNN998k9/+9m/wN9//K67fvI1p9VFUgVdefIVuS0FbWCagSZj9AV2rTKtnUHjSQPXEMN0QxkjERkbWB+AMcZUK4aTMybNBBoaH7UyLSknE64/RreZZXg1z+pxOai7A7s4GR7dL6BrMzy5y9soK4rCC0T7EZ7vgsejZHvqSjqm5OOoIjzNCERwKe3toukBbi1HugWFAte8ypkkkRIkJVDqGy1D04ggeqoaEM1KpEkXUA7SFEV7BwBzWGbRaTCwECPk8OMhkigU2a/C5L4ZYjY/wuE0O9pqsH3ZpmmFMNIIJCWvUYbfc5rADODLGUMU78jMWj9GuHyGKDj6vimN20KQRrtVF1TSsXoNer4fUGaDpJfxRl1QyhieYoiEpZAwfWjBIObdLs93CPwgRDIfQRBXVL+NXVYa9HgszszR9Pjr1JmG/F0VRefp0A18wRKvVwO/3s7i8wquvvc6H1z/m0qVL/P2Pf0o4HKZWb9LptOl2C0gixKMRivnscT6cO0c8HkH1aAiCi8/nY2XpeGlkZ3uTQt4l4PPjKCJGt0kyHofhgJPL82iKymEuz372iGAkTCrsxSMG8HtcXnvlGeKxFNc+vMHDp9vEUuOM+gMahSLLJ1c+28D8xS/eQRRFlpeXKRQK3Lp5C1EUWFpc5n/9v/xn/Omf/invvPMOsdgx4GF7o8jZszPouo9UMo4mSdy4cZ1+v0+v1+GlF56j2+8QjUaxhn1On1xhZFuMpcbxB0MYfYNGtcY7Bz+nVM7T71Xw+xRcVzh2CvlDSJLCyLQYDkfgETnIZLEGBsl4ikAgSLPd4smTDQbWEAGJer3Oq6++yMLCHI8fP+XOnVvMzS1QrZY5PMywurrMq6++xv37d2m1Oly4cIGxsXHeeecdFubnmJ+fP5aKFfNsb2+zvLzMiRMnSCRiyLLM9Mwkf/Inf4Jh9BkMTPqDNgChMJw8fYqf/PhnVGtlEqkUcwvzPHy4DpLICy+/hONAtlBgyjT5wsnTBCPH1kBkmWcunmV6LIxfl1EllWwhzyd37pLJ5igXSwxMC1GQGZ+c5eTpGKlUionxSRAFysUK6082CQaDZDKHdHstxsaSzE5PIiJQKtV4+mSHZqOPImmMpyc5f/EKmcMd9vcOsd0+Xt3Ho/UOHi+MjXmxLZNcJsPFC2eolIs06xVOrJ6i2ehy7do1FhcXj++0SlWSqSivf+E1bn3yEdgDJlIJ9mtVSrkyu1t5dE8KWfLSt0QUTcOxh4yGfWRxiOuC399jZT5NWOwyHgtzZtpHfqeER22gj3t57tIq6TGLjx/cojuAign1PFxb38Evw1QMJsIwHQXdZzNQe4SDGgtTAXTfkGqjT7NjImgwdMCv+FmaU3DNHoWGQXPUQ1U1yuUWrqVgKy6FSpuGVyccT2D6vZiuQNvt4fMJtJsmS8/MEw0aNCol1Og4j7fAH4crLy4SdFocPdonX7XpDUEPBen3h7Sx6WsyfRnEIIjeCMOGQbFqEfbKIGr4vRKK5qHdaTAWDhCeGSekxuh3DYZ2H6dTw+i72DLY/SaG6KPT0+kaQwrFMo1OG9Oy6BWKaIpK2O/Do2k0Gg1kWebeoydEIyFefuFFErE4D+7dZ3t7m7FkgrHxNINBj1gsQafX/+VJZXFxkSdPnrC4tIIkSaiyguiCOehx/vQpTiwus7GzQXp8nFzxuDspycdbZgGvjoyLIkr4VRnVq9OqVfESIRXykYhMUioWKTNEG/ZIalEUoF2vsPsox1hAIzo3hW11OH3qBKo/RL3Tx2m1PrOwhE8Ds1GtHRdUhyNUUSAVi3H27Gm+/vVv8sff+QNu3brFwvQk9Xodw7JQXfCrImvLx2rVv/n7D5idjfDMlUtsPH3MV7/8FR48uo9hGHxy4zrOyEaVoZA7RKnpOBaYoxF723tUqw5TkxLRyTSaptHr9XBGLoqi0OpZtFt9rIFNOj1OLBzBtm3K5epxDUFRUXSZ3sgik8/xq7/6LaanpyiXy1y+fIlsNofj2MzMTKHrHkqlArValVOnTrO1tcnh4SG2PaJYLBKLRY6VFW+8wd7eHo1GjcuXL/Lf/nf/V/7L//I3cV2b7e0SgQCk00kEAUajEWfOr1Gp1hibnOb0+fNEYlFmZ2cIx8N0ul16Ro/Dw0OSiTCWNaBcztJqVTh95iwXzq/h2iO2t7fJZQ4o5oscHOVwXUik4ngUnWQkzqVLVxBEiV5vQLVa5enT92l3OyzOL/Dccy8wOzuPx6OCYFGtlchljqjVagSCYUKBOL3uiFQ8TSFXJJsrsHdYZnzCx/MvvoimeUgk8+zvH5JIhFFEgVxmn5NrC7zxuVd59GCd9959m07b5OlGiddfe5bFpXliqSSDQZ/v/uUPGEum2d444omWR3AdHHtIbwTBoAePrKGax56Foe0guRD0qgR9FivTfk5OhIlIPej2uJDu4V4AtCqKJ0JEH3Hn1jZb2SH7RTBUmJr34YuIHBU71ArQNCE+pSHIFj7ZYjkiMxGQyfgdHoyGDNoQi4Vpdy38loFH1eg6Fvm6RXcoISkSg86I7sCiL4s0RwK65MEeCXRtEcse0bP6WNaIWBjSyQjZ3TtIskB7NGS/DFe/BMGIS6foUjVkzKF9zLG0s9iCS0+LU3Bk8gaISgTfSEYaKbRtCUn3IyoGIkMUx0EHoj6NqD/ITHIBwRV5/OghimWRkhpMRiDqUem4DpKo4gtEOchl0Twq8wuzDA0TTVEZmRaaqNAamJQqWU4vLdPvdtnb2uHZbz/L4vwSN27cYGVliXff+wXnL16m2erwk7d+BsBhJsfi4jJvvvlltra2yGaz4Dok4/Fj9bZpons0JAQalSq9ehOfrCIrIu16k5CqMT8+iUeVaddr+BSFYCxGq1Bg7vIlKoU8AWFEUhUZCg56r0693GF6KsjZ0+fxhbyIgzq/+xu/wn/8+58juiMS0QhTU1OfWVjCp4H5wtVnsSyLSCjEyOjxK1/7MtFolOsfvEu7WkVxbax2k0qmg+PA+RMxEgEvh5uPCUcj/O63v8SJk2tomsLAOu4+RsIhDg+bNJpN4vE4fq+XRw8eMrIhGvXh0bz4/V4UxWRudhHLHNJstNA0jXw2Ry5ngQMnToQ5eWINn8/HyDQoFot4PDJnzqxhGgZH+Rxj09N8+7d+g1q1wX/4w+9gmSPOnD1FpVJGlGBhfolKtcTh4QEIDo8ePWRmdoqVlRXyhSyacnznkkwm6fU6bGw8oT/o8q1vfYurV08xGPRwXYeVlWO48mg0wuvzIEkSpmmSnpjhwtkLrJ5cxbIMrKFBu9Vle2+DRqOGIIu0mjViET/JsWOhk9mr8TS7RzabpVGvMzSOgQUnTqwwPTvLzMwcHo8XVfNw8+ZNarUG1Uodj9fH/Pw8U5PHxr3Z2TlcV+D+/bu8/c5PefzkPooMk5OThIMxGEmYA7h7Z52tp5tEI2Geu3qJM+eWOX1miWKxSNCfIhaJEE+ESCTD9HsNfvrjH3PhwgUerT+gXKqztLjG5177POmJKT7++GMOM0c8++wVxiZmMQcWsfQcfs2HNTCwzB6+oIuiSsekqMQERs9EYIhXdRmLaMxN6KzMScS8A2gPGFSqJIM+XrwSotZzKNTKPF3P8mjDYagJJKcSqPEIrjKkVT9EkmFxAi7MB1icTSFaLWSnD+KIkAOj4YhiAOpeGPTaqHhxTAfTcbDRUf0BcARqjRZ+X5RWs0rXHuF6QwwVlWKzRbPfx+9Tcd0ezrDHhfNztBtlnmzBhSspbj9tYKlwZimBk8/RLbRJ6BqBKQmh2WckOAT8YbKaxlGxTbMB/oCN2O8jOxJev04k4KfWPlawOOKQaEDH4ziIRp+wrnJ69RT9SoFBqULAhvGwwPLcNA0hwfZIQ663kOQ25miE6MJYMsXIMOlZFprjkgyG6VRq9OtNEskkB5kj/m//w/+Fb/yjX+HSlcs8efKEr339m6iKxLVrH5FOpz/t1x4RicTIZrPs7OywsLDAxsYGn9y8iSiKzM5OE43GGZkmtVKF4XBIKBzEr3uQbJuQrtMc9GnUikSCPiJeL7Zp4A/oNPM52qUCXlVjMuRHs/q06h3SHnj13AorKwscFYt88v7PUcJJ6qUC3qjD2tlFzl+4wp2Hdz/bwCxmM5w4scL1Dz88HiKMjx8/ZZUKTCRjxIJe7t+9y8UzY8zNzXD54iWCIT/1WpO5hUVq7T6f3L5LPp9FUkWKxQL9fpdTp07h9XoYDAZ4NI1k3IesasRjY2QyOWampul2+7SaAwzDBFzGkmP0Oxaddo5UIsRXv/J1YvEIBwd7lLtNVK+MT9QYG0uiqiqBqA9bVHnvvXdot7ssLMxRqdR4991rjI8n8Xv9RKIhpqbT7O8fIkoBBEHCcUZksocoisTU1AQ729u0Wi0eP94hEvHiOCN+9pOfkojF8aga9VqN8XSaxcV5ut0u+XwWwzDQNJ3VE6cxRg537z1ie+cptVoFazigWing0RVE0eHM2VNEImGODrep16vH2tzhkFajzZlTF0mlJz+Fo4rs7e3x7rvvYzsuPl8Ar9fLyuoai0su9sjl4sWLnL1wgVwux1u/eIe33nqHTqeFYbbw+f0kYmF03UevP8DsO8xOLjGWVHjlxVdZWprHdQfs7T/hR3/3t2QOj7hw5jl8upd8NsfNG9do1pscZWB8LMk3v/bVY9p3qUEmk+HJxg7nL1xg6Ljcf/CY+flZHj65wdlT54mFJ8gdldjZe4zfp6F7RQQ5wKA3wrYcfJoHj2ugOU3iXpiMC8ieEdnNNtksyKEugn6MPOv04PETUDQQFZlIOI6BSDF7RFiwefmMwudPxZHDErSLIFgguoCI5QxxBYuIH+bSAtW2D8OJ0nd8dB2ZkeiieWWigoHRa2LaKgPJi6X4cGX1uHdqW2B3UVHw6hbjQYGF8QCd7AaaF1quj4fFCsGon/HgKkLpMenBANQBpHTSsk7HjTAMpPhge4+M2WZMgXRqnMHAh2WYiHYNt95AFxVGkoowGhLxBWDYZWRZVDIZaoEIIU3G4/WQliEdCeGVFA5qbQ4OTbb2ash+nf6gS71eJRoM0G+3kGwHVRLQgyE8S8v4fD5kRSV65iydwTHa8KMbNxEEl5///GeIosDzz7/AibVTTM/McefOHaLRKJlMBp9Pp9GocbS/h89zzL/c2dohGqly9epVKqUaft1Lr9+l1+uQisRYXVjAGhvD65FxzAG1UpFWt83c9DTNfJ6gRybq96GINkF7QNXqMTUVZS7qxzPsMhnSuNYssXeQYzCS6XQsQv4IIZ//MwvLXwamR4HHD++hKiInV5fZeLpOpVKh3+ui6zqLi/OIIkxMTHBiZYWjoyPWnzzl8uXL/OGf/hnNnkm3b3D39hGTkyLhSBCfz8vIskmnkuztHjAamUSDIRAkXGfE4X6LixcvYo/g52+9x9raKWRZpl5vUK3WWViYYWl5gWQ6SaVU4OHD+xhmn8nJCSzDZO9oj0QiQTSV4Nad+wwdl7XTa9y4cQPTBL9fQffrx2rdapVSpUKj1UJVVYx+m3qzydLCAol4CsMwuXDhWQzDYGFxlYcP73PvXpZksoplGSwtL/Lyyy8yOzWJYfbRdZ3B4BQPHjxge2uf9z96l4PDDKIo4g94mEiPEYsk0P0aczNTdLsdWu0eDx88YTSyWF5eRlZEQv4AXz99nr41Ym8/w40bP0HVNMLhMIlkimRyDFlRqFRqvP/hNXweH//oW7/O8olVrn/8MT9/6y2qlToTE2mqZQHDlEimwkxOThCJRAgHw4SCMcLBOK1ah16nz1/99V+wubXO9HSSyakEL730Mhvru9i2y8bGY5otm7NnxnjmuQma7QHTM0EOs/u8/fb7zC2sUqs3OcrmcF0BTfejByJ89Vd/i/29DG+/f4OhadMf2KAKFHM1EIaMzDJrc5O89Ow5pmMCQn+DaLBCyNti1O4SDs2Ry2bY2R3RdyE1C7GpMPbDJumpKP3hpyI8o86Y1+TykodLsyFkLKi0oDkCBVABQcIc2AgGJGXwR70kQwm2SwL7uRaFvkvDGoIG4aBAf2AyGsk4mh+PR6JttBi5CuFYFE0R0IQ+Y4rNWkrHM6ojKiNWTsfZKDeo923SEyGMegtPq47ggt2CgTHAG/LhihKNYZ+LKycp1TfYEutIrk3H6OIKAiFdwSsL6K5IVPVh0CLoGUGvR1CVaWYe8qC6j0dWmEqEuLAyy+R0jFKnx16zSM9VSU3N8HBjnWg0TCqVJhGLUd7bR3YcBMHB6/GgaRJry7MUqzVK1QoT8RiLM2m6gz67B/t4NBG/38/tmx8yMzVNLBbjlWevYLbbJBIJ7j3cZ2Zmhkg4jOM4xBNRxifGkAQ42t3EI8GJE+dpNVV2dtq4Ngw6Fv3+gMWpaU6Np/n+X75PIuQD+iRScYxujwtrJzjYXCeRTrA0FqbbKLFz7xOW104wVDwU8yOWLi7TF4NsZysUS1kGtwfMnz7/2Qam2WuSiseZmjpJo92mWCwiyeqna5JQajSZWT7BgweP+OjuYzqdHs+98Dzf/eFb3H/4mN/5x/+EDz/6gK4J6al5YiE/u9tb9Opd9AsXmUlPsrGxQSIYY+TYlMpV0imZarlEOBzjzKnT+P1BhkOTsdQ0iuzi0RWuPneJRqvO9ZsfovpUBFVgfeMp0WiUlZUVGo0GDze3kDUfI9MiOT7Bsy+8yM7ODpOTk5w9dZqH64/Z29uj1Wrh8XiYmZkhHI5RLJW4c+8hLjIbTzPEY2Fm56aZmkxz+twzvPTyq8zNTjM3O0kg6CV3lKGQz7K3t8Pu1jaZTJlBDwQVXAUS6SgLCwtMTk7i8XhotTqYBZuHT3ePUXQT01y6ukKn02E4tBFVlVy1zc0//xGaR2JqapLllVXmFuapfNrVHBgGf/+ffsjc3ByXr1zh5RdfIRqP8e777/Czn7/NoNdjdnoG0RmSXJ0hFAqgaRoer04oFKLXN7j/8B5bG9vs7+/j9/lYXpjnxZeu4POqtNp1/v7v/55G3WJhfg5V13nu9CIvvPQC1WqVjaebXL/5PX7rt36HC5dtNrd3OHvuPOZoyMLSMjs7e+weFNj9eJN8sUJYlTEHHVzBwfEoiEoYgRH9SpbomEYqMUIXqwhSB12UqVdl8rtDRqUmEc8kbemA2WlInlrg9m4DM+HlYV055rIO68Qki/EozIcMkv4omF7qpS6aZ4QEeAQdJB2vOMJ1O8QEF1uDmiRTqPUYHw9Sqlgc5iwEPULFdjFNGI+MIfQaiEaGyZCPDhLNWh3dG8XoNnBtgy9++SSDoztEwzLlkUW22kY0YSxo4xoZhJSH0rpBoQA4MCz28EVdTMlB9M9w5+M6c4sJOpqAYzk0DBtD83J2Ks1kZ0CrsI+S0DDdEoLSQ7NBHcGiz2Z+cploehzDp3PtyORefsB7D6vs1xzCqRlmF1axhxZLC8sMO01atTJjIS8T0Rge0cWv+hjWD5gJ+vn1L32Tj65/zM7BBru7e/gTUYYei4mJIO/+YhfJaDMXe4GFqTmq1Qbi0Oali8/wD2/9lMWVZRYWFigW80xNTWAO+lTMJktjHqaDXaqDDjvtPF2iZJUmki6xt/OQNycC/Mv/6jz/49/cZbfWJTFzjnq3T6/dIOJR6Q0HaF6FR08brC6qtAoFurKfWDrIQApwbz+L4gsRCPjI5Pc/+8A8d/YMiAIzMzM4R4eYlgWixM0btzgqFDl7/iI/ffsDREnhzPnzjM/obOwecuvOA6anJ9H8Xh493WYEBIPHDuFwIMxkegyPquJaI4I+P4Zh4AuEOHvuNG+//wGFQoHLzzzL3u7bjOwhc3Mzxx/G9DgvvfwcDja5XIaVEyvs7e3RNwbYrkOz3abZ6uLzh5hfXEX/NNj393cZDAYIgsuJEytsbG/x4O49Ll9+hlgsRqVS4ebNmzTrA9LjMWRJIpspsLw4xdzcApcvX+TkqVUCPo1iKcfe7ibr67c5Ojoge3RANmsiuJBIQHoySTgQRlBFfJEAPdOgVCmy/uQRhmERiyZYWVljbe0ctVoDw7DY2j2uYgwGJtFInMnJKU6dfZZIWKdWKTCyXf7Nv/7/4gsGOH/+PDdu3eaFF15gZnaWU6dOoWgyH3zwHk+fbpIeT5GMxVFkkfFEhHzmiEa9hjkcMTCPMf+yomDbNqfPrXHh8ln8uk4hm+Hx+jo+j8b0xDgnTpzg3v11llYWeSH1PLVajbd+/s5xBcvjwx+IcOv2fU6dPcNgOELWVRhJtDptDo72KdT7JBfPY5SayMEgoWSEVq2CMTqWX40GLS6fWyEW1OgO2ojiEHHooVPpky0M2HoA8zGblViIpMeP5BkxaHTp1Bq0Wy7lRh/XhIU4nJ6Ck+MQ94HVKWIM45iijqaJCJKNMVJwjBGyaaO5Lu0OFOs9iB+iiBqlagvLDeML++jh4AtGsG1oGwaS2SfswJhPISzqZK0egtVFdw2+/Y2ruI7Bbg48nRHlYY+eKxIPOgTlHt6gl0G2QbUNkge6dXBEmIh5sT0J3r+dpd0Ho96hLnaRguNEAv7j6s2TJ8zE/cxFRDLdMp3+kEAIJqfCLAQTuD2H3WyO67s5njQHFBwJKTlBaGqZlfCQdtdE073Ep6bJZ7Ks3/mEkCpz4fw5dCzqpRzNTh3RtQl4Jti6f5ugAlarSkQDyR0hOTYrC/Mk/SFOLa9SzBRYm5/l/Wyeh5sPiKXHOHNyjaHgMhgcu3q2NzcREbhy9iSNzD100eL84gSVTJm6OEFkdpVmr04zt83h7j4nX1nhm19Y4NqTJtv1NhPTaTRFIpKI0SkWmFtZYdgq0WuUiUbjHB1VOSy1McwcfUFnJj1LJKBTrv9nMCWvN5rs7u7y0Yc3cAUJc2gxMCwCgSBfv/wMzU6XcDjMyHbp9/vUa028fh/xeJTnnn+WbruBBKwtKSiyw3BooMjguEOq1RKzs7MEBwF8QT8Dw6TZbpMYSxCOxMjmM+g+leFwgKS66H6FVDrOYeaAhw/vk81m0TSNra0yZ87M8vIL56lW64goKJIXQbX5+x/9gvnFFHNzcwR8OqfWVum2m4T8Pn7nt7/NkydP+Pj6B5RKJQKBADOn5/CHgqTiCb765THmpuYw+n2qjSpv/+wHNJpVGo0alUqJRrNHp3NcHzpzYZLl5WUmJqYwjSFPNzd5svkUf92HqIikUmmuPPvCp4i2Lrc+ucN3//J7xzu4iofJyRlefOVlAv4Q5XKZg4Mj9g92GBhtBv02hmFy6tQxMHhzc5tYLMbMzAzLSwvIkkCtWmZoGYRDAVzBoV4r0ahV+PnBAT6PzsLCIkvLywRCxzgtSZY/xeo1uHHzOkf7+xi9Lv2ey8xkhNnZWc6fP8/XvvF1Hq8/pVTOUi6X6fWbJJMxZE1jNBohyC6BkJdXXnuR7//ghxweZo6tn9PTjC+sUB0KjGSTrVIOs9fB6bU5PZfm7EwYj+0hqQ6x6gb7QwgGI8hygpE1oDJQKSoHtOw2O5kH+Ppwblnn9EwCcQKEboldCcZSXtRhn9korEx78HkMShWHjl0mHvbj0xT6DYO2LeL1eFCFPm0LagKMIiArJmNjfpxqj6CqseIXOMwV8fcMuq067aFIwq+RDERIqH5K1QZSoUsy3WJ+IYbHr/DJ7hG7fQ9B7yTZehdn2EWXu6QjMqbpogVDJFICg+aAqGgSioM+LrLXaPHksElsehY5oXB0sM1gdIQoqEQcleWwjmAUmFhIo41SLAWCqP4g9khmv+Nw/eP72KqfliBSGAq0RyZJvcXZsTHiPp3DbIXxM+fYK1aolyrMTk9zcnGWZDLG/sZjDg/znF5ZxaNJ3H+wjqZpvPGFN/GoGpFgiPm102yX62T3i3zxtddIJ5Mszc4z6PWYW5qm3K3Q6DU4e3KRerOD02qjKBqVUQWP7kXzRAml5jkoNJhYCJPwKvSGMoNeH1WwGZ9fYKfzmM3KkOeev8DSfI//079/j0QohiSJVBs9PPE4mUaTxbNnaVWLuJrOwHE5cfIMH+3WGAgehk4Iw/bgCc189oF569Y9Lly6hGkOsUZDHNtFlCWi8ST5YontrV3m5haoN45LtBub27zyyiusrC4RDvj50Y/+irAfTpxYYNBrE/b70BUJlyG610Ov32HkjnAFkXKjxggBzevDcm3e++ADTq2tkUzGkQTQvQqtdoN/+PEHxyQgnxfbtvmv/+vfxDJHPHqwTjKZptXs8ODuDU6dOUE4IBIPB/HIxwOTuakJNM3P06cbfO+Dd3BGNn6/j1OrS8zOzjA1NfVLlXC1UuCdJ3eQxOM92G6/g42L7vMyO5NmYtImlkiSHh9HVnW2t3f58Ac/ZOTAwsISb3zxyyiqhKapdDpd7t69xx//0V8yGMDi4hjPPHOV2Zl5XPe4hlQqVXj/vWvs7h7i82nHmLjUGJ2Wh2q1Si5bwBhYzM7OcuLECVKpFIuLi/zoRz/i+vUP4VNwcalUQhBgfHyc1157Da/XSywax+fzgSjhui75QoHNzU329vbodlq0Gl0GPZgY93Dx4kX8wQA3b91ke3sb17VZXFxG8UgEQn6iiTjhcJyJyUlMc8i169eYnJxGUkQisSALS8t0Oh029zfJtw0QZdqmSavVZj4ZYWF+lmm/y7BeYjaZpNLo07MDDPphOsaIbmeI1YvS85k86RbwNOGsCtFAGp8FWqPKpXGF1y5PUq0bBPU4Yz4Tj1unWoJOH7QUxCdTdLaPYCTj2gLNdhdLHOEJwUxSxJY8KN4gNSKk8hmatRKSraFZXeSWwbjuoaoIpFNxIoKNbQyQ+l3iMpwY0zi9nKJSLfBov0KuF0SXgtQaQ/RRm3kVlqcnGGGi6B5kbYjX0yaRNiAu42BgCB7agoqlBcmWM1RbkJoSUC2DcWHIrEfjpdPnMJw+pfqIruVQz7c5zDXptVwKreMhlhoJoifH0BjhUyAS8HMiNUY6Nc69TJZ4MMbpxec42tnl/r2HWEsLLC+v4dW83L9/B6PfJhgM0DN7tFodXnvtNf7wD/+EVt+ibmnooTC3Pr6Hrkl02jW+9WvfJDIWRQ5I7OWLbO9vUqu3kSWVVDTFF15/Dce0WX94h0Yzw8mpKMloDLvXplqzmYyPYVpD1g8O2HebLC+Ps5DZw2/ZfO3qIoelIeV6njNnL2NIQ3IHG8TH0sxNRzg8yqFJQ2biMbZKfRTHS/WoQM7oIYufaV4eB+aFi1eZmpxiMBiwvbuDIAjongAHB0dk8wUURUGSJAAcx8ayHD7++CNOnztLo1nF6PaIhjykE1Ea1RqKDIooge0ADnuHewxHDq1en5HjMDW/wObuHtVGk1gsRiga4Pyls2w8ecKda7cJBAJEYlFWl1dIJpOISLz1059Tr7VZmJ2nXe+yvbWL6EhMp6dIpyO4WIxGFs9cOs/T9QeYpkkmk2Hh0+AZnxjDMkesP37IO++so+v6sU2yXCQW9ODaJpIkMTWZZu3kaSampmn3Bxxlc2QLZZ5ubdIfWASjCb72q79KLJGmWCyzvb3N4e4WrVaD0chhYmKCr33jK8RiCdrtNqVihQePHtLvD7AsC1mWiSWihCLB46L/oIs1UliYX+L02XPMTc8wlk5RKhXQPSoLCwv8n//lf0+706TZOB4sTM9McvXZy8f2P1FElXV0Xcej6dQadQ4PjzW9jWabcrnM/l4Oy4LF+RgvPv8s8ViMYi7LO+++S6fdwqPLrKwssbA8C0DAH8IVBW5+cof1jcdYI/sYvIDD86+8wA9+8AMerD8gl88jenx0ei7xiQX6ho2eTHH1ygWm02FGpX0QNPyhJKVOlVoHOh2Dam/EoG+j4sdU4jjpIUa7iqooeLUIw1qVYcnGk7DxuV0ICESDOrQrFApDfD5YPanRF8M8fnKAW7dJBnzYtkWjPcKOQXwuBWoXaj2IJ4gqIT53RSC636XtpknGUpT3d1G9Kn41yFgijlurMuibJCMRliYcJlMaktEmV67T7I2omjJaX0b1pXCaNXpNaFYbBMcmePvabUKCl4sL4zDqQbPNIKDh6D4K/TZtGQaSytSMj7nJJGZ2n8vhIM+uzKDLOo83j3jSqPOk2eOoB30XvGKA1ZWT6HiPhX59GwcHV7WpNvrs6V1M02JsPEWj1SO3f0C71UBVPZgjh1qzR6HaxHBkwskpsgdHiAK89/41zpw+yVe+8iZ/87c/RQlM06z0CJwL8/LLz4BgUiwX2D3axxsOEo742X7vCdFIEtEVuH3jfXJbKVbn53n+ykVU//Pkth4ioHD+zFlqDytsP7jD0+wBaCafe3GVw5qJ0bMI+gQWvSP2y1mU0Bmy5TzOqEHCN8Jq7aOEfczFXVrzfjLdBs/NRekq42TqJkeZBkifbWLKAO++ew3HdXnttdeQ5ON+YbXR5C//6hqJFEzNTLO5tYWmaRhDi3g8yOFhm1fjcRq1Oi9efYbswTZGr0ssGqbTah9j6L1eOv0eqqZRrhVQdB+q5qHR7oAkc/rMecbGUty99RHj42PIqsrE1BSz09PMzMyws7XNxsYWpUKZSDDCeHKSYr7IztYumqwxMz1HPBzClVWarTLVdofNJ49wHIerV6/yxudeRhAEHj68T+5oF0VR0HUPyWiQQqmIazukU1FefPY8kxNjxONx2t0e2/v7XLv2Lo1On5EjMD23yMraaVTdz/5Bhnfe+4CDwxyCIBIIBLh07hx+n46qHFeoyuUymxu7jEajT9H+FYBfvo/FYszOzjI9NUsoFCIYDJPJZBBcePTkKX/2Z3/Gr37rH/Hcs1f5oz/+DvlCFsexmZ2Z4tTaCXRdp1ItkT/qEU8lSUwm2T84ot8fEAwGCYfDDAYDCsUynU6Hc+dWjzebkgm2d7Z4+513sEcW6WSKyakJTp9aRZBcDKNPt29wlM2ys7fP9u4+Pn+AtZNnCccTPHq4TjAa4/kXXuJvfvif8IfCWK6Ez1UZDYYYjSYzExNMpydwbANXCTO9ushetcVesUmm1scUVEQtgMcbANdmYIgYQy/yUMQRj49ypmMS8IIhCWxtV4hMRKju76F1IRmAWFIGQ2M3W2Fj22F5wsNWvocswfi0wvhkAuhCs3f8X27WEEQfsYBExCvjCl6StpfmYY5h32JkNglMj4NPwTAFFF1B0ob0On26zRrVho3ggGL36bfzDEUHpdvFo0FvIHLn+ibvvO3wled6SIpAdrdFeFzGCMS49ThLX/bgeD34lBgRPYQ+7CP24eyZAKcWU/zb7/2M3e6IYTTKUHZQghJjwTh2D2SPTtQfQwS6/T6uCEgKuWKNTL5Er9Pmcy+9SjLo56Bexat5CM8tsL+/z+7OIelkgrGZRU6tLlNr/B1eTWR+eZUbN2/x5hdf59WXX8GSkvgjKb74hVcolA6YnklSrGQ4ffo0/ZHF8uoJVldXKeYL/Okf/hGS0eGNq59jLBICyebMlcu0ZsaZSfoRHI0TDZHk1DRSKESuVaDWs5laOEEgWIbmPtNzkwQ/2udH79whPLlHSOqwNh1GDY5IqHGcocn5xSipbgBp36BoDAiORZiO+hEUz2eTlJ++ZICnGxVefe088WSKSq2OrsvMzS5w6eI2pWqFGzeOGDmwsuzFFwwQCPp5+ZUZpicn+PlPHnB+bYlQIMzh/hET4+MIgoiiyMiyiu5VQZCQlAZTMwv0TYu9owyJVJq1k2d59OgB84uryIrOJ7fv0Ov2yWbymMaQUrGEKMjE43E+/vAR6ZSf5YVF5menWF0+QTwep1ItsH7/Ftawx6VLl1hbWiKdTnP79m2uPX10TCd3bVzXxevVSYylmJ2e4PSZNXweHVWTUSWHh0+ffrrapZAen2ZxeQ1J1jBth2KpxvvvX2Nzex8EmZnZRT7/xhuEgmFEUaaYz7K5sUOxWMRxHMLhMB6Ph+HQoFKpIggCmqYxNXUMJl5cXERRFLLZHOuPH9If2GxubiKLAqORxW/97u8wNTHOP/tn/wyPLjMzPc3K0hICI7Z3NvEoChcvnScajpDLF7l58yaKqpNOT+DRdbLZPAPD4vTJU3zhjc8jiiKP1h/w0bUPCAT9XLp0iYnJNEF/gGDIx43rH7C7u00uV0DTdURZQZAU5ueWUD06T59uUms02dqu0ei8w1e//g2SY2kK+RJbuxW8gQSj4YCAI3J6apKgrFKqNRk5foyOTKls0uyPsEYdREYEPH0C3hGtgUW7VqBrjkjKOmNLAcJ+L/VcjmIdXD1GU7DZ2GjgV+F0AkJRP9WjLuubbRoijE2H6DlDigaEo5CcnUaOuJDJ43ZBiANOF7eZ4+OPW/z8PljqIb7gDHIohdPvIXXK+O0ultynLXUpDSyKdYeQBGEdvBIMDehabWS7jWFAyA8rp2MMhCTvXM/gC8PMXJxOv8ZuDTyixlGxwbu3OyjBSWr9Hq1akaEPwpLNXAimkxoPNm9xaA9peqMYIwVFCZGSNDTZj+gHq9vkceYAVfEg6xqJVJKx8XFs2yF7mKVj9uhVGyyvLFErFNg7OCSZmuL0mfO4jkCz0eCFq8+Szx5y+sIVuo0K7f6Aketw78F9/vH/7J/y+3/8d1Cp42Jw8dKpY3BKuYFpO6TSSerlGs1CEbvT4s3nLtEpZ6jt3MCTCPCFL32N7/3571MsNnk8P8urzz5DLKCwu7FPvW1x4swlSkcf8+4773H5K0ukQnGoHXJ+Hm4UIV9vEIlJGJ0WjgaMVByjQTgoMhv3UKv1yGZKGHYMX2SCickpdlzzsw3ME2uTXLp4maPDDLKqMTUzi+rRePMrX+HDjz5iftHmKJPBEcDr9bK5vc8LL7yAaZq0Wi3MvsW5Mxd5++23yWVLjI+PY1ojcvlDorE4A3OI1xdCklVEW2B2fgnbgdu37/LOO3f5yptXmJqao/3TXzCWTNNptXj8eJN4NEK9XqPdaLI4H+PEygqTk+ME/QGy2SzXrr2FJMHLrzxHOOKnWq2yu7PFtQ/eQxSh1+tx9txZ/IFjU2QqnSSZTB6z+bJZGo0aruvS7bZRdQ+rpy7i8fpoNlrcvPOAw4McnW4PBIVkepzPv/YF0mMTdPoDdnf2Wb/3kMFgQL9nEAqFiEUTDIdDOp0WnU6HWCzG1NQUMzMz+P0+YrEYPp+PZrPJ+vo6e3t7NJstFNXL9PQ0iiTy4ovP02k3+aM/+iPOnTvHzFSacqnAR9evoSkyz1+9wlgqRSZzyPbmBuFIgqE9Ip854iiTY25ujrW1Uzz//PNkjzLcu3ePXC7H0tISX//6NwkG/TijIUdHB7y/+T6VUpFmq3Gs8R2fxHZgYFmcPHWGSDjBn/zZn9EbQLsDSJBMjPPB+x/x7d/+Lf7g979DLBpE0yMM2n2SYR9xn4fC0T7FShMlnGQ7f0Aue0BAHhHXDPzKkKhHIB4M4PO4tGsCF+fOUd95gNNpIKtJ5GCQeqlNpexy0Omg+o+nz7kqVPaPNbT+oIjsC9EbDilV+0zMwMz8NJbo4qmXQANBAwRw62ArIqUauBJ4vWG8wSCJxDSHGw9ZSQdICG326gf0mqCoxwGJCKoIhgn9LkyEYGZJxJE1PHqEQHiKv37rJibw0sUxIiGXQq5EW9H56HGPD56Am4JSp4qWGGN6epq0YhCpZZkKehibjvOkXoRIgJHlI58p4QuEURWJRq2EV/fT6bbw6DooEo7roHsETq4uosoaQt+ilcuT2dtjMhXjtZdf5tlnh1y/eZfMUY7Z+WUicY18ucb4zBydTov/w3/7v+ff/D/+B3aEDb769W/yZ3/+F9RaQ2rtDKp2LMsLhXWePH3MlSuX+Mnf/pR+v8/Zk6vMTcSYiXrRAlFmU5MsjQepNp/gG5aZTsZB9WA4MvnsEfVKnoBvitMnT6GYBxTz99g4qBCZkFA7dRanx/DdKbKYmqG5d4iYjFAoV9GVMs8/u8hoNEK0e3zxC5fI1m5w/UmWoeUwtbgK9meWl59OyZttPrpxk3g8TjAUYmBYNDpdiqX8pz8LkB4fp9Pvsbe3x/hYFHtosXGwx+LiIoblcPOTe1y6/NzxWlWmiCzLx1sqehA9IOMPhjGtIcZgwIOH6yi6jqZ7uXJxlUQ8zVs/exdF1Cnkq/S7bU6fPoUouAwti7WVZdZOLKPKIvfv3+bo8IBUMs6zz50hFArRbTXZKh3RbDaxbZupiTSp8TFmZmZ+6ccxDIN6s8bGxgbtdpvJyeOnPX8wTKXZ5fb9h+xvHCCKIpqqo3vjrK4lmZycolZt0O12Odo95JOPbtFqtRAEgaA/RDwQwDc1zXDkoCgKoVCIcCRIIBDA7/ej6zqmaRAMBul0OhSKOR4+fIjjOCiqxIkTq+RzJRKxKK9/7jUcd8Qn1z9C1zV6/Q5/93e3WV1Z4itf+QqSAJVSnjt37rC5+ZQvfv51FldO8m//3R8yckUuXLjExSuX6TQ7/MM//APmwGJ8fJyTa2u4rksmc0g+n2Vza4PBoMfU1ATd/oD5hWO6jGE6JMfGeX7tFMORza1bd/DqQSankhjWkGA4wszMHM1Wh5//9D1+7Vu/xX/4o+/SrNfot9tcPf0stWqBw8NDYqk01VyXvmnhVRzCHhe/NEQZtelX2+RaRXouePoCo0OVF5Zm8PTuUm/nKdTa5E2oOCpNO4DudqhsjXACkFIgqgexJJX1XBV0mJ6Ecxcn8EditKoVvLKOLGv0y3XqNQhFglSGQWzJ4IXXXmDzoEqh2sYb6CE6bWYDFsHBAdNeWJuSqHZt2j3IHkG7D3YXlmdheQ6mppOIgSS3N8v8zfu3afUhosNYUkeTqsRSQd7adrhf9OKGXWRvGo8lITsig1YLf9qD3+myPD+DoclE5udJGCbrtw/otQ1Or80QjaT48MYtQpEo1VaDWMiP3++h36xTPtxhU5GIhmM8ufsx8VAQj+wS0D0ossiff+fPSI1P8y/+xb9AUDx8/PENlpaWcCyDB/fusLGzw//qn/8L3nnrFFu7GyytrTKnRRiYNu1Wjf29Ak+fZPnKl77Ek8cbtEpdjG6HgnrIyVSYlekI8qDJTNQk7C9jtxp86dl5/va9HTzjs+wXikwuLvO0UOXMyjzDdo2oP0hdlim3HEZzCdrVQ6Jpic+/+gz/6b1tfJFxdvM9Bm2QAjBR6xGKeIiMRbHo8fIXX+Tdp99H8vn58Ycfs3j13GcbmJqm0e50OH3mDPGxOHfv3KdQzBGLx1FUmSdPn6KqKrML86RSCQ4ODtjd3eXg6JD56RlqnRYhX4xarcPU1AJeX5V0Os3O3h7piRkGpoGoKAxHLkGfn+mpKbw+Hz3DoNvtMuj2j/eRYwmCPi+9fodBb4DrDImGgqiKxOMnDzD6HTSPxMuvXCU9lqJSKfHg4Sdgw+TkFM8///wx91LTaLSb7O7s8eFHx/IwRVOZnZ3h8jNXj8VP9To7ewfUmj0sQcVyNOaWzoDj0mi0qBRLlEoV/n/E/WeXNIl5ngleYdJEem+rsryv19s2b3s0GkCDIEEQJGWppcxopSOtVmbOmZ2ZnTOr2dXRnhlRdiXtSJoVKJKgA9BwDbRD29f78r4qvfcmIjMi9kP18uN+nM6fkHnOnRHP89zXlc5UWH+6hmKz4XK58Hm8jMeThAIBQoEgitvF+t4+kWScgC8IooksStgUG2pfJZvNMOj1abTrnBwdgygw0ob4gz6a9Qb5fJ7ZqXmuXb3M3Xs3+fFbP8Tn9zI/O0Mk5OOF56/T63TotNrks+nT6lkkzFe+8jXOra5w694D5uYXmZmbx+l0c//+fcyRybVr13DYnWxvb7P2dIOj4wOOjg6QpNPxQCAQwu324vMF6HYGuD0hlpeXCYTCHOwfnaqK7z0mFo1jtzu58cJ1arUGtUYLYwT5XIGnj9e48ewzvP32z1leSZEtHNKqlDh7ZgWXy0X+3iMUmwW3YsHo15FtBhNjUUI+F51ui6NMmVHfxCblcBoCwRBY3RbMlpORTaTS6JCvt3F1wSNBMKwwEUlRyfd5fHhC2w1nluGrXz6L3ijRaBVQHG4aHQtbjw9RGzA5FcWauMzN9x9wXBoxDPVJjE+wd/ghWkPAJ9Z549oyQWuHpjZEFS2MJDttVeb++gl7B22iYzJXrpwhqAzY290kXSuQ10TaFh9tscm4SyfiE3BaTLK5NlsZyPb8+GIxYqkZGtuHRN0+Ws0aUq+J1QQEFXtyiidPPuK40OXc2YsUglVKhTKiYMPncSBLBtNjIdRuGavgIOK2YoxMesUsAaeLv/m3/itsNhuXzi7zs5++zeOH9/lrv/1XiMQneOsH38Ni95ArFMjlcjTqFbInGf7jf/oOAa8dxSIS8DpJjI9z/vpL3Lxzh9//L+/jcTo4s7LE4f4B49Ek52ZXGA4GqO0ykqrRrXSYjYkEojaorWE1+jhNO2N+WF+/g4aLCysr2Nxuqpl96rUMDo+FMxeeJ5GSUM0hTw4gMawSnD6H2n3IwXGNiaSXhZUk9U6W734/z9e/5sK/epbC2iE9NUEk5uZJJs3QEvrCwvLPAlMbqVy69hKJVIJMJo3isLG0ssRoNKJarfKNb3yDre0NVG2AaZoIgkC316bTblGvNTGHMnargNvmIlcq4Xa7OErnaHe76KZBs9NmMBhQb5wenXZaNUxdpa8OGakqTx4/YCp1+jTY73Vw2G1gWnC6bCg2CcVmOx3a++cIR/wM+h0K5TQ2m4Uvv/EqowEoioNut8v9hw9PzZdOJ+pwhCDJfPXNN7E7HHQ6Pe4/fMDm5iYWiwWXy0Wrq5Fv9BEsdtyZMpVKhWq5AoaAaELQH2B56SymPkIAbLKMXbZglS1YRAGLJDE5kSI2lsSlOEnnMuzu7lJtVBkOhgyGA9ANTNFkpA7QMalXqgyHKssLi5y7eAEJiT/5o99DVVWef+46bo+T6elJFKuNm7c+ZdDr0e106LaarJ5ZZmn5DN1um25f49q1Zyg1uzx68hTTqLC8tISu6Xz66U12t/dQ+z22tvKEwhLRaARJOrVNKoqdoT7C7fHx5S9/gwcPHvF0bYdotIlhwMLiLF9/8xtMTc1gtdsxTYGtjW1kiw2bbCF9ckKxUOCv//XfplScJpc/wbTYmD2/iCGMONp7hL3XxtaBYBCcThl/KIrPE8IUZCRE4l6duL2DrGnYlSLhMQ+OoA+x3qYzqFPNDxCA1ASsTLtxmz4e7xxzkB5gi8ILvzbG9Wtx+rtPUax2nKLM1kGajbROpykzF4phT17jP/7iiI8e9eiqMmamiFhporXqJGdkXr44Q9zVwKo1kLHSaDaxO93YRhILMQu6DrMXrnBSa/FoM0OzDv0RHHcNcsYIr1chGe0QdhlYdZBEG96Qj4gnhuhwoA41wp4QnWyJ8agNsXfExQth5s4s8tYnj/lko4w2ClM5ruJ1eYknAgy0PsfH+3gq8KUbF9HKHcZ8LhRDJF+q0+hBoVDg+V9bIBiKcHiwxfT0JMsrq7R6Q95/72esPdngxVfe4OPdXRqtJivLi/zf/8n/A6sFMkf7GMYAWYDJmWmGWCiUCkQjAQqZDC5ZYHVhBb8zjMuqoMhWnJY5Rv0Mm0/fY9ydAHeUQa6KOxxCL7RRhkX6lQ7W0Cw1VWPr8Iigx8FsZJmNXJVmWWOYqTL75nUqI3h0c8Abkxa+8cbrvPf2LcbHYkRCMtVSnvk5g+XFZei3MXoNBNPOS8+uknl7i3K3/QXG5eeBuXp+BVEUODraZ2TojKUStFotKpUKVqvMv/iXv4Ou6/gCAURRxETHbrcTDAaw2G1YHS5OckXShQL1epVXX3sJm8vBkBH3Hz1E0wYM1B6CIBCJRJDFIVq/jd1iITkRo9Vqsbg4STKZJHOSxmaz0WzVkTDRNBXMERcvnmV+doqB2qHeqOAPehhqAzqdLieHeQZ9FavViiDJnGSyFAtlzpw7yze/9W02N7d5urZOvV7H4wvgdAUoVcocpUv0tCGm7KDTLQHQbnQQRZFoOIbf6yUeTTDodlDsdrxuFz6/B4/TiUUW0XUdTdOwWSQe3r9LPptDHWrIkoAJWC0WfG4X5VKJaq2G3Wbj/IULzH1tFpvdTq/bptOos729zdxsimRyHMMYcXRwwMcfHmKaJr1Oh1q1SqvV5drlizz/3Ev4fB5CoRDBYJCf/vwdBqZBOBqlUqzwB9/9LicHx3g8HmKhGHarja99bYZqtUq316ZSKRONR4jGY/j9Xi5fvkql3GZpeZWxsRSpiQlqtTo3b9481YhsbZ36pQ2DZuN0Llsol3ArNgqFBv/vf/3P+Su/9U02tnS8kRTxSJwP3v4Je9ttFsJg18AJRNx2NB0eP9mm3RoQ9tlJ+B04ZIFgWEaQVLC66QxMmp0ujSpYhjA3CwvjNhKBAOn9Oq3RkLlLY5x7cY7F5310q+sMuwMUwUU23+b9T1QOazCeinHU8XLv5095/2GaYHKGmNOGPupwtPOUK/NuLoxbuTrvp31ySK2qY7Wo9FojevUu+SZ4xj1cubhE3WLjvXvrHG3A0qxCOBym38zTUzXifjtxLziFHrIkEAmFWZz0YzRcFFWVQb+Fy+ZAK7UICiPGww7OX7jAdr7Ef37rMR2HF4vdwe7hMQtxkW69w6jf5JVLy1iENkePHrA47mAyFKZTrmN0K7h8KZqjEbfuPmJp9QxxxUHQ5eQknePx+hYel4OvvPElVE0jFPDw0svPIwgmgYAP0zRYOnMW3dBoN+u4/CEKxQqL8wt89dUXeHj7Mx7c+oygz0GrXGRt54h6pc7S3BSL0wEcDj9HuTIzTRf26Di9Qha3YmcqZuek2uGglWH/2MniuTMsJfx8du8RIyWGNxRH1g3afQu6I0ShXeHJxgEOZ5Drl1YYDtpIpkbQH+LaxQmYXYWNR2QPDqgP60TnXmRlbpxbT4+/wLj8PDBTk0lqtcrn210rDx7c4+jkmGq1SToN09MCPp+XcCR4SvP+/KNp2mnvuXyI3xfGZreQmp1mbWuT8xdWiY9FEQWdarVMpy3hcjlYWVyiWPBTrZ4uXCYmIqhDD9Ch3S7icUun0F5piMftJJFIcOHCOUqlAlu7O2QyJ7TaDVS1R7/bptPpYZMVYrEE1VqNJ0/X8Xg8fPnNN1lcWKJWb5HJl/CHYxiCja2dHSqVCrFYjGhigl6vRzqbwYpAIpEgsLqCy+XBIltR+yNcLhex5WVkAQThFKXf6/epF4tUq1Va3QajkUZ30EUWRNw+L1ZJpjvoo/a6DIcqqWSCF1+8wVg8QblW5Wh/j06/x1g8QSIZY352glw+w3vv/ASv10siHufocI9cTuWFG2dYXVlhfCyFoij0BiqFnUOqN+8xGo1AFDjInJDJ5ei2uqc3tIqCrus0Gg0sFguCaSKLItPT07z44g2mZibp9rvs7GyxubON2xni+DjN7tY2qeNjbDYbYBIKBel0uvj9Xk6OjrFYTAxjQPZkn35/RCxoJ+hVkPptfv2rr/N0N8tH771HrVTGJkOnDYkxmEolaHdU9vezHGfBboeoT4DRkK6qYrWAKIFY6NDZrVPI6lhMuDALK0se3F4vBwdpTkoGL3zpOpffuAGOHkZ7i8xmmgXPJHc+PuKdh1AdgMclUanp3N1Ic5RucXZpgvHxMKWBTuZgj7gN3rgUI2jkeXIrS8gLjQHYJTflfptufUS1BZORU6bkvYcbNHsy1iB0RD96bYQ+kvDbbDi0PhGbiKIPQTTxOGUSlgZZtUFXcuIIp0hvHjMZk4mIeV65eIFctcf/8h8e0ffLDKx+Dts9iiOTZZsTa0+lfpRF1FWm5jycvzRJvZlF8evYnD5szQYnjQqeQIr7n9xne+0Ar9Dir/2l32CgqaTGEkxMzfF4fZ293W3+1n/129gUB+1uh3K5RL5UJBoLo5sj+v0+WNsEA3HOLFs52HnE8sIs+YN1Ht39GFm04XQ6WV15hkf37tJqZZkYs/Hzz46pdnN8+698CYsqIXU0phJ2yh03rYMOZbWGrEToaUNE2U6j3iXo9dEYGmzsVhCdE1i9XT69vcGZpUWeOTNLPltmcnoCw/AzaLWgI0JkkoD9kFt365Rad5iIX2Ek2Gh8MVkJfB6YxVKebrfNxuYaBwcl+gNIpRwsLs4yP2/QaDQYDAYUi0UMwzh93VVVRFFEki1EE3Fa7T6teptKvYzVJhIvhxlLhhn02oiSTrdXp9+tUY/6EIUBIb8diyQTCdpRDQmv30c8Gsfp8uB2ekgkAjQbLbrdJt/5zndOOZOahjZU6Xbb9HodRInTpYo24t6D+1hkGy+/9iWeffZZPF4fx8dpdvYOKBSrbGxtoQ50xiZSjKfm6PZ7NFt9NG3A8vwshj4k4A8hyxYQwG6TCfj9jCVTpNNZ+gPtVNvbqtNst0970rqGYI4YDbv4PE6cTgeyaGJXrIynkgQCAex2OwcHB+TSGTbX1qlUKiwtLXH10mVkWWZne4Od3Q26vRb6cESx38Y0NP7iX/zzLC4u0mp1cCoubn5267SjHgzz4MEDmo02kiTR7LaxuhXyxQKCKTI9McnUxDThYBCLYKHXO5VN/cqv/AqJ8QS37tzkT//0+xRKOSLxGN5AkE8+/Yj0SZZAIIQ/5Gekadx44Tk+/PBDarUadquNne1NqlWVF547z/XLF9jf3yUZH+Ol565gtkooA53q7j47t0/wByEeVRj2+jiicxQGOofpPIUS+PyQitmJeK24LCaK18rRkYbHB5X6gPQJeBwwk4Dziz4sso30SRVRdHLx+Qkuv3oZkjLmwQnNkxJBY4xPP9jls3tQN2Bseppez2R/N0tPVzhzdpH58RCVWp5MqULxqMmXv+RiJmQhLDk56XRo96HYg3K1z+HxiEEd4hEYqBaq6QrHeyVUzY7LG0CQFJr1HKPuAL/Phs8wGHN6EPsqPbOHI+hlNSoxGBkYfdBkFauljT7Icf1KmOmoi//0o21KPXBMpTipt1HcPmanxujW63TzFcZcIc4snaXSOuAgc8TyuRgqIkuLC5iSm9y7jwi7bTSGIzYe38Gudyl/9XU0TSMQCGCxSPjdbpaX5thYf4gk25memz21rNqstLo9+qqKOtRQVZPCqM6Te7d45yff5cqFOcYiHhQ5woNbD3jxhdc5c2aRQjnLZ59+iDt8ntTSIp+ubyH+6ac8f2Yc/6CBz20nEbIy0VGQhwKfPn7AvS5cef5L0BOxWaBS1vjw9gZuxUq1OeThvo7LU2Rh0s1g2GL3+BCrbMEmjjDff0zIKZOauIB//UMePskREys4vYkvPjBrjSqCAKIssHImRSQSIZPJsL29RyDgptvt4nK58AeD9HqnG+d0uo7fZ0NxuDElAZvTgcujsL2TxuOG9z+8yeuvXWZudpJw2E006sUcqkxNxrAIAtFw8NQ853bQ1fr0Rxq59B67+4ekj7I4XF5EwUq328fQzdPtbKvNgwdPUBQLL7zwPF6vl73dHZLjEa5ce4Zw+BTOu7O7R65QIpMpUCpXMEyB8YkZopEkoizRbHdwWRRsdp12o0irWmAqFefsmVkUu4t2Z0Cp1mJ3b5vHjx8z0k10U2Jk6PTVAb3BAG00BEASRzx/6TyKVcLj8RCNRgkGwqiqytbWFndv36ZerzM+nuLsmRWGwyH9vsoH779Pv9+n02kyM5PkwvgSkWCESCxGIBAim83xs5++TaPR4ug4zblzFxEFmc2tHXr9IeFojFq1ji8QQlYsnAuHiIYjKFYbpUKZQrZAyH8qq1paXGF7e5vf/f3fJV/MEY1G+eY3v8n03Cy1eh2X28f1Z55hfHyCJ08e8Z/+83eZnYqhaQOuXrlCKOBneirJJx99xNHhDjMzM6yszHFu5RzSUEXsw9ov7pDEwo2FIJlKD5d/gm7Ayc7AzsbaA/SOSdgOkSCEXCo2c4DdJhEJR2g384BMsXRKHVqcsTARs5MM+tnaPqZUkrn65VeZ/faL4O1A5g71zAHNxy26NYnbD6BvsTCTWkH2xsg1cogWD/MhB/GYg3YjTzl/jNEYcXkWrpybxmIZYreazM8GubdncNgasVZRKauga+BxWejpPro9Eb0rMmgNsAQ7ODwiJn1kFXy6SsrmJm7zIwh1hsMeSC0mQ04EUyGXNdlsZPAGVHwaXFvxUcrus33YZ/bM82w0T7BqA5KSRqWYw20Pcf31lylli7z1YJ3aoMjS6jiZvkxzv05I6TA3Nssr1yQaxhA9YWeke5hIrmKa4Pf7yWazDIdDTHPI1HiSvYN9pqamqJaL1JsNRghohk5qehq/Ysfn9POj3/8BDz65h1tx06pVkSI2zp+Z5XBvnWo9zcOnAg6/m9pA5+2P73Pl6gzHdRjcbXJ29QzW/hG2qEIkYKPzoIrVUuTC0gQ/fVjm7nYGu2GwNDWGavXxdC1D2AHXr1/CN27gcMDdrU0sYp+n2xlcTji3uMLDjX2sep8Lly6SWn6Jj04+Zv/pEUN7i4UrkS82MHOZLIFAgGQ8Qa/XI5fJEw5GiISi7O3tEY1E6PV6ZE/SNBoasZiHRNSF0+kkXyqiOFy43C4ODwtMpqz4vS4Uh4Vut4bDucBEcgK77VTHIJsC6ZMj8sUqpXyBUrVEZ9BB00c4nW7GxyZoeHto2pB2tw6I2O0ONjbWGI1GLC+eWh1tooza6ZFKjFNrNugPhtTqDYrFMsVyFUGUCYUj+AJhrFY76Wye3d1dhiMdTT89Lp+fWyR17QI2oY/Wa5PJlnj08F3KtTo+fwgTEUSZdrfHQBvSH5z6lW2KnWg8xuTkJMlomFG3hlUSsFttNBoNNjc3KRQKeD1+Ll26xNzcHA8ePKBUKiLLMiDQaNVJpVJ87dLrxBMhrLLE4eEhn968habq6LqJ1WJnem6By1dvsLN3wO17D2g2W/R7KuPj4/TVAQ6HA9k0Tjf/5Rpqf4DDbueZ61dZWljEbs/6akQAAQAASURBVLVy+/ZtMpkMAX+IX/rGr4Bosrmzzdb2HoZhsLezy3A4JH1yRKfT4eWXrzCeSGK3O0gfn5DL5NE0DXUwJBoJ4fG6sMkSybEwe0/W+fin7xJRnLz66nOUqhWebFQRvSrFoczj3TXcHivhoJ2Eb0jYKxJWTHwOE7fbgctm4eLZMxwc1chlsizOunn26ixq55ie1uQ4Z/Dq198keuEShMMMDrY52d6HUo+TrRon+yqyP0a3Z9DNt7H3JFx+N5dSF6Gvkj484PAgjQhYB/DqVxP4vAFKtUMOtkvYZKgaPg7KIw76FnzJMQzxgJZu57A4QDcstFsGbrtCIhxGsunUR6ALEJYgJPaRUMBtwdkH1AFqY4Da9yHrYZymjmE2+caXFhCFBkfHRTqqm1ZPYDiUmRyfpZY+RtB0JucTBCNe3v30I3q6SXz+EnVRx2910a0d83h7h6/dCPGlF8/xv37nu1Q1k6gngk3ogzCk1Rnw//xf/jV/9+/9fWbmZtH1Ib/+F/4iv/97v8fW9g7nLlwjkkjw9OEjypU6Tp+Ls0tnMA2BaGwMxRZE18p870c/Z2IsyFe//st0OxpvvfUu5y9e58//+V/n8dNHbO8cYXVaUUUrv/+9z/it5+MIpRqhZIr5hRyP1lSs1iZhh4yiyFi0Js38HrJoYeHMAoPqMYeFDPWRBUUTmU2FCQScTFlaGIaVvuTFNx4ioMisHZdIzCfwRaY4yTXp9mtfWFjC54F5YfUyiUQCQTDJZrM4rR2cTieaphENhOhrKmOJ5Ofg3D6NVhNN0xAFk4lEgOnJMMNRl0srC6TGJ0mmxrErToZDHW04ojdQefx4nWa9Sb/Tp5gvISOj2BQqtRqheJirzz1Dv9thfX2dk3Seer2H1y3h9/rw+y1E5lOEAkFCoRAYJoVcDrU/wB+O4fJOYopW3n3/E3rdPrFEnFzuhFarQyAYptlsEo7GOX/+LF6vHwMTu91OvV7n3XfeQ1Hc1JtNHHY7TdWKaPPT6o84Osph6BAKnWpoJ+MBHA7H6bF6p0btZIR92CXk89Bpdshn8uiY+Hwezq6ewWazMdRH/K//4d8jyTKJRIJYLIY/4OXMxd9E13X29va4++gOnU4Hl9PH7NwC0WiCVrNDJlNg+yDP0yfvo410ZFnG5vIzFLus7x8gCAI+jxubBDarBYso8eILz3PuzFma9Sr/5l/9C0ajEcFgkNTkNG6vj5u37pIpFDFFAa8vgMtpwypZMTQVj8tBLBLiYP+Ihw+fEgxEuHXzHqmxCaYmJ7FIHna2nnLl2lXGx6L86O0f8OT+Bj7Fi2UsyX/5yQ95/csvcMU0KXYFansZ/B6ZcFjEPhoQD7rxiBouJMJWhVGrgSw7mDo7x/d/9KdcPuflmatz5DP3EGUYyDB92Un0+iLMTUG7Sf64zdqTJgcPCuhZcDnD1AcCmVIFLC2GhX2iYy6GQoL7613qxTZxmwOb2uOZC+C36tx9dICktXBU4dmrHmR9hr2P76PPTnBQbTJvtWKOTHK9HjZXgEYXZsbjhL1hHuytk5dkojEBsTdgzAm6UgbBQBgBI4WWxc1hR2DjaQ7Z5eGZ1TF8RhdVV/EmnKhqG6fdxCWFKNY16j0XQZ8fyevjw7sfEYx50Jsqx/kWY5MT7BbaKLqJ21rj4e6nzCb8vPZskvXtCg92tsjV87QvrOLxzvErv/5XeeudB4ztVpmdT/L08C1u371Lo1LnwtlnePTZEzKZLGdWziLaRzx98hBZlpHtLvq6SbMrYwvNU+r3+fDONr/85tdYPVehXi5QLleZSaWYSES4+/AB5b6BXXPwe+9leePFBCmpw8Vnp5CkKtWKjYBNwea0UWoYtLsDzl1+kXa/S7Uu8fGtDRITfgTFyYPNDKXigFdeeYZuq0NbN3H4XKxls2RzOdqKB204wG8dEpSlLz4wPS43tVqNYjHP0dERzWYTi8WC1WoFDGRZZuhy4ff78fv9TEyMY1PsOBUHdpuJReji9yu43F7U4ZCTzAnpbJ5uT0MULJQrDarVBlZJIRKJMzm5SDgcxWm1U2s2KFWKPH6wTqlUQJQEkokJFhcVplIpvB4HsizjsFvpdruMtCHjyTGWlpY4Pjzk6douutzjp++8Tyo1jihZ2do+fQ1ZXAozMTXzOdC3Sa83YHd/j/X1dfr9PuFwGMXpoT8CfzCBbgxp5wvkclkwIRn3cPHSWSTTJBQKoI9G5DJZ3E4vM5Pn8fuD9Pt9NjY2cLvdxJNjWG0Wur0ee/uH5PN5Go0Gl65cJJY89YXruk6l0eS9D39BoVBianaGRDTGlavPEghF2d875Mc/fYdMOo+qGRgGTExOnT45V8ro+hC7Q8EfDp3+RqLAoNXi0rkVbjz/HJqm8dZbbyGYOitLyyhOO4FAiKFuUm+26PZVFMWJZLMjSwr93pBStsTy4iyxSJyf//xtqtU6U9OzDPojVldXGR+f5Bfvf0C53OCv/NZv4HC6+OTWXX7x/gZXr04zbItsZ3IEY1E+erTF2SvPc+/HH6CaXbwuGTddlhNOkpYeKUXkwswkaq9LJl/H6wuys7PGwqzAwnSC/PEuuRzEUuDyy6xefBamYyBC/u4Gf/LddznerRBwgC7IPNko4464URwuqr0WyfEAOk0+vbNDX4owsjip1PM8t+BidtpNNpOnqrvp1Nv8xnNBTIuLT28+QjPhpFDB6fPhdtqpFrIoDjcWyYbbb8HldZHP56k02nQcTiJWGZ/ZJBaUEO0aI0CWAd3GyOanrvVIJGewWUQuLXjQ2w9o97oovjD+wJCTehHB6cNm9+AN2khE/JwUMvh9pzxZrdHEHx3nOJshFvVSKXex9bt4LTrioMe5xRlefuYMbp+b73+yhcNmoI9OG2f/zX//P/Cjt3/KT37+M1aWJshk09y4+ix+l4eq3MCtOPjk/fepDYrE4wlCznEyxTTqsE+9UcRmlQj4o+yka/zpj97FKYkkk0kO9/b55MMDUlOTSIKIKAhEE1O4bB220jXG5jyEA04mkhLDVp1wzIcv7EKVZ5Bcfkybn2xd5KjUIzHj4+zqZXZ2D2j2YCRAsdKh1++AIGFzajiDIaY8XsZSKU6yBVyywMzsOKUvLi9PA/Nn7/wEHRObzYbD4cAfOjUoVooawyG4XGBxWE+rhbEwfr8fu0NBME0MfUijYrC2luMke49Gs4lokbFYT1mK3f4Ap8ONPhIoVct0uz1sMzKzs9OsLi6dekNODnnw4B7JoI+xVJJKvYKJQTwWoVwuc3BwQDyZIBqJI9kVPrn7iPv3H9JsNomEExxlciysrODxeFiYX8JisWAK4PV6ee+9D1BVld39fdrtLsFggFgsRkJRKJVKrG0+4ty5M6yuzFMuF6m4rNy4cZnx8TjaoMdJ+hC126HXj7I4v8AbX/0ykiSRy2TZ2d+hVmvw3PM36Ha7pDM5Cgc5rFYr4+PjLK6uMhqNGBk6zVabYrlKLpej2+0yPjnGb7z6VaZnJlH7Az764Bfcvnuf0cjAanGgaUMQLLjdXqrVKv1+F4tFwu12YrfbkSQR2WrBZbfxF/7G38DQVOx2G7lcDpfLRSDoIxmLs7u7S6XSQJAkRoZJu92hWK7Q6HTBlLBZZeqFErFQElHK4vUEmZyewmKRWV/fYHZxmf29fYIRL//wv/77GIbBv/qX/wzDHPL8jUtsPF3DLtgplZoc5CUGCNgXIHr2PJk7N0mGXEwKGrNyjzMOncmgjnWwi+LyI505y16miGB0uHFlmURogvff26XVhhgCssUB0xMQ8FD56Sf84oN7CEMvoaBJp9UFUSI24aI3khmoPTQdkEUGmo1SuYduKeGQXYQjPsamptnYe4gkQKHdZnocvJEku9snbB7o2D0S/c6ASNyFrAhsn0Ao0MatmWjaEI/XRr7YxunyIDjcOEQVA7A6TNx+G5KggmGn3zGptvrs7B0ieN0M9AG1eg+zWyfo9xJ0R5kYczHqRolEwjzY3ccK9LoNSkcnOJcmsTltTC+OERyPsLPXZ6T2qTeGdCwJai0X94sZhlqJK5fdTM9HuKqpjPoNmn149+23UYcjdjbWWJiOszQ/gdlZZHFxksGgQatVpFEv0h31kJwjqpUsE5Ex/EEbBjK62EHTBsh2BXGgUmn2aRlDLLKV5TNn0Q2VXq9NV60yGA3Y31tH93volBs43rgKggRGi0G/gTPoxmLv0+y1cVusBONjVAcNSsUqijtBOQ9az4c/YCJba2RyWSQRZAFKpRLBgI94PIqq9blw8RxOlweHw8GPT77gwMQi0G6MqDR6uFw9AgE3Y5NjXAiHCQaDTE9PoygKls+BsvV6nZ2DfdLpNLVyjW6zj8flwqYoSFIQURSQZRs2m4SijOj1ekxNzmK3WU6fFq029va3WX/8EEydv/N//JtU8if85Kc/ZWd7jdXVVfzBALVyjWq1zsLiCoJk4eAkx872HtV6HdnqYnZllkQiwVd/5dcxMOn3+2xubpLPF6nW62SzJRwOC8XikMlpH8srpwHWbHUYqEMcTjeLi7NMz5wi4jStwdR0gqHa59ZnH+Nw2hlLxHnxl9/EpThot9s8XX9CpVTFYrFgsyn4AwF+/JO3GZkGc3Nz/PK3fg23283a0w22trboqYPT+WA2g9V6qsiYnJxkdm6OdrvNH/zB99jZ3CDo9xKPJxmNDPo9DYtFR9VOv2tRknG5XCQSCWwOO4ZhoDhszM7Osjg3i2gY6KbJ/v4+mUyGRCKBaZ7+AZ6/dJH33v0Arz9AwO/D5nDT7Q8olqtowxGCy8tQEwiFxnj44Baa3kHTw5jiCB2Nje1HWC0Kf+8f/V2KhRr/7H/+HVaXlikUCvz07fvMTEfx+Tyk5lfI5lqUW22ePN5g9cIcYa+E0C+TGotgazVRgGjYRrWpog5bhKfGKHUNFMMgEXRTLzfRhzb8ARm7EkRxOqDYhNxtttd26TZUdNVGq2nSaBmMhibdTh/F7qNc7xFMSZTrVVp9k1BEpFo1GIt5WRhP0BtpPN02mZsCjwLjCR+lhsbj/QYnVWhrOiMdXIqDvjFEt4LdaUex2xHooDhBRcPt9WMxbVhHPWQZXAErkscKhgl9iZ4usXdc5Chj4jUr2KwDHK4kpRK0mn0Y9Om0VUQJlucm6BptWvUGjVoFi8NKoz/EqutMzk7QNwaEQk6CvgRGb0BvZKM59DNqt+g8zmHKJnNLKWamxxiqdSaTU4xFHGQOH2GqTSbiSRqFYxx2kIURt299zMMHayydOYs5Enm8uUZyLEp/Zg6rfUi+XEEbDWj1Ogy0IdFACF2EaqONNsiyujDF4sIqtWoWXWhymE6TSYPQqPG1V+dwXngFRi3G8yp6X2CgCVhk8XQGXqrxtfmzIAxPW2a+JAc7Va4/8zyb+7fxB9wcHx8hiCLNTpfMSQlDHzIxMc78/DzVapXjkxOOjo5g6pUvNjBXL57DZrPh8XgIBoMEgyEcDgeGYaBpGrlcgdLePkdHR+RyOdrtHoIADocdxe7F508hy3YcToVQKEAwEsRmt9Js1qnWioQidqwydDst6vU6DV3HMEYwGiKJ8Cff/X1ee/VVSufPk8lneObKZVTd4On6GpOfb8cPjk9JQa++8SaJsUnyxSLDkcHs9Ay9bpvf+Z1/xvZ2hvHxAIFAkOFwhKaB1W4wOxc5Rc212+imQTAYJh6PnxKFRn3KpQxP1AYPHp7eNi7MzbK0NM3MzAzT09PUalX29naxWKwsra4gCzKPHj5hfX2TTr9HLD7G/Nwisizzx3/6/c8p8QrD4ZB8sUAoGCGWGCceTzA/P084FOXO/Xt8+umnCKbORGoGu2IFU2Q00vH7bHjcPkTZgqqq2Gw2ovEYbrcb09RP2aQS5PN5fvDW95B1GIvFGWoqbrebl19+GYfDQTab5d1338XnC6ANh9RqNSw2hXg8jihbabVaMJKYG1/CanEyGgpYrHb2Dg6oNRsEIgper5/f/hv/BzbW1vnen/4ERIGjTI5EbJxgrYvdHaSq93A5ZJ5/9jKP79zDGLXorT/g2YkIJ9uHoHfxhC00zSElVaWuwqefDLE/+RGLSytEgl6q+Tz3H5aQbD4cXhc93ULClSC9XWRnd5PDkza1JjR7I8qlFi1thCC7GZgypXwNb8iGL+xmP1ehUIFQIMjcpMjMeJS+2iV7lMUVdVFsdLh+DgS9y0m5w2EVfCmJYlknHA7isjkoFgpYvQpIdgxjxPy8A0HqUW53sBtWZEPA57aQjENiygdmFawW+iPQsJOvVpDsYAgjfAE70aib7XsQ8gyJTESRKJBPZ1CO3djFDgOxgtOhoY+saKaEqkq0uyJ9tQeGwcrSPL1mn+2nhxzWukwGJxlqDnaOOlgcLVKL4yieAKrRIuITcYcc9Dp57n/6c2KxEFqvyw/W1lhevMSLL17j8foG5WYVczigXi1Sbxao1fN88uk9guEALl+AZq9POGwjXyrjd3gQLCbrW1sUy0csLY6RTAbpDvIsTtoJWe382re+AcEpqGew2px4vC527x8g2TTKhSF1tcPHH99kO50mFothijYk2cQX8uKueAgE46xvrlMpjXju2hxv/NVXiIYjlEoFvve9P6VYLGKaJn6//wsLyz8LzKWzZwDo9XrkK2UOTjJomkaz2aRWq+F0uk9hGl4fF8fGsVttGAgYIx1TtyIZbgZ9g1a7wcb2EZXP7tLrtbDaRNweB8GAB4sEsihgtQh4PB48HheiYDLotFnf2uLSxYs899xz7O3tcfv2XZrtFhZFoaeNSE3MMBjCo7VNvv/9H3H+0lXOnr9Au9vno08+5crFs/z3/+1/w3e/+13u3bvH5voujQbMzHmQZZlLF88jSadnQaZpMtR0MifHdHpdPG4H1dIxMy89w5dffwVVVZmbm8XpdHL37l2+850/YmwsxNWrV/F6/Hz6yW3S6dOrgrmFRQxOVbh37t8hn8+jKKc3qvVmi7OrZ/itv/LbKIqCYZjUqg129/f40z95i62tAwQBxsairK1vYZFFwuEosVgMQz+tvvkCQVKpFEdHR4zLEv1+l/v371Kv15mbnyEejzM1MYnP4cIc6UxNTnD16lW2N7f4x//4H6OqKoqisLl9gCiCP+BnamqKWGKM+dlpDMPA0CWq+TZ3797HarPhDrjpaDXsTpmJyWlee/1L5AsFfvqztxnqIxwuD+VSlcWFVb721a9z5+FdnmwfcbB/hPtajbPxIWM+F1q/TTgZZs2scbDfxLMQIBRV2OnU2Fnvk6lC0gHNapaZ+BjbW3scZQ1ik0Ea9QHCoI8tHCGdKXGwV6JeG6LqAobFhtPjQO2bDEwvVosVxBZTc3FKnV1UAwSLFXUkMJcIUMmnyRcrpyWJWAxGHdAhGAzw0cMyJw2YvXiOtL6LKxxCQqDc6OBVvPQGHURjwPlzKU4qJ6g6OCUJv+xgIuxmcqKL4DTRjSGSYGEoWyi3B1Q7BnaPA0MY4fU5qdXzqCo4HQGssp+BmkMw4XDnKdV+AadTIhYdo98fYIgCsuziOFPFZTcZqj0O949wej24oyHa7T4DmwsEnaN8jXZ7F6vbxpzHR3dQo5TZIps5QrQouCSTiVgIte+ilMmRzx4SCCWYnU5hL1vJlw1mF6cpFHKMjBGmABaHHX84QqXcQBMETIuMVXGgKBKBmBetV+Hw8JBg0M65s6vE/R6SbheSx4X6k/cp5XZplNfp97s0620Uj4duU8QdGOOTj2/jS4a5dvEcra7IzNQZRKvI+fPn0NH48utvcOniBeLRMPfv3uJ7P/g+tUqZVrOPoojE43FsNhva/59A+98lMLd2D5FlGVEUP1fF+rHb7SSSIsPhEEmSTmealSoHhxk6rTa9voqIgNXipFToUijU6BvgVwTC4SBWxQGGRrfTx+/1YAoCHp8Pq0VgqA0YjUa4XQ5GqsY3f/XXebK+Q6VSolqvcXBwwNziAs8srXJ4fMKf/NEf09NGdPoDBMnG7VufcXBwxNWr1/mVb/wSb/3Jd7lwboWXbzzLzsZTXBMKV3/tKqVSiUAgwO7eAYZh0Ov1kGUZq91Bo9Gg1+shjJxcungen9uNx+Ph4OCAt773A8rlMh6/j69+5TVcLg/dbped3UMk2cbc/BLqYMjxSYFSqcDO7qkuIplUWF6cZWFhCX8wTMDrw+MP8OknN3n06DGlUgVV0xiNDK5ePockWXjy5AmJ2On23Gaz0Wq1Pp+BTiBJEgd7+3h8bm7evMnh4SGGMWJ6ehoMkwf37rOxts7UeIrf/PavU280+Z1//s95+uQJNpuNM+fOYxgGgVAYq9WKbLEyHA7JZDK0Wi2GwyGCYKFW6OB2OxHkEbtHOQJhFzeef5nzl8/T6Q5492cfcOdulnDAgj40WZidw2oTEcQh/U6XSCCO3M/jGW7z5jMThOUWitvHg40DVmbGeLzX5EnFghFcYtSrUhOfcua6wuqMD6ddoN1XydUM8ECu26Jc6eIJBeiuFSnmavTrEA2N0eqX2Tkp0wZEj0KzaZAvFXn1uYuYco9qc8BIEFD8IcSRQKNapHRSQzUglgyjChKxiBdJauJyetnPFymrIFWaGJIdtd2mLcgYog3F58XZk4n4R/i8Nh7stImN24iHxnDVLUScOn6/FdNoIcqACZLdxe5JluYAdNFOv99BEBUkQcRiBVWV2NnLsbt9gmtinq5RxGuXiQUCuF1e+lEnOydV/H4XqjqkU27jdtnJHpWx+dw4Ix5GVoOC1sKpaliHbtRil48/uoM27PO1N3+dN15+hkdP9/CForjcHlqdDvlsDqskkxofR5DtvPvWjxkJJq9++TVC8TA/+MEPmZyaYWV1gb4OQxNGgkk6nyYcCNAe9sA0uX71OjZzwKN7H1EuNfD7HJy08pg+J3Q/ZvPRFhJ1JlMqbo+NGy+co9UL4g95cYTj/OzWD0gmxk/11Ec5YpEpsoUqEzNTvPHGG4SDAR4+uM/39neJRYIkk0l8Hjc+7ynpq9tt0+m0vsC4/DwwdUOi31HRNO3zw+o+nVaXXq/HaDQ6fZXVTSSE0762IGEYBqIoMtJlDGFEYixIMBDA5/MyUDs06zV8ngCp8QTaoEcwcErgESXInBzgcCikxsbRdZ0PP7tFo9YknT4+vU38xjcBWF/fJp1OIyEg6CNkAawWEXGkkT7YoVOvkD7Y4i//hW/x9MlDQOQf/YO/x/vvv8/Njz8gHk+g9drIpoZVsSHoMoqisLKyTCgaodPpMRh0wFS5d+8+tVqNSqVNKOTlyuVnkKwWnE4vg74GpgXTGFEoVslm89RqNUwDrDaJa1dmOHd+lWQyyWCgYZGtuBUrrWadRw8f8uknN6nVGpQrbbxehbGxFINOG8OA565eR3G56Pf7aOoIr9eHxWKhVqvRarXodrs02w4OD091vWfPXsDhtLO9vU2pUCASCX9+2wn37t1jMBhw+fJlBoMB5XL5VPEhiqiqSqlcoVAoUKvVMUUIeAN4PB5Ms4vT6SGdTTO/NMdrr7+MLsKgJ/Dv/+3vks/XmZuJ02520OmjqgOCPifFwj4Ls2H29g4IeQSurQSIujvYhj3QLKRPKqSunGfhvMlescMvHmzik2QuTpxH7WW4fSfNl19b5DDbpdAFayDKQaFKVdVxjPvZyTTpVFWmotOk82nKlQqyCxQr7KT7aMhcvvoMhjziKJ3G7gyhDTWGpoAgC5wc1Yi6YSi78AfDjE9GoXPA9EyI/aMyfVNC9ngod4b4QhE61Txap4UoWxmMTKyqhmAKOB0yxggmphIElQBqsYDQHWC3GQh2wBBQVQPR5uAkb6JhR8eGKbSRZJBkgWoFmjEdZzCMyxdEslrJVcokJwNYNCu5gxzueIp8JoPPF2J2ZoLdR1ucXzmHzeViP5+hMegzFAT00QCHw0rElULuW0gkR1QrDUaqSioeRu1rtNoDLIaO1RQYtPuMJ1PkM1kGhsDk5OQpXSsQ4u0fvUe3bYDgYnIqyeb+PkPdQHG7ODnYJxT00OzU0CWRnd1don4ngVCc3e01bn52xGRSohn2M0gMMQU7HreHSLKHKHSJRO08eucx9eY4VNuASDAY5s67H2Oxu7hwcYVvL54lX6px69Yt3n/3PdRBF8VmQRYFOq0GTsWO1XI6mkokxpiZmeK98heUlvz/iOvbh9Trddrt9umGNRBAG+i0O6f1R9OQcTldWESJbreLzWZlaXGeUCBIo9VEFAFJIH18TLV+giiKBMOndHRJhLWjXaIRPy6XC6tNRjSnaTRqfPjRpzx+/BSn208gECQxvYjH5yGTr+BUbKRPMpiYKFYbhj5kdXGRQDDIzPw81XqNd999F7ug8h//3b/m+WevEQ4FUdUeHptELOhhIhFhLDWOw3FKMnI63EQTcXT9lHB+cpJBHQ54+OgpbreDubkFrlyOEolEEZA4yeZo1gcUCiV6vT57+/s4HC7cbjepcT/nzp1jdiaF32dld2+T9aePiceSrK6soI9MPrt7h3ff/QWjEfi8LqbGQiiKE73fR7HZiCbiDNQhzVqdgTaiUqmhaQOSY3E0TWP/c79SIhHD6XCwvLzMcKjyvT/5BU6nwFRqgqdPj1hcsJDP5wkGT8+cDg6P/uyJem//gE6nc9qDNwzGxsYIBAJUqxVefvEFNjbXOXdhloODA85fWOJLX30Di9XBnfuPePR4g24DrLgIBcbxOVXqtTwjtc3u9gOcDoFiZo8xBb76QozFSTea2qXV8XCYVSmOIjz+cINv/vW/zOa//uekkgH6+Sz7m8dcXpxlcvoS6wcVbq2n6ZhwvFUkOZsi6rCxfpxjf6vD0oSffLVKJlPBpkAiClUV7Aq4HG4kq8D6zjoWu4nX5mPUb2CII3x+H2LfAYMh8dg4Q2PISX6XoL2HL3SRrb0mNk8MBPl09thsMZ/8/HvfzOJIJIhFwjhdXVxuBQQ43D1E9eqEBjo+uxW7RWDU72MKYHO6ODmokS2D4HFhdwSQhqcPITabj9VV2N2vMueSsShOuuqpWdWii/icMZqVCtn9DM9cXGZyPsXDew+wSwL9Tp3d/RMMxU27LxKKJhgYBbCMeObF8xg1P93GMSO1hWnCk8cPefmlLxMKJTg8KbK9l0YbSOyeZLC7vTy8e5frz7/IlctX+Tf//j8QjY1TLA5JHzW4MraALBaYn1ug0akjoRJPBsj1a0iCQbVaJb2/j9dhJxSapVTSEAQHn3ySpzmjI47qhMOQmDllCKRLd5AdUM8MKaSPmb80y0cffsz8/BLP3XgFdWjy8N5D7jx4RKFU5OrVq8SiIcrFPKVCnqau/1kF+9y586RSKSRJhHLviw3MbKaA1Wol4A8TiUQIhUJo/QH1eh1Mk4cPNilkVEIhC9NTEyiKk06rzVAdYVckqs0SVpuIZBkQDvvxe32IJvR7TQq5HMGADwyT4+NjarUapUKB0WiE1WplaeUcvmCYYrmK0+NDN00e3n/A1HiCaDTKaKhRq5S4sLLC6tkVBoMBWqtKs5RDHKlUC2lUtcfTJw947dXXicfC/PI33mR2ZpJ33nmPaDhAa9ADUaJeK3F0uEuhUKDZbuFwuPAFAvzGt7+N1+9HEi2k01nWnu7QafcoVio0Gg3sNgdOp5tQKMbCwgJzswtIkoSu6xwcHPLo4SeMj8W4fPkyExNTHB0c8v77v+D4+Jhw0MdwqJNMjiMgfb5IG53CMepVOt0+gtWFNjJYWVkhmYzTaDQ4PjnE5XJRKpWIxsJYLAnK5SK1Wo35mdMtuKqqXLm8gNYf0G63T0cMgoAsyzTaLWqNFoPBgF5Hw+dzEAwGqVQquJwOvv7mm2xubtJu1Xj1pSt89Ssv8vDpGsVcFrvLz6cf32J3N08smkQ0VR7fX8fvsfPyC5fxeeDRgw+plwfMJiReuTLFUiqAQzQ4yDV5vFZi/RCO29AVJaaf7vH117+GvV9n7uVrHDx4SMCu4HG72UtnKfegI8B2FtKtEyJjHkzTJByH81fOsL+2j8MnEQrbqLd6oIAkgT/goD9o4At76fQ6DDQZEyu9To1Mq0IMGyuzy3QMgaWVeX747g+YuJpkZHFzVFapd2XaqoDd46Ndy2GVXcRDIY6LLWIhP6NBA8HQsVsUZMDtFLAYPXx2EafFRMZE0AW0kYnFLiFKIpINujro2um83CJKtBpt5uensdhcGBYnsfFJmuiopTRetxeP3UHI6WV78xCXpnGo9vDbZRqdFiOtSa1SxDfmRJEVnHYvvVqecqvIQWabws4jPv2wwP/pr16n0eySzxV55+2fMjuzgik6Od47wRWMsbQY4He+88e8+eXnSI6P8T/9k3/Kc8+/iMsVptmysra3w9zqOSYnZ/kvv/u7xJNhzp+ZJ5s5xtRVZJudaDTOdqlGRR1QKHToqhZkJC5fu8rOkzukonDj1WU8oQ1cXgmb4uPewyqGoIJw6uB67tUvYcp27j9eI5vLE4olKeSzNFsdOu0mA5eTQVdldmqWV198CdPUcTtdjEYjatUa+WIBhMkvNjD9/lMKUbPWpNPs0G118Xt9+Dx+XIqD2JcjtBpNhsMh+kijWa8hiCambjAa6cjyEItFxG43UNUmrfqAgDfA1NQUZ5fm2dzcpJjPsr25icPhIDGWwmaz0el0GKgaA22E1W6jWq0yGg5wKnbsVgvtVhOv0854PEIyFkYf9KhXiqcHxPUafo+Cyy7z/PUXKJQL/Mt/8TuMj4/zy7/8y4TCAa5du4LL5cJmszEyzFOyUrGPzSIzNztDJBzF7nBSb2vcvfeUw8Njut0utVoDTYV4PEIknMBqtTI3t8D09DShUIjDw30+/fRTqtUqhqly4/lLrKws4nG7uXXzDk+fPmUwUBkfSyEIEvF4HEVxUq/UT8+qFBeNRuN0juvxERufwaq4QTDo9jo4HA6uXbvG5OQEDx7cQxZEoqEwsiBit9jxuj2USqeCs/GxCb7+ta9w69YtfvzjH+NwOFhaOcNYapKdnT3WNze4cvUiuVyOVqtFvd7B5/UgmAYjTeXlF5/D41W4c/djXnv9a5RKTf7V/+t/o9XViYbDFHIlUskUPUHAZbdytLtFo3pMLALf/uaLTI/5kdUut+8+4tH9MsdZMJ0wseLhubmr2JQYUf8El+em2f3wLZ68/z6tfJ34WQ9Gv0s+XyBbhYYJoYiAxe7n6LBGMAjTk17agwxXn1uilA+zvbmDKSrs7fcJxGV0vY1ic+Dw+SnsVCnUcyhOhUjYj2Wo0s00WdvY48r1K7hsEn4nTE6Ns5muUepbMK0uIl4/PVXH1HXcisTCTILbjzYxtDajYQ+Px4fD4UYWIORQMBpNPIoNh9WCORyhqyKMdNBlJKuAzQVaz0QfmkiCiSRZabdazCxMky3IrB0XsHv8GBJ4tQABv5+IU8Fps9EezKFbrJiCiGgV0OQmzWaGq9dW0a0edjNtBG1A1BsgkvLi8dl50qjw7LMJDnMNKvUefVU7rbvu7VEo9AjGJnE5/YSDIf5v/+3fo9ys82RtA5vdxtr6BvMLFwiGo4x1hty5c4+phXFcioNBp82dm5/htEikomGq5QpjL44zkZyiWmzwx3/6A2x2B3OrF6mcbBFMeJiYc7J0fh5db2MKHeo1E0WRQbDzl37rtwimEvzgpz/mOJ8lnIiSmozSbDdZmJvG6w4hW0RikSivvfQSis1KJpNhfe0JbZfrNJ9aHRqtLvi+sLw8DcxSvgCAqg5xORQUu5WAz3P6Oq4PsVlk4rEwIqfkIunz0xbTHFItF5AVnVDYy+riPOfOnGMsPkar0Wb96QZ3b98km8njcDhwu/0Eg0FM0+T4+IRut4vP70f/vBNtSgZWQSKUiBAJB6iXS/g9TjB0BEb0ey18XjetVoNsoY/T6cYwDG7fu8vKygrLqyv4/X7SmRz5fB5TgHK1wmh06vLWTfAHQ8wtLGKxWDg6OWbjzn2OcxW6PQ19ZOD3B7FaFERhxMzMHHNzc5w9u8rJyQn37t1hff0ptUqdUMjLysoy4ViY8VSSYrnB5vYBrVYLry+MTxCQZSuyKNFqd6lU25SLJWZnZ5manaXZPP0DCkUSNDoDAuE4P/7JD7l9+zYXL5zh/PlzuN1Obty4Qa1SolAoYJomsixTLJZRFAdzc0t4vW62t3dRFIXnn3+ew5Njbt26Rauj43ZbiMfjmKZAvV6n01K5cnmZb33zVyjms5w7s4JFNtncWMNhVxAMg1u3brG/3ySVChDwxzh/5jw7W/sEPE5a1SwOwcorz1/g6qVpTL3BT3/4Q6olHVGAiZkUV16dwXBaMRwu2jioFHv8we/9EbuTY7xxJkJ+2OLSeQuxsIVPbh3QHYBkA0mHVsMkbDFZnApSr1eRaPLm134FhzXIg7tbbO6l8QbChI0TklNTdAc6rmCA43IFfziCw22gqT367QbacIgk2FBHJpVSjqOTO7xwfZ5EIsaPvn8TwxlCHjlw+0P08wVsoog+6pFKBvAroHdr2Oyfz+oFO5IBCgKN1hBbbIgoWGBowehbsYoGjGQkycTtBUEVESQZDBkBGw67n0q1z2F2wNpuD6JLjKwSDpcfh8NBr1dB0iXOz01SLHexKg42DrYx1SHVYZFANIbHpbA6G2Vn74huvcRkaIJeb4A3EKfTAbFtEE9N4wkEWVheolKo02rBWz/4OTZfEF8ixqUXrqGLBolUAn80ws72MfliDtniRzcHlCslls5MMxaPU6vnkQ0Zt9WB2lLp1LvcvnmHWrXJcASCbEGwKdx5dI+piIXxRADFryJYBYyeH3XgxDRkrlx9jotXJ9nYy/O//eEfYXXbmV2eZjDs0e3WsVmcTKbGkSUnPrcLt8vNL97/AEEQGEskKeQrmGYZfzBAMBQlPj5BJvvFSX1kAMVuJZlM4nK5GA76aMMBJ8cHOBx2QkE/uqZTbzcRTAOr1Uo45MDr9RKPxnC4rzIyVSxWCdGE7bUtfv7Dt2nVW4iijN/rZ3Z6BofDgd3hptfrsbW1xcFRAb/fTjgaxC5Cv1UiGgqBqbPx5CF2c4ap8TE8LgemaRLy+9D0Ef5QELc/gDcSOa38fd4m6msq88tnuHfvHn/8g59gscjY7Xbm5+cZn5j6sz+EcqXCg7UNqtUqoihiV1zYFSc6Fvp9FYvdxqtXr3PmzBmsVivHh0f8i3/xO1gkAdM00Ec9xpJ+nnv+GSYnU3S6fQrlOkNdp6tBpdmnkDutRBoGWCWZl19+GVm2gmRHF60Uqg0KhQLtRhPrSZ6hIeFy59nf36fVgocPn7K7u8PVyxd58cUb7G5ucHR0hM2m4Ha7QYdIMILb4eJg94Djk31isQjJ8QlS45OIgpVGq4nT4cbtc7Ozt8uVK1cYS8SIhEMcHh5y9/ZNLpw7i66OWFk4i9fr5p/+0/+ZRqvPr//ac/RVk25HY3f7PguzSwgjlUO1wPLsGM9cPEf2aI2jvYdE4jFmz85Sr+mImo10VuO4cEyl06E1GlEpN5iNT1CvH5KcmsIymsUlN8hliuwew/kXYlyfOcOtJ8dk9rqUcyWUwZBf+pUrvPzaBdSRzs/e+YC1rQLecIxyo8uZi9ep1eskYyFOSlWOjvN4w2FCYT+S6aJR1mg0KximDVkSyGQOGGoj5pJJysUKh9UWFpePVrOHOmpgMQR8Hidqv4FbgajHgq6ZJOMhLFaTRq0POgh9FdkAhwJ2+xBF9mLRBSR0GIrIoo7XB1JDQhSt6KqMOZIIheNUskUGugWL002536XW6OJzjOi0e7jNJmZngM85gTPoRLJ6Kdkc6IYLUVRJZw8IDvtMTy0yah4QcriYSSbZWL9HoTwi4A4zs7xAqdEikohzdHLIvduP+ct/6e+yd1KjpoLD4+bp1hrZSpZ6s0EiOc25C2cYaAKFYoVAYoqHj+scH20RDnhQJAPZ0JFHJolQEEtUwmF1UtCqZAt5bB4Pbb1NOV8kGnKzm22DDLosoA0j6F2ZSqlPsVCio9WptnsUi0VSnhSCqKMbGp2WymDQJh5143Y7efrkCd1uF7fTSbPZ5OjgEFm2EIlFcTrcSBYFwxT5Ii1oMsCXXn3pc5zbBp3WAL/fjs0qk8t22HgKqXEv4YCf8VQSv9eL1SJhtVrpdttsrm0yMkEURRLxOAFfmPFnUuhDnUKhwEg97SOfHGcoVsrUajVUtc/YmJ/UxBTRSIBht44TK+KoA8aIeNBLPOTFpcgEvW4kixVZltk9PGI/nSaSSOLxhxgYBseZLHsHR6yv7+PxWBmfSDG/vPpnhkZV00jnip/rdsHl8TA5M08kfoqpMwWRpN1DKBQmHkvS63ZpNpt8dvszsidpPB4PqbEE9x/cwet2ceP5qywtz+N1uzg+OWTv4IRaT8IQreRyOXZ2jsGAqak4wWCQkarx0c37xCJhstkspWIZu92Ky3W6PNJHJk63B2ujTiQSwuGwsvY0R7+vIorw+PFjqtUqoVAIXTfRtBFOu4NMOs/DB0+oN6oEQx729/epNVqn3+9whMPhwOF24XJ5+Pa3v42uD0kfHvH0yWP2dnaZGo9xfLiPx+NhMjXJxvo+IX+UudkAtWqJvYMD/J4QptkhfbxGr9FkcizEtYurKLLAeDjCePAZCpU2t2/vUaqP6Fc7qH0NQRJRvF6sVgc+xwhdrREcD7J38JCVmTjYwvhnF9iqf8RmtsDlucu88szz3O7fQytm+cvfepXrr1+lmt3mo4/v8KO3MljcEsGkj3qnw3E2h93uQFNNSoUm7Y5Kd1SkXssRD/gQRwbDnonNqeDzuZgJi8xPOFGbdW4+fEJPcFItVrHpbkZqE7fXSSAcIhbp0GmWGHYqOK0epiYSJGIhdva3kXTQ+yMi3lPlhtsNLrsbc6jBcAgaiIKJ22NFEEx0AQzNZDQU0AYmQ10iGE0QtVg4OCqQLRdRnRKi2ubcuBdkDXlY4cL5WTo9HUjx/pMmbVUk5I2jD0bUiydY9A7Xz1/k7MI0927dZDi0cO35V2jVc5QbTZ5/6QV+8r0/YmsH7j24z2uvv86d9V2iUxOceWaFO2v3+eSzT6k1i/z4Z0e4XUHml+ZZWJ5BtPa5d+c+boeMx+YgGY7jFC00y1UkWUQb6ITDYXQLDAWdjqEStVppam2unwsT9HXY3DtC7vowujL3bme492CfX/7N1zgqndDu6lisYLVaUEwX+VyDUqHJoH2CaWbw+72nx+qFPIqikEpNoOsm/cGAdDZHt3+IIEoQW/xiA/PkaJ94PM7y0lcREWi1mjRqlVMn9vgYLocNr8eFzSrTbrcYqn0cDhsCPQRzRK+tYZHt6JpArdSkMChhEU9fZ2LRGEcHx3R7PXw+H+pQQzse4HP5mZ2bJhr20C+B0xqk3agjixLXVheJxWKk02lkSSCfy2KIInsHhxTrDQLhLJ3hkGy+QKOpsbgyw7nL5zFNkytXriCKMjt7u/RHsHuYBkQURUFRnDR6GqWjDIPBgLGxMeZm5xhPTXL//n32Dw/IpjOYpkm72cIYjvjGL/9NQj4vPr/C5MQYy0tzZHMn3L3zEd1um6mZJWxNK5/efsLhYZZAOEI8FkPXdcqNPrIoMDG3jD5U6Y2ydFTojzREGyiClW6/TadXxO12Y7FIKIpCKARjYwnGxsZ4+PAhCwsLKIrC/s4+e3sHCKZAq9XBNATmF2bRRj0eb5Vwe9v4fFbOXbjIxNQMoVAISZLY3lxnMOiRPT6hWinidtqIxWJgjJhMTWG3+cikH2G3uSmXKxiCzsx0Ek1VufHCK0wmJ7AJAtOxGKLW5+GtD3HbBcbjfu7v71NL60xMLeGbNKhWS5RqLQYamKZMMhikmjmkW2ty7zbYhRlmLlyB68/wKxPn+A//+fvcf7DB1oMfoRjw2vUxzkzY2H7/j9k4OKFYVgn5wTe2QKWv4gw6OCkec+XCs2hNCxbJj9cLQ1ml3cgw7LaQOyCZFuaWVlmYSSA3NpmfjLG2fovssUHPo9MxdMJuL5aRgK4NEQyd8bE4rWYFj11kajyOyAiA46McFklCHulMpSAYBpsdGIk0Sj0UxURx2JEd4HBYGY00VFNFV4eMhpA+KeC0OzFM8XQ802ogWi0YJvQ6OoOuHcughc3ZxGPLIugaHmcbq6wyqI0oZgdE4xFGrQExtxe/XeTR3U8p5vPMLJ7jk9v3kcUBv/Htl0hF7Fy9fgW1O+S9X3zC+GSZqy9/hZ18mj/6/p+weG6eL335ZT757DZDTaDTrfF0+ybF5h6XL1wn4LnB7U/vITsCXFi+iN4bMn9jik67yb2Ht/jw9ofYfBacURcOQeRwT+PXvvoaL12fRR9sUUkXaBzqtMp1mm2D6JibTH4NT8jguZeSJFITDPoqEj6koQO9J9EwupiopwtHu50L588TjkTo9QZ4/D7u3ntAtlii3mhjsdtwfdGBORwNqNXLWKynGoPFlXl6nS6t1qnioN2sc3i8hUWSCPr9jHSNg8M87XaTgWpiYKNcbTMcZZBMA6diJ+jzYxoGw+GQTreL/DneTLZK7O5u43RY8XsUFBG8kSDtapmxsTE8LjelQoFuv4dotXGYTVMsV7EqTlR9RL3ZIldr0exCcszHX/vNP0etWicQCODz+Tg8PKRcrdHpdDg8PsbpdCPKEnsHhzQbA8Yn4p8vVCZRVZViucJ3fv+7HB8f47ArtOptkrFTPuX2do+NRw/4R//w7yMYKsORxqNHT3j06AFDXcPn89HtGTx59BhjOCQSDGCzKQjmqYlT7Q+oVGqkUpNsbu+yt1smEJQIByOYpk6tVqNQqKLrkEicAomnpie4/vyzuBwKvkCI1dVVbBYrpVLltFeOgChJeFxu/H4/MzMzPF1/iN0BV6+e5ez5c0ykpjg8Oebmpx+TTqdxOhXGxxJYLBKSJPC1r38Vh9VCo1GnWC7h8UTAlJCQmJmcxe1TmJhMEg6H6LTb9NodjtNp/u3v/Fs8Vvja6zcoN1r87Gc3OcqAPeylXq+Sz5WolkvYFDdeXwi74sTjNnlu9Qx2oc75+SSRSBisPrq3Nqlg4vDEyW8dMpEMY3RrHB1k+ExpsbPbYgQsXjzHyNKnPDAwR33UQY+w30Ov20RXHfQ7VaI+OwNjgFqBSAiuXrvG2Ng8Q1lh/cld+rk1mvVjtH4PiwJDTSASiBB2Bxk0WrS6FfLZEtbrFxH0EVcunOPcymU++PQmD9c2adZbOCx25EGXeMiLx6miGwOa6oh0pUEy5ELRdByKgFc0MLUOQ72N2e+DLpAtt5mcinFS7bC5f8yoUWdudhqLADbdQBId6LqE2+ckV9xHcTnpd+vMp8aw2iXW9vJIbi+F2jaL8zGSURe/+HiNZrWKjICo94mGnFRKJWq5Ol5/mFhyjGvPBEhOLBFP+FEllXz9gLs3bzK/tMRrL73K/naW23duYghtuo0Cd2++z8zEAn/uW79E9rjAOz97C6fdyTtv/wCMEbJNQpINfH4HR5kjXvjSC/zNv/bnUAYa9+/e59yKj5duvMkP07d5/PgW44k4NptEpV6mdKSjArrsQrb6CQZcdPp1CqUGsZiVYNDF1NkzVKtV9vf3KJQKGAgkxpJYbFYQBXpqj1G/i+sLi8vPA3NxeQFN02g0m/z8g/dQBxqCJCMgoesmgiCSGju1OmaqHfLZIqZh4HKFkBQJ3ewQn4rRKBcoZtOMR8NMTSRxKHZq9QaCfHpIvHewy8H+LtGgn7NnllCMAUZfZT+Xxu/3Uu0OqPc17E43m+ks+UIJ0zSZX1phfWODw2wOq8POeDzGWGqS2fm5Uz94Mk61WmWvmGMwGNCsljk8PKI3GGDqOsnxiVOXzdQMNrud4+M0P3/vXbqdHjbFwf5RnqnJJQRDY9Q/JnNUQZHhm19b5Csv3eCTd3/G0XEaHUjnS1SqQ0ZIdIYCdq/MRDTKB2ufMrcwQbFQJpwMk87kqFfrXH3mOun0Cc1qhWjEhiQJtOo1bLZTxuaFC8vMrCxzeHzMwtwc+lCj120TTsRY394md3JCIZdjaeG0q94fdHE53DjsFjCGjIYDbtx4iV/6ZghFsbO3t8e/++m/o1ItEY9GmJxI0ut1yWdPES9nz68gWUSavTYH6WPqlRpnz1/m1ddeIptNk5pIYIomOzvbbDzaJhjyIwkibm+Ic5fPcbCzzXGtw97uLqUmTJwP8WinQq/WwmX30Dfh4upZktEIMECmxeHhTSbG3MgeN4Lbw+5umkyhyzsfPsTtCtCq1tk+GTE1Ds9cuUgoHuTDe+8wv5Di0ZNjRqKDUV8jqCgsTs+TzucRh21q7QJuZ49Xnl3kwYPP+KVfe4bz58/z5PEmRyd3afZU7j86ZHrCRVa1MNS9WHwxgh2DRqlBR7PjdlpptMrMzwYIut0k/C6OuxlEqwUVCwe5MkG/D5/Xwo3VRWyjEnargd1l5Z0PD3HbIeZ0gcOB2ClwORnhF54KLRzYHCEUiw2UCH/y4QMqZhzVNDnjtzKljAimplnb3CMZT9C2DWkYBVr1DnOBGMNRm8p+noh7kkmLhHqyxcKcjVE/Tb+b48zKFNWayd0PP8ChqNiHYehf5g//8I+oV8r85m/8eSq1p4QiTprVNHPjSWT5Ij1VI1uuIw9kzswuYTUM0ukNHE6ZarVO4XCLevYEDIHZxQR2q0KnI5HPZUDUsWgqE6k4v/qtN1laXebnb/+I462nZA6yGN2zjCpWRtoAp0NHkLsMer3TWb5FJpqYwGILYVF8dLURe7ltEtNBol4Zc9ijWS1gs8jUDZXdgyw9VePB5iOmZxdIzYwTSyVO4Rtf4EcGuHPnHoVCFZtNIjU5jdXmJFco4/H4WF45w9TUHIeHh3xy8z6dZgv586qkRZSYnZ2mP+ySzmboNWpE/G6mpifweV10u12GQ43B8JRWLssy0WiUaNBP2O9D67bpDHogSJxky5TLZYbDIeFohHA4THRs8tQbZHcQjCdYRMIXCBAMBrHabXTbPdLp49PzHsOg3+9TrTfotHvYHQ5WZ+cZG58gPjZONpPn9q17bG5sU662mZmfxOvxs76xiWQ5Vc4O2i1arQHLc1G++eZXGY9HyWROODo4fWqNj02gagbJ1ByVZhddkNnePmY2FWF+OkYhmyEUiaFYrRj6kDOry3/Wx7daTxdrgUAAm2zB5XKgKAq+cJCtoxN6wyEPnjwlmz7B53JSyhc4PNhD0HVioSCPHj3g5RsvcPHCGd595x2mZyb5C3/uz9PThqxt7lAqlXj69CkHB/u4nArjyQSixGlbqNWi1W4QjYaZn59nYXGOXC6HCTjOnKXZbjCeTDEyDd7+6c9xu93Y7BacipvDvWOsFgvnzp1lfnGVk0yOH/3sIfPzIZYvTdJotzBkOCmaXDnj5eLFi8R8PiJ+N2sP13j6eJfpKYHDgybXrrr52TsP6aki3/q1v8SDhyc8enCAYoWr12O8cOMlgoEAtz69RWsAdx6c8LWvv8bTzS2mxmIc5bJMRMJcvXSRP/zB99DUNm+8/hKXlud448WL3Htwnz/5g9+n0elykh3S6MD8kgeHJ8D0zBLpdIlyqcHk2BjbnX2a9RKYdhYWJwn5BOw2D51mn3TmmOXzlwnHxyi994DZaT9qr0Ahs0dYGeJKzFCqVOkNQVLAsNqp5YoEQiK0O4R9TurFPlG/H62vMfTYUQJRPJYEsYSFV+MKcY+djsODgMH25jqxhJuupqMNO8zbrExMTKA2O2QyDS7MjvF09z7Zowavf2MFt1NA1UYkomEcVgel4jpeRcIqyQT9IQrZEg8fPSU1OcFHH32AKVm4cu05EsEQ3kCU5RE0Wj3a3R7jsQQOacDR8Q5funGDfKGApqrcu/+AVr3A8uoKXr8dzXDhVFz8g//67zDSdB4+esQ/+R/+RzqdBlpf4/LZWTY3cjQLAxZTE1x97hr3790hPpbEtNqpd7qY2BElG6YpMBgNkK06fp8Vrd8hHPDidLnQRXBrA3QRHEONbLHEJ5/dJDYWJzU+yfTcNLkvOjBHKly7eg1RFDk6yeB0u/na176O1+snk8nwzs9/wu7uLq36EFGCoN/ChfOruJ0uNjc3T0nsnSbD/hBbCJx2O7IsIggmkiwwHhun2xuguNwIho45VKnUa6jtJoqioA2G9NpddN3AYrHicnqZmZ4nFInS6/VY39xm0DcIBeOkJiepNep8dvMenVaXwaBLo9lEVUHXIRpz8sJLLzK3sEyz2WZza49ffHQbxe5ENyQi4QkmJlynrpzdAkFfAsVj5/h4n1g4wG//1d9kfmqcarHAj3/+NgcHB9gsVkRZBsVFo9MGaYjicNIZDKk2qsykYsh2J76giGRTSOeLDJE4yhXQRgbzy6v0BwNisRiKojDo92i126xv71Ft1OmpQyw2G0O1z6DfY3l6GpdTYaRqBLxu6vUquTyUKzleePEaly+vYrPZSOd2+b0/+GPqzQGVWp9g0EMyEaNer9NsNgkEffT7fYKRMM+98BzJZBLDHPFkbYtCIUetXGE41Mmd5Pi//nf/HUcnxzjcLsq1KoGAD0fAcXp7GgyytbXJyeERDrsdwYTMSYVmvYU3EOeFa2/g9nqYnvAx6GXpdPa5OHWJasVGoy7jcSbodkb8q3/2UzL5AW4fnDu/z6/9xpdA+iNefv41YsEYH77/ET986xE3np0gnvBTq9WRrVZUtU/CO45YEFC1PrVqkWK+yNKZZa5evUp6/5A//KO32Ng6ZKiDIMP0VIALV64yv7jExOQsI13gFx/d5LObdxBlg/HJKIrixOt1srV7jxvPfAVw8Hhtjb7WR7KMkASDs4sTKKKIIJlYJZWQ38moP2J/LYdDhslEEEmSkS1O6DZotIeEgnPUDRmLAJI0QlVVBNNA7bVxOdzYLU7297YoGzKucJJCIUs0MYskm8gIjHSVTrdDu9sAEUqVNh6fhdZQJRoPsL+/TXx8lYW5GOube8zOPYfNajIyIJ5I4g+EabVaXLpymWyxxObWLpvbGywsriJZFQSLHUk2CYV8DPp1pqem8PkULNKp+C9zkmVifILHj47JZO7ylS9f5+tf+yW8bg/f+f/8Z9rNDoIkcv7sOaz2U2TjoNNEFBTmVpZxWm2oeoG5lQs8e+N5eiMNu8vJwIDdwyNy+QJOpxunZJA/OSDg8VKtNSiUK4RiURwuD1jsuASTarvLSy+v0ux0qNfr5Ap5ghcmvtjAPHf2IgcHBxgGXL5whfHJCXL5PB/cfYdsIU+r1cDlduBySEQjIVJjCfL5HFtbD4lFIvTbTeLhEEoc/G4HkggWWcbr8SBZrOwfHJDOFxgOdWQBwn4vsUgA++dH3OVKC0myEY94ka1WRNFKNltkfWOXh08eEwiGmV2Yp9Fo8Z+/812O003iSRfRaJzcSQ6HQ+KFV65y/vx5REHi+CTHe+9/dErASXfxuAUssp3pmQVA5PGjDZxON35/kKOjPaxOk6++8QpLC3NUSiU+vX2LodqnXK5SqLbw+dwkxqOUGg1Ei429w0POnLuA2euiOCzIio1ocoz69g6dRhPJYiORmkCULQSCIVKpSY5OTqjU6xw+fEQxn8c0dYbq6VLB4/Eg6SaSxUosECQajlGvFqlWhmiDGtOTYf4v/+03WV6Yp9Wscf/BfR48uMdQVZlfWOHDDx+QGgvSaDQ4OmoxPZ0ikYwRj8c5c+YMmUyGM2dWabfb/Oydn7O/v3t692qaNGpNHHaFJ2sbzC0s8d47P+NXf/VXadSqCILASBtQKldxudw4nS6azQbRqEIw6GdlZYWXX/46T9aKDIdDHt77iIcPb/HSjTiSbNBsN7BY7TxdPyEZm+Lp+oDl5RCq0eK7f/jH/LW/+ed4/Suv0K+PuP/wIT/92SNuvDBJvztAcSl4Mfnwow9YXlnh01s3ESwyZ1aXOExnePONV7hw5QofvP8+3/0vH7Gw4OfylUsEg0GmZmeYm5+nrw7Y3N7lDz75L2RyBayKE7tNpFYv4g+FODjc5+SzPLMzAZJjszQP8xwdV0iOWVEcMjIwnUrRbZRQrBIBn5VkIsLukxwnhzB1TsJhV8gXapybn6B+UqTRltEMgVgsTvXwgKDfwWDQJJFI0CnrFLInVFwanWadTKODo9fHMDUePryP3amxtOBiaWmOSLDL/Vs/ptYYkEpNEvfGkNxt/F4Xn905IT6+TL1R4d13P+baM7MsLc9iUxwkUlOEQiG++93vcvPuPc6eu8DP3vuEertDcmIS97BPr9tGlCxYbRK7e1s0a3kunF/FNE2uXbmKYlvjhz/8ISsrCV555RWmp2Z58uQJ9+/fJxqNYjhNJEnigw8+wOPz8vxLL1HpqCwvnWVgChRPinQaTWampvns4RoDbYDL78VitSLIAhfPrXJ29QxT8RhPHz8lX6hRrdTp9Hs4/SECXj8DvUM0Esbp8bO1v0u3N2AwGDA0vriTIvg8MG/fvMf1Z58hlUpxcHjI737n9z43SQroxhCn08FI6zE7M4nTqXD7zh3aLViYcxMJuRk4FBZn5pgai+NWbIjGkFKpxPbePoVimUKtjt1xGnCGYdDXNFrtLj10VFVjamqGkW4iiiLNTpt6o8lQMxioQzBlcrkS+WKdRrNFp9dFlMBqc3Hp8jN881e/zWikUSgU+PDjBxwcHH3eGDIAEa9XRlGc2GwK9Xodp9NNNBJka+uQTrvOm2++zvlLi2Syh3z04fvouo7D4WBtbY2tLZWAHyKTQQS7k25rgE0GJBFBNHE6HRiGTqFU5Mrlq3x27y6hcJRAKEZ3oBILR2j1+nx6+xbdbh9ZllGHI3ra8POnbwm3U8Hv8tCqVk85l8qQo71dTEPjhedXuH71IvFYmEazwls//B77e1vYrDKhUBDT1CmW0hg6BANevv7mV/D6fIxGI+bnF3C4XTx69IjzFy6wv3/IzZs32T86xGZTsNrdWCwWQsE42eMjfvLTt/nbf/tvUyxX+cVHn/D6a69QKZXx+4KYHoOtjXV03WRifIJf+pt/i0QiTi6X4/bNz9jZK1MqVWg0jhgNwO1McvfWLptrGZyKG82A48whihOKtQpnz8/y4ivPks7UCUfiZA+3sCl2vvTV8xwfHjGeSJI+znD+4nmePl0nV8wxPZ1ia++EYj7NhXOr5Msl7t3+BMVq53/8n/4OkqjgcToQBIGjw32+8x/+02mNDpicnaNWytPq99ER6AxMrsS8tHtVomMOvvLGV5FEO7lcB8N0IsoD7IpIwO/gYPsAh1XErgPCEMPUefq0SacNVsnB3m6GQgacdicJbxJz0Cd3VEP2BrE7vdRbNU6Ku7z+jRVURSS7s4Vphjl/4QKOUpmddIELF87h8dkIx4ZkMmusbT1lPDrF1EyU68/OsL29SzZ/yEpynEDIzczMFONjCZrNJhNTMfYPjlB1lZXVM3QHQ3wGOFwe/vT7b/H8CzcwzFMjbL/fpd2p4/L4aLZbFEtZ+t0GvW4bu8XKcKjz3s/f41vf+hbRUJixsRR7e3v823/zb1BVlYnUFKtLq6TTabxeL7o2pNHp8LN3f8FwqLO7c4gVkXOLy7h8IURPgJnxSTa3N+jrMBoOkXSBe3duU8qcMD85xT/8B/9ncoUGTze22drdIxAMItosdPoa2VyBdD6H1+/D4w8jiiLaaPjF492+9OrLNFotPvnoQw6Pj6g1+ogWcLtteJw+HIqF8fF5ypUC25sHBPwCq8sJwuEwY9E4F1Yv0W22KOUy7GWOaNerFAoFWr0eisuLw+HA5nBhItJqN3ErdgKhIPFIkKDXR/okz/rGNqVSicmZaV548WVCkTDvffAhT9dzRGIOJNnCyDAZS01y9twlFpaX6Pf7vPXjn5PLleh1B+jGEJvNhtcbZzQaIQgCFotEr9dD14c4nQqNZoFer8ev/8YbXL16lUazyg9/8Md4vU50fUi706NYqtLqaswuerh45TKdTo9suUa11qCfzeNze8hkMszMzGCzSBwfpxkMVWZmZmi1uxwc7VOtNzg4Psbn9+P6/zL3n9+S3fl9Hvrsql0551wn5z6dI7oBNNIAM5gBJ3M4TCMr+Y5MrXttkZLWlV7YlkTZy6Js2ZZ0ZZIiRQ45HM5gEnIGugF07j7dJ+dQOae9d1XtXVX3RcH8F+Ba6/wBZ51Tn/3b39/n+zx2J4fpQ9qSTKvVod8Hj8eKyWTAabEw6CpkS8rwy50M8cSTl4mFw6iaQqNZ5e133qTf71ItF2hKHaw2EzMzU0xMjsFARPiGBb3Owvb2No8ePsDt9lKv1zFZrcTjcZaXV3nwcJmNrR3MVhser5+WPETyGU0GBEGHxWZhbWOdX/3Or/Gf//N/xuVyEfq/sXADgW5X4/kvfJHFY/MoLYlXfvEKmUyGe3cfUJdUjCYTE+NjSA4zG6tZ6tUiNpMFk8FAvjjUnHzz1y8wNzdHuVLnw2sfs7q2w//0r/8Hzp7zcOvmx0xOTzM6Osprr7zKxXPn6Q36PHhY4ktfWiQ5NsrFxy4yszBPQ5EI+T3En3kKpdvnwcNtCqUqBzu77O3sYBR1HD+2yPzEODs7O0zEwngcj/P+x9do9zTGx6P0NIV6o8uFC1O4nE4MgpmD/RzlssSx4166WgepVcfvd6LUy3j9PryhPplSg8PccPyjqCbS+Sbb+2AwHfLbv/kMRqWA1K1Sy+S4cvIkd2+n2NmHmiThdsdxOu1Umk2aiotEIoYnmsDtSxBNhmhJW3x0/QMqxRILv32c2YVJqhWZ+Igfqw9OnFzAbDbT7Q4PCM1ml2DQjyY4KdcKKGqf+4+Weeudd0kkYoSiUSRZYWwijsVuY+9wl4ZU5/Enn0KS69y+9TGSJGExGNnY2MDhcNFut7l79y7ZbJbV1XXsdjtnzpzh1q1b2Gw2bty48TfIx2AwiMPjIaw3UCxX2N/aJej18XB9k46s0H73QxZPHcfutNDtttEJfSI+J4JepFws8d72Dq+++gax0UUwWnG6PKQzBY5yGdR+j74ArXaHdH4bnThkN7TbMse+sPj5Bube7ga5whDsMAB8XgOCXofVasXuspOIRTg8PMBsEfnyi1eIhEKEg8MaD1qPpbt3EQcCPVXBoAe/34/RaKTSaDDQGTBZXbS1ASazlYTbRSwcwuOwcP/BA7bWNrFYLMzNLvDkk08wMj6GXjSwsrbO6uoqgwFYLBYi0RiJsXH8wQA7e0f8X3/0h7TbbRSlh9nkQadzYbOZsFjMaL0u9XqZZquGpnVxu2zo9AMMJo2rFy5yfHFuCOO99x6HR/uYDCY6cgezxYpqFqg2OsTHpohEk7Q1PeV6l8N0aXjjp6kYxDb5bI5kLE4o4EfttMmlDhhJRLl15x4720V8ARGzUU8iHuHDD69RqoLTBgG/HbN5WMSv1+tUlSZqvc+lRT9nzp1jYmICRVF4sHSLfCFHrVZBr4ORkQTJeIxQKMDxxQWMRpG11RX29w/IHpXY3j3Ebrdz8tQpIpEQJrOVpixz7+4Dbt25Sx8dBoMZUW9AVrqUKnUyh1kkGcIBA4lYiBu37vDSr3yZf/Ev/gXra6sszM7R76mk9g44c+YMIyMjrK+v88G771EuFXA5nHi9dsr1MtGoQOpwm1y6S68LFhOMjLjRNIWnnklw+fEzNJolPr71ClvbJewWP/HoOP/lT17md3/379Lr99na3sBmtnD+4jmOjo7oKl1eeukEL730Eo5ohEa+iNLt0Ot2+ODaR6ATeOW1+2AAtQuZPIyH4Ku/8hwmvci9O3cxal2MvS7TiQh3RB1+X4DFk8d55/o1FucjnD5xnHKuxHRomkqlQkuRcXtmUGSVbPYIu8lFz6gjEAnjCoq8d/99LCGRZrOHhI+eSaFnkGiqkCu1yTQ1nL4YjaqOmtKjMzCgidAdCIQ8buxOF/lKDa+zRiIcwqoz8W/+7f/GN779NTy+Lm6PnWqhxdLyIzqyjv3DIyRJYmQqSbVao9xssL+fwuOfw+Xy4Pe32cvsDIlfvhCFUpVfvrfLkxdknnz8CqrWYXVjHZ1JxGg2Mhj0KRWyeFx2zGYde9t5rly+yOLCcRRFwWAw8MEHH/H000+j0+kol8tky3m8Lh+5TBZJkshm85w7d5ZcJofFaSc+No7L4eDE9Bw2i41Hj1bwuH2UqxU+/PQ2giiQHIkR9Lux2m0Y9EamZ2fwWM2UKw3aAyu37i9TKpep1Oskx8c4PjvDp7dvcf/+DuPTYTpdFaPRSCQW/9zC8m8Cs5Dfo98Hn9eG0WzBbLXi9nqIRmP4gwFqlQpXn7yCw2GjXq0gNetkUnk+vvYJh7t7nD9xlkjAT6/Tp1SsYzAMgRPR5CiKNqAhd7HYXDg9HorFArVSiXarTjgcZX5uDkEQiEUTmEwm8sUc9XqT7e1tBkKf46cSBIJhEPTcuXuL/VQGpQ2RiJdQJEg6VSAQCtHv6Wl3ZErVCt12C4QeNpsF0WAhGPAyOTXK5SsXcbls3Lr5KXfv3UJVO1iMFkrZPOlsi9HJBKFoglZHRyAcQzRaeffDj+j3QOt1MekNTM9OUspnaLWgmC+QjIUJeF0YxQFSrcHxhSmsZpGm0sUf9PP+O9cYDMBthdERH0ajkXw+jyL1sdt1TE4luXr+NEGfi3Q6zfVrb9PtaZiMFtxuJ8Ggn6tXryLQp9ttkzrc50/+8w9IpY6QpTaKAroBXH78LJOT07Q7HcrlMgOq7B0esr6xRXJ0klZLot5o0VUHaHRpNhRqTVB7YLZaePzJp4bSt4MUC7NzBIIh/tX/9K958QsvEAr48PkCfPLJJ+zt7kKvz/zcMQ72d4eqEWB+fpx7t7fwBwxoHR3lcge5rfDsC08zMe3n0cpNrl3bxGEHu91I0Odn0LPTbDa5e/cucwvz/NVf/pC52VlCgSDPPfccBv0QeJzNZnnw6CH5YgFfIICg1/HGaw/42tfOEQtBtQkHGTgzC7GQm3dfe5PZySgXTs6zsrKCQW2j1zrY9HpGYhF8Dhvrj2r8yjdn6Mky47FJGtUKwkAjHA4ywIiAAYE+N299ypOXz2O02inJPT5ZhsvnL1AoNOmaPEiDJiaXTCAxwQe3VylKA2yxSYIWM/fXNhFNFkoyCEYLgsFAplikP9B4cmQSwWjhR3/9U/qCyNr6Fs3WAdGYE7dfI5UqYLf4qLfqOJ1u9KLItes3CMbjyMqAfk+PJCkcpVJogN1soVAuYTRbmUwKxJOjBEJhfvSjH1Jr1DFbzSwszFGtVvmrv/pLfu27v8rXX3qRD13XOHv6DM2mxNraGsePH0eWZTY3N7l69SoPHjzA6/EP9ds2G9lslqtXn8RisWC323G6XSRiIX7xi1ewWKxEwgkmx8fQi2aio6PU2m3Wtjc5ypUoVatDPbfaxqA3MhGLYhDNPFhaYWd3D5fXQ1dV2drZRWp3OEpniCW8yHKXfLHCYACxWBvfwuccmFYrxBJxThw/RSgao93pIre7CIKe3gBaNT3NWos7t26zt72DXtCROkyhafDM1XOEw2G0jszuzg6xaISZmRk6XZVOD7RWm3q+zvpuCkEQeP755/AeW6RRyeN3O9nd2RiuL6YPsVqtWGxWDCZx6PqoWDk4SlFv1tjYaeL2gGgAnQqdbovzF57nB1t/hcHQ5jCTQZKa9Ho9XG4bkWiYUMDPzMwUiWQMvQiKJPP6q69Qq1WQ5Q66wYC91BGoOk4dX6AuyUitNnOzi2xs75MvHWIy2lFVFZPJglkUKOZLuGxOXJNmFElG1+8TDbhpterE/A4++uRTfv27v8G/+Ff/gYPtMgEPRCJhRJORUqnEzm6ZhYUgp46f4NSpU2RSe+QONtjbrmOzOzh9dg6PL0Sn3aWrDjCYLbz+5tsMej10CKyvrNLv9ZiZmabb7iDJTRYXF3E6nXQ7Gnq9gVgsyltvv83G1i6hSJRUKkW3q6IXjegGAm2lDeiIJ7w8dfUJTPo+e3t71Col1lbW8XlcTE9O8Tu/8zuIAwGHzcJ/+D/+Tw73Djl9ahG/y4WmDRF1kXCCQMDHB+8vY7eBL+Cg1+vxm//V11iYn+H9D97m1f/jdYIhE6GgiWazg8Vsp1zJEY0msdnMpDP7nDz1Rb7//e8DoBMEstksy8vLmM1mACRJIpVKMT4+it3lJBSAvZ1tTh6fwWwxkM9ncVhtNCpVkmE9iZALp2nAF599nGhshB+9/HOaxQaLX57h52+/zeyIgcdOn+XGx7d57syTfPrRDZrNLDpdG4f9DJ2ugMNm5vErZ7DYzLgDYQ4yOSoabJRl9EY3/baFgWOEucQEh4cb5DJVTl8+TbbbI1+u4AlHicV8dIwyB4UCifkzpEsl/rt//E+RqgU++PATgvEknUGVSl3B4w0iyzKR4BiZXJonLp0ikZyiUqkwMTOJ0eHg9XevE4rGaUkqXl+Sbvc+fbHP3v4uvUEfr99HIBQkMZLk/Y8+RGorCHo9oWiE2dlZZFlmemoCqdkgFgzy1FNPks/WePnlnxEKhYhEYpw8eZKNjQ1kqY2Anu3tbc6cOYMsK8iywsrKCmfPniUYDDM+PsKjhzcZj/nYWN/FLOjQ92H3MEWzo9IBAsEwerORVrPKTjpHIuDnres3mIonsVms+EMxkmOj7O3vky+VGej0CAYjkXCMliIjKx3sNjP9wfD/+/P8iAD/7J//LprWp1qtc3i0j9Lp4XJ7qdYqLD1aoVVv4XJ5kGWZ9FGGVh1GR72cPHGCWDQ4RI1Vyxw7dozx8XFSqRSbO7u0ZBVMFta297E5vVitdh4ur3P53CmSY+PkDnbxeHzUmzXabZlyo4tF7WAwGFA1jZYiU64qKB3weMBiE1E6Gl6Pnnqzy9KDuyQSAW7eeojTCRYbBAJ+nnvuOebn52m1ZKxWK6nDI0qlErdu3sFqtaLXWfF73ezv7JJNwanjCTa2dpiYnOH06Qt8cP1TEI2MJJOsrK5Bb0g7GpuYpJA9QqrXmBhNYhaHJPiFY9P85Mc/5OSpc4wnItz6+CP+2//mu7z+1tv0BwIdVaWSKxKLRPjWr3yZ2blp3nnnHX7+4x8S8DvxOPRMTc1ittjI5cscpdOIBgtyu0ehWKVUKOFyeVhb3kDtwHd/9auEgsGhnmJsEgGBR8urXL36NPlCgf/8J39KoVTB7nSxurLFQAc+vw+b1YKoN9JtttDpdDzxxBOsr6/y8P46RgM8/tgxTp46Rr1eJ5NNMzs9Q7vV5N/+mz+g21EoFqFQyGG3mEmlDymVSiRiMUrlMgYdTE2P8YXnn8ZqN5PPZ7l+812OsvscPzWH1+1BbskkYlHmZiYJ+t243Faw23n7J7/knbfe5urVq7z//vukjo5YW1unUoTz58c4d+4clUqFSqWCKIp4PX5iUS/VWoMXvvgcR0cbNI09BK2JyyoSSU6zMLuAUTSi15m49tF7BPxuvv2tL5E9OmTjUZG/9fe/QTmT5/jsPOVchqmJJIXCJKVyGo83iNlkZTDo4XRYmZmbZvsgy/ufPMTg8mILJzlMl9jYPGJ6NMztu3eZnwkz5jKgtzmIBWI01TLVSpNCrQYGI5qgo6Op/O2/9/cRbA4e3rqNqjNweJRl0DPjc3kIhJ18fO1tIpFzWK0+yjUJq7nHX7/8Lr/1PTcmixuvN8Dt2ymkjo3TZyc4c/4cd+5/gs/j5uhgn0goSLkcYXl5GaNBz8jIGO22zML8MWq1BnOz0xh0AprW5c233iAcig0hJaI4/N6pKmfOnOHOnTv8+Z//OceOHaNYLLK5uYnNNoSLZ7NZfvKTN/j+9/8W3baM1lEYS0RxWe0USlW6SoORRBRZ63GQL1IrlYiH/Tz22EWqxQKFVIpLTzzDvY8/oVWrMzYh0ZIVms0mVrsNo8lEtVajUq3jDfgZHx/HnLOgqh3CkeDnH5iZ9CGNVguzyUooFGRnZ59333mLfK5EVx1Qr3YZDI4IBt3MTE4jy206iozckrFZXXgdDrRoFAY9/uKvfkS1WmVieoa6JJPZzyCpAypSllMnT7O8usby0l3OnljgYHONcqWI1WGnUqvSbIBoglDIjdfvw+5wsHhikpmZGUwWK1q/R0ft4fF46HQ69Ho9eoM25y8WMJoEFuYX8fmCDPoCoqhDkhQ2N3a4d+shbUVldnIRWe6wv3eI2Wwim1J4/MplUkc7XLh4GbPVzssvv8zk7ALFSoVH9+9QqVSxWoc1msOdDXR9FbvFRMjvZGJ0lNWlO9gNHYJeN125yYUzJ/nZz1/F5/UwOZogly8yPjXN2Niw7nHz5k1++sNhcJ86NoPRpKdU2mdjYx1Br8fjCRMMh2i0OmQP9tnZPaCr9KjWZJQO+D1OKuUmRtGM1xOgVCxz/OQCbp+Pnd0Dfvnqq3i9Q7L79laNixen6QsCtXqddDqNIneIRqN885tf58c//jFbuxWunI0zNzPBwvw8giAQDgQpFQvUajVsJiM2m41MOsf5SyP4PC5S2Qz0NTa2ZHq9A0wGI1evXiIS97G6/pDdww3yhQahoJuzFy6wMH+aZHScerlGKB5BaxRZXb3DvXvX0ev1TE+dYGN9G7PFxNhokka9itVqInkmyJNPP8XDpWWSo+OYLDZW1ja4c+8h8VgSl1umLSv0ux3i4SBOmwM9Ah6XFwSNbL7MoK9jdHSEzd1Ddnd3aShdHrswTsgfYHN7hzOXT1AvFpmansRgvsTmzhqiyYym9nHazOh1Gj/+0V/SwUIkuUDfofHaBx/x5NPPc+LsY7zy13+OSa7hck2hqAPWN9dwBIykUyUymQrWkplmO4Ur5GZ6dootDX72xts0SmVK5TShUIi9rRSBcIiZ+eOEI0HCASd/+Wd/ws5ujv/vP/0nvP7ONd794FP0JiOh6BjjbSPbuynMtjVcXg/TMxNsba0RCviGlzUrj7Db7ezv12m14ItfnMflcmGzmCmVSty9dZORkQS72zsUsiWefPqLXLh0kaWlJe7cu8t3fvW7tDsqa2sFPD4vbq+XtbU1goEwExMT+AMhOt00zVaLWzeu4bbriYX9TE+NIer1tFpdnF4HqUKJdqvG7MwEiHpu375JOBRCNJh4uLKOOtAzMj6FJDURDTqsNhMmQYfN7kJotmg0WnQ6HSqVGuViCUlu0u10mJu8+PkGZilfpFgpk0kXODhKUSx0MJkFbDY7Oh20TV1sNjuZoxqlbI0rV84RCgZptVpkjlI8Wr5PJOxHFARMFgcnx6bYOzxkaWWbYydPUqi2aBbLGMwWPF4frWofg9GM2WajX8pzlK2iF8Hm+uwp1wdZGVLC3V4v7a469FiHgnhNJgwGE6dOnyAcCGIw9klnVymWUuztbrK3vcr42CxHhzk+/OATrBY34XCSttIjlUpTLjXxuP0cHWUJBhLs7hxx8uwJBroeTanFY5cvsry6/tlpusrslA+3x8ne9h4jyRAhX5BjC9MEvR5efeVn7O/UeOzsAoGFBd54820uXnqML77wBVqSwnd+9deQ2wrFUoWf/vSnfyNh6/d6mIwilVKZbO6Q0Yk4Vrsery+E2xcmkytx/8Ey5UoTXyBCq6lgEk3odWbmp2YwGAw8uLfE+EiSy5cv05QlHjy8z8bGBulMD7Opg140MTlpwuX1ovV6ZLJZGo02TqeZickx/tN//E/4fA5e/MJJzp08xkgyTrfbpVIps7+/x872Jlq3w/hoku//zvf5/X/5P7J3cECpbMKoFxkdHcHmzJMvdvndf/QbJBIRmnIZa93I409fYWJmkp4GcqNNsdDg/Y8+4vVfvILf7WZ+JolBr2G32ImEw2RTaawmMzevf8zM/By1Wo1CocD4+CRtZbgh1mxKWK12BgOBYnGHTreL1WqlUqmjtnvYXBYUuYOidOi0B1jMbYxGE8FQjLX1LXp6gUqjzt5hlt/83t/GYrNw6cIFUkf79DsysuIjnoxhdpgwmnS0mgV0gz71YpmJRIz9fItORxkaAiKjFPJV3lt9i77aIhyw0KzlqSsVdndaBNpbSNUu/b6KJHdweB2YzHp2tje49vF1DnczxKNhilsVbC4HBquRdD7HL19/iy8+dxWb08Pswmmuf/QxN+8ssXj8NEsrq9AFpVdnYnIOWdvB6XOxs7vJ1avn+ei9D2m36vi8TirFHgOtzsSEl4sXLzIxMUZbahMNhvD5vDhtdrY21tGhw2y2UigUuHr16vABabORnJpicnISUdxnY2ODM2fO/s3tfK1Ww+Vy8cQTT7C7u8v9pW1OHouyvbPHwpwNq9VKu6OhdWTcdisvPPckb3/0EfeWj7Ba4MzxBcbOnOa1X7yKP5EArYvBYMXutOPudMmVqqhah0Q8SrujcpBKo9cZEAQBvc5Aq9X63MLybwLzpz95ha4KOh3D21QR9HqRfg96XZVIKEg8Hmd+eoDZbGZ8bIReV6VRK1KtyTz/pS8Sj8e5+cnHbG1voKg99lNZEEUK5TpKDwxGMzdv3YFBj6nEkES0ubFFvw82mxWby43L5foboZfVasXv9+Pz+ZiemaTRaHxmtoRmU+L6h9fZ29lF1VrEow5arRKTU7M4HV4+/uBjtrf2qdUV6noZravHIFqZmprm4dLP2d3dx+nw0NXg0mPnUDoy6xuPuPr0UxSLRfpqi3wmzVOPjeByWFHVDsdeuEj68ICFmRghn5XrH71O0Gfnwul59Ho9jXqLhYUFkskkZy88xr37S7zyyivsHRySyxcxmUx4vV4URWFne2e4UjkZ5/iJM3j9HnxBH1pPYHl1g4fLa1QbCqLJQVftg2Cg3dUYGRnBG/CS2d8jFPbz2OULFCtl3nn/Q3Z2h7vi88eS0Ndod7ucOHGCaq3M8soKoijichhZmJ/j42vXmZlK8vQzT3Hu3Bl21lfY39kZBma1xIN79+l228zPzdDtthHsNn7nd/4Bv//7v89AGOCPBHG4Hfybf/vPmJqawGwA6NMXxqnV62zu7PL+f/oJa2trpNNZHDYrQk+j1+ni91owm0wUMgVMeh1NQ4deWyMaj5HNpEkk40yMjqG0JOwuN/V6HYPJTKMpDXUdoTDjE5O8/e476AQRWZIIuMxIOqhUajSlFmZzE7XXQ+sPMJjWsFid7B+kOX3+Il3RRCAa5OAwQ7GyQzmf4ZMP73D58QWs3gShaJgTC3GapRpSvYLfbkUnGvEvxtkstfnw3V9QbYlUyg0GnSYOAWZPJsgdHqKzQCIMbq9xqFsWbFSkBqKtg8dl5WB3DYfdgsvj5iidZXRikkGvy5WnLqMbwAfvv8cPf/wTpsfHuHD2NMnkKJlMimg0iv0wg6JpmGwOeoKOgW6AxWFkYirJnZvXOX5shEq5gMfj4eLZEU6eOcPI6DhbW1usPlplcnIcqaVQLm8xOzVNv7+J0TD0WP3Vyz+jIasEw1Gmp6dBr8PmdOD2+VjbLBIrFjh55jSFfIn9o0N8Ph/odUjtDuOTMe4+TBMK5PEFE0Pts6fNzs4OqxvreEIhRqN+pidHSKUyvP/6L7jwe/+U3/7ut3nt579k8cQx1raWMZp0eLwB5G6Hnd1DjGYzdocHRVEoFsoYTSKDwQCp9f+A4vrJ4xfI5XJYbDYS8RE6Wo9KtYrb7SYxMkqz2SSdPsLpsOFyONnf3USSWkxNjhOLJ0nnyjxaXuXRoyVsNhv1Vpc+IgvHZmj3BNwmK7lCiUqlgtkwXL8Uui38Xjdut5v4+DydgY6+ptHrDTteNpsFj9uNxWJjY31oTCyVCphMJgKBALdu3GZz85CzJ6d49okXUbU2jx6u8OFbH9DpqMhyn3YTZudGKJXrnDo7w8ryEidOzqPT6dHphrpdvbFHJpPh8tUrHB7uUizkEPXw6995kWathM/rIhGL4nLYuHVT5dWfv8P0pJ2pqSk6nTYT43FOnjiPyWTGbLKy9GiZf/8f/n9k8wXUXh+7w8Xjj88TDIf54Q9/yNZWkccuznL27Gl6vaH3RTQ62NnJsrK2xcHREQaLnVh8glKlxsbGDmaTmWeefAJFapLLp7l48Rx9rc0vfvkTCqUq6WKTsxcvk0mlaXdkJqZnOTo6oF5v0la6CIKAJCnML8xw7/59nnjyEk8//TSqqvLB++/S6yhUy8XPbu9b6PUCwYCPeqWM3+uk3bEwuzDHP/7Hv8foWBKPyz30vGsaNz69RrNW5MGDe+wfpKk1ulSqYLFCLBYgHIlz4fxpokE/Ya+XZqVEOZsnfZRjemQSt8OPXl9FR5+gz8/ayionT55icnKSTK6EIOgZ9AVOnz7D3bt32draYXpmBr3ORK83YNAX+dnLmyTiYLbqsTptSF2VpiyhDfrIaoleH06dPsvy5iai1cxBJoXUVggEfPzxH/6CsB9UVB48XGVcVrhwfpyu2kSqVzkzNc69ew8wuWVmZmZITE7xcLXOG2+8hdkMp6ddzI8HaOaOcHr0WD1BanWZgclBR9TTVFS6SoNmrci5EyfYGmS4dX0Jh9XN/PwsjVqetc0V/H4/iyeO0Wo02U+lWd9Y5dzpk0iNJjOzbjz+AJn1TWaOnyZfKmOyGFnfXMHtMGO1GLB67DitJiLhIJcfu4iq9fmjP/xPlMoN9Pqh07teb9Js1vkofQ2n086lS5fx+QOcPXuelbVVzpw6jdvrgU6H0fExOp0uX/zSJaqVCscWF9kx7yK3FWKxGB9dv4bd6sDh8XP8nItKqcgb735E2L/CqeMLWCwmjAYdlXya5MQIfU3m+Nw4j507yd7WMt/5xq8yE4vyR3/8f+H3OukLfXw+D2pvwM7OHhtrm7g8XnpdFZfDgcVuQRCG5fvPPTDd9hCGmJM+A7odMFnsjI8HkGWZ+3fv0e12kZUGbZeTeq2IoOuxcGwKi9nEjZvXqbV62BxeFo+fplQuoMgdLp4+SyQ+yub+ETdu36dUqRKPx4kEvDRLWUbCo5xenKWnDchU22idHrKk0mq1aDRr1GpV6pUqLUmlr0Ei4UJuDU+ZCwvzpPYznD15nOeffY77t/axmW2MhE4hz1n54MP3yGWbGCxQKTeZnJiAvorTZSI5EsHt8VCrV9ja2cHvCrF4co61jXVy2Qy9jsxoPMLqozuMJiM0qhlu7a/we7/73xH0Ggn5jJitFqanJzl74RL0dOzv5Lj/YJl33/+Q9c1NQpEYY+OTTExNc/f+EgOdgXpDIhCM8Myzz6PXCdxfeojb7ebEiRM8fLTK9u4h+UIR0Wim29WxtX1EV+sRDEWYn50hm88xPT7CycUFuq0a77/7Affv7GGygD8ySqXaQO31aElt9g9SSJKCoNdxeLiPy+lkeirE2toqzz/3NBOTYzy4f5tisQj9HtVCCavFRL1aQ9QLPHbpEhaLiUwmg8U6vBBYXl1hYnKCaq3Mn/7pn1KvVzk8PKRUbJNOw3gcTpyc5MrjMwTCUdxeP/0+1ColdrY3WH+0RqtSwW2zEPP6uHzhCc4eP46g61OXK3R7bQyiif2jQ+r1OolkknsPlqlW6ySSoxTLJQLBMFabC1XtEQ5H0etEjh87welj59Hr9VRqVTq9LpVmFVNXwe510pRaKN0Or7xzh/n5OGGfj0ZbIjma5M///M957IkYM1NhBjoLFalLLDmJwSygE1WcVhPlbJ7RUJjE7CRvPLhBpq7D57vAwkiM1M4WT5wZQ5AqjMf1xCfHUfVmPjncQBNV2oMOvXYTo62P1KggDlTazSqDnsbs7DQdWUKSm6Sy++ynd3j68We4dOkS9Pq8+vOX2drexWG3ks5lOXZ8kZqkUCqV2NvbJzwao9aqsrr5kBcuP0YiEmXxxCne++BDfvDDVzh34QS1WoOeChaLkV/84hXMRhPf+c63aXZrlMtVjKKBemOfxMgI2weHPFx+RFOWhsHUbtPudDh2fJHUYZqOquEPBjhlt6J2NOqNFr3egHK9gcXpRm/3kEsVMVkVYvFRvC4LehEymUPu317C5TFitdg4d+4CtUqd1Xu3ODF/nMlEDJkOA72OwaCHyWQgFovwaPmIXK5CKOzH7faiqh0GgwF2i/nzD8x33r2GTg+jY2Mkx0ap1mqsrK5iMBnwB7zo2zLhaACTyYTBqKenqqxvHaDILYKhCEmvk/tLjxBFkdnZWWZn59jbP+SP/vhP6QkirbaKzx8gEAjg9Dg4f/oEHruZ5aU77O8doupsSJ3+UNbeqKN22+h0YDKK+Lx2en2VcrkOwMLkOC+++BJPP/0Mer2eH//1z0gfVJmfXuCJJ69w8swVQrERPvjwbVbWHqIXoVrLU2/k2djaxmzqEQm5+eDODcYmJ5gcT+J0+xiLB1ldfkhXbtGol7FaRGIBN06HFZ/3GCvL98jlCkQioaETyGjkw48+5OHSOiuPdgiHkkTjce4/WqM/ELh56x4NuYteNLGzd8T09DRef5hisczdO7eYmpri4rnz/PK112gpPQrFCmqvj6gTh2bMdptwNMqxxXke3r9HJBxg8dgcuXyKd998nVajRjgmYrN7KVarVGotTGYDbUVG1PdptRp0OjUcdgtWqwmpWeHLX3qWXl/j9s1P6PVUvG4PQX+QiUQMvU7H8194GrPZjNlspveZ4rRUqaATRY6fWCRXyGMyGfD4fdxbuodOp+MLz1/EYbURDIbp96BYLPPg3n12d/c5OirR14anzXoV0OCFpyeIJEa59PgTWEQjD+7fpqNJCIYB5XIZj8fD9s4eieQoR6kDNjb3KFdqbO3s8fSzzzI9Nc/t23dYOH6KTkclVSgxOTbL/v4+6+sboBug6TTQDajKCkure8zNJ/iv/5vvUavVmBgdIZ1K8dOf/hSr2UStVuOdd9Osb0Bi1MSzz12gVStiNVuYnF5k9dYdHA6RUeM0k6MziIUOj5bXiIQ8uMwuas0m6ZV9Zid9zM4vInVhZa2CYPbSb2m4RYGtgx1OnjxNoVBgcmqU/cMmj5buI+oUgiE3YxPj7O0f8t4H17l1Y4n56RkuP/EcbbmJz2tnd2+LYDxOYiRBvlym3ijTWK8zd2yecye/xuLEGFtrq3z68cfQ75FNQXksy3NPXuGV165jNxvwen3s7R6wvLyK02YnlUoRj8dJjo3yyzdfx+V2DPmo+TyVapVmowFAT9XweDzs7ewyNjaCz+fh7bffJRjwUSwWabdlKk2J06dPo8ltXHYT5XqDbO6IlqQQjESx7Gwht7p43R5ef+0N/C4XpUyO6++9j9fvR+2rWC0O8oUytYZMLBaj3pApFMok4mFsNgfFYhFN6xIM+j63sAQQ/sE/+AeDebGO3+9lfXONja11tEEPs9mIzWGl3+8TCIcwGAxUK0329vZpNFpYLXZMJgtat02rWeL8hbNDKG9bJZspsbaxSTpXxmS24g1GSIyOEIqEURSJw8ND0ql9Go0a3a5GVxWIJ0aRW00K+Tx2qwGr0UBP7WIxm9DRByASCfH9738fuSVx685tXn/9dQL+KEpbpFSsIehURhJhpmaSJJJh9LoulVIeva7PtWufkoiHGR+b5NPrNymVVC6dP0ZyJM6JxXmmp8fR6wQy6SOkZpVms0GlUqI/0FBVlfHJSeLJEeSuysHhETsHhxym0pRLVQx6C2ajBZ8/RLuj0mi1sdqcbGztEQqF8fuCbG6t05YkTp08TjIepV4r88Zrr+IPhclWa7S1AYPBgF5fxagXOX78GIlYnM2tdc6ePk2/32dtfYVsKk2/38ftduP1eqmWK9TKdbptFa3fw2Qy4fQ4CYVCxJNxgkE/9+/fRa+Der2O3Grg9XpJxuNEIxE8Hg/hcJhcLseD+0vs7+9jczgJh8OYLRZEUaTRaJBIJAgFg5w6cRy10+bWrRvUajVKxSL7e4eEAyHKxRJuu52Qz0+z3qCrtqnWK1RqNVweJ/fu5Xj2mVn++T/75xxs71BIZ1GkJj2tSyp1gMfjoVwpkozHiCeiSJJEoVimWq1SrDbQemCxubh3/yGHmRb1GiRHrHzppV/h5Zdfxm4x4HE7qJRyVKsDWjIkRw187+/8fUrlCgsLC1QrZX7+05c52N3HZhqKtoqVGm63k0uXTxEK2JmbjLF08w6fvHkTh1XPhcvjTMwe40c/XUIVXERG4mzsrmMyG9CkCtXtA7765bOcOHuOpY19qnUzt5bWkIUuNo+H+w+3mFuY5bErJ2jWG7z9xm3kZpuBJhEIB9CZjVSqDfZ208xMLlCvDmfofr+Di5dO4XIOYSCxaJClpSVaUodGXeL0qfNUqiXqpQya2ubCuTOEw2F+8Gf/hWazydzcArV6k1qzicXq5DCdQ2+yc2zxJPupNM994UusbqxysL+O3+9FL+i4dOky5XKZibFJ3n//A6xWK0Gfn1arxZUrl/nxj3+M0+NEEARu3LiBpvUJBGOsrm0Qj0V46sknEHR9DvZ2EIQegaCPfD5HJjWkqesROHf2LI+WHnLzk10uXZ4hlEhQbtSQpTZ9BES9AbvTBUC1MpQFlstlut0uNrsF37mX+IM/+IPPJTBFgGYjh9TKcbi3RqWURjSKWC0+vC4v6EXK+QyFUplCvkJPA68njMvhRe32UNoSZ0+fJhz0IssyG+tbPHy0RqkEXr+ReCzGsZOnKJZL3L55g6N0ina3g9lqxeJwYRFE9HojiiJhMIrEYmHaUh2dDjwBHwa9Dr0w4Mpjl5mZnSKXTbO+tsnG1iYul4u+MMBkE3H2LShKn92jXdZ3d3G7IBb2YrMYcTpsPPPMU8xNTQ+3ikJRnFYnbqebZqtGpZjlz66/w8HhHn6vj5GRJKqqIooiYxPjXLz8GMVKhaVHazxYXkXpqrh9IQLRSfTmCv2Oim6gQ1Y69BE5feY8fURKVZndvSMq1SZSq4PJYMDj8SEIAkaDiampKVLZHMFwCLPdgcVsRGrW8brdmIwi2xsPiUUiVIrpYWhkM2haF4/Hh8vroY+O3gDcLjsjx5LDykcwgN6goyG1yGazrKwuUa+VCIWDzM5NEfIHCPj89DSNQiHH3vYWL//1j+loKiajmXgygc8XoCUp1JsKwWAQsxU2d3ZpNiX6/T5zczN4/AF++MMfsbHVYnYugEYZnarRlGUMQhVRGGA2mvB7fUQTURqyxAtfifBbv/3b9PUie5kspVwRk1GkK8sUKg3efPcmQb+ZY4uL7B8c8dwXvsA7b79NuVpBlrscO3ma9c09Ko0WRivYBLj6xRe4sbREz2jA7vFSqZdY2xyg18PpUy6++OKX+eT6J1gdThLxMU6fOkev3eWVn/+EB3ezNKopQpEQp06eY2PtBonIecyiEVlS8UdG2Vjf4JLDQqnRQNNs7B2UKDRKzJ6cI5aY5I1f/pSR2SSPfe07vPznP+BPf3CfUMSF2e3HH3dy/uJFqnUol1p0uxoenxdJbiK1FDxuO26Pj8euPsmf/eAvCQYitDs9KtUGvlAMk0nH7mGWw4NVrjx+lthImKtPX+XRw3WaDZl6tcXSvWUcDgNjIxEqtQY+nw+X00nA40ZrS4yPxrlzd4n4eIiBIJIrVMgW8jTkDiabg629fdpSi2Ixy9/7O38fm83KnVu3sVmsLM7P8/rrb3C33uDrX/8amfQRlXKRsfEEtVqF2elxqtU621tbVHIaDlOJWr2C2WxC7qooioTcHfY648kxREHHh+9/wOraJidOn+XEyTM8WlkmEouzfZhia2toPw0FwwyEYUB1uhJms5lA0IOmaWia9rkE5f/9EQGquWUMBpFE0MDJY+cwGAzUmw3KpRwbmxnMZh2Dbh+PUc9A1NOtFMjl8zidbmJBH2qnzcOHDylXm5SKddptGBtzkhiZwOlyc+/ODar1JtV6DUHUE48EcXs99HoqkqQw6PWJRAI0GzXqlRoBjwuHzYpR1OF02HjxhRcoFArs7+ywv79PKBTGYjZiEHXs7WZodUAUwW4DUQ96HUQCSU6dOMlYcgSL2Ug8EUFpVtjb36ZWLXLv/k0yqQNEUSCVGjA9bSMQCGC22XEF/MzMzGE0GpGVDn/y5z/m4eoaxVKNYDROMDJCpthke/eQUj7H4sI0x+bmKZUq3Lh1l5XNffKFMgZxWIFS2l0mpmdoNas8XF2lp7a5dOE8L7z4ZV5583U6/SHot981ceXxK2TTaT75+BqTY6M4HTaUloSiKDiddmLOONPTs4yMj6GqKh1ZQUTA7XSh1+tpSi1kqYPRZCIai2F1OrhwYcg6rVQq7B0ccv36x6QOj1CUHg6bkampKWZnZ3G7vdTqTdpdFYMJ6qUKd+7d58qVKzQaLfLFKvV6E7PJyszsPFeeeIps8ZdYHE5u3dlBlSHsA6/dQk9rI8sDTBYYiNDuwLe+81W8wRg//+Vr3L55C70gYjebWLp3i7MnFxkdizAxPkpDknnv/Q85c/Y8/nCEu49WqDYaVKp1Upkc/QE4XW4iMTdOx5DOVCi02NpoYRVhYhJOLB4jGAzTaMm43F7CkRh/9mc/YOFf/yueeukl7tz+lMtWE5l0lum5WXoMWFnL81u/mUA0mbl3/xGtWo+eAJlMCbtLh9vjZdYWo6ZleO/9D/H4tzl35hz7D6/z2l//lLXNXRaPe3C4p7DYXYzMheipHU4cW+DdD95H63YIj49iNpvp90RsLhd6o5GHK8uMjo9RyteoVWXsThv5Yo5YNITFaiUxMsrOzh7jE6N8fP0GlXIDl9NPNOjE4/PTUaro9QZcLjd6nYFgKEIsGsbhGGpMEslxXG4fwr2HVOsScrOF1+XCZBDZ2ljj3OkFmg0dBlHH2uoqjUaDTCaD3+Pn6tUn+fD9D3C5XGxsrtHpdMik0vh8HibGxuklB0yNz7KxsUkml+XDDz9EEMDudAz5rzYbv3z1NWwWM88//zzPvPACR/sH/PzV1zh14iQzcwscHR3x5ONX+JWvfJm1jXVu375LsVTAZrPR7/eRJXFI+uoO7zhsn3dgLh6b+4zsY8BkMpFKpxEHAo9feowvPuukVKogy+3PJPGgdTTUbg+j0YTV6aAt9MmXrYSjYDZbGSDCQKBUqvFw6QGi0YBBD8GAB4NBxGg20etIKN0OWruNxWAmc7DD2EiSkZCXTPqI0USYZ68+iSAI/PWPfgjA6OgodpuFVrPG+soaVquZc2cnSIyGMVrMBL1hzGY7SktFkbv01T67O0fkcxly2RT7uxlcHpifi9PptjBbdIxOjPJbf/tJlI42XO6PRLCarGzt7HH/zj0OjrKIBjMteYAvNIYnEKNQklhe36ajDkiMzLKwcILR0QQ3b/+Y3b06Xp+CzeEiEolhNBrR6w1DUHCzgc1qRJHbfHL7JjOTE4yMjfP2e+8zNjnBN7/+VVYePeLGpx9zbG6WxWPzQ/K2rOBwOIbOosMDdnf3efRgicFggNfrJewPYLKYcblcuHxeao0m2UKW/f190tkMB3v75HJNikXwuWHxWIwTJ89itztx2m10Oh1S6Tx37j6iXK3QaCnU6hKCAN6Aj1d++frQxyTq6BgN3H+wjN8f5KVf+RrrW7tUJYWqDG4TmGwWrE4XblecVquBaDRQqlWJjIV47ImrrG7s8md/+WOO9pv4PDqqpT5aB0RxmUg4RCASZf8gRbHa4q33PuDp555lZGwSc6mMJHdwuj245S69vo6xyQlu3r7N7VubRKJWLp1LkoyGsJpEbDYLkUgMk8WGs9agXK3z7sf7vP7Wm/za3/4eRrMFu8NJPGlkcmKa65++h8+vxxcMUSk0yBZaNGswPxsiV6oTtQTo6wxkCgUEq4rZ4mDv4BA9Pb5y9Rle/dmP+Po3v4FocPHpjU3GpsZxewyIZhOK1EQ/6FGvlukobfSiiNlipFJtUqpVGJ0Y5eDwkFhklLt3HzIxPs3ZkTOsrj1kbn4ctdfi7r19zl6QqLUUumqfYDhCKpOn3mxht5jY2tljfn6eeqtFvdHCbm9x4uRpSqUSNqudQqFAq9VCFEWqzQYnTp2Bfg+Py0mjViUY8H+2TVXCH/BiMpm4du0aFy9e5Jvf/Cay0qJcLhOLRdjZ2SIWv0KvpxL0BxloZZ64chm53eHg6IBStQI6gXyhwKc3stjtehwOBx9d+xRRFJmfm6NYbSB3exykc4RCAe7cuYNer2d8fJxnn36Ko3SGw8NDqtXqEDPZ69HpqvR6/w+oFRXKGtvb28gtiYWFBRKJCZwuOx6Ph3q9ytjEFDo96PXC8EfoM6BHr6fS7evpi07qrTbtrkapVGFjfWsoImtKqJqCzW4CQWAwGKB2FUq1ErLSptcDQYByFyJBB12lSSLk48vPfw+LxcQH77zNO+/cxmKBubkJgj4vkXgCt8fDY489RldTMRpFqs0S+XyWg/1tSqUalUIdTdUhDATa7S5mo4FgyMfpkwtE4148Xjs6vYpe18NisxIfHUfu9CgWi9y8t8Th3gG9gZ6AN8DZS9Ps7h2ht2hkCxXurX1KuzPA4w0SjYUwWUUKxRqxWIyWpDA1E8bj9hNLjAA6tN6AdOaIUmE4tM7mGiD0aO/1SKePeOqZp/mH//AfEo/HefON11hdXRk+GOxDMMXPfvIyZpMBua2gqX1Ek5GpqRnOnTuD2Wyl3W4jDHQcpbN8fPMWR+k0h4dHZHIVFAX0BpiejHD5ygyxWAyXwznEg6Uz5PJVZKlDNptBlmVaLQmdQcTjDWKytpHlNggGSpUGwXAcHSK9vkChVOWTT29x9uwZvv7NX+WXb7zJxcs6PBY71WKBYrmK3mBE0BvR0KGofYKROFa7l5/84i/IFZs4PEZm5hco5zOE/Q7CfjfBkJ+22uPu0jJ3VkEwXOfiE1dxeQIc5kq0VYlULs/tuyUsNkiMyGzubPPt73yJaDRMPBJkJBamlM+SSR2iE0Qq1RqVeou33nmXE8d9rK5voFZrjI5P8u/+4E84c2ZI8D/KpHn22RMoXZV0vsz49CReRxidvkd8zES5ptAd6ClVm7RKJU5dPMGUYGB9eYlbD9f4zb/7fT788AOOnzjPtY8/IZXJ8p3feBFZ7WAzGzh1YgG7zQp9bah/FvVUGnWarQbeYBOjyUBLbhKNB2m0qijtJmcvnEUn6vEHgiRHUty6fY+J8Snee3CdxZMX0AY6ItEkZoPG4eE2TUnB7bQjtdscHqXZ2NjCbrcTjyWwONx4AxGWVtb46JObzM1McZQ6JOTzMjMzQkdpEQ76qZUrSJJCPBqmVIiyvPKQZCJGvV6n11VxOGw47XaKuTwGgwGjoMfndeP1+OmoGt1u5zNjagVFaaMTh4AXXyiC3mRjdW2NTKFCR2lz/HgEj8vBysoqtUqBSqXC8sMHzM3NcfL0WeLRCPfv36fWaNLtdjGIelzBwOcfmG9//DGa1keHQG97l/sbO2idLhMTE4QCfsSDLG63C3/Ajd1hQS/06HQUZKWJ0tHYOyqBYKSr9clkMuzvH6J2e7hcHkaTMWq1Gmqvh44hWMFhM2I2CvT7fQRBoK/2yeeaTE+Mcu7saY4O99nb2yESDPH/+W+/h9frJR5LIrUVcvkin356k3K1wmFqONMziuB02YlHE4RnItTDTer1JrI03E912G2YzSKCTkWSJKBHLB4iGgmCqGdlfZelh4/odDqMjU0wPXeCw8MjtvdStORd2p0+tbpMU+pgs3uZmhnB4fRQqdTY39vnuSe+itfjwe12EwyG0elFXC4Hd+8vkUql0Ol0OF12HDYb93ZLeL0QjQ05oTCg05b5D//x/6RRq9NWWijNBvVyiYetJpOTk5jNpuErs8eH1+ul3e4OJWT5EnsH++zs7MFAwOX1kBwd4eTpU5zWG7Db7bh9XorFMpIksb1zQKNWR6cT0SFgNhgRRTMDQWRsYhpB0CMpMmarHdFgJJvNc5g6YnpmnnanS7Ml0e9pJONRHq1ssLm9yz/6vd/lzqNH7O7vsbm8TbcFAxUKhUOiUTszc7PozGYi4RiZXJEbn96h3QG126VWbdLt9mlKCvPzs7RVlTuf3MQbiPKl5/1Mz0zy2pvv8PyXXmRla49ao8nmVolmHx4/N8uZc+c4fvoso5Pjw3pUKc/6+jrXPniPQqHAV7/6VVxeL3cerrJ3UGFqJsZ+Kk06XyA+MoLWh3qjxeb2LuVKm66movWHDnGbO8i5S0+QyR5g9wxIFQ8o11uYHA66qsruYRa3x8PCqVO0qyXur2zx9PMv8tab7/OVl75Kp6sg6AZYDDpwWjl1fJFWt4DL5cTtdpMrtrDaXAjGoefqxs1dDGKNWq3F+XOXmJiY4OanN9DpB1hMBsKRGOVyGZcvSDgSZnVtC7PZxtb6BmdOTON0uTlKZ5iaehKnywODHp98eoOvfe1rbGxt01F76EUju7u7tOoNkvE4ewdHTIyP4XbYef3jj9DrRba2trBZXRQKBUTRSLvd5v3332diYoJ2WyabO2JkZIStrS3OnD5Fv9ejr6nUqmVEo4FkPIqg13GQTlMuV7Hb7RymWhQqa5w9O8fswnEkSaLbK7OxfYDcqqPTZOh3iUQi2Gw2Dg8PWVtbY3xymmPHjrG1s0uz2RweDgTh8w9MvHqMOiOK1KUmtNF6AzLZBjv5u9htDnQDAUmSPhN5RfH63LRaDbLZNI26TNBvxutzYzJa6PV6+D1u2u0u7fZwncwgirTbMi1ZAQGMRhGr1YrL5cLpdGI2Wnj22S+gdhQ+/qwaMT4+PmRq1hqsb24z4A6ZXJ52V0MUDYQjEabmFnA7nJj04vByIRKk01HY2Fyh06ljMOhwuR3Dm8SWxmDQIBBcZHp6DgY6bt/aZGt3i5rcwGAaukk+/eQOlVoDh8OD2u2xubWP0WgGQcTrC+EPhGlKLba2tuj3BwQDbjS1S1eRiQZ9dDoyd5YeoSgd2h2VUCiIx+NBViTcLjvPPTuP2+2iWikMXeRGgffee496tYbFZObUyUWcNjtjo0mmJ8Z59PAhMBS8ffrJJzhdLlotmYcry1gtdsrVGhcfu4zRZMHtdmN3OpDaCql0ls3dPWS5zWAAHo8Ho2jC4vDQ66o06w3StSL9nX3CQR+Z7CNkWUEQ9ahan2JZwmSEkfEx8oUShUIBTdPQ60BVNYT+gEajzh/+8Z/w0tdfQmlLFFIZXEEdAaeHZr2KxWRg0NcYfAYv2dnZQZIkXC4Lur5AXxsw6AvcvpPm0uXH8Hi8VBsSlXoLj9fNfjrHysoK5x57EpvTzdZ+Cr0Jzi36eOKpp/AFQpgsVrZ39znc3+XRgzuI9NjZKBCOGIhEY2gIrG9u01bh1u00Fgu8/e77LM5NMzbhotvr0ZQk2m2otZoYrTZaisb61iE2xyqTU2Ok81soPT07hynqcp9AzEVLkchXdsjkbcxPjVNtdfno09ucf+xxlu9tMTE6wdHREQ6HDa3bpVitsJteYXRyajhPrtbRG030OvDpp58yPzfNwcERc7OTRCNB1teWqTcqxONxBGGAJEmYLHbu3X+Iw+WjJXfw+iO0ZIm1jXVE1OFaYlel3pQIB/3s7uyzur5JNBqlN+jQHwxot9skk/GhMLCYw2TQI8lNTAYjlUqFQCBAOJpkZ2eHfg9OnDjBo6Ul/MEA2qBPu90eHkJsdqxmCxaLBYNeoN9T6bY1DCYzol6AwfBva7HaOXs+TrMlU2vIPFy+Tr4yYHEhxshIjIuXznP7+ruYhB6iTqDVGHq+gsEg3W6XN954gzPnzuNwOJBkhVqt9vkHpiZaMRqNKI0aXamHXjDQ7oGuByaMqJ0OgsGK0+fHZHeTLlQ4ONzDYNCRHI8R8joxG3UUC0PSuiAIiKL42S/uw+MPYDSKOJ1OvF4vTqcTh8OBz+fD6/VzeJTlww8+4vr16/Q0FY/Hw8raOs2mhN1uZnp6FofLA3ojmUIGm92NJyxgFE2Uqy1sejP9ToVWQ6JcybC+8ZBmq4LP78TtcZIcCfHUU8/gdfrZWN/l+rVP2N09pNXo4PH76Gg9Vlc3MX92EjKJFo4O0/T7AywWEzMz88hKm1qzxd7uBn0E/B73Z5UhJ7OTI2xvrLK3vYGoNzI/OUYoGsFuc+L2etC04Q5urV6lUinRqpUxG0UWF2Y4OErjdruZnZknGPDR62n01A4bGxu88eprtD4TxQ0GPfb2Drny+BUCgWGndfHYCUSjiXpTpt6S2N1fIlcs0OlqONwuAv4gUW8Ao9FMKpVh9dEDajWIRay4HU5q1Qa5ao/Dwxbzs36So+M0Wk3KlRpWiwH0uiHhZm4BQTRwsLtHpdEll9vh6hMnePLJJ/nFqz8nmgiRiMW4eO4kvY7KZDyO2WiiN+iTzmQoFXLIkoTW1XDarRgEAx6nB6fFTqmosXAszNbePkpLotMDSWrh8Hi593CZZDLJxs4eZy5cpNVWOXn2AtPTc1jMNjK5PJlslmqjTip1SLlaYzQeIhw1EYvF0BuM3L5zl0yuhNwGtwfqdbh56y7nzp2j2xvg97oZDAQcLgiFQgh6HUfpArsHGTL5t/ivx/4uLn+Ute0CRruThalRys08crOG2+dHbSuks0XsNguTYzFyxTKTMws8enCHJ55YQDTA4X6FjbV1lneW+fq3fw2n04lOp8Nqs1Gvl3HYbWjdNtOT4wSDwSHQO5dHL4DTaUfTNFKpDHa7nXy6QDQa47nnXyCdTjM6Mc7h1iPoDzh71o8kK5QqVZLJJKFIlGsff0IsEsVmdxJLJnG73fj8QXa3N8lnc4xPjSHQ5ezZc4hGAx5fgEKhRDgcptNWicViFItFDg8PMVttzM4fY3d7k2eeukpbUbAYTRTLefy+IZ1f6/cRRRGPx4MpW6Reb2C2OggEw9RbElanh6BeoiEr3H/wkBe/+Bx2Q59qPk2r1aKjdpEkBbXfQ6cT8QeH881EcoRAIIDJaqH+eQemUT/C/s4+esFOyB+g2+7gduqHr+hdFZfTTjaXI5HwoDdKpHN7eMMCo6MxtjePsJn76HGRTCZZWFgYqnRDISwWC72+Sr3WRNM0KpUKq4+W0TRtOKCu1Hl7730+vnWPcnU4B6xXKyhqj9njJ1FVFZfLNexq9iFbrIDeyOTsPAaTkUerG3RabVqFMuMjceKJCEsP79BVW5w6Pc9Lv/JFjCYRvV7gvfc+YGN9F1nqIksqZpMTtd/nxo37oAOfz4ZJMHOwfUBT6mK2iYSCETw+L4VCFqmtoBdFoiEnRqMRAItBwWo0YxC6RANuvvXVFz8jJYkoXZV6vU45d0ilUkEvCricTqbGj2O2WZAkiXK5AH0Nvz/M3sE+N2/eHDYFqnUGPXDYdBiNIl984QX6/T4XLl4hm82iqj2CgTDb27tUm01qdQm118dgMLAwv4hOFLHa7eRyBTLZIuVyGZ8vQGJkhGMLLgyiSLfbZWJiilajjiK36GtdDAYDPl8ASe4iikb0RhPlcpmD/UNi8SgVR4lWq0xi1Iuqquzu7nPp/CVu3bjBb/3Gd9hfecja9hbGbgdFkvH5POh0AiePzWEziXQ6bUbiURrlGnazgb7aQS+A3eHE6fLQaav0BhCOJkhl8oSiCXqCSFPqcJjK8dQzz3Pn7j129/YoFEq0WjLFUolqs0UqfYjDYsBss2M0W7n6zNMYrRZu372P2WLAaldRVBjoYXl9i62dXYLRGHs7uxybPUEyEcFiM1Ou1GjJGk53gLba4d7DFUJRH5VWF6srSE/QkRidxOFzYbMbaUk19H0dxVKBCxfOcf/uQ5IBgcevPsvyyns4HFY++uAOtUadwQCKxSInTpzg/sMd9vd2cNhMnFpcoFRME/J72FhbZu8gxdzsDOvrm/TUDpFwlNu375JJl1hcnGdyeoZXX32V8fFxbLbhKU/U90ilUjz22GMkEgnu3LnH1atXKVVqHBymKNdqWB88YPH4SQRBoFAo0O/3ebT0ELvdzFe/9hIut5c/+N/+HePj47QkBbPZyutvvkW1WiUSCaEfDEiOjvDc08/Q76loaodSPo/dYkZHD62r0mq36GsDYuEI9WaHg3SWrZ1dXG4/J06folZvEYnHSWcy6AwG/viP/oT/+b//PV796V8zEHR4PD6CQRPrm5uYLCY8Pj8Ws51MNktH7TE7P0e9/zkH5kDpEvP5MRrNCD0NRWqhSU2sZiMWiwGbsc/E2Tk0ulhE+K9+8yt4gx4EPXz3W34ivgRoArVajVQqRbFYZGNjg/5gCJlttVrksgV0Oh3zi8eJhSPs7O9x9+4S2kDH8dPnaEoSLpcLj8uFyWAA+tTrdVqtFpLcIpVJI3dVOlqf1956G53egNPpRuhpiPoetWYFXa7Pi1/5MpOToxxbnGVvb5c7d+6yvro2VHRmioRCwSHBXNCTTmWZnpnAIBix2RwoikK+VMRisxKOhmi1WqxvrRPwe5nyujEY9J/1RfVEo1HC4SBWo5Gu3KCtNKiUC5TLZRS5g16vx+VyEfC6OX/mOA73cGZZqVZ5uLzEo0ePqFQqIBpZWb9BszWEn3jdMJKMsTA3SyIWRS8MN2Dq9Tq5fJF8sYymaezs7QPg8vgJhSJ4fX6MFitKu83RYRqlq5LN5Uil2tjtsLdXwuUwoPg6WEQT7Xab1P4RFrOJbkdCako0JYV4MoHL5aJYLFKvVJBlBVVVabfbWCwW6grYajXmZqaHq5MWI3MLo6wvP2J+ZpZ2tcbizByKJNHraRykjsgVC0iShKA3YDGIBMfHEAYCpWyRQU/FF0zSbneGpxOjGaPZhjcYwh+I4HK7yeYLaD1IJMdYW1tDEPS8995dXnzxCTRNo1gsIssgN1SSiQZav8fY+CR/+aO/RmcwUqyqBEJu9KKBQqGIaDSwd5imrQ2GzNDVVfKFFi996ywOhwO9wcxAb0avh62DA5bW1mhIGgaxQ6W2gS/gJp4I4Q+5kdoNtL7A6XOX2N4/oim3GeiN1FsyM/PHuXXjOlvb+/SFAbERF5IkkclWoacxPz3F1MQosZCTXTQMAlw8e5pEJMRROo3HbSfk97K2sooBEY/LTK3WwONyYzYa2NvdolEr8dSVx3jtF+9w4pidVqs57MouzLO7u0s0GmN3dxetN0Bpd1lb32RmZo5cscTe3h4utwOLxUQsnuQXr75GsVRB1fqcO3+RQrnMo7UNzp49jcfloq0oZHIFFKmNngHxWIR4PEH26ACDqKPdUYc8CHXY3hhJ9NnaOxiaYYtFbt64xZlzZ2l3NZTPXu3Xtw5YXl7myaeu8hd/8UPKtSoOu4tGS2J3/4BQOEI0GsUXCFGu1njnvY+YvPrtzzcwXYYCgnGA0lLotNuMBdwkT0yRiMUJBsN43R5sNht2h/NvmJRGs4las8H2+g5384/Y39+nXq8P52gOK5qmYTSZhrMzs5Xjp04zNjpBU5JZXd/E7fFy5fFn2NjbA6MZv91Ns9lk5+CIcqHIgB7RcBhVVak1mqAT6XS6DASGIIFGi3a7TTwW4NLJeR67cIZQMMJgIHDn5m2uXb/N5sY2g8EAn9eNXieQSLjQiwMePrqPxWLA6bJj0lsIemPIkoaoMxALRzDbrJhMRiwWC26fG6/XRaeroGlten2NttSiVk5RzO5g0IuYRAP0wW6xMj0xSjQaH6pz9QZ6DNjd3WVra4OjTHpY22k2aTabVBsdpDbMzY9jc3gYGxnB63bRqFcpF/LcunOXVqOOpmkYDAb0ej21RhOj0chA0BGLxZhfOEG7o9HvQ70psXewj6IodLU+omjE4fhMY6Eb1rIcDgc2owWz2Uy9UiUUDFDIH5E63KdSKdOnh9PlwWw201JkAJS2TLVaxu12Y9alSCaTRKNRHty7h8UqMjYWYS19yHNXn2ZychpZlvG63JhMRqLRKMvr66gDSOdztFoy8UgctGFfdmJigp5eT6Ml4fEFcPm8OBwuJKWFoijUWy0sRhN37z9gdHyCcxcucufWbebmojxaejB03QsCgh58PgOSpPC1r32DwWBALl9Eb7Jgc4jUWy10BiM9nUBb7VOqVInFE3y4ucX0yBj5wjahkJ9qo0oqkwedgUQ8TF8/QO5AsZJF01R0OpF+CeqtKn2dTDQWxOX0YbU72NndIDEyRr5S58//4i/49e9+gRe/+i2qjaHONpPLYbFYcDpNDPoqT199nKP9HQx9gVgwQDabwaQfMJ6MYdAPEPQmMocHFDJpPA47JouTSq2Kz+VmYmyUtbUVTEY99VqJJ584jiJL9DSNe/fucf78eUSDkWKxiNliw2pTPwPjDJsQjaaE3G4zE5lF1Tpsbu9TqzdpSW1iIx7UwQCz3cGZC+d5/91bOBwCVqOJ8dERosEgardNPl/EbjGiSVUsJiNqX8DmcINowWw0MT83R13q8Mmt20SjUcrVGs1mE23QR1NVRkdG0KQqb739Dv/8n/wjvvvd3+Cd995ja2sHp9OJoNMj6A1s7R1y+ux56vI6D+6mmbz6ueXlMDAfP3eaSCSC3WbBYbbicdip12qkD49QmwXury8xOzvPSqHI6uYONocbbQDZfBGdaKCraQwEiMUSjI4msVqtKG0Jnd6Ay+thamqKXL7IjZu32dk7xGS0oKzvUS6X0RkMrO3lmVuYxOt2kUofUimVGUnEcNhstBo1JEkaFlc7bTqdDk6nk5npSWZnZ3nhC88Q9JpIHe3xxrtv8sH71zEbbDQbbfQY6ff76IQOCOB02FC1Fo1GFQQraq/B0V6RMydEOgoYDAasdhvFYpFcIQs6AbfPTTotUCjm6PU6JGJhwpEgkXAIq9mE2+1GFEQkSULtqPQFOEwfUrg/fILncgWcLg/dnkan26Wjqgh6PYFIjJPnRwiEYwg6O4epFEfpDEtLS+zv7qB2YXY2yeLCcW7fvo3JbKOrqpgsVhYXT7AIGAwm2l2VdCpPqVSh2+3SkFp4fF6UWg2bxYpn0kOj0SISiTCSSFIrV2i2Ggzoo9PpqNUqTIyN8ezTT6LT6Vnb2OLRyjLpdJpWCwY6aDbrdOQmg2CQSNjEaDJBV21TLHbx+rpsb+8Q8LlZXl4nFgjw+s9/STQUxGAwEB+J0+5quHwewoKOXC6H2WymXKygyh1MNismkwNJktCJQ8NnuVrDaDZTLpdRVZVvf/vb3L2/xKuvvspv/MZv8PDBEk6nk2a9QTQSYi+TQRDAZDLhDwY4e+E8H330EV5fgOX1Tbz+AOl8kUZZRhDA7BSpNJrEYtPUmz2MRiN+HzjsVprNJqVidVinqtUZCH08/ginfSMUSzVWltfJ5goEQ04ODnocHu2gE0w47S4KhQyrK9sMuhZK1QY/f/1tdg4P+d73/l/8+//935Gt5NjZ3WV+9iIum5VPPniPYwuzWA0ikeQoJgbUWhV8Tjsu+xRGs423Mh/gcTgwmhwwMCBofZr1GtFIiFIxjSDYKOZyvPjF52g2m9jtw/uI3d1dnnn6WQaCbjjqEESCwSAepYPRZMHwGTPA7fOxu7vDa2+8icvtptqAATryxSrZfI65hXl+9de/zsqjh6wsbSPLG6jdLm6HYzh+Evp0JAmLyUi/18NgMNATdOTSGcJxE+dOn6FUrlJttgj6/GRSaXqDISHs7KlT6HsKhew+H177mMXFRZqSzLHji8hKm7v3lzhz4jR7B0f89Ge/ZHp2ht/5nV8n+3m/khsIUUp1Wc3vk8+lkJsVqqU6oh5GRjxMTU+ws/OIltLGZtfR7TVpSTJmqx6ny4lBtKH2BsNTlSBSLJYplQp4fH58gRB37yzxk5d/Sr0lMTo2RalcQ5bbCDoj2XwFt3vYJ7TZotitNmwxI7PT0zTrZbptBZNRx8HBAcGgn3Nnn2FiapLRiUkA7t65wb07n1KtlWkrGqraJxaLoLSz1CvD2Wmz2SQ5EiVXyDPod5idHUfrKaTSu4SiPg5Te/R7Ii1FGYJp7Q68fj9mq4VOt0OlKhGNJYjHo3g9DuxWC6qmkD465NHyGoIg0Gg1qVcbNJtN1E4fg0GP2+3FH4pid7rQiyImqw27w4VotiApMqlMlpWtWxTLDVotmX5fQy8M0IkGfE4L/YGeje0dDGYLU7NzBINB+oMBomhkeXUFSVIoFcvs7aYxfXZLbjZbEdAPa1VyG4/Hw9hIEovFwub6KqVSibasYDYYCfiCKO0mO5uPkJWzTE3OkEhGcbrsJBJp1jbWSadrOG1WRIOOVrOO3+fB43XSUSQScTM2h53dgzTTMwtc//RTvvUrv0I4NoIkNek0JHLVOmpfxex2YXW60FXqGK02TGaFblelXKkRdTrx+/24PG5qtRpKu4vfH0TT+tQadZpSC4tlqBHO5/NMTIzxL/+XT/mtbzxGKpdHVQeIRgEEPc88/Ry7ewfIisJgMKBSqYNBYXxiit39Q1otiVAsSqFYohDwMzkVo6/1mJ6MIggD5FYDSelgMrvIFHZweV0U9w5xOgKUq3XaahdtAAOdgCzL6PQDlFYNo2ig3W5zsF8kEohy6clnkJUUH924gzfwNv/v3/sn/Kc//H1K1SpGUY9B6BMOuLEZ9XhsNgStRzIcxtkyIdKjUipgcXhYnJtjY+uQZrODInexm00c7e2RGA1jNkBbUUjGw7z/ztv89m//NlK7w4VzZ7m/9JBHjx5x/OQpCqUKlWaT/kAgMTqKpmm43F6MZiu5fJEBArVqnaai4PEa0BAQDAaW1zdJ5fLMTs1Qa7Vwei2EfF48Xj+dtszB+gb9jsRvfOsrzEyMkS9WaCkq3Z6eQqlKo9FgcjbOS1/+Cv/xD/8IQa9DJ+pRFRlFHpBJH2C3Wsi129y+e48rTzyJw+nil6+8ynPPf5Fvf+fXuHHrDulcgbGpaTT03Ll3n9jJpz7fwPzjP/oxqtZBr4No2MHkaISFhQVGR0KMjycZ0Ofln/2MQCTG+eOn+PT2XVLlJm6Pl2JNYqBKhPwBcuksS0tLjIyNcuHSY9RqNX7xi1coV4bKCgQDmWyBdqeHhgGDzsjM7DzBWIh0+giDUY/ZbKQjqdQqBWrVMn6vl1wmxdUrF3nqqafw+/2sra3xsx/9JUdHR6SzWexuD82WjKr2OH7sOLVGk0arTqZYJh71cenCOXLZFMVCg0g0QDI5iqa1AQGDaCIaGSFfqJDJ5GjICjpRR0ORqDTrKO1h6BQqNSq1Bm25Rb1WGc4y9QImkxFFa9Pv9zHoRTyBIH6PH4/Hg8ftx+Z00ai30PoDKo0Gm4/WOMxkaSltdHoRg9GM1u1hd7joaV1KpQIGASYiUSKRCFKzwdWnnqHf7w/XQw8P2NnZY2evygsvXOKZLzzPL15+DavZSq1ep1go4PH7iASHl252l5N4PM7u7i4PH+5jNYPPbR8yL4N+TMYgPU1mc32NjbVVJqdnmD92nGAwyGDQo1q9jdVmxmGz0mw0iEaHZeNiVyaRiFGp1VHaKlaHl44mcJQtcfzUOW5++gmBcJBKrYxetKGhR+uopHM5TGYbAwRsTi/NZpPV1VUSoyN0Oh0GAmiaRrvdRu1p9Pt9UqkUeoPImTNnqFarjI6MsDBhwWQysbOzg9NppSnJnDt3Dm/Az9bGGhabnWqjgdFsQhVE7t5fI56MMLdwjO2tNexmA3MLx0jvbVOr1ViYD8Kgh6p2PxNt6Wi32zjxUClXqVS7yLKEz+dF7fbp9zvU63WSyTC6voBBL1KpNLFYoFxrsLG9SyRuQRX0/OLVt7E7HXzlpa+idYejhlMnT1CvFei3JaRaA7lZw2gWoN9FVXuIDOi2mvhcfnwuJ2gSwkBFp9NBX0PrdnHYzdTKKZzJMOvLBR4uPWDx+AlMJhPBYJBrH6+gM1qIxhP0BgLZQoFQLIHFaMZkceAPhqjWGkP6f62EYBBZWDzBiTNnePvd93C6XeSLdbrqGkaDnkg0htNqResN6PXB6fIQDYyj0+mwWCz4fD4quweYbV7OnT2Lye4hOT7Jw5UNvvylL3Hrzh3WNlbx+tyMJJzc/vQu3/j6C8QSI8iKwmuvv8HzX3yRfLHMm2+/w0KuyMzsHAark939A7L5IgCxzy0uPwvM8PgkitLEbjMzNhpmLB7E7TZR68q88/Et2mqXjt7BxlGZncJtGkqPnbQK+QrnTp7EYxqwuTZ8TfrGN76B2+vhw48+4ubNm0idDlaHk4+u3UM0gNFsQ5K7uL0BopE4g0GPe3fuUm+U0DotfF43JocVm9WE32UjFPTzve9+C4MoUioVuP3Jh0Oa89oGsqwRjye4cf+IcCzK2HgMpydEKnOPnl5l/niUxWNzZA43CUcDPPHE1zCbzeRSOVqtLnOTZ4nEI9y+e4NWp4nT5yA+NYqAgUwhT7FQRhMEai2FZraJqAObxUpX06MoA0wuJ5F4HJ1JoC9oWM0W/P4AdsvwFfMgV6D0aJ1ao4GsdGgqXQaCDqvDjc/lp9psUSiV6al9LLKCQS8iika8bhfx5AiLC/N/Ewrb29scHR1hMpmw2xxMTopEIjGymWGlo6f2KZf30bQBDoeD8ckJDAYRn89Ho1lDbrWwmsFi0WEw6NHpodGsEfC76WsqXbWNpvbZ39+nJcvMzMxx5fHLnD13hnffeY9avUqvp+HxDKn4rUYTudWgXC5jdwdQByKJ0VkeLG9hPGUhlS8TREdfb6APdHs6nG4PLl8QvcmK3G1h1OuRlDaBcJhkMkmpMizYVypVOpqK3ekgOTqKy+FArzcwOzvL3bt3kZsN/t7f+7u8+9bbOBw2pJ6AaNRz+txZ7t+/j906dNeUSiXMZjPFfJ3jx2fZ3NlFVhSOLxyjkEtx/eNPmJyc5uX/8gaxiB6DXsBoNGIymTg8ylCpKZSbu1jMAeZm52lJdbLZLPVaDa/fhiTX2dzMkIj6sNktuN02dDo7smwmGh/F7OiwtttmPKzwv/yv/57HHxvlf/6X/z3tqsbK/UeYRT3lfAFTd4BJr6fVkbHZjRgNBvxjo3TVPpKsEQ9FcNu75EsNVjfWsVstKFITr8vFQU8ll0lz/uxp1ldWeeqppxF1OjweD4GAyMrKCnanC4vFQqlcI5srkEwmKVeqGIxm6Kq0OyqHqTrRuJtQJIrL4yWXLxKKRrE5XPR6Qw6lzx+gI0vDOWi/x2AgYDabaTQarK6u4g9GaDabFMotjp8O4rQ7EHV6Hty7M1zFpM/h0T4uhxPRqKdSbNDpdJiZmeHjax/y3nsfsLB4gompaQqVOi1J5me/+CVXnrjK888/z937S3x07frnGJefBWa5WcbtcTE5M8nYSBSbTY/FoqdT1cjVGxwdHZEcGWdm6hi5YoM7y7cp1Ro43Bbu3HuI39rnK88/y8KxOR6trvCDH/wFh6kKwZCdudkxDEYzejFDLluk3+8zMT6O1xdEbg9PVO12G70AhVyBsD/A9PQE8ViEoN+HIrX46KNPWH64hNVqJRD0USiU0AkCHpedXDZLMhLA5XHjslm4d+MaslwjHvPy3FMXsdlNLM7FsRhNfPLxLQq5Ci88/xKzM4tk0nlaUp2R0XHcUoXDozRb22uIBgsutxeP30Mml6feKDMYCLQ7Ku22TNA31PcGfX5Ek4FGt43S7SBJMvmNQ+rVBo1GA03ro9fr6fdANBoR9EOQQ2m9hmiEUNRBNBqnkMrQUzqMjEe4eOkskVCIRrPG/ft3SaVSGAwmpJbMoK+j1VRotVpYreZhKbpTZm3lPi67E4tJx+KxRUKRMKIoUiiXcLkd3L9/n0qlQijiQ5IkmrKEzWYjl8+j1wtUykUMOiNGq5GjdI6V9Syy0uWMwYCmaVx58grvvv3OcCnB78dqHWL/BoMBkUiERme4N+zxeUkfHdBWu8RHkqhaF5/bR7VRRafT4Xa7cTk9Q6CCrOAKhfEHQ2iahsViA8qYzWa0gUYqc4RDdmGyWWm0JOS2SkcTWFnbwmw2MzY2SqNZQ1PbGAxGFmanCPq83PqkSHTxOLl8lY6mw+MP4A4labU7eL0+fD4fW1tbyK0a48kEjUaNWAxsNgsmi4NmI0+pUuYgnSeYsKH1e+RzFfZ2dukNZJwOG/Rd9HrD0/DkRBSn1UFHVgh43PQGRpSWhMMuYjD2GU8YqZbrxMIejlIF/tf//T/wjS99k7/9d/4Ob776Mjsb65TqFUI+L+1um5g3hNJu0KxVMRhMmA1GRuIhuqqA1t0htZ/j+LFpsqUqI+NRpJbKfuUQh8WKzTacv0ejYZZXVxkfH+fgKE2tVsPtdpPNFUmlUjg9Xh49eoSm9tAbRCKRMNFmE4fDgcvtYXl5lQsXLlEul3FYHURCYeRmCwY95K6K3WjG63TQacvYbTaSyTjpgz0isTgMety/fYdqtY4/GMEfjFI8SvHGUZqnn32GF559ikwuS76U5+TpWe7ev8NLX/4KzkCATlvl7Q+vcfnyZWqSwt2790Ensrm9w+r6BqPjk/yt732PdPtzDkybQ8fxk1NMjo6ytv6IT65/CAOIhp0MGA5yvQEPxVKW1dUN+mqDvqbSrKVIzEzxrZdeZKB2+aM//S/sbG8CMJr0MzY+DoDH52drawf9oM/0xDgej49UOk8qk0XpKFhtZvSileeefZ5zZ059RkQ54p23PyKbTZPPFpibmySWnGBzc5Pd7TxD9Y+KzWYlHHYwNhrCZjcQcUzhcphYmJ/B53fRbDbJF0o0GnpOnziN64kQer2DRyt7bG7tk0rv0ZT2yWTzmCwwf+wYTrebza0dtrezSAqEgyIul4vTp88RDYdoywqtRg1ZKTKeXOSVv3qDVge0bhthAAa9wGAgMuj3oN+j1+sh6DoYDWbCIR86XZlyBeqFJg6dyItXnyYaDOD02lDadVYefcra2hqiaOTE8dNUKjKNWoduW6Df1xPwhhmgYtGLZBolHCYYiToJhSNYHENyfiafZXJ8gqWVZUqlEvVmF6UzfKVz2hw4XR4UuUUqV4aBgZHkGJtb6yhtAQzwwSdrSB2NEycXsbucXLh0kYO9fQKBEC674zMx3QCl2cQVCNKVm0zOzfDGqwfk8iFGJ+I8fLCEw2bAYTagyk3cZguJcIBMuoDJYKTRaKCqPVwOJ6mjLF6/H1mVWN9ZRW/R0dbayF0VWVKxuoKUa20O0xIO5wHHjs1x4uxx0q++iVWv8r1f+xrvvfk6LpcLo8VFplhHMDpZ2TyiWpf58ldepLuzRV/r0dc0pqcmMJoMeJ1WEEAv9hFw0FHN2FxOdKY8maLE5FSEbkdl0OsSidp5tLxNLBzD6ghQrHRRNZFkYpy97XW0dhujcUDEqyPq1SN3BnitFsbioySTSfoDFbPVRapYIp19l/jYGGarif3dPbbz+8xMT9Bot3A6nJRyWZSWRCyWQJbqaEqPaNDBb/zqC1RqEmaDHasxSCI2w+7aA4rFMscWFznc2+fgKM2Xv/Ql/uwHf8lYIkFfUykX8wSDfnKFIs1mnYuXLnHt2nV6DFC0Lg6Pi35vQDgW59rHN8nni5w6fgK102X94SrnT5/CbbdxK5Vmf3ePotnAxNgos5MjtJQakZEw1XqBgM/NhdPHUWSNgM2CqddlNh7l1Tfforoww9kTi7zbqFCplGkqLSqNJqVWk8T0HDs7e3x06zYjM7Mkx6d4/e33mJiYolgs8vDhATarA6E/AHfy88rLz5w+pxbpaypvvf0GW1vbWM0wMTlCMOBHrxdIp9PkcgVEgxG1rZBJq4yMmHjy6rPEYjEePLjHG699RDhoQzQYULtdxsZG8bjd2B0OZFlmJBHH61bodhRWHj2kXKsPd83HppmdnebU6RPk03kePHjA5uYmW1sbuBxOcvkyzz3zBC6Xg6UHD9C0LuOTY0QiES5fvkyn3aDXrmE26/C63Pj93iFXUpIo5guUKzUcDjdNuUMhU2RpaYujTJFMfshYROjQ6SgcO+YnGAqTLRRZWV3GZnfwxBNniEbjWCwWZFmmWq7w6ac3aTcV8vksY6OjjE2eotXs0FD6dNvtIWbfaMBiNGA0iOhEEVmuI4o6TOIAo8FAPBxiasxEMplkcmQCu8HE0f4eq6sZBjoVhC6DfoerV5+m2xHY28tjMJiIRIZO6EwmR6vZpXg+y0gyAedbJGIRRKOVrtqj0xvgdFiR5RZHR0c0m12cTgt2u+Nv4MM9VaVSrePxeIlEx6nVGhTKTYwmkUQihtZrk80XOPjlLzlx/DinT58kGA5Ra9Tp9Xq0lS7V2pDKrW/UadjL6IQ+Pr8Dpaugqh1sdjMwQNTp6KsaWreNx+6kKJYYmE2IRiOmHpRLdew2J3a7nb6iIYh60AkYTCZMFjNHmSoTo5Ps7Kdxua00JImV9XWuXD6F9X2BF1/4ApVCjrXVZc5ffBz1/9/ef0Vbct73nfe3cu2cT865MxrdQAMNgAQhCqQEisFUtCSOxpasC1skPfaF7728vHxjW6Zv3ndpLVszlkT6JSlSDBYpkiByBjrHk/POeVeumotq9ggiJB4FDzTv1OeqT59zatfe++xfVT31/P+P7+MHEvVWF01PsjA0xt7ePq1mk6nJUWZmpvBck7fffINf+PiHKQ3JpDNxBFSq9R7xdIoP/vQH2N67Q7XSIJudpFGr0O8ZLC2WaNRNumUDy3GQJJVqtU7geuSyWWzTwHa7+F6X8aFhOHua3UqT3d1t1jY2GS4VOXn8BLlcltt3V7ly+U0uPnqBWEIlXyhhmz0CP7zjLwcCqijQMnvoegJZ1eibLq6g4HYNDFsAdOaWFpgYzSPKGuOT07z2xjv4CDzzzDNcv3GTazeu88Gfeppu38C2bWq1GsvHVjhz5jRXrl9je3eHw0qFp5/+GZqNNq1WB1kQuXHtJseWV1CFsMore/IED5w+w3d2ttjdNdCkLe7cyZDNyrjpOKlEmpHRIulEmm7bQFNjdLp9Os0GhXya9bW7ZIpZZqemOahWWN9ep1AqsrW3x+nTD3BwWCOZGvDqa28wPjZGMp1F0TSSySSFgkyv28VzXQrvd2DWK20qlUMy6RSPPnIRx+qTSscZ9Pu88eoVhoZjzEwvcvnKNW7e7PLMM+e48PBjXLtxkz/52teRCVhaGkYIBDLZNIVcnlwuQyaTC0udBr177aFqmK6HKCqcPHWcs2fPMjM/x9rdW3z3T7+BObAolw8oFAqcOrnM7s4On/zET6GIEvv7myzMT4X7mckwOzfBtatvkUoqqJrN8Ng0Q8N5us0+16/dolJuYQ5sbMdjZ+cdDNemZ/Rodbu0umD5kEpBNgs/9+QFPNchnkhz6uxJVCVBvdGhXGlSKTdYvbuBIEiU96u0WgMK6TR7ex6LM0N4VgzPcohJIomkjkiAKIoIgYdnm7ieQ0ZXw07qYsD4cJGZmRmy2SymaVKt7HP7sMHB3hY9o82pB46xt3/AI488iqJoXLl6lc3NPdKpIoX8ELu7DoqiMDQio8fjDA0NY3RbjE3M4Lg+G5vbHFTrGI5PJj/E/Pw8jnOHdDaP67p4touuKJiujSgElApFbNtmd38vHGt0XTqdFrF4eAboeQGXL19G11VmpiaRJIm3336b3YN90rkszWaTYrEYrhHveZRKJfr9Pp7nMTQ0hGEY+K6HYd2rQU5lwnmT95ooiKKI67r4BGh6nITkURoawfU9RFlDlhV0XQ/nc16+TiwWg8Bjc2Obh8+f4pFHLjI6Os6VK1eplGvE40na7fa9m3ASQ8MjlKsVEok44+OjVCplHKuPqsDd1T71RpWx8VGy2XBht62tTTY39zhx9nzY3SmTY38rbGJrGD1UX+bOZod8WmZ0fBhZlllYWODF7TWaDZNsOsWJEycYHx+nXmuzvr6OkshiGMb9ZT/CbRncunULRVKJyTpjS8c4triIZfToNOrsuD5Gv0d/YCKrOqlsDiuQ0G2fdAKajkPPHqBnUowVS+iKTxCISFoc2w+4s7bJ0rGTjI5PcHttk8P9A574wJO8c+UKu3t73LhymZXl4zSaNe5ubKJIEhOjY+xt72D2B0iSwsHBAcOlIUbGRum2W+zs7jM5OsTIxCTJdIOBbVNrNJmePUZcV0CQMS2bnhFeGQgqBIpEIpfhwYcvUK7VKdfqOJ7NyeMraJpCvd1me32DYr5Er9vGtgzarQYjxQIXH3mYfr9Pu15jcnyMeFynUMgTvG9xeS8wNzd2yReymIaH4zTJZ1Ps7x6yt72Nrgs8cOY8B7sHnDpxms/8+kPsHZb5/d//P+gPDB5/7CKVgy0Cz+byOzssLFgcW1lAlmVsZ8D29jaaFqPRqNPrD1g8tsT5c4+QLebZ3dnjK1/573iOQS6bYntnlXrdxLJ7jI2PcO78aSQZXnv1RWKxGI36AePj4xQKWZqtKplsHNPo0ek2cEyDy5duUSs3MAyHmJ5EETQM22Fnf4++4WIHkEjByokMk7MTTE5PMFQsMVIKF9Ta2yvz2htvs76xBcgIooJpuNy+VSYeB9cGSQI1FieV6jE7OxvOzzT69ya7awh+gOc5IICuSgiCiCorLK+c4tixY6RSSVqtFltbG9y5c4eD3QNSiQxGv8vJM8fuTVBXeODsOS5dukavO2BqagpJjBEEYdXP9NQ4yyvzFItD9PoGM7OLmOaAm7fuUK7VkNR4OMhfq7GztR0G18DCd1xURUKRReKZNIIfoMc07qztUK40KOQT4bISzTaeH8NxAkqlFO1Wl3q9znCpSCwWQ5BEZFm+30NVVcNwNQyDyYlpDvZ3EWWFbCKBYewhCCKu69HrDhgZm0LVYjhuH9u2CXwBPR6j1xvQ6fXREzqjo2M0Om1MM7xbPjERNotwPTv8o5VlHMfhjTfe4ZmffZoXn32Oa1dvUSyGcz+rzSa2bVMqFcjmcziuhWUO6DkGW1tlEjqcOjFH9aDH2toaD5+YCuugPZtut8v+foNEep14WmJmdo6t2+FCgOXyAFWHpBwWT8zMTCGKDnt7O/R6PWamp5ifnWGoGJaONhoNYrEYOwcHmJaNpmkEQRB2zz/cYW1tjY98+CkmRifptzvcubmKKHiookg8nsR1fQamTa5YQlAUbMPF9F0CWaXZ7+J0BwyVcuipNI3qHnE9RqXeZGp2ntu3b/P9517kscce45lnnuFrX/sTTp4+xezUFJZlsrZ2l5iqMDk6gh6P0x2YaJrG3t4esVjiXj14ht39fTqdLqlEnNffeYtGc5LCyAil4SKvvPw6tVabRDyDpgj0Bib1Zp3dnQMsy2N6RiWWSDKztEC93aFtmQwGAxrtBsXhIR596GHevHSZVNKkcnBILpWmdlgmpqjs7uywuLDMwd4+nU6HbDaLZVnvY1SGZICxsUn29nbJZ3NIosjrr72FY3sU83E6nQGBL/ELP/8rBKLI177+Dd65fJXR0XFWjh2n1+uRTCb4+rfWWJqGpeU5Op0Wvu9TLpdR9XA97g8++RjFQliLe/36LS5//TqDgYmqipw5c4x+t4WAQyYNiuyTSuhk03H293f51Cc/BsDA6JPL5ZAFkUqlwmDQpVlvcbhfxnEcUqkUo8ND6DGBg4M92q2wkenKmSnS2TQTk5NMzU6RzmboGQMOy1Wq5QHf/cb/oF7tUa3W8QgoFIukUikarSZ7e2XGxjL0+11cx8d2oFw9RIvD6FScy5evYnRMAtfEVWQ8xw0b7+bzjI+Pks/nmJmZIcBje3ONGzdusLN1iO9DMhl2lBeD4H4Ltztrt3js4hMcHJRpNTsMBiZ39nfQtTQLM/PMzc3w2MVHmZwaJZXU2dxcY3N9A8e1qNabaPE0sUSSgWGyvRc2YFVVnWajxvj4OKV8DkEQiOnh3dj+oI+uqzhAIICiyeipGKlkjFrFwPO6nH1gngceOMPh/j61Wo0HHniAdDrNKy+/SiyeoHx4iG3bOKbF3Nwc9VpYChnTdFRNxzYdAkHCsC1UXaNQKOB4Lp5h4noeAWH3nna7i6BmUeQY/X64+qiup0klNG7evI4kCWQyaTrtKqNDowz6Jp12j263T7vbZ3llhoFp47lhdx8RkcPDfQ4PDqjVOuTyOsOlGAf7Bmtr6yyvlDhx4gTZlEBC1zAMA0mSKOQ0HMdhZ2cf1w84d+4cm5ub2HZ4s+7Y0nEqjRa7e9tkMwlyiSGOHz/O2QfOoMoS3XYT23Pp9/tIkoSqqjiux8C0OGgN7t+EGR0dZXR0jFq1hWc5OJaBrsl4joHrmMTjSYrDaSzPo9HrUesMaBt9RA0Om3Ua7S6itoCmwu5BjUI2R85wyQ6NEy83WLt7m+Vjx1lZWWFpZZn//sUv8eu//qucWF4gqSvcunWD0w8+xNjQMO2BiSorNBsNFEVhdGQMUVCo1+tsbu1QGirQ6w/wBJFYMonrmNg+OL7IYblGTNfwfB/bEwkUDdd16LlOODtDEFnf26bb71KMKeSyWSr7B6Tm4yzNzdLodLlzd5VCJk0qHqPXDiuCZEEk8ByK+Sy5XI79vUMqB/uUhpbe38Ds9XqMjIxi9PtUD6sk4wn6hN2ZH3/8YS5efIxr167zrT/9H8iSytMf/jCb27u8+srLzMxM8cCpJT54sRh+QFQJz7dxHIfZuSnGJyZxXZdbq2tcvnyZg2qNStlDUmFubpTpmUkq5V3efGOfBx8scPz4cSYnJ5mdnaW8f8DISInVO6uYlsHKygqNRo1OsxO2cbt9m1yuSKEwiarqxHQFTZfQNInZhWmmZyYYGx9iYPYxLYtmp8vO3i63nn2Ou2vrVCsDHAtSsWFatT7KvflrvX6Xy1eu4AUwMZ4m8AVARNN84nEZSQwolvIkkhqWZTA5kSSdyhGLxfDvdWsplUqMjo6Szqbpdjr0Bl3MgcHk+AQrS8sk4+FlWbPZRBI19IROtVpldGSMyel53r70Dq4H6XSWGSWFpiVYWFjAtm3A55VXXkESfVZX7+K6NuPj48STYReoRrNFtVqn1QwXL+t2+0gEjJSK5LJpDg8P0WSJuK5hDCwKhQLZ5D6e5+AHLplUEk3T0HVIpuDJJ5/EcWwODw+p1+uMDA0zNzeHY7vs7+/jex6uGy4Wl0mnMU2Tvd0DdDXG0NAIW1tbIAr0DTNs75bLUmvUAfB9n75phXfdkbFMF8N06LTDSjFV1RkMBuzubJPQ4oyMD9Fqlhkdm2BuepQ/+7NnOXHsOJVaOzxQDExUVafX62HYDts7B8zMTLJ90MEsm8yMq8xM6UxPjzM/N0OtViEVqCwvnMD3w/ZliqJgWQad7gB/Z5eJ4jGOrSwxMRHnypVLtNtNarU62UKS8bEhTpw4gWf08H2fO3fWsM0B5y88zPraNtvb28ytnMK0bPYPy6w1DzBNk7Onz5JWZZLJJAdbNbKpNLYLvuDSqDWQRQEllgBZJkCgbzjYjofnBYj3zvDbvS77h2Vc06RSbtBo9Tlx9kEOtncxbJfJmXlef+sStUaLxx57jEtvX+LKlSt84ueeQRF8uo0quBbNmkW51WZibBLX8fEcl3g8LG/WNI3p6Wl2d7dRVB09maIz6GPbFvmRHFoygeUI2HYf2/XR4gn0RAZHMmgbBrXGLrVGi1QqhSzLtNptFufm6XW6VPcPiaeS5NMZkok4lYNDsqk0jUaD0eERfNdjdHiEfj+c1ZFKpd63oPwRGSCu69y6dR3bGKDpCpIYcPLkcR698BD5bIZL77xNfzDg/PlztFot3nnnDXxBZHSsxM7WFqlEwEMPnaderTE5Nc787Bz7+/s0Gg1eePGHGAOL/UqVTgd8ESYmYywsrzA/v0A8HiOmivzKL/x82JHdcbh58ybP/eA5CoUCW1sbPPjgeaZmpjnYP7zXmdpg/2CPB86dRwpUsukJioUhYrqCh0kqrRJPSuztb/LDF79HuVZF0VRUJY7jiXQ7JjGtyOJ8nGQiy93bazx0YYV8cYhut8thJUBPhBURlutg2zapTAHPtigWCqiyRIDHG6/eZmPtkHQqRzoZdsnxfR9RlvARwpsme/sY/T7JTJJctoCmqeEYHj6xRIrS8Gg4tzIZ54UXXmB6doYrV67i2D6xWIKFpSGqlSa+D/uVA9bW1ghcB0kS+KmnPoDtOAiSiKZp1GoNGs0O3UEfzw1oN1rYRnipVSwUSCWTiAjENB1ZhEGvQ7fXRk0VmJqdQkLAsvsk4jEUSeTYsRnOPnCSbCrNiy+9gOd5JBIJ3nzrbc6ePcv8YlhtRRDQaYYrSM7OzKDrcWzbpNPtUigWkWQVTQ9vSNXqTTKZDEEQ4Pp+WDLq2CBKWI7HoN7GMJzwABhPhrXbnoPr2riywmAwYHh4mOnpaSRR4Nr1WywurLC4tIKsaEiijGGaBL6L4HuIEviBw/JsGl1TwjaDyRjLi0tk0klu79xl17B48omHMQcG5qAHQLfbRVUFisU8ly69zcz0NKNjeVKpFLVqh+WFeTKFNKOjJQ4ODvCMHo16jYO9XYTA44knP0gikWBkZARJkpBlOZy2kynTaDQ4ODjAMk3urq6TiOepdLq88sLz9LotdFXm/LkzFESF3cMqQ2PjSLKCpgl4rQ6xQGB0uEStVqdZb5COJ6n3+jjNFq6osra5h2GYLC8tUL12hVdfe518Ps9TH36Kd954lY3jy8R0jZPHl2l2DHqBgxwItBoNpqcmqFSbtNttVFXFcjz0RJxUNoNlDLi7voHvWbiujWMbIMmoWhzLMBgYPQy3T8cc0Oz2cDyX3f1DNrYOWV6cYnJ8HMuyaDabTE9M0m13sAyT3PAwD587z9WrV5EkCbPfJ6ZrSJKM44Qd3I3+AFWT/34sgnbn7jX2DwwUES6enOWpDz1BJpXg8qV3+NKrL/Pxj38MQfC4efsW++VDXMdnZ89FVuGDT5zgp556HMcyeeTCQ6yurvKHf/jfsCwrrDRJpxgZHmN8ZgpF1knnc0xOzjIyPkar1eX69Wv0+wY/+P4PsW2XnZ0dOp0ungem4fKLv/Br2LZNo9Egngi7vZRKoywuHcdxHGKxFGKgosRkUrk0qpbFMHrsl+v0BgJjE8c5djqHKIooso6k6BBIiEI4vpKMJxBwabUaGIaFJKu4fkC71aM3CDs8i6KMruvsbG6RSCRIxMKql5iqMDkxG47niQGW6TCwTERRRtN1HMeh0+siCAKOY2H7PrZhEfj3Wvnb4Rmd0e+RziTJ5nNsbG9hOx6irNA3TAzDwnV8MpkcnU6HO3cOSCfggQdOcOrUGQ7KFSq1BsWhGD4ijVaTer1+r5s7xONx+r17BQGKjKqqzExNhGV8G5ts7NaYP5FiamqCbDpN4LkosoDR75KI6zzy0MO8/MpLtNttRoaGSaSS7O7scfv2bbrdLrlsloOdXVqNJhXH4sKFC8zOztJqteibFpV6jXQ6i6JbWAODgWUyGh8FSQyrVkQBy3FA9Gh1OnT7XRRdIZXMocXCs8t0MoEkCRhGlzvVPc6fO0uxWOS5H/4QzxV459I1Hn/8cRRdoz8wOFjbQJIkcrkEkirh+z6ea2P4NrYJy/PhLIu11TvcurXNiemwe1O3077XJDvP7kFY+TJULBKXJPZ394jreU6dOkm1bDA5vcDNuze4evUqH3j4HGubm9y5vUpcl8hn0+FCgu02pmmSVxRq9Qae5zE6OoogCKyurmI06/R6PcoNg3PnLqBmMwy6Lba2tiiOjzIxN0O6UEKUZCRFQ3IEzK6BppoU01kKyRRbe3ukszkcT8C0fWwX+pYLoszAdpmaXeTWtat8/wfP8qmPP8PNq5f4k69/nX/5v32Obcek1ekxMzVBaSRg/7DMiZVjJOL73Lh1i7HxSW7fDa8MH3/8IrZt8+ZbryFJAp2WgefDw+dTNLs9JB9cBFzHpd5ssV8pY7oe5WoF24VXXt/GO+dxYnmFg4MDJoZHSccTdPt9bt9d5fEPfRDHttnZ2UHXdcr7B5w4fRrP88KWg/0+gRC2x8u834FZrhiMjMLHn/lZlhbn2d/Z4f/7//k9RoaSfPwTP0u9XiaZTFJvlKnXbRwH0hn4Bz//NI9euIBjmbz68lW+9sdfodnscfbMMR599FGSySTDoyNIooYdeFy5fJ2DaoXLly/zv//Bf6Neb6HrOv2uwcVHHqZQStNo9RmbmOVnfuZnmJycZHd3F1X38YJwoL80PIUmK3T6Pcx+h06vCoFJuQ6W6dFs9+l1LVw3wA8kPFdA12M0Gg183yOdTSFKPt1uG0GEXCaJIgs4roWARDyZJBZPIggKAzPsmp5OZ7EMk8D1kGUZRRYJggBJECmXy2SyRQzLRhQkBFnC9QMkRbl3aWcxGAxIpuIkYzHqtQr5TBrT8fBcl92dTfBtDg594okkoqxTrTWJJZIkUhm2t9YoDYfLjlqWxeJikXwmHABXVZ3yYRU9lUKLJfBpcvvuHsOlFPF4korTwDQMxkaGmRgbZ311lfHxUeRcjiAIGAwG9PtQq9VwECjms5RrdVzTAN/jyU9+nFs3bnLrRrhaoGvatO90EIVwXO6tgzJjI8Mk9RjdXie8ceK6FAslup0eAg6Vap3x0XECbKr1Bk4QcPLkSURRJJNNY7setuswv7BIuVKhMFQKG+POTuP7Pq494OCwhR6TsQYOtmNz/vw59vf3qVXr5IslNrd3mN7b5+TJk7z2+htomkZc15AUiUIuxfb2NvgOnY7HIw+f5IMffILbt27x6quvk4wLnDxxAlmSEEWR4eFhtg8cZmdnQbYwDANZzjI3N8fh4S30RIwnHvsZvvWnf8buwTanTh+j1QrH7PP5NCtLi9Qqh/ebjPyozd/O7h537qyxsjSH7/u0Wi2uv/027b5FeniU77z0HGdPncTeEzAIyI+MoCUzSIrED59/kfHxSURRJqZoDFodJEmjkEgTn49TLVdYWF7h6tWrWK6HaTncuHELVdUZGxtCjSc4dXyJRqvDw49c5Mrbb/D888/z4ANnaDS7NOsNRC2Jpij0um0830FR5PBsfqSEZRu8/uYbTE9P8+RTH2J3d5trV6+TTsh0egPW21vMTk7R6xvsHO7TNQY0Oh0Gtonjg+3ByrHM/W7t0xMT1Go18vdmiuRyOa5evYqm6gwPjbCzu4euxxgfm0TTNEzbYnd3l2arQzL5/l6WywBPf+Q0xXwW1xnwx1/775TyOZ555gPIksAbb7zK6mqF06dniOs6K0spzj98gVOnThEI8MorLzHo9Tl14ji/8Omfx/Md4noMVVW5fPkyL730CgIS69vb2LbLwsoxdD3J3MDgoYeKTE/NEtdTKJKMaVpMTc6j6zqamqRe62DbIpcvX71/tJbDGesMBgMMy4TAJp0T2N7eoNuBQj5PMT+OH2iYgwAvELhxa51kMommKfR6LSTZJxYPGwtXak1iqoRhGDiuiyjKOJ5L37AQJIl4PM7+/j6ZTJozp06zvDhD4Ln0+h3MgYEge1SadUwn7B4kSCKdbh838NG1GLIiYVkW5VodUQgXgdve3aFUzLJx5w5nTp9AljxyuQypTJ7tnTKansJxYXVjkwCZmZkZqtUqlmXgui5iTkRVVSrlGvn8EL4osLa2wd7eHppK2LeyUafdh1QyXMeo2+2iKBKOEw4xmKaNHk8AA3Z2aqRzWe7euc3E2Ch79SrLi/MEnssPvv89eu1OOCUpnUaSwoodVdPwvHAIpW2aTI1P0O/3KZfLzEzP8sZbb6Io4ZSgar1BOp1EUsI767KikM5k2FhfxzAGnDh1nN7Aom9aFAUJx/HwPYFEMoFl9dE0BVUWqHcbfPKTP4NhhNOWUqkM29vbCIIQdmrqdNjY2ODBBx8klY7TarUIBJidmabbbZNdynL27FnazQ7Xrt6g07YpTSZpNpvIsohv+PdWCpBxEFB1NbzDb0jIcvjajaSHuXbtGnNzc3g4bK1vMPLgA+EieN0Og8EgvLLohP/2PI+trS3a7TbJZIzh4WEAJicncXsdbty5zUG1Qro4RNvoU+u2OX/xUU6fP8+tmzeYGB5mcXkFRVI53DskrsUIAoGh0RGsvoXpe1zb2GSnXCYWSxAgYtgObgCrm1vE4nGeePJJ3nr9dc6fOU46m+PCoxd5+YXnmByfYHpulm9/9wX2Kw1MyyFXKKDoSWzLYHd3j3yhhCzLqLLC4eEBptUnlUpQKKXpdTq0221Gp2aJJVKMplLYgYfSaVMYHsLFRxACBEHCNi3mZmax+gOq9Roz45Ns7exwWKkyu7xI37Ko1KokEgkefvhhhkbGUBSFF156kb29PXQ9Tjwex7Is3s/IlAFWlmd49tnvIwRw4cIFSoU8/+Nb3+bWzQGqClNTEotL81x4+FFUXePK9Wt85atfRtU0jh8/wbHHHkcIAnZ399jYWKd974hrWRbZXJ5CIcvKynFisQSConL3zjqJeJpScZhGo8N+v0a1Wqfb6aMoCqIo0u/3MU0TRIler4frugiCgKZp+AiYphmuMSP7rG/to8dgemaa6dlFJCHO9s4h1VY1XG43CFhbX8f2HYbzBcbGRvADFddw8HwVo23SHxj4QUAiKSGICq5jY/R69Ho9Ll68wOLSLKVijru3r7O3u83DD58jmVL5/vNXaHQkWm2HRCLF8OgYoqxQbzYpl8t0Bi4//dSjyHqMRvWAwHew+h26nQaJRIyHHj6H0W+QyWSwHHjn0g08R8b14GC/xdLKNIO+SaVeQRIDHM+mb/UZGh3B9QNyhSLbB+FKkY1Gl2xKR1VVfMemlIVSoUgqkQDfRZbDhc1qjRaeFxBPpkkmqtgSbG5uMDE+Tq/ToZQv8NC589y8eoXAcZmbmkYQAmLJFJIkocfiWK6DadqoioQkiMzNzXD3brhu/PlzD6Gq4X5osThraxucPHmcTK6AIAb3lzGxXYvhsVHimQx75VX6xgDPB8t26fZ7xBMajmuRjGu02jVKQ3nOPnia9dVNLNfBsEz6xgBFkRAkAdM2yeWybG9vYdgGvV4HXddpDvpMTU3x4IMPks1muXblCrVyDVmAarmHNZEkEYuzfVDGHPRRpQyW5aEqKq7r4wnhmGYsFqNUKvH226ssLB5jcmycK1fL7O/v88HHHmFsdIRuu0UipoVt4mo1BFmm0+kgyzL5fJ5CoUCvXadQWMaZmGB9bwez3WQkFafd6/KzzzzDmRPHqVSrZHI5xqemWbt1h0a3yebmJroWw/PCBr22YYIs8eDZM3zvhRdIZ7MQeMiKQjKV4M5qDcN4m1gsxgPnzlGvh4Hk+nD81Bleeu0NfuUf/kNmZqdodDuUhoskklnyxWEeffRR3njnClevXUfTlHtnydtsrFWYmp5ACECVZVKpBJIs0+33yOQz9w9cYxOjKLqGHtcwDZt4LIYY+NTrdUaHhvFFCdPzmFtYZGxyis3dPXQvYGFpmVgsxrUbN7l79y57e3uoqsrYeIl0On1vEcP3OTBfffUlHnjgDEuLixi9Pqt37jI8PMzTP32aCxcuMDIywt7eHpcuX+G1117DtC2KQ0PYrsPrr7/JCz94Hs8LUBWJoaEhxkfH8DyPRr1Nq73N229dIV3IMeibHFRr9HoGoxOTDAY2d1bX0KQEQSCAHxAI4Z1TgnBysyArBIKMrKvouo4ih1M+LA+CwCXAI5UqMT0zTqk0TLPZYW9vnWa7i+f5BLJMuVxGj2uMl6bIZ/L35tpVGCqEKxNeuvQSsuIjCwLdfotAlBgZGeHUmZOsrKxg2xa7e5tsrm+wtn6HerXB3OwCqiIhSzrZXJZyY592tYsnl8nmCsQSScandYqWgWlZiILP7sEuSgD5TIzyXpdf/YdPEwQuqXQCw+yzsXlIpVxF1TK4vkAyFa6tvbmzQaPRopBNEU/oBEFwvxnw3bt32drfDevLNRFVkfBsi0I+y+TYaHjn3rWxLAtF0ag1WoiiiB8ILC0tkc5WUZJxVtcP6SZbZOM6D154GLPXpXpwwIUHz+M6FlpMR5ZUHM/Fdj1M0ySux0jGdVzTxDJNBr0+5XKFWq3B8PAw9WYbw7IZHh1B0XRSkoxIQKVep1AoMDExQTKb49baFgPLwPV9LDc88HhuQLcbLq9KXMJ1LR559ANUqvvE4xqDvkmtViMejzM0FBYDdLtdnvqpJ/n2t79NIhHDSujoukq93uX4iRXGRkZ48803uXb1BtlsDk2Ls3nngHQ6SyKRoN6o0Wq1UGLhKFkQBJgDA9+W6bbbTEzmyWbTqLLI3bt3mZ6dYG5ujkblEMdxOHbsGC+/+AJzc3P494ZQsskkjuWTz+fpDYx7dfSD++tejZSG2Gm0OdjZZvTMAzz80DkatWo4P/TcgwAYVngDTY8n7tXxw8C0w0BKxLElCVWRiGsqnucR03UKhQKmaRIg8qd/9j3+l1/7VTKFEtdvrzI5UqQwPMbO9h537m5w/vx59vYPsVyXVrPKzs4u5y48wonjK7RaLQ4rZWRFopDNoIgB1qAftl3UFFKpFPlCFqM/QFJkLMug3axTzKexzAGOpTFULNHvD/A9OHv2DJ3OgIPyIWosxvdfeIHcrSIXH3+M2YVFtra2uH79Ont7eyQSKVaOnbh/NWFZNrbtor5/eRkG5m/8r5/BMAw21tZpN9qcOnWKJ574APgBd+6s8t/+jz/i8LCC7YSLqCuaimn4pLN55ueGiSkqyWSSVqN5r8oCgkCg0Whx6fImDz64yMb6DtvbLZaOT/H0T/8cfcvgyuWrbG/vMz01jywpiCLYrhM+hqIiSRKeD9lcFst1sCyLVrf1f519Ev7RLc2uEPgia6tldg62aHebxBI6yWQcUXKQdZhdHGaoOEqt3KLRqCAEMqIo0Ww2cIOwxC+VlFmanuPk6QeZGJ+m0exy5do1Nja22N3axXcDQEQRi+Szx+i2O9hWinguSzbbo9vthd12mm0QBYrFIvl8FkkWMXv3uh2pEoVMgvnxIqeOLbK+cYd8Mcv+/gE7O4eUSsOoappOz2ZhIQmB+H8tXi/4zMzM41huOJfRdnnhlavhMsM5jZFSiURcxzHD+YTZbBYRn0a/i2EY6PFwuhCChGk7xOIp9HgC07HJpARqhx1++gMfQBYlnv/hc8xMTBCPabQbJpIPvuegqgq6HkMURVKpDLqq0G+36Xa7FAoFtFiMcrnMsZUTvPnOJWzHIZlIcO36dQDm52aw6gb5xYXwTOLaNTq2QywRo9vr0+52GBkfQ1dkut06tm3i+RLnz51hbLTE1tYGJ088SKVSx/McCoUSiq6SzqV54eUXOP/Qg8zMTNBqNxHxiOsa5z78UyzOzbK5vsmbb7yN63rMTI9jxR28ySYjIyP3r2ocxyFTiBEoAmDR6/XACcc3IZw0r2kah9VDEmmV4ZEiouewurpKMhHntdde4x988uNkC3lkWUYURUxzQC5foNXpMhgM7i1qFw5nTE6MYXgBb166w7mTJ+hUa+ysr3H6xHE6rRaNSpVkJk25XCaZSYf7l8vR6vRQk3E8WeTWjasUs2lyhQxxVSEIPLrdLqWREYIgoNbs8iff+jYf/tCTpHIFKs0u3V6fXGmEjd1dTpw+xdLyHHfXtognEnh+h3feepPllZOcPXuGF198kX6njapITE6M4XkOsiQiilCrHLI0Mw1igCyLpFIJsqkEshDQabfptwN2V9d47IkPUG80efvtt+l0BmxubZFKpckUipy/eJHWYMBzX/8Tbt68ycjICBPTM7RaHe6srTM0NIR8b0Va7/0s8+FeYH7hC18grsc4feI0P/dzP4ckSHz3u9/j2e//kGqlzlNPfZix0RkM02J7e5udvV0kUWd2Zol8ZohUIkYiEcezA2zbxTRMOp0WupZkYWGUfL7I8dMPQCCixhPU6y3+7AfP0ul0OLZyjFyuRKsZjlHGEmHHaNsOqzxcH/xel96gT6vZoW8MEASRWCJBLhOuk9O6F1SmOUBR4xRLGo5v4wsiiqLw4EMnwr6Lt67SrA8QgWIujxbzECSTqekhzp5b4dTpB1CVGLv7NV59/TWu31xja3MXSdRQFJ1UPI01sJFFnZGhaazBJr4nU6/X6XQ7GAMQlXByu09AtVqh027woScfx1ZhevRhVFz6rRpPPn4Bs1cnk9RwHYOeMcC2bRKpLEKgousSiqrSbDXo9fpks2nGx0eYnZ1he3ObXq9Hy+yiijA0lKJQyDNUKjBcLNDtdOi0muC7iHLY4q1x7zLcdjx8fMx741yJVJr2/g74AceXJ5memuCl535I4DiIvkejXCUWiyEi0B8YpBSFRCycPjUww8oYXVUxBj3m5ubxAp9Op8fS8QKCKGK7Dms317lxY53h4RRz8zN02j329/dxnbC4ITM8gqSq924KtJmfXUAUfZpNG9M0UOQUD547zZ3bN9C1OJIk0O22icfjOJ5Ht1LBsg3KlQOee+5Znnryg7z88h6yLLK4OM/xlWNsrK/zysuvIYkic0uLiIKKbfc4tnKCfD4flnD6/v3KJV8WGdjhekaBbVPI5Wi1qrh22MCkUChQrVaRFYFcNstg0Ls/xv6jMtHBYICkqmGfzyBAURQAkskkjuMwGAwIAo+5sXFyiRRD6TQxWWBuYgpcj/3dPQRBYH5+nnKjRuCLtLodpmcWwpuYgUCn06HTaTE5Mx1ekQU+xVye/YMy8XiccqVGPBHjsNbgzto60xPjBIJEtdkmrirEJJEXX36JpYV5dnf3aXf7LC3Oc2d9g+s3rlIoDbOyvMj1mzeo1SpkMynS6RTDpSKubdJutylXq6hyGKCzM9MMFbLENDUcQ77X8LpePkRPpNnf3eXueocLF48zv7CEGk/w1uUrrK+vs7dXRpZF4ukMsqIhKwoTk1Mc7h+QSWdJJFLUarX3MS7vBeanPvEPOHXqFP1Oj+9/74e8/eY7TExMsTC/wvy0T6fR5cbtOziuz+OPP06+MMqbb74Fwi1m50xss4fnOZQPKmQyKfK5HIIgMT4+wdz8QrimsGWzurpJs9vFsT1y2QIz0wvImkrf6GE5Fl7gIQc+jmPTN41w0NwHo25guw6eG6DFNTKZHOlMhpgWQ5QEDnc3sC0Ly3RwPB/PJyzNy2dJJXOYhkurYWEaLumMTEyXyGVgcTnN8ePHWVpYoVZtsHZnl42NLdY3tyhXGliOR0wPewkeHpbpd7oMFUskkjKtTplKdYepmWFqnRZdQ0eSTGKJJJlcnmw2i6YpWOYAwXMQAws8AccxyaVVBNdkf2+f+eUFbq6vYdsWmqaxu7NP4Ouk0kVq9Sa1Zg3DMDh2/BRDwznq9TqDwQBd17m1scbCwgTJdAJNU+n1eiR07X5PR0mSwA9IxOO0xA61WnjJGSDhITAwrLDhhe+TTid49NFHuXn9Blsbm5w+fpzd7R1ymQy2aaLKMng+ru3QbraoNGq4ftihKVEKbwwEQVhH322FfTJbrRbb9z70yYwaLvFaKOBY4ST4idExFhcXqQ16tHttRFkimUwSBOHl+I8uW6enJ2m1mmxsrPHUU09h3/ugIoUVX4tLM7TabVKpBAcH+3iex8zMDKqscOrESXY2t3j+2R+ys1dmZfkEhVyRTruHqmioKiQTqXB7foBrm1SrVXxZx3S74Wsoy+EVjRA2NB4aGsKvNOj2mlQOywiFPOm4Rr/f5+GHH8Z13XBaVd/AdBwELUmv10PXw+EU27bvX5bvbe8yPjLOhZOnMetNJktFbFHh+8/+IPyAKgrC0iKW49DpDuhZBrFWA9t3sRyXereJpiuIvkOn16PX7zAyMkSt1cYNgvvvr6IodAYmb7z9Dk8/9UFuVcpkMhlarTqq7JNKJ5iZmeLlV1+n1WowNjbC3n6ZVqtBLpdhfHSEfrdDu9EkrivoahwvgHhMw7QGZFJFEAJGhopIw0UCx2a0FFbM1WoNrt68xVtvvkm93uGDHzzD3NISl65fp9pskcsPIasa+UJ44PL8AEXXqbdavH3pKplUCi+A4eLI/YPO+xqYBApf+fKf8NKLb6CIAuPj48zMLjDo21SrdS5fvoakaCiqjukJ2MjEMkVENcGb71xjZmoUWQpotJoMzD6FUpG56UUURWFtbYNbqxuYlousxhkamqTZ7oBl4iNxd3UjXFskm73flKDf7+H7Hooi4zs2/X4XRVPJ5jJk80XS6Sy+F1CvN2nWKyiSjaYr+IFMv91HVmMMD4+SSKaxLJO9rQ1kBdJJnWIpw+mTi5w+dYx0Js6gb/On33mW1TtbVOo1EokUshonnvQRTQtN1zH6JkOlkbBLj22RlhKMjA+xunaDre27JNJ5JsfGSGWzxBMpbDssi6sfHFA53GfyiUdoNuq8dWOfdAx+49c+SqffQ0smUWNJbt/dQk9kSSTTlK+sgxhDi4fjkz3LYWF+hOmpWQyzy6uvv8r4yDgLi8d45dV38AnCGxOewdbmBvs7u0yMD5NOJZDv3TBrNttUaw3a7XB+q6qpiPc6mwuSRM8wefjC44DI9599nrmpcXb398nE4mixBO12k3w+TyYroWjh8hqB6zJUDAfiU4lkeDnr+QR++CH1vABN0+j1Opw//zBaXMM2TPo9gwCRw2qddCaLHovjNFv0O11ymSyTk+N4/oBWs0xcj5FN5Ti+fJr/33//r0iCTzGfwTKCcG6l59Fq9zl5fIX1u7foNFtYhs+1a9d4/PGLgE+722F1c5Pdgzqg43oK+3sVYrEYuVyCQWsbPbYcHrRdiUbbxqztocVSCLKBJilwrxHF/NwQEjKL09NsrW6SiMXp9TtUyjW8fJq33r7MIw8/RLfXIyXpCLJMo+WSzNrU62GTEse2sR0D1/WJpzM0O10WZhJoqkqpWGTQ6dLp9slnc9RbbWqNDp2+iSeqODhoSZ2uaROLxXBsG0mRmRoZIZtKovX6CJ6Daw/oNKp0+gM0PUFM08MldS/d5GMf+2neePNtThxfwjINau0mptHjrbevcPbsOdpdgzfefAdNj9Mzwpuhq47D0tISQhCwsbGGquiYhkun2wvHSg0b13WpVCp0dRlVEGg366RiKVQ5PGOfHJskQOLxJ8ZpdLq8+uqrJFJpSvkCuVKJtfWNsLJndBRd19nb26Pb7bK4NM/Y8Ajr6+ts76yTy+VIcOL9Dczf/70vksnnGB2ZYm5+npGREXYrNTa3ttje3QNRplGtosga7TffwjRsDsoV0ukay0tz9GwHCZeR6UnGx0eZmZ2h3+/z0quvcv36bXo9l/GpaTTVxwpieJ5Ip++i6yKyGme4NIGqqpiWge+JxOMJgkGHTquNYfTJZ5Jk80VyuTx+INGqtWm1+7iOh6bEwHNpN5p0eh6SKlEs5cjmEnRaVXa2Nyjl0pw+dYxTx5bvN2S4cfsW169v8NIrr9PvhJPDE+kE+aES8Xicgb1BvdHEDcBzwXbCP1Iv8BAUDReBcr2Gj8fYyFA4DSkQ6Lc71KoNjMEATZGZHRsnr8VoOi5TJYHHn3iEbs+kXKvykWd+lhdeepmOKTC3vMhzP3wRWVM5efIUt26vIisB51aO8cSTT3Dp0tu89c7bnDx5HHyBerPDQbnM1Tt7LE+NEeCTSmZJJcKx38Ggj2dZFPJF2u0+29tlNFUhEU+xV+0yOZEnFldodTsMD40wt7DMN7/+J2SLJQaWRyoZR1B1DM+lODpK3zJJJBLICjBwyKXipHSZhKYRIOP5Kp7nMjo2zA+ff54AkTOnT/PSyy9w+fI7jI2Nsby8jKLHKG9ss7F9yMj4LL6vYnYt3L7LsTMrtNsNYgkfVfOolWv80qd/kcbhAN+A2ZlRXKNDq+Hj2R6dbpe5uTHkwCEpCniGxdzkOCPD4+wdlMkP5VnbXOc7z72KIicQHB3HSaCKIpIQYBkVEkmbXEFle69Gx9Y4fuZJrl66gdntMzySQFIV2paDnIzhBQnaTZcnzs1yp3iN65ur6Koenh0rCtlslu899wpPP/1RyodVBqaIrutkEjn2Dg8YHR6h3WgwVCpgOy6eIOPLGlMLSwiSjJ5MUatVaHa6SKqGrCXRAg3DUckOzbBVvkGr0qRYyBOPpdla3WK0VCDwoN8zEAMf0XeIyz7H5se5u7rJ7bu7jE8MEUsmyS+kuPT2JZaW57m9vk4+myBTLOF0+7z8yjuMjs0xM7vE1vYB3U4f33ERPJ9uo0WtUkXXdU4cP8OV69cwTZNTpx9gfe0uw0OjaLEkw6U8O9vrJBMaruDT7rcxt23WVneYmVtkZfkkqxubYZu90VGarRau76MIPjFdI5fJUiqVwsYl1SqFbBbHGlCrHuLYfZqtJpmc/r6F5f3AnJlbDitYUkmS6Rx3N7a4dec2oqxSGh3jjbfuMjaRI5lKMzBtBFVlbmmRXm/Aa29e4tzJBYq5JKqmhZUmlxq0221qjTbZYhE7aFOpNqjVt4jHdwgEMIw+hWLYUiuTyIfdgNxw3Mcye/iBRy6TZmJijGw2j2N79E2TXtek0zWxDAfX87Esm7jq0+96ZLJx5peWcLyA9Y075NJpPvbMRzi9skA2nQDX4fqtm6ze3WRrd5+hyWkkOYmkCGgxmWw2QyyhI4jg+25YhmVZBG64qJimDUgkdBLJsJIjmUmytLTEoN9lMLDxAhHPB98N0FWNuKog+jaBZeLbFguzMwwVS1y+foOHHr3I5l6Z3cMmM7Mr3Ly9SqPVC2u/ez1arQZz87N8+MNP8dKrr7Gzs0PgS5iGTyYbXqJYjk1MhVarQzIZR9fDpXglSUBTYwSuR7PZpN3qkk4lEWQFSVYpZm0Mo0+lUmZ8fJyV5eOUD6sEgUAqlSKdjOE6Fof1KtNz00iyjIOH43sEtndvPE5Cvncn2DHAD0QSiSTrm9u0Ol22trYYnxpnYmKC3d1dMpkUlmXdu7HiYrkuluOjyiK+J3BsZQVrYGGYfZaPz/G973yPs8c/QL9nsb++ztzMAvFEG1URsYw+6+vreIFCLBaj324QOCaZRJLZ6Tnm5+fpGF0OKmXWNzboDEAVDVQhDoQHFEnwcH0DSbRx3AGGaeL6Cmo8SzE3jNFrgmPS6ncwpDS261KuNBnLDWP0+kyOjVHttDAJ6BsGgiizu1em1+uxtXOApsZIpsNLzMHARBZEVFnECcK1gnrGAF3XSOfydEybYjbG6sYm5iCcyxpLpdnY3iGRLdLsmdxe3WFt++BeVyiLwPWIaXEmxyfBcRB8H0VV0DUVSQzIpOKcPLbI0NAQhwdNTNOg2xlgOSZ7e3skUzoDW0ZGwLY8Jqfm2NjcZXZ2lpMnTrO1tcXo6CiHlTK+JyBJEvVaE0WPkc2V2N7dYXVtE11LMBhYWJaDbTtoMZ10OoXnu3SabXrNNivHT1CtNNnZKYfrjqeTFLMZJMGj1eszNTlO37DwvLCTkznooWoyiWSMvb0G/W4H17PJZpOMjY28/4HpuD7pfIEg8Lhy7SrVapWJqUkmZ6ZZ39hgajpLKp1CVTVs2+LwcA9RlFmYX+KxCw8SVyQ8q0e9VWfQ7BBPaGQyWUbGpsmk87z+xmUq5SZiq0cQeIhSOBFYFCEW08JJ5LKPF7gg+PgEKKpKIpkimYzTbnVp93p02j0cx0OSVeIJFT8Q8FxY36yzNJdidGKGgWmgxmL83M/9HMsLC8R1mfrBDi+88DZba6uUa3V0Lcnw8Ci5XJHtnYNw+YRUikIug3qv8YLn2gS+h+86xLQYbkwPSyCBRFxHEgI8x8F1HVrNDpbtgyQhSmFoaaqGGPgYfQPPc4nHdc6ePcv65hqFQoFMJsNr77zNYDBgZCj8nVKpRLvdpt0Z8IEPfICpqRneeustdnZ26Pf7FItFLMsiHh+m3W6zu7uL74fhDmFvSd/3cRwHVQkro1qtNoblksvlsFwvXLwqnabaqNLpdLhw4QLdbpfXXnkJ13bwHA3blvBsm3q9Hk5Hute70vd93AAEUUbTFCRVw3ZcBEnH93zcwOfGjRsMBgP2902CIGBqagrHcUgmkwiCgGWF46apeALTNBm4NqOjo+Fa60GAqqo0Gg0KhQIPPfQQLz/3Gkazzk/99IN0urfvNThp0+3aDI0XURSJ7Z1NRgpFFufnOXHiGNlcjoPaIdVq+V7Vz49a8wkoqhTuu+Rju/79eb+DgYlt28i6TyqVQhG9exP8TaR0Lqw46Zn3K7dGRoZI7+/SrlbI5tIgCHQ6LbLZPJIkIMkCiWQMBJd+p4skC/iuh20Z1M0e6UyciYlxxsfH0TQNUVK4e2cVPaZRazRZHh6l2eog6AnqrSabO9uYto0XBDheQKPVJpdKUiwO0W81cMz+/ffoRytvptM5RkZipJJFKo0mBDVSYhLLsiiWwmoxw3boNTpkkmnKN64zMA0WFxfvr+Cp62EpMYJAs9mkZxxQKA6hKho7+weMDQ9hWy6BL2IaLrbl0+0a9LoGruODKKHrOoIgkE6nSaRTxOI6mVyaeDJGznZwLRvHsrAsi06rca/kOUYsFiOVStFutlBkjaHSMNlsnvdzJqYMMD2/wGE5bN3leDaO59Lqdsh0Wni+QzYdZ2AO2NneptuDqakiFy48ytTkNAQ+q9evUz7cZXN7AwSf6ZkxFFnHp49jw+jIOIl4lkyudH/Qu9GqMhj06LSbOEbYG1EUReLxOKlUOlzvW5bpdQfUGi0cxwmXehACAjxMq49l2zj2gIsPz4Zr3OSynJycYm5hmXg8zu0bN3jrjVfo1ipUynViCii6jOf5YSNaRFzbQZXCihRVlbGNAf1+ByHwSMQUFDmGLIvkJ8aRJIlarUJMVQGfer3GnTt3UMQYoqQRj8eRlRiu4yPgYw0M2u02giBw4sQJXNdlb2+Pn/rIR6nVaqyvrzM0PI6iKGGVjhZjeXk5HADP5djd3eWdS2/RNxwEQSBfKNDrd0inwzNcWZaZmRpC8EQEAsTAx/fBMAwC38OzwyofRU6g6BqeaWMNTLzAI6HHyGYyJFNxnn/uWZqNOseWFvEcF2PQI6bppNNp9vcPwwOJLIeX5FI4N1aNxVFVDdMxSCYS7B9WqdQrHFbKpNNpbC+cwDw0NIRl2/ercSzLYnh4mFarhed51Gs1jq8co9vrAAGNRgNR7vHUU0/R7/dZW1tjNJdBkqT74WYYBvl8gmKxyKDbJKa7jE+MksmOMTw2wa31VS5fvoyDxcnTZ6jXelQPeijEUFUZUQrCA3PgEY/r6HpYQWLbLm6ncz+4ZTlO2ncwZRlZ9hEUgcEg/LimUikKhQIbB7ukU1n6gwHpdJLz5x9kdHSYarWKbQ+Ix3Vc20TXVfwgvHtuWj0sK/y/9MQEiqZSqTeot5qUlCK25aDpcZLpFJ3eAKlaoz8wKQ2PhtOKEjFcq4+PQLPdIibL9CwLwQ8PSK1Wi0azzWBggaQxMjyNJ4hIokoiFWd7f4tMJkO1fhAOHcV0KrUaqqqye7BPJp8jm81SqVSIp5IcHpSJJZIEosDuXgXTcckVinQMg/1yhcmxMURRpdHqUq1UcOw+jm0yVChSLJQ4PKzg+5DL5cLZAXZ4Qzccz7Wodwbcvn37XhOa5L2x77D709TUFGVFvXdjMkur2UNJvM+BWa7WKFdqDAY9lJjCwDJxKodkMkkUScI2TXa3G5RKMX7ll36WxYVl7qyt8uKLP6Df6ROTw6mkExNTJJI6qWwKwzRpHtZw3YBSaYJUKsXw0Di25+L7NgGzdDpNur0m7WYd3w871KSSOvF4DEVR6A1sdvfKOI6Hqqoomo7nOdi2iSBCNquTTGQ4ffpEuEre6DgeAm+//RavvfY6rXqdTDJBYA3QNJHx0REkRaFRD3tb9vsDQADCSfcEHp1Om36/hyrLlIp5NDVBq9lFkUREUUASIZNOYlsW3U4r7IojB+H8PDWGpKg4toHj2HiegyQLxOM6E5Pj/PAH3+fYsWOIosj29gaW5YRL+FYqdLtdJienWVlZodsfcPvWXVZXNygUCsjd8EMqSmFJqKKEc+3CJq85JCRajSaSJJBMaviehWlb4fo1AoiKjG3b4R1fwLZtRkaHmZmZotNqkoyrnH/gBLPTMwwGA8rlMolYjGI+y87WdtjANZ1kWBRJxuNIkgiChC+IIIZ9Liu1KpXK4b0GyBKBG1CpVJiamebmrVsIgoDqhdVfE5PhpHvb9QHo9/sUCgVW1zZZXV3lsSc+RTKZ5Hvfev7+neXt7W2GhmV832dvb490Oo2maVQOO3zw/Dmmp8aQ1TwBHnfv3mV9dR0tKcHJ08zMTGH0NnCNANcxMfERAgvXMonrWQQhrBwLAjGsXgoERFFEVXUKmsxhL8A0B2iiRr1eDztSiSLTM1PsN6pUGzUEAiYnxhkqFTDMPv1BF0kISMRUXFsjk00hSQGxuILrSfi+i2MZoPiUqxW2N3fQ9DhaLEa716dcq5PJ5WnuVXBqDXwgkQxb5wVCgGE5eE6L7V2F6eFi2JxCCicpJpNJmq3OvZkEGp67F3ZAJ5xD+qP9tywLURQRBZnBwECQRCzbYX1jg5HhYeKp8O6+IIn0DYNYIo4Wk6i3W+RHRygMD3Hz+iq9vk27bVCt7tFt1wh8E11TCXyJIIB8oRTemHTDSh9ZVxjNDtHtBtTbLUQ5huc5KEoyPAgOBlSrVRzbY2y0QLPRxrYdBFFh/6DG9MT/vSH5I88991wYmDfv3A5raf2AwA5vbgwNFRgZGWFg9BAl+PBPP0UmnWN1dZX/9gf/O47joKkxFEXCtmxUVSUe18hkUmh6LJyfVa7Q75uUy22y2TxDpTFc10aLa4yODZFIqgz7OcRgik6ngyjI+L5Avd6j1erQNyxarbDZA4Dky1i2gR84DA8XOHnqOEuLc6TjMbrdLi+//CJvvnOFVmdALpenWCzS77QZzufpdVsYAwstLpJOp5mYmGK3WmMwGBDP5VDVcFpMr9fFtW2SiURYCy7p+HZwv35ZFsJL2kajRrfbvVdDbBEE4eUw95YhsC2DmCJRKBTChg7b23S7XZaXlzFdjxs3bjAzN49hGHQ6XRYXF1leXqZcLnNYqTIYDDBNk0KhQDyZDns12uF8Pte179csW5ZFTI3h+y6xWJJCIYdpdOkPerg495eAcJ3g3tirhO2GlUzFYpFqeY/F+QV0TSFwXQq5cBqRpmkIgsBt06DT6dxfWiGcrhSepduOi+t5VA/LYRlop00qlcJyHEzTpNFq8mDxHNVqlWw2SzKTpdPp3OveFC7vqqphdYphGDQaDRKJBIuLi/zgz35At2sQ05M4jkW9XmdyajgcS6vXEUUdz/PQNI2VlSW4t6a7rKdptVpomopj2+zv75PLD+N5DpblMRj08GQPfBfr3vO0bRvDsFCUNK4joKoK/r31yTVJIqfEKNe6uK5Lu9+n1+shywK5XI6RkWH29nZJpBP3av4rtNvte2egeXRdZ3llkZGRISRBRNUkWq0WuXyK4WIJzwt46cXXKR9Uwj6piTjdXo+dvV0S6QKyqt2bzRC2tjMMgwFh16uBM2CslMP3g3tnrmF3rVKpRK3epFKpI6k+ntvGFyV0Tb6/VIbneTiOQzaTobxTJpPKsl8+ZGpqioODA+r1OhcffZT9g3DJmL1yBUmSmJieYm+/fO+MOo+qitQbLfbiOjsbWyRTMkOFHOl0HFEUOTw8pFHvkMsVGPQtVlfvMDIxSrEYLm9SrVYZn1skn8+TTmfvB/mPpkJJkkSn08VxHPK5ITrt3vuTlsDFixcR/uk//afv89z5SCQS+ev59//+378vjytYlhUFZiQSiRyB+H7vQCQSifw/RRSYkUgkckRRYEYikcgRRYEZiUQiRxQFZiQSiRxRFJiRSCRyRFFgRiKRyBFFgRmJRCJHFAVmJBKJHFEUmJFIJHJEUWBGIpHIEUWBGYlEIkcUBWYkEokcURSYkUgkckRRYEYikcgRRYEZiUQiRxQFZiQSiRxRFJiRSCRyRFFgRiKRyBE899xzUWD+bX3zm9/k3/27f8etW7f4gz/4Ay5fvvw33tbh4SH/6T/9p7/Dvftx/+bf/Jtw+dW/A/V6na2tLQBee+01vvKVr/ydbPev60tf+hJvvfXW+/LYf5n9/f2/9L382/6dRN4fFy9eDJfZjfzNXb9+nd/8zd+kUCgwMzODLP/9fkk/97nPkUgk/k62defOHTzPY3p6+u9ke///ZGRkhH/8j//xe37v05/+9N/7v5PIj1MUJQrMv8xbb73FSy+9hO/7ZLNZPvWpT5HJZN71M1/84hcxTZM//MM/5CMf+QhvvPEGJ0+eZGhoiK9//esMDQ3R6/X4zGc+w507d/je976H4zjkcjk+/elPv2dwBUHAd77zHW7cuIEoinz84x9ndnaWF198kVarxcc+9jGAd339R3/0RwwNDXH58mU+8YlP8PrrrzM2Nsbe3h7dbpdMJsMv/uIvIooiv/u7v8s/+2f/jJs3b3J4eIjneXS7XSzL4pd+6ZfIZrO0Wi2+8pWv0O/3mZqawrZtFhcXOXv27P39XF9f5/nnn0eSJEzTJJVKEQQBX/rSl9jd3SWVSvGLv/iLZLPZH9u/0dFRvvWtb3FwcIAoipw+fZoPfOADAPzrf/2v+fznP08qlXrX17FYjK9//evs7OyQzWaZnp6m3W7zyU9+EoB2u83v/d7v0Ww2mZqa4hd+4RcQxXdfQPV6Pb72ta/RaDTwfZ9HH32UCxcu/Nh78Ad/8AeUSiXK5TKGYTA8PMzHPvYxJEni3/7bf8sTTzzBK6+8wuc+9znK5TLf+ta3sG0bSZL42Z/9WWZnZzk8POTLX/4yn/3sZ3/s+b/66qucPHmSM2fOUKvV+OY3v0mn00GSJD7xiU8wMTHxN//DjfxPFV2Sv4d+v8+3v/1tfv3Xf53Pf/7z5PN5XnjhhR/7uV/+5V9GVVU+85nPsLS0dP//JUmiXq+ztLTEZz7zGTqdDn/8x3/Mpz/9aT73uc+xsLDAN77xjfd87Ha7zdDQEP/8n/9zPvjBD/6lP/fniaLI1tYWv/M7v8P8/DyiKLK5uckv//Iv80/+yT+h0Wiwvr7+rt8RBIE7d+7wkY98hN/4jd9gcnKSN998E4DvfOc7TE1N8dnPfpaTJ09y+/btHwufubk5Tp06xSOPPMKHP/xhANbW1njqqaf4F//iX1AoFO5fJv/F/fvBD36Apmn8zu/8Dr/5m7/JO++8w927d//K5/jWW2/Rbrf57Gc/y6c+9Sneeeedd+3T+vo6v/Zrv8bnP/95Dg8P2djY+LFtPP/886TTaT772c/ymc98hu9+97t0Op33fD13dnb41V/9VX7rt36LWq3GjRs3gPC9HQwG/Mt/+S9RVZVvfOMbXLx4kc9+9rM8/vjjfPOb3/yJ78+PBEHAl7/8ZU6ePMlnP/tZPvnJT/LFL34Rz/P+ytci8v6JAvM9JBIJ/tW/+lfkcjkAZmdnaTabf61tBEHAiRMngPDSdWxsjOHhYQDOnz9//3L2L5IkiQceeACAU6dO0Wg06Pf7P/HxFhcXURTl/tfLy8uIooggCOTzebrd7o/9zuTkJMlkEuBdP7O9vc2pU6cAWFhYoFAoHOk5T05OUiqVABgfH39XGP35/btz5w4PPfQQgiCg6zonT55kbW3tr9z29vY2x48fRxRFMpkMKysr7/r+iRMn0HUdRVEYHh5+zyD86Ec/yjPPPHP/+WYyGVqt1ns+3okTJ+6/frOzs2xvb9//3rFjxxAEAYDf/u3fvv9a/VV/J3/x/QFoNBrUajUefPBBIHzN0un0ux4r8vdLdEn+HoIg4OWXX+b27dsIgoBhGGSz2b/WNmKx2P0PlWVZbG9v8x//43+8/31VVRkMBvcvPX8kHo/f/z1JklAUBdM0f+LjxePxd3395z+cgiDg+/6P/Y6qqu/5M4ZhEIvF7n8vnU7/xMcH0DTtL33MP79//X7/XduPxWJ/aXD9iGmaP7ZPjUbjJz6XP69SqfCDH/yAbreLJEl0Oh2CIPiJz0XX9Xc91p9/Lrdv3+bVV1/F8zx83/9Lt/cX3x8IX2fP8951c8i2bQaDwXtuI/L+iwLzPdy8eZPr16/zj/7RP0LXdS5dusSVK1f+Wtv4UegBJJNJ5ubm+JVf+ZWf+HuGYRAEAYIg4HkejuPcD98//2E8Soj+Tem6jmVZ979+r7PTv41kMvmug9BgMLh/piuK4v3n6bru/bNwVVX/1vv01a9+lUcfffT+WOzv/u7v/qU/axjG/X8PBoP3DLxer8dXv/pVfvu3f5tSqUSr1fort/kXpVIpNE3j85///NGfROR9FV2Sv4dut0s2m0XXdUzT5OrVq9i2/Tfe3vz8PLu7u9TrdQD29vb49re//Z4/6zgON2/eBODatWuUSiXi8TjJZPL+77uu+xPH/P42xsbGuH79OhCOS/7ocf8iURTfFSxHtby8fH+8dDAYcP36dRYXF4EwRH70eDdu3Lh/4JmYmODmzZsEQUCn0+H27dt/7cft9Xr3h0WuXr3KYDD4S9/XGzdu4DgOjuNw+/bt95wJMBgMUFWVXC5HEAS8+eabBEGA4zhH2p9MJkMul+Pq1atAeOb95S9/+V0HhsjfL9EZ5ns4efIkV69e5Qtf+AKZTIYPfehDfOlLX+K73/0uTz/99F97e8lkkk984hN86UtfwnEcdF3nox/96I/9nOd5lEoldnZ2+P73vw/AJz7xCSAcN7t06RK/93u/RyKRYH5+/n/aB+vpp5/mK1/5CteuXWN2dpa5ubl3nTH/yOLiIl/60pdotVpMTU0deftPPfUU3/zmN/nCF76AIAg89NBDzM3NAfChD32Ib37zm2SzWWZnZ+/PJDh//jybm5v87u/+LsVikZMnT/61L12ffPJJvvjFLxKPxzl9+jQPPfQQX/va1/it3/qtHxtymZqa4vd///fpdDosLCxw7NixH9ve0NAQi4uL/Of//J9JJBI89dRTbG9v81/+y3+5P5vhJ/n5n/95vvGNb/Dss88iCAKPPvrou4YDIn+/CJZlvfegS+T/1X40LADwX//rf+XixYvvmgnwfu/Ts88+i+M4f6MD2E/yR3/0Rxw/fpwzZ878nW878v9s0SV55Md85zvf4atf/SpBEFCv1zk4OGB0dPR93afbt2/zhS98AcdxsG2bW7duMTk5+b7uU+T/faJL8siPuXjxIn/8x3/Mf/gP/+H+ZOy/eDf//26Li4vcvXuXL3zhC4iiyMrKyo9NLYpE/meLLskjkUjkiKJL8kgkEjmiKDAjkUjkiKLAjEQikSOKAjMSiUSOKArMSCQSOaIoMCORSOSIosCMRCKRI4oCMxKJRI4oCsxIJBI5oigwI5FI5IiiwIxEIpEjigIzEolEjigKzEgkEjmiKDAjkUjkiKLAjEQikSOKAjMSiUSOKArMSCQSOaIoMCORSOSIosCMRCKRI4oCMxKJRI4oCsxIJBI5oigwI5FI5IiiwIxEIpEjigIzEolEjigKzEgkEjmiKDAjkUjkiKLAjEQikSOKAjMSiUSOKArMSCQSOaIoMCORSOSIosCMRCKRI4oCMxKJRI7gueeeQ7AsK3i/dyQSiUT+vnMcJzrDjEQikaNQFCUKzEgkEjmqKDAjkUjkiKLAjEQikSOKAjMSiUSOKArMSCQSOaIoMCORSOSIosCMRCKRI4oCMxKJRI4oCsxIJBI5oigwI5FI5IiiwIxEIpEjigIzEolEjigKzEgkEjmiKDAjkUjkiKLAjEQikSOKAjMSiUSOKArMSCQSOaIoMCORSOSIosCMRCKRI4oCMxKJRI4oCsxIJBI5oigwI5FI5IiiwIxEIpEjigIzEolEjigKzEgkEjmiKDAjkUjkiKLAjEQikSOKAjMSiUSOKArMSCQSOaIoMCORSOSIosCMRCKRI4oCMxKJRI4oCsxIJBI5oigwI5FI5IiiwIxEIpEjigIzEolEjigKzEgkEjmiKDAjkUjkiKLAjEQikSOKAjMSiUSOKArMSCQSOaIoMCORSOSIosCMRCKRI4oCMxKJRI4oCsxIJBI5oigwI5FI5IiiwIxEIpEjigIzEolEjigKzEgkEjmiKDAjkUjkiKLAjEQikSOKAjMSiUSOKArMSCQSOaIoMCORSOSIosBwCBTRAAAAGklEQVSMRCKRI4oCMxKJRI4oCsxIJBI5ov8TEY5ewKytl3cAAAAASUVORK5CYII="
[ "the number of times the plots were burned each year", "the number of unwanted grasses" ]
null
0
math
grade-1
which-table-is-correct
true
true
Josh admired the toys at the local toy store:He wanted to figure out how many of each toy there were, so he made a table of the toys he saw. Which is his table?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAhcAAACdCAYAAAAHbVrfAABLt0lEQVR4nO3deXhb1Zn48a92y5Ised/32HF2Zw8hkBBCAiShYS20tEDTlqWlfdrCzLSUAp0ynbYM/U33oUBnWhgoDZSUpg0BsqeQfXUWJ943Sba1WttddH9/GEwzCU0AJ7KT83mePIqv7r1675V99ercc96jAzQEQUgJTdNwS3AiCmEVFPHXKAjCKGTUgcMANemQbwYdIrkQhJRxJzR2hFIdhSAIwvCZnQHGVAchCBez49HBx0IzjLUNZv6CIAijTViFYxHokaA...
0
math
kindergarten
count-money-pennies-and-nickels
false
true
How much money is there?
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"
[ "15¢", "11¢", "16¢" ]
null
2
math
kindergarten
times-of-everyday-events
true
false
Scott is running errands during his lunch break. What time is it? Choose the more likely time.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHQAAABzCAYAAABJnyafAAANAUlEQVR4nO2deWxUxx3Hv/Pe7nov2+v7xMYYwpUAcROMSgiUECpFRakaqpZQaBPS5qpUKQE1jVADOZpGgh6qmqRREzUHpEdAIkmDClFMQ5O0JOFwAuYwGJsYr+9zD6/3vekfi3f32ft29x1rr5/n84/nvZnfb2bf1zPvvZk3M4RSSt0BoNELDApAkIIxhTARIJMH5tiBIgtA3MOUHhuY7GIx9KA2CzBd8IYOSizAXEdIbcbUYVAAznmAtgBw3gtwA8FQBBNzapL...
1
math
grade-8
identify-linear-and-nonlinear-functions-tables
false
true
The table shows a function. Is the function linear or nonlinear?
"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"
[ "linear", "nonlinear" ]
null
1
math
grade-4
multiply-fractions-by-whole-numbers-using-models
true
false
Which model represents the product 2× 1 2 ?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANwAAACOCAYAAABaHGZ9AAAD80lEQVR4nO3dsWpbZxjH4Vd2ErCctARMQ6d2aQvJWsgYLxl7CYXG9xCyqjfiBNIraMmURVozegikaYI1NaGGgB2LJLU4HYTbDkG08ue/wXqeRToIXn2clx+Cs6jXdV336kPVb5Oqg2nVUVdAIxd6VVdWq77qV127VNV79b7rnuyf9bHg/Lv5SdWF55PZxeeXqr5Zn9UItHEwrXp2WPX7h6pfJ1Ur+0ezD8QG7V1ZnbVVVfV2WrUy/dcHQHvHbf3ZVa2c7VFguQg...
0
math
grade-4
angles-of-90-180-270-and-360-degrees
false
true
What fraction of a turn is this angle?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAAUCAYAAAC3ZkrjAAADpElEQVR4nO3dT0ibZwDH8V/KLm03N7BiPWguCrWgtM5bk1zbZJ5WXCFZYe2gOhnrdmpjdlx1O3XKiKGwMXARqu1NE3dN0pvJSoRaSC+vg9rWDpJG0+O7Q0xGK7rM5Q+++X6Oz8P78ktOv/fleZ7XZpqmKQAAAABVcaTRAQAAAAAroWADAAAAVVRRwV6Mrcjrv610xqh1HtRAOmPI67+tpXiy0VEAAAAs7529JrL5gkILywpHYlp/9lKS1PLuMYUCI3ULh+oIzi9rKZ7UUjyprpMn5PO4NDp8QR+8d6zR0QAAACzH9vYmx3hqTXPRmOai8fJYZ3urxi655XW7LFfKsvmC/NOzWoon5Tjbq7nJbxodqeqy+YLmojEF70b15/O/yuNet1Net0vOgd4GpgMAALAWm2maZjZfUCSRVPBuVKtP1suTxe5tk83WuIC1ZpqmbDabZJqy9A/dUXyc2vnNO/q6uzR2yS2P40PLPUABAADU2xFJym1ty3j6QsbGZnmi2K1tkg73KX6lF/T/9zTC0tWH/1TD0v/xz4ixsSnj6QvltrYblAkAAMA6di0RCUdiCkdievDwcXnMcbZXPo9LXrez7gGr4X3Hp5KkXOK3XXPZfEE3p2eVSD2SY+D0nmvM97vHYRCOFJf9JP5YK4+dO3NKPo9LPo+rgckAAACsZVfBLklnjOLmuNiKXm2/liSNDp/XD9cv1zVgNXi+/E4PHj7W4nTgQOuN46k1DX11S+fOnFLkp29rkLC2bkzNKrTwuySp5fhRfeQalP/qx7J3tDU4GQAAgPXseUxff49docCIVu9NKTh+TZ3trRpyDtYzW9X09dglSTMLywe6PjgffeM+h82Qc1Cd7a0Kjl/T6r0phQIjlGsAAIAa2fMNtpUYG5tyfDauV9uvFZ74WkOuyh8UFmMr8o3/qJbjR5X4dYJiCgAAgH01xZcc7R1t8n9+UZI0NnGn4g/mpDOGxibuSJK+v36Zcg0AAIB/1RQFW5LGPrkgj2NAua2CnFcCmpnff7nI5M/35bwSUG6rII9jgI2AAAAAqEhTLBEpyeYLmvzlfnnDX193lxwDp9XfY1fXyRNaf/ZS6YyhROpR+Tzw0eHz8l+9yPnQAAAAqEhTFeySeGpNX9wKvfFVw7d1trdqJjDKVw4BAADwnzRlwS6Jp9a0+sRQOmNofWNTXR1t6u+xq6/bTrEGAADAgTR1wQYAAACqrWk2OQIAAAD1QMEGAAAAquhvcZFB8VdJdN8AAAAASUVORK5CYII="
[ "1 full turn", "1/4", "3/4", "1/2" ]
null
3
math
kindergarten
cones
true
false
Which shape is a cone?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAXTklEQVR4nO2dW3ATV5rH/7YuLbmFdTFIwpYRgcXN1hA8U/aA2arAQAKpSgK7D2EfwsA8zZKX3aqhJm9boUjt26Z2piovUJWX4ZKX8DBjQrYqS2AwVYPjMTNjzNTQZiAWCEct0KVtXbp1sfeh3W3JlmODu9Xd0vlVUcHtTuug8+vT3/n6XFrm5ubmYgXg7zlgpgyU5kAgGA5rC7DOAmxrAwJ2oCUmzs2NTOtdLAJh9exuB6wPctIPG+0AQ0tWEwhGY6YMsFnguwI...
1
math
kindergarten
represent-numbers-with-shapes-up-to-3
true
false
Which group has 2 stars?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAF+0lEQVR4nO3cP0yUdxzH8c9zB3jAc9ahac+NAVpHddGlxpGaNGGyjqRdmLRjEx3b1LWJ7rLZoYlpE9pZlsahMqI4uHFNOxBBisDxdLjSIt4dxz3P8Tyf371fixL0+H193t7v/vwgSpIkqW9LLzal9Ya0mwgonKFIqpalqTHpwxEpqr9Jkiev8l4W0L1Lp6Whlc3mB2dHpI/Hm1UDRbPekJ69lla3peebUunVbvMTRIsiq5abjUrSRkMqNQ58Aiiy/UZ3EqmU71K...
0
math
kindergarten
compare-two-groups-of-coins-pennies-through-dimes
true
false
Which is more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAh8AAACYCAYAAABEd4uYAABaWUlEQVR4nO3dd5zdZ33g+8+vnt6m9xlNH/Xe5Q623DHYQBJIwiYhIVwSkpu9e7MJWdh7w+69uRsCbDYvIAk49GLA3ZblIhf1XkfSzGh6nzOnn/Or948jTXACQbKl8TjzvPlDMpLm/L7n+T4z3/NUyXVdd8yAi1lI2WC5CIIgCIIgXDeqBCEF2vxQqYM0VnDdA8l3+rEEQRAEQVgMNoVBvZAt/ke1Dh2BYmUiCIIgCIJwvaRs6M7AqAHnsyAnreIfiMJDEARBEIQ...
1
math
grade-3
select-fractions-equivalent-to-whole-numbers-using-models
false
true
Count the equal parts. What fraction does this picture show?
"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"
[ "4/16", "16/4", "16/16", "4/4" ]
null
1
math
pre-k
fewer-and-more-compare-by-counting
true
false
Which group has fewer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAALpElEQVR4nO3dTWxU5R7H8d+cMjQtY2taCmopaqWXCuKCCBR5iVauwYUrgxJlZwBvXFTjjuS6UxaGRBcaFFfKhqCJLzEYBUwEAgIG5Vqktpa3wi30RSnD1DKdOXcxqbdBG1roPP/zzHw/m7FBmT/PnO85hzPmnFgYhmH3NakjJV3JSMOhAOTJlJh0W4nUUC7NnCrFuofC8PCA9VhA8VlSIU1pT+V+uHOqNHdark4A+XElI7Vdlf57TfolJQUDw7lfID4g/24rybU...
0
math
calculus
describe-linear-and-exponential-growth-and-decay
false
true
How does h(t) change over the interval from t=7 to t=9?
"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"
[ "h(t) increases by 2", "h(t) increases by a factor of 2", "h(t) increases by 1", "h(t) increases by 100%" ]
null
0
math
pre-k
represent-numbers-with-pictures-up-to-3
true
false
Which shows 3?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAPiklEQVR4nO3dW2ycZ17H8e/zzvkcn2Indk7bZFPatBV026JdAS1sKy0VByG0ILiD6+UGIXFTaS8QV1yUW4S4WAlWgFZIsCsOC1SqkFbd7YqmJE3THJyD7djxjA8zHs/5fbgYJ3UcO57Edv+e+Pe5SNrMOwc/83zfed933vE4772fbcLVVah0oO0RkT0SdZCLwJk0jMbBzTa8/3HZ+mGJHDyv5SF6ZbX7P0ficDbTrVNE9kalA5ercKcJn61CUG53L1B8InsvF+m...
1
science
grade-6
match-chemical-formulas-to-ball-and-stick-models
false
true
Select the chemical formula for this molecule.
"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"
[ "CH2Cl4", "CCl4", "Cl5", "C4Cl" ]
null
1
science
grade-2
identify-plants-and-animals
true
false
Select the plant.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADeCAYAAABL7FARAAEAAElEQVR4nOz9V6wsW37n+X3DZURmRnq/c3t//Dn3nnN9VbEMTbNYZLPZZPc01D2YFkYjoYXBCANJkCBAbzKQBOlBAgYjtDBqtKYNm6abrGIVTZlb159zj3fbm9y509vIDG/0QAjzUg8E7ssI4O8psBCPn/hjxYr/WiHcn0TRThJSEn+bv81/L2MEsDeHlgs5GT7I/vW4+Ldw/zb/fU9Kgp3kX1/Pgv9uXPxbuH+b/3/I/8+pF/13Y/IvuvFHH/6fUBIm08kAP9Q...
0
math
kindergarten
one-more-and-one-less-with-pictures-up-to-10
true
true
Count the cookies in this group. Which group has one less than the group you counted?
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"
null
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1
science
grade-4
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
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"
[ "74°F", "90°F", "83°F", "73°F" ]
null
2
engineer
grade-7
identify-the-experimental-question
false
true
Identify the question that Akira's experiment can best answer. The passage below describes an experiment. Read the passage and then follow the instructions below. Akira glued lids onto 16 cardboard shoe boxes of equal size. She painted eight of the boxes black and eight of the boxes white. Akira made a small hole in the side of each box and then stuck a thermometer partially into each hole so she could measure the temperatures inside the boxes. She placed the boxes in direct sunlight in her backyard. Two hours later, she measured the temperature inside each box. Akira compared the average temperature inside the black boxes to the average temperature inside the white boxes.
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"
[ "Do the temperatures inside boxes depend on the sizes of the boxes?", "Do the insides of white boxes get hotter than the insides of black boxes when the boxes are left in the sun?" ]
null
1
science
grade-4
compare-temperatures-on-thermometers
true
false
Select the thermometer that shows the highest temperature.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJkAAAFICAYAAABDSVyEAABA00lEQVR4nO2de5gU1Zn/v9XDjKAyPRAVFGaG/KLZLDMMZjcJt5E8yUaJAu5mg0RwzcXbCuI1IHjNRqMRJCoX8RLRjSAo6JpERLwkuwpySfLsytyym81vA8P4i5tsoGe4yHXq90d3VZ86dS7vqT5V1bi8zzPPme4+9a33nDrnU+97uqracV3X/eAw8NsDwN5jwFEXJ+yElWR9HKB/BXDOycCgKsD54JDr/qInbbdO2EfVRlUDff7zQP7FmVXAn52SH4En7ISVYnu...
1
math
pre-k
flat-and-solid-shapes
false
true
Is this shape flat or solid?
"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"
[ "solid", "flat" ]
null
1
math
kindergarten
represent-numbers-up-to-10
true
false
Which group has 5 hexagons?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAO1UlEQVR4nO3dTUhc5xrA8WdOxjEYLR253jtilcFJE7JwpVDBTXEzLhKIxisEV+oqgQuBJKuu7yoRsqork5Wb4Be3Qp2NmyKEVlcuQlNnGBRxbr04oVqpH5m5iyFFjDFaznne95zz/23aUjjvSx79Z87MnHMi5XK5XDgQWd0T2XknclQWAHBFNCJSd0nkyxqRf8REIoX9cvnH30xvC0DQffWZSPSXvcp/NMZErl+p1AgA3LDzTuTn30U2D0Te7Ik4vx1V/gexAeC...
1
math
pre-k
count-pictures-up-to-5
false
true
How many pinecones are there?
"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"
[ "1", "5", "3", "4" ]
null
0
math
grade-8
identify-complementary-supplementary-vertical-adjacent-and-congruent-angles
false
true
Which angle is vertical to \angle{2}?
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"
[ "\\angle{1}", "\\angle{6}", "\\angle{5}", "\\angle{4}" ]
null
2
math
pre-k
count-scattered-shapes-up-to-10
false
true
How many squares are there?
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[ "8", "10", "6", "2" ]
null
0
science
grade-6
use-data-to-describe-climates
false
true
Which statement best describes the climate of Buenos Aires? Hint: Summers in the Southern Hemisphere occur in December, January, and February. Winters in the Southern Hemisphere occur in June, July, and August. Buenos Aires, Argentina, is a city in South America. It is located in the Southern Hemisphere. It has a humid subtropical climate.
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"
[ "Winters have less precipitation and lower temperatures than summers on average.", "Winters have higher temperatures and more precipitation than summers on average.", "Summers have less precipitation and higher temperatures than winters on average." ]
null
0
math
grade-3
read-a-calendar
false
true
What date is 2 days after December 29?
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rDL9WFz+EInv6UlhSxk9HzyrgX4Oh3Xz4z+HTHD6VR8+2VQPod7vTCeviTXxyloOqazqCA1oRXOmD2d3FiYDWbkT29HVgVY2Ph6sTN3Rpw4YjZ/jf2y6ODm88lkUrNycCfT3YkHSmSsBffySLLm3cCfRtWdNDip3aebrRztPN9vN3u9M5dMrcYNtoSZkVF6fGM9LqaMMDffFyt++jstRixclk4lc9m9+X3AMnc/k5JZuPpwxkfP92ttuHdmtDCxczK/eeJL+4jJauTnY9XmLa+euuSduyNGd1HvDLrFZMJjCbqr+oPvndoCo/d3tpDTNuDaoyKv3Ut3vYk36OtY8PB6Dvqz/y51/1IONcEV9tT6WgpIxh3Xx4e0II/q3Lv0BsPnaWmdH7OHQql87e7jw3uheX/vodqTnMWn2IxBM5lJRZ6eXfiudu60VkT19yi0rpP/s/PPWr7jz1qx4Xn4vFSv/Z/+F3N3TiL6N71VWLrol/Kzf6t2vNkp3pzLwtyHZ7ek4hm46eJer2ntUC/hdbUvln/FGOZeXTys2ZW3q25W93BNv6Nu2rnVitMLavP6+vTSL9XCG9/Fsx5+5+DO7sBZR/YP1lxX6+2ZlGmdXK7cH+3Ny9atA4nVvMC98fIO7IaXLyS+no3YJpw7rw0PBuAIz/12ZauJhZ/Iequ6v/+/MdnDxfxKpHb6rrdl23KZ9uA+DLB8Jsty3ekcZji3dx9MXbaOVW/iH1bWIa78QeJel0Ll7uLtwd0p4XxvTG3aX88JZNR88ya80h9mWcL9+e2nvy3O09GRZYPiqeca6Ip77dQ0LyGTxbOPPAjdWntjiqv78K8uX1dUnkFpXSyq38rSL+SBaDO3vT3deD+OQspg3vals/4egZbg/2t/18td7Y89ztef2XWqy8se4Ii3akknm+iI5e7jw8vGuV2j7fcpwPEn7hl6x83F2dGB7ow6w7+9DBqwVw/e8hG46cYcJHW1j5x6Hc2LWN7T57M87zq7kJLPrvGxjZq35Cn5PZxJs/JvHxphTyL+nPztQcbvvnRtY8NoyBnbxs97nxzfWM7RPAX+/obavxqwfCeGnVQVydzPz45PB633abwvuuPXq+vJZnbg3iP4fP8J/Dpznw3K38+dvdVabo2NOrpv4ZVbEHuabP/idv7s6TN3e3/VxmsfL6uiS+TUwjPacIHw8XxvYN4IUxvfFwdeLuf//MT0fLP88Wbj/Bj08OZ31S+Z6AYy/dZnuctJxCQl+L5Yv/Gsztwf78+6djvB2bzN8n9Oepb/dw74AOzLoz2K7X9zc70/jHhqMcPZOPm7OZIV3a8PK4YAJ9Wzr09S1yrer8INtfBfnhbDZxz4ebiTmQSX5x2XU9nrPZxPsJR2nn6cbW/xfJf54IZ1faOd78TxIA5wpL+f1n2/Fq6ULMY8P556RQ5m8+zsnzRbbHKCy18JtPttLK1ZlvH7yRmMeGcVPXNjzwxXbScwpp5ebMXSHt+XpH1bnZPx3N4nReMb8d7Pg9DmVWK3cPaMe3iVVrXLo7nT4BrenuV3VU/+sdJ/jzd3u4b2B74v5nBB9OHsjO1Gx+t2Ab1gszeVyczGw7ns36pDOsevQm9kaVz6n/nyW7bY8zN+4IC34+zl/HBrPuiXCGdm3Dm7FJVX7XE9/sZkdqDh/9dhBxfwrnz7f04IXvD/L9vpMA3H9DJ9YnlR+PUSGvuIwfD53it4M71GWbGtTyPRn8cdEuRvVuS9z/jGDufSF8v+8kf/52D1D+HKcs2EZv/1aseuQmYh4bRr/2rfnt/K1kF5QA8PjiXezLOMcX/xXGt9Nu5Ex+MSv2nqzyexzV38ggP0otVtsHLZRPwxna1Zsbu3jz09EsKmaFJZ3KI+NcEZFBvnb1xt7nfrXXP8DzKw/wfnwyz9waxIanIngsohsvrjrAZz8fB8q/ZE3/bi8PD+9K3J9G8OUDYWTllzDtq51A3byHjOjuS6BvSxbvTK9S//LdJ2nv6VavI7rLdqdzOq+Erx64gfcnhfLT0awq/bkaV6fyj4E3fkziyZsDeffXIQ2y7TaF9117uDqZ+XzLCfq39yT64aF4uFUfob5ar4zwGdXL34NuPu489e1uFvx8nFO5xZdd95/xR/nnhqM8P6Y3cX8K5937BrD6QCavrj4MwGe/H0xoR0/uHdCeA8+NpG9Aa7tqcHEyk1dcxkebUvjHxAE8NKyLXa/vbcezefTrXdzRN4A1jw9n0X/fQGFpGVO/2AHg0Ne3yLWq84Dfy78V//rtQHIKS7l/wXaC/raWcfM28dZ/kkjPKbymx+zm48FDw7vS0tWJbr4tGdW7LTtScwBYcyCTswUlzB7fh/7tWzO4sxdv3NOPs/kltvu7mE3858lw3vv1AEI6eNLbvxXPjOpJXnEZP6ecBeD+Gzpy+FQeOy88LsDyPScZ0sWboLaNY072hAEdOJqVb3vuAN/tyuDe0HbV1n0//hiRPX2ZfksQQW09iOjhy9/GBbPzRA5bLjxngJzCEmbf1RdfD1c8Wzjz64EdOJiZa/titmh7GmP6+PO7IZ3o7tuSqTd1YXi3qiP4c+8LIfrhodwU2IYefh78dnBH+rVvTezh8jnZd4W0p5WbM0sqfTlZezATK3BvaNMN+O+tP8rQbm14fkwvgtp6MKp3W54f3evCqFQhx7LyOV9UysTQDvTyb0Vv/1bMurMPXz1wA65OZtJzCll/5Az/c3N3bg7ypbd/K2aP74ubc9WXpaP6O7CTF97uzmw4Uh7wswtK2JN+juGBvgwP9OFsQQl70s4B5cHfbIKIC3t3rtYbe587XPn1f66wlAU/p/DoiO5MDivfRv97aBcmDe7IPzYcBWB3eg5uzmZ+E9aRQN+WhHX25t+/Hcgr4/oAdfMeYjLBlLCOLN2VVmXu9fI96Uwa1JH6PLawtZszs8f3YUBHT8b08eeu/u2qvI9djdOFocxh3Xz4zeCO9GvXusG23abwvptfXEpuUVm1/yq+3DqZTbi5mIm6vSdDunhXO5DUnl4Z4TPK1cnMZ78Po7uvB08v3UvfV39kxNvxPLfiALtOnKuy7gM3dmHjn2/mrv7t6OHnQWRPX+7q357Yw6cA8GzhjLPZhJuzGV8PV5zsfAE5m03kFZfx0LCu3NLLj26+Le16ffdr78mWp2/m6ZFB9GzrwcBOXjw8vCt7Ms5zKrfYoa9vkWtVL2fRGdcvgLF9A/j52Flik84Qn3yG19Ym8daPyfxj0gDuDqkeSK+kf7uq3969WriQfeHFeTAzDxeziT6VvuEH+rasMv/fyWwiMS2Hv/8nmYMnz1NQevEFWvEiv7FrG3r7t+LrHWkM7OSFxQor92Xw7K2N4+wUAF183LmxizdLdqYzqJMXR8/kszM1h3//diCJaRff9EvKrOzLOM+MW4Oq3H9QJ28A9qSft+1m7O7rgUelOZEVc01zCkpwdjJx9Ex+tdGhsM5eLNpxwvZzVn4xL606wJaUbM4VltpuD/Qp/9BxdzFzX2gHFu9Is03HWr7nJHf0C8CzRb1sgvWuzGJlV9o5/lxpdzlAeKAPVmBbag639W5Lr7Ye/PHrRKbe1IVbgvwI6eDJ8AsHrW75JRuAkA6etvubTTCokxcHT+babnNUfysC+4Yj5WHsp6NZuDmZGdzZC1cnMz18W7Ih+QwDOnoSn5xFaEcv2rR0sas3rV2d7XrucOXX/970cxSXWYnoUfVMP+GBPny+JZWsvBIievjh7HSY8R9s5nc3dOJXQX508XG3TfGpq/eQyYM78X9rDrPmwCnG9QvgUGYuh07lsSCsfkdXK08ZAPB2d6kSXuxVeQpPkJ9Hg2y7TeF9d8BrsTXeXnna06BKvbvUocw84Mq9MspnVHBAK2IeG8bBzFz+c/g0G5LO8NnPKfzrp2M8Et6Nl8cFA2C1whv/SWLNwUxO5xbbviz5t6qbg8cHdrz497Dn9e3mZGbp7nS+3HqC1OwCSiqdsCK7oIS2rVwd9voWuVb1lq7MJrgpsA03BbYBgkjJKuC/v9jB09/tYWxff9tuYXu0cKnhoJwL35hzi0ppXUOIae128bYDJ3OZ9uVOHhjahc9/Pxj/1m6UWa20/0tMlfv87oaOzI07yt/GBbP1l2zOF5Ryz4CGOa2nvSaEtufvscn8bVwwS3elE9bZm64+7lUCfn5x+eiSVwuXKvf1di//+XzRxQ9a95p6C1gvPI6Vqr0EqoTGwlILv/9sG+29WvDDo8MI9G2Js9nEnR9srnKf3w/pxCebU9ibcZ4efh6sPXiK+Zcck9GUFJRYKLVY+XvsEebGJVdbfup8EW7OZpY/fBP/jD/KF1tSeSXmEJ28W/D86F5MCO1AbnH538HT/dL+Xvy7Obq/kUG+rNh7kjN5xSQkn+XGbm1sr93wHr4kJGfxeEQgPx3N4nc3dLa7N6YLn7VXeu4VrvT6r9iWJ32yBRMXh9EsF+ahnc4rIjigFaseGcY/Nxxl1upDPL10L2GdvZhzdz9COnjW2XtIgKcbo3r7s3hHGuP6BbB8TwY3dvGmh1/9jq5e+ho2mUxwDSOK3pV635DbbmN/3134QBgebtW3j6C2Fw8wv/S9tjJ7emWkzyiA3hf2+jwSXn6sxczo/cxLOMa9A9ozuLMXz0bvI+HoGf71m4Hc0MUbN2czr64+zBdbj9fJ7/duebG39ry+P99ynP9bc5i37u3P+P7taN3CmbjDZ5j4yRbbOo56fYtcqzoP+OcLS8kvLiOg0lkgoHz0+dER3Xhs8S6Ony247IuisKR2pxZr6erE+UojQxUqj2CtOZiJq7OZl8cF23afZlaar1xh0qCOvBJziPgjZ1hz8DR39GvX6EaY7w5pz19WHmDzsSy+25XO74d0qrZOS1cnnEzl028qq+iJZw0fVjWpCA6VvxAAZFXq7b708xzLKuD9SaFVzu6TmVtEe88Wtp9DOngS0t6TpbsyGNTJE293F25uxKdTNFH+JaeywpKLx5O0dHXCxWzi4eHd+F0Nf4O2F0aHfDxc+MvoXvxldC+OnM7jvQ1HeWTRLnr5t6blhf6eK6ja37P5F+euOrq/kUF+WIGtx7PZdCyL8f0DbMvCA9vwzLJ9HDiZy6ncYn51Yf69Pb3ZcTznqs/dHp5u5R/k/5wUSt921efpdmnjDpSPLM6dGILFClt+OcvLMYf47fyt7Hz2ljp9D7l/SCce+monuUWlrNhzkqk3Oe56CkC1AwkrFJRc/diohtp2G/v77g1d2th9Fp2a2NMrI3xGFZdZSM8poquPe5XbW7k5E3V7TxbtOMGe9HMM6uTFD/tP8udbelQ5BW9mbvXnW1lN23Jh6dXzgj2v75X7Mons6ceUGy6+X9VUT2N7fYtcSZ3PwR/3wSYeXLiTshrOyX7kdD5OJmwXR/Jyd+F8YdUPmj3p56rd70qC2npQYrGy/+TFU2rtP3meswUXX7y5RWW0cDFXmRu5aHv5FBNrpTJ9PVwZ2zeApbsziN6TzuRGcODSpfxauRIZ5MenP6dyMDOXu2q4cJiLk6l8TmFKdpXbK+beX2l3cmVuzma6tHFnd1rVv0nlgy5zL4T/VpW+NGw+dpajZ/KxXhKRfz+kE9G701m6K6PRz1v0cnep9sVmd/rFbcxsgtCOXhzPLqBnWw/bf1193HExm/B2d+GXrAJW7bt4IF0PPw/evKc/zmYTe9LP2ebNVu5vqcXKz79cPEbC0f3t5tuSbj7uxB/JYl/GecIrnUEpPNCXnMJSFm47QUsXM0O6etvdG3ueuz36tW+Nm5OZM3nFVX5XG3cXfFu64uZcfiB5xWvBbCo/bd9fbu9FZm4xGecK6/Q95LbebfFu6cI/NhzjyOk8h4+uVowSV96WT54v4mQN4bGyhtx2m8L77vWwr1dN/zPqxe8Pcsu7CTUeXHvkdPk0Jf/WbpRarBSUlNGq0tTQc4Wl/LD/ZLVBlcrP3cvNhYKSsirXe9ldac/15dj1+i4upZVr1S9KX++s6P/F39fYXt8iV1LnAT/q9l5sS8nmvo+38G1iGpuPnWXdwVM8v/IAb8cm8Yebutqmigzs6MX3+zI4nVtMfnEZb/6YZPtQsNftvf1p5ebEzOj9bD+ew0/JWTz93d4qc/mGdPHmTF4JX2xJJeNcER9t/IV9Gbn4t3Zlb8b5KnND77+hE19vP4GTyUREUOM8N/p9oe1ZuiuNEd19CWjtVuM6j0d0I/bwad7bkMwvWQVsOHKGl1YdYHigT5W5tldz74D2/LA/k083p7Av4zxz45KrfAnr1741LV3M/OunX8g4V8Tag6f46w8Hua13W46cyiPz/MU3+/sGdiDjXCEr9mQ0irM+XMnATp4kpuaw68Q5Si1WYg5k2uaiV3j85kBW7M1gblwyyWfy2Z1+jse+3sX4f28mt6iME9kF/OGLHfwz/ihJp/JIOpXH3y+c3SSsszed27gzpIs376xPZt3BUySeyOFPS3bj5nLxZdkY+hsZ5MfC7am4OZurfDkM8HSjh29Lvth2nGGBvlWm3V2tN/Y8d3u0buHM72/szOvrDrNsdzopWQUkJGfx64+38KcLZ4P68dBp/uuz7Szfk8GxC7X866djdG7Tgk7e7nX6HuJkNvHbwZ14J/YI4y7s6nekTt7utG3lytc70igstXAqt5io5furzD+uSUNvu03hffda2dMrI3xG/XF4V9xdzYz7YBMfb0rhp+QsNhw5w3sbknl4YSIDOngyspcfLk4mQjt6sXB7GkfP5JN4IocHPt/OHX3bcTa/hMOn8ii1WPF2d2F32jl2p53jTF4xoReOO/hiy3Es1vKQvuDn1KvWZdfru7M3sUmn2ZKSzbEz+cxYts92nMjOEzm2k040tte3yJXUecAf08ef76bdSBt3F/76wyEmfPQz//PtbhLTcnjv1wOYdWcf27ovje1Nm5auhM2J5aa31uNkNvHrQR0pK7P/iqw+Hi58+rvBZOUVc+cHm/jzd3t4dEQ3Av08bAfKjOrdlj9FdueV1YcIf3sD21Nz+PuEfvxhaBe+2ZnGa2svnlLu5iA/3FzM/GZw4x1hHts3ADdnM/cOuPzByhNCO/D3e/vz5dYTDHtrPQ8vTGRED18W3D+4Vr9rxq1B/CasI3/94RB3zNvE7rTzvDi2/ECp0jIrvh6uzJ04gPVHTnPjG3G8u/4o79wXwrRhXTmeXcCUBVttj+XZwpnw7r4M7uJNd7/GfTGk+2/ozPiQdtz38c/0fmUd0bszeO7CeaYr9k7d2S+A9ycN4NvEdCLe3sB9H26huNTCsoeG0srNieHdfXjv1wP4Zkc6o/7xE7f/cyPrDp1mwe8H26YszJsUSq+2rXjg8x1M/nQbXdq0ZGJoR0ounKmhMfQ3MsiX7IJShnZrU+0MISN6lC+LDKp6kOvVemPPc7fXy+OC+e8bu/LSqoPc9NZ6Hv06kaHd2vD+b8qv/Dr9lh78142d+dsPBxnxdjyTPt5KqcXKov8egslU9+8h4/r6U2KxNorRVRcnE+/eF8L249n0+tta7v73Zn4zuAOBPi2veOXrht52m8L77vW4Wq+M8BnVzbclq/44jJE9/ZgXf4zJn25l6pc7WLIznUdGdGPZQzfaBgHentAfkwlufieexxfv5o/h3Zgxsged27gz/l+bSMsuZNqwrmScL2Tix1vYdeIc/du35oUxvXjzP0cIfGk1z0bv45U7L3wWXWFbtuf1/dSvehDR3Zdff7yF8f/eTAdPN/7vrr6M7OXHs9H7WHMw0/Z4jen1LXIlJmul/U/jN+bySVjzPmBk3cFT3P/Zdrb+v0g6ere4+h3Ebqdzi7nhjTjeurcfE5rw6TEbK/W3cXj5h0N8v+8kP/054rJz4KUqve/aT71yrLp4ff9hWx7Lh7W6+ooi10H7ly44kV3IvpPn+fO3e3jgxs5646xDZ/KK+SWrgBe+P0A3n5bcXcNxA3Lt1N/G4VBmLvHJWfwz/igf/DZU4d4Oet+1n3rlWHp9S1OjgH/BX1bu58dDp7h7QAdeuiPY0eUYypLENP666iBhXbxZcP9guy9aIvZRfxuH8f/ajMkEL4zpxV39a3etj+ZK77v2U68cS69vaWo0RUdERESkgWiKjjSEOj/IVkREREREHEcBX0RERETEQBTwRUREREQMRAFfRERERMRAFPBFRERERAyk2mky267McUQdIiIiIoZ3ZzudoVzqn0bwRUREREQMpNrXSOu93g4oQ0TE2H4+X/7vja0dW4fRqK/1Q32tP+M35jq6BGkGNIIvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGoqstiIg0AsnJybzzzjukpaUxc+ZMwsLCHF1Sk7d9+3aio6M5fvw4JSUlBAQEEBkZyZgxY3B21sfftbBYLGzYsIGYmBjS0tKwWq0EBAQwcuRIRo0apb6KNBJ6JYqIOJDFYmHZsmUsWrQINzc3R5djGMuXL2fBggX4+PgQERGBs7Mz27Zt49NPP2XXrl1ERUU5usQm6d133yU+Pp7OnTszatQorFYr27dv56OPPiIxMZFnn33W0SWKCAr4IiIOtXDhQqKjo5k8eTIWi4Uvv/zS0SU1eTk5OXz++ee0a9eO1157jZYtWwIwefJkoqKi2LFjB0lJSQQFBTm40qZl//79xMfHExoaSlRUFGZz+SzfKVOmEBUVxdatW0lOTqZ79+4OrlRENAdfRMSBvLy8mDVrFnfffbejSzGMU6dOERoayoQJE2zhHsDJyYmbbroJgOPHjzuqvCbLZDIxevRoJk2aZAv3UN7XG264AYDMzExHlScilWgEX0TEgcaNG+foEgwnKCjoslNwiouLAfD09GzIkgwhODiY4ODgGpedPHkSgHbt2jVkSSJyGQr4IiLSLOTn5xMXF4e3tzchISGOLqfJs1gsZGVlERsbS1xcHMOHD6dbt26OLktEUMAXEZFmoLS0lLlz53Lq1CmeeeYZXF1dHV1Sk7Zy5Urmz58PQJs2bXjkkUcYOXKkY4sSERsFfBERMbTc3FzmzJnDgQMHeOSRRxgyZIijS2ryAgMDGTt2LNnZ2ezdu5f58+eTn5/P+PHjHV2aiKCALyIiBpaWlsbs2bPJzs5mxowZtoNB5fr07duXvn37AuXHNcydO5cFCxbg5+fHsGHDHFydiOgsOiIiYkjHjh0jKiqKkpISXnnlFYX7euLq6sqkSZMA2Lhxo4OrERFQwBcREQNKT0/n5ZdfxtPTk1dffZWuXbs6uqQm75tvvuHJJ5/k6NGjl12nqKioASsSkctRwBcREUOxWCy89dZbWCwWnn/+eXx8fBxdkiH4+/uTkZHBkiVLsFgsVZb98MMPAPTq1csRpYnIJTQHX0TEgRYuXEhpaSkAhw8fBiA2Npb9+/cD5QczhoeHO6y+pig+Pp5jx47RvXt3YmJialynR48emiteSyNGjGD9+vVs3ryZp59+mtDQUJycnNi7dy9HjhyhXbt2jBkzxtFliggK+CIiDrVs2TJbwK+wadMm2/9HREQo4NdSRkYGAMnJySQnJ9e4TmRkpAJ+LZnNZp555hnWrl1LXFwcsbGxFBUV4efnx7hx45g4cSIeHh6OLlNEAJPVarVW/DB+Yy7Lh7VyZD0iIob08/nyf29s7dg6jEZ9rR/qa/1R1pKGoDn4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgbifOkNP593RBkiIs2D3mPrh/paP9RXkaZJI/giIiIiIgZSbQT/xtaOKMPYKkZA1Nu6pb7WD/W1fqiv9UN9rR/qq0jTphF8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExkGqnybyarKwsnnrqKQoKCpg3bx6+vr71UVez8Oijj3L69Okal5nNZhYtWtTAFRlHfn4+X3/9NZs2bSInJwcfHx/Cw8OZOHEirq6uji6vyfnuu+/48ssvr7hOZGQkTzzxRANVZBwWi4UNGzYQExNDeno6FouFgIAAIiMjuf3223FxcXF0iU3Wjz/+SExMDKmpqZjNZgIDA7nvvvsIDQ11dGlNXnJyMu+88w5paWnMnDmTsLCwGtfbuXMnS5cuJTk5GYvFQqdOnRg3bhwRERENXLFI81LrgP/hhx9SUFBQH7U0O/n5+fj6+jJixIhqy8xm7Vy5VoWFhbzwwgukpKQwYsQIOnbsyOHDh/nuu+9ISUlh5syZji6xyenduzd33313jcuysrLYsGED3t7eDVuUQbz//vvExsYyaNAgpkyZgtlsJjExkfnz57Nt2zaef/55TCaTo8tscj799FNWrFhBQEAAY8aMwWQyERcXx6xZs5gxYwZDhgxxdIlNksViYdmyZSxatAg3N7crrpuQkMDbb7+Nr6+v7cvqpk2bmDt3LtnZ2YwfP76BqhZpfmoV8Ddu3MiWLVvo0qULKSkp9VVTs2C1WikoKCA4OJj777/f0eUYypIlS/jll1/405/+VOXL07x589iyZQtpaWl06NDBgRU2PX379qVv3741Lnv11Vfx8vLinnvuadiiDODEiRPExsbSp08foqKibLffeuutvPHGG2zevJl9+/bRr18/B1bZ9KSmprJixQo6duzI7NmzcXd3B+COO+5g+vTpfPjhhwwaNAhn51qPcTV7CxcuJDo6msmTJ2OxWC67Z6+4uJhPPvkEHx8f5syZQ+vW5VfMuvfee4mKimLhwoVERERoYECkntg9TJyXl8fHH3/M4MGD6d+/f33W1Czk5+djtVrx8PBwdCmGUlZWxtq1a+nZs2e1PSN//OMf+eijjxTu61BCQgI7duzggQceoFWrVo4up8nJzMwEIDg4uNqy3r17A3Dq1KkGrckIduzYAcCdd95pC/cAPj4+jB49mqysLPbs2eOo8po0Ly8vZs2addk9ehV2795NTk4Oo0ePtoV7AFdXV8aPH09xcTGbN2+u73JFmi27A/5nn31GYWEhDz30UH3W02zk5eUB0LJlSwBKSko4ffo0JSUljiyryTt69Ci5ublV5oPm5eVRVlamaQ51rLCwkAULFhAcHKz5tNeoY8eOAKSlpVVbdvLkSQA6derUoDUZwdmzZwFo165dtWXdu3cHICkpqUFrMopx48bRo0ePq6536NAhoOYvr3369KmyjojUPbv2T+7bt49169bxhz/8AT8/v/quqVnIz88H4PTp07zwwgscOHAAq9WKs7MzQ4YMYerUqdp1eQ2OHz8OQEBAAAsXLiQmJobc3FycnZ0ZPHgwDz74ID4+Pg6u0hiWL19OVlYWM2bMcHQpTZa/vz+jRo1i7dq1LF68mPDwcJycnNi1axfr1q1j6NChBAUFObrMJqdi1P78+fPVllUcZK89I/Wr4gtq27Ztqy3z8/PDZDLZ1hGRunfVgF9SUsIHH3xAUFAQY8aMaYiamoWKgL99+3aGDx/Ogw8+CMDmzZvZuHEjR48e5fXXX6+ye1muLjc3F4Bly5ZhNpu5//77adGiBTt37iQ2NpaUlBT1tQ7k5uayYsUKwsLCFECv08MPP4yXlxeLFy/m66+/tt1+2223MXXqVAdW1nT16tULgJ9++olhw4ZVWbZx40agfA+U1J+K/rZo0aLaMrPZjKurq07YIVKPrhrwv/nmG06ePMnrr7+uM7vUoQ4dOjB9+nTatm1bJSCNHj2a9957j7i4OFavXn3VeY5SVWlpqe3fOXPm2A6iCw8Px8PDg5UrV/Ljjz8ybtw4R5bZ5K1bt478/HzuuOMOR5fS5H3++edER0dz8803M3jwYMxmM/v372fNmjVkZ2czffp0HQxaSyEhIQQGBrJp0yY+/vhjbrnlFkwmE+vWrWPfvn0AOv2og1mtVkeXIGJoV0zsKSkpLFu2jLvuuosuXbo0VE3Ngre3N8OGDatx9POuu+4CYO/evQ1dVpNXMVo0dOjQaqHo1ltvBWD//v0NXpfRrF69Gn9/f0JCQhxdSpOWmJhIdHQ0Y8eO5cknnyQ8PJxhw4YxdepU7r//frZs2cLatWsdXWaTYzabmTlzJr169WLVqlU888wzzJgxg+TkZB5++GEAHRRezyqOL6tplL6srIzi4mLbOiJS9y47LGS1Wpk3bx4+Pj6MHDmSM2fO2JZV7HrLzs4G0MWu6pinpyegXcjXwt/f/7LLvLy8gJo/cMR+R44cITMzk3HjxunA5euUmJgIlH8hvVRYWBjz589nz549mh55DXx8fJg1axapqamcOXOGtm3b0qFDB7Zs2QJcPMBZ6kdAQABQPhf/0vflirNHtW/fvsHrEmkuLhvwi4qKOHz4MABPPvlkjetUXDDoiy++0NVBa2n//v0cOHCAyMjIagd9pqamAjUfnCRX1rNnT8xmM0eOHKm2LCMjA4A2bdo0dFmGsnPnTgAGDBjg2EIMoLi4uMq/NS2rmHYmtVdx5dTKZyKqCPi6mm39qjh7zr59+6rt6du9ezdw8Ww6IlL3LhvwXV1dL3vFz7Vr17J161Yef/xxWrdurfmh1yA1NZUvv/yStLQ0Hn/8cdvtxcXFLFq0CICbbrrJUeU1WZ6enoSFhbFlyxYSExNtH+IWi4WlS5cCXPaS6mKfitMLatre9evZsycxMTHEx8czaNCgKssqzhFeccCo2K/i2IVevXrx7LPP2vY0HT58mPXr1zNo0KAr7u2T69evXz/8/PxYvXo1o0ePtp0VLj8/n+joaDw8PGrccyUideOyydxsNl82CO3atQsoP5BJ03OuTWRkJHFxccTGxpKamkpISAhFRUVs376djIwMwsPDdSn1a/TAAw9w8OBBZs+eTUREBL6+viQmJpKUlMSAAQP0oXKd0tLSMJvNOmVuHQgPDycmJob169dz/vx529VVDx48yPr162nfvr2m51wDb29vBg4cyIYNG/jrX/9KSEgIWVlZxMbG4uHhwbRp0xxdYpO1cOFC216lir38sbGxtmObAgMDCQ8Px9nZmWnTpvHaa68xY8YMIiIicHZ2JiEhgczMTJ544gnNwRepRxp6dxBXV1eee+45vv/+exISEli1apVtd/K0adO47bbbHF1ikxUQEMDs2bP56quv2LZtG/n5+bRt25aJEycyYcIEnQ3qOuXm5tZ46jupPWdnZ1588UWio6PZuHEjn332GVarFT8/P+68804mTJigEHSNHnvsMfz9/UlISGDJkiW4u7szdOhQpkyZoi+n12HZsmXVpo1t2rTJ9v8RERGEh4cD5XtLX3zxRRYvXsyaNWuwWq0EBgby4IMPMnjw4AatW6S5MVkrnatq/MZclg/TmQXq2s8XrrVyY+srrye1o77WD/W1fqiv9UN9rR/qa/1R1pKGoKFMEREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETEQBXwREREREQNxvvSGn887oozmQb2tH+pr/VBf64f6Wj/U1/qhvoo0TRrBFxERERExkGoj+De2dkQZxlYxAqLe1i31tX6or/VDfa0f6mv9UF9FmjaN4IuIiIiIGIgCvoiIiIiIgSjgi4iIiIgYiAK+iIiIiIiBKOCLiIiIiBiIAr6IiIiIiIFUO03m5SQnJ/POO++QlpbGzJkzCQsLq3G9DRs28OGHH5Kfn89nn31GixYt6qxYo7K3t9u3byc6Oprjx49TUlJCQEAAkZGRjBkzBmdnu/+UzYY9fbVYLGzYsIGYmBjS0tKwWq0EBAQwcuRIRo0apb7WwN7ttbKsrCyeeuopCgoKmDdvHr6+vg1QadNiT18fffRRTp8+XeP9zWYzixYtqu8ymxx7t9f8/Hy+/vprNm3aRE5ODj4+PoSHhzNx4kRcXV0buOrG72p9/e677/jyyy+v+BiRkZE88cQT9VmmSLN11fRisVhYtmwZixYtws3N7bLr5eXl8e9//5uEhASFejvZ21uA5cuXs2DBAnx8fIiIiMDZ2Zlt27bx6aefsmvXLqKiohqo6savNn199913iY+Pp3PnzowaNQqr1cr27dv56KOPSExM5Nlnn22gqhu/2vT1Uh9++CEFBQX1VFnTVpu+5ufn4+vry4gRI6otM5u1Q7ay2vS1sLCQF154gZSUFEaMGEHHjh05fPgw3333HSkpKcycObOBqm787O1r7969ufvuu2tclpWVxYYNG/D29q6nKkXkqgF/4cKFREdHM3nyZCwWy2W/kb/66qucPHmSv/zlLyxfvpzExMQ6L9Zo7O1tTk4On3/+Oe3ateO1116jZcuWAEyePJmoqCh27NhBUlISQUFBDVl+o2VvX/fv3098fDyhoaFERUXZAtKUKVOIiopi69atJCcn071794Ysv9Gyt6+X2rhxI1u2bKFLly6kpKTUc5VNj719tVqtFBQUEBwczP3339/AVTY9tdlelyxZwi+//MKf/vSnKl+e5s2bx5YtW0hLS6NDhw4NUXajZ29f+/btS9++fWtc9uqrr+Ll5cU999xTj5WKNG9XHfLx8vJi1qxZl/0mXqFXr1688cYbhIaG1llxRmdvb0+dOkVoaCgTJkywhXsAJycnbrrpJgCOHz9er7U2Jfb21WQyMXr0aCZNmlRl9NPJyYkbbrgBgMzMzHqttSmxt6+V5eXl8fHHHzN48GD69+9fj9U1Xfb2NT8/H6vVioeHRwNV1rTZ29eysjLWrl1Lz549q+0Z+eMf/8hHH32kcF/JtbwPVJaQkMCOHTt44IEHaNWqVR1XJyIVrjqCP27cOLse6IEHHrjuYpobe3sbFBR02Sk4xcXFAHh6etZZXU2dvX0NDg4mODi4xmUnT54EoF27dnVWV1Nnb18r++yzzygsLOShhx5i+fLl9VBV02dvX/Py8gBsX/JLSkrIycnBy8sLFxeXequvqbK3r0ePHiU3N7fKHPK8vDxatGiBk5NTfZXXZF3L+0CFwsJCFixYQHBwMBEREXVYlYhcSkcQNmH5+fnExcXh7e1NSEiIo8tp8iwWC1lZWcTGxhIXF8fw4cPp1q2bo8tqsvbt28e6dev4wx/+gJ+fn6PLafLy8/MBOH36NC+88AIHDhzAarXi7OzMkCFDmDp1quY0X4OKvZ8BAQEsXLiQmJgYcnNzcXZ2ZvDgwTz44IP4+Pg4uEpjWL58OVlZWcyYMcPRpYgYngJ+E1VaWsrcuXM5deoUzzzzjM7ycJ1WrlzJ/PnzAWjTpg2PPPIII0eOdGxRTVhJSQkffPABQUFBjBkzxtHlGEJFwN++fTvDhw/nwQcfBGDz5s1s3LiRo0eP8vrrr+Pu7u7IMpuc3NxcAJYtW4bZbOb++++nRYsW7Ny5k9jYWFJSUtTXOpCbm8uKFSsICwvT8WIiDUABvwnKzc1lzpw5HDhwgEceeYQhQ4Y4uqQmLzAwkLFjx5Kdnc3evXuZP38++fn5jB8/3tGlNUnffPMNJ0+e5PXXX9fZXepIhw4dmD59Om3btq0SkEaPHs17771HXFwcq1evvua50c1VaWmp7d85c+bYTo0bHh6Oh4cHK1eu5Mcff7yuqSkC69atIz8/nzvuuMPRpYg0C/rkbWLS0tL43//9X5KTk5kxYwa33nqro0syhL59+zJ16lSmT5/O+++/T2hoKAsWLGDjxo2OLq3JSUlJYdmyZdx111106dLF0eUYhre3N8OGDatx9POuu+4CYO/evQ1dVpNXcVrnoUOHVrvuRcX76/79+xu8LqNZvXo1/v7+mk4q0kAU8JuQY8eOERUVRUlJCa+88ortTC9St1xdXZk0aRKAAn4tWa1W5s2bh4+PDyNHjuTMmTO2/woLCwHIzs7mzJkzDq7UWCoOsq/osdjP39//ssu8vLwAdA2H63TkyBEyMzMZMmQIJpPJ0eWINAuaotNEpKen8/LLL+Pp6clLL72kg77qwDfffENcXBzTp08nMDCwxnWKiooauKqmraioiMOHDwPw5JNP1rhOxUWDvvjiCx07Ugv79+/nwIEDREZGVnv9p6amAtC2bVtHlNak9ezZE7PZzJEjR6oty8jIAMqPy5Frt3PnTgAGDBjg2EJEmhEF/CbAYrHw1ltvYbFYeP755xXu64i/vz8ZGRksWbKE6dOnV5kr/sMPPwDl13cQ+7m6ul72qp9r165l69atPP7447Ru3bradAi5stTUVL788kvS0tJ4/PHHbbcXFxezaNEiANt1McR+np6ehIWFsWXLFhITE23XcrFYLCxduhSgyik0pfaSkpIANGVPpAHZdSXbioOQKkbmYmNjbXMSAwMD6d27ty0QQfloM8CiRYts5xG+6aabdOT8JezpbXh4OPHx8Rw7dozu3bsTExNT42P16NGDYcOGNUzhjZy9fR0xYgTr169n8+bNPP3004SGhuLk5MTevXs5cuQI7dq10xlgKrG3r5cLQ7t27QIgJCQEX1/fBqi4abC3r5GRkcTFxREbG0tqaiohISEUFRWxfft2MjIyCA8P1wH3ldjbVyi/jsvBgweZPXs2ERER+Pr6kpiYSFJSEgMGDGDo0KGOeRKNUG36WiEtLQ2z2azT5Yo0oKsG/GXLltlezBU2bdpk+/+IiAjatm3LsmXLqt13xYoVtv9v3769Av4l7OlteHi4bTdxcnIyycnJNT5WZGSkAv4F9vbVbDbzzDPPsHbtWltwKioqws/Pj3HjxjFx4kRdNbQSe/sqtWNvX11dXXnuuef4/vvvSUhIYNWqVVgsFjp16sS0adO47bbbGrr0Rq0222tAQACzZ8/mq6++Ytu2beTn59O2bVsmTpzIhAkTdCaoSq7lfSA3N9d2MLOINAyT1Wq1VvwwfmMuy4fp0tF17efz5f/e2NqxdRiN+lo/1Nf6ob7WD/W1fqiv9UdZSxqChiVERERERAxEAV9ERERExEAU8EVEREREDEQBX0RERETEQBTwRUREREQMRAFfRERERMRAFPBFRERERAxEAV9ERERExEAU8EVEREREDEQBX0RERETEQBTwRUREREQMRAFfRERERMRAFPBFRERERAxEAV9ERERExEAU8EVEREREDEQBX0RERETEQBTwRUREREQMRAFfRERERMRAFPBFRERERAxEAV9ERERExEAU8EVEREREDEQBX0RERETEQBTwRUREREQMRAFfRERERMRAFPBFRERERAxEAV9ERERExEAU8EVEREREDEQBX0RERETEQBTwRUREREQMRAFfRERERMRAFPBFRERERAxEAV9ERERExEAU8EVEREREDMT50ht+Pu+IMpoH9bZ+qK/1Q32tH+pr/VBf64f6KtI0aQRfRERERMRAqo3g39jaEWUYW8UIiHpbt9TX+qG+1g/1tX6or/VDfRVp2jSCLyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBlLtNJmXk5yczDvvvENaWhozZ84kLCys2joWi4UNGzYQExNDeno6FouFgIAAIiMjuf3223FxcanT4o3Cnt4C/Pjjj8TExJCamorZbCYwMJD77ruP0NDQBq648du+fTvR0dEcP36ckpIS23Y4ZswYnJ2rbvY7d+5k6dKlJCcnY7FY6NSpE+PGjSMiIsJB1Tdetekr2L9tN3e16Wtt/wbNmb29qvzZlZaWhtVqJSAggJEjRzJq1Cj19RLXug1mZWXx1FNPUVBQwLx58/D19W3AqkWal6u+a1ksFpYtW8aiRYtwc3O74rrvv/8+sbGxDBo0iClTpmA2m0lMTGT+/Pls27aN559/HpPJVGfFN3W16e2nn37KihUrCAgIYMyYMZhMJuLi4pg1axYzZsxgyJAhDVR147d8+XIWLFiAj48PERERODs7s23bNj799FN27dpFVFSUbd2EhATefvttfH19bV9CN23axNy5c8nOzmb8+PEOfCaNS236Wpttu7mrTV9rs25zV5tevfvuu8THx9O5c2dGjRqF1Wpl+/btfPTRRyQmJvLss8868Jk0LtezDX744YcUFBQ0YLUizddVA/7ChQuJjo5m8uTJWCwWvvzyyxrXO3HiBLGxsfTp06fKC/zWW2/ljTfeYPPmzezbt49+/frVXfVNnL29TU1NZcWKFXTs2JHZs2fj7u4OwB133MH06dP58MMPGTRokEaZgJycHD7//HPatWvHa6+9RsuWLQGYPHkyUVFR7Nixg6SkJIKCgiguLuaTTz7Bx8eHOXPm0Lp1+RVd7r33XqKioli4cCERERF4e3s78Bk1DrXpK9i/bTd3telrbf8GzVlterV//37i4+MJDQ0lKioKs7l85uqUKVOIiopi69atJCcn0717d0c+pUbherbBjRs3smXLFrp06UJKSkpDly7S7Fx1Dr6XlxezZs3i7rvvvuJ6mZmZAAQHB1db1rt3bwBOnTp1LTUalr293bFjBwB33nmnLdwD+Pj4MHr0aLKystizZ0+91tpUnDp1itDQUCZMmGD78AFwcnLipptuAuD48eMA7N69m5ycHEaPHm0L9wCurq6MHz+e4uJiNm/e3LBPoJGqTV/B/m27uatNX2v7N2jOatMrk8nE6NGjmTRpki3cV6x7ww03ABc/35q7a90G8/Ly+Pjjjxk8eDD9+/dvsHpFmrOrDvmOGzfOrgfq2LEjAGlpadWWnTx5EoBOnTrVpjbDs7e3Z8+eBaBdu3bVllWMKiUlJTFw4MA6q62pCgoKuuwu4uLiYgA8PT0BOHToEFDzl9I+ffrY1hk9enR9lNqk1KavYP+23dzVpq+1/Rs0Z7XpVXBwcI3vAXDxs6um997m6Fq3wc8++4zCwkIeeughli9fXq81iki5OpvT4e/vz6hRo1i7di2LFy8mPDwcJycndu3axbp16xg6dKh2HV+jilH78+fPV1vm6uoKaO/I1eTn5xMXF4e3tzchISHAxQ/vtm3bVlvfz88Pk8lkW0dqVlNf5frVpq/6G9jPnl5ZLBaysrKIjY0lLi6O4cOH061bt4YttIm5Ul/37dvHunXr+MMf/oCfn5+DKhRpfup00vbDDz+Ml5cXixcv5uuvv7bdfttttzF16tS6/FXNSq9evQD46aefGDZsWJVlGzduBKCwsLDB62oqSktLmTt3LqdOneKZZ56xfSmq6FmLFi2q3cdsNuPq6qoDwq7gcn2V61ObvupvYD97erVy5Urmz58PQJs2bXjkkUcYOXJkA1fatFypryUlJXzwwQcEBQUxZswYB1Yp0vzUacD//PPPiY6O5uabb2bw4MGYzWb279/PmjVryM7OZvr06ToQ9BqEhIQQGBjIpk2b+Pjjj7nlllswmUysW7eOffv2AegUpJeRm5vLnDlzOHDgAI888kitzjZktVrrsbKm7Xr6KpdXm77qb2A/e3sVGBjI2LFjyc7OZu/evcyfP5/8/HydTesyrtbXb775hpMnT/L6669XOb5BROpfnaXtxMREoqOjGTt2bJXR+mHDhhEQEMD8+fNZu3atvsVfA7PZzMyZM3nzzTdZtWoVq1atAspH9h9++GFefvllWrVq5eAqG5+0tDRmz55NdnY2M2bMsB0wV6HiILGCgoIqB9kClJWVUVxcXOVAMil3tb7KtalNX/U3sF9tetW3b1/69u0LlM8pnzt3LgsWLMDPz6/a3tPm7mp9TUlJYdmyZdx111106dLFQVWKNF91GvABhg4dWm1ZWFgY8+fPZ8+ePQr418jHx4dZs2aRmprKmTNnaNu2LR06dGDLli3AxYOcpdyxY8d46aWXaNGiBa+88gpdu3attk5AQABQPhff39+/yrKKs2a0b9++/ottQuzpq9Rebfqqv4H9rqdXrq6uTJo0ic2bN7Nx40YF/Equ1ler1cq8efPw8fFh5MiRnDlzxrasYmpkdnY2gC52JVJP6izgVxxBX/FvTctKS0vr6tc1SxVXWa18NqKKgK+r2V6Unp7Oyy+/jKenJy+99BI+Pj41rldx5ox9+/ZVOzBs9+7dwMWz6Yj9fZXaqU1f9Tewn729+uabb4iLi2P69OkEBgbWuE5RUVF9ltqk2NPXoqIiDh8+DMCTTz5Z4+PMnDkTgC+++ELHjojUgzoL+D179iQmJob4+HgGDRpUZVnFucQrDhaV2qk4fqFXr148++yztqsBHz58mPXr1zNo0KBqI9DNlcVi4a233sJisfD8889fMQD169cPPz8/Vq9ezejRo20XtMrPzyc6OhoPD48a90g1R7Xpq9ivNn3V38B+temVv78/GRkZLFmyhOnTp1eZK/7DDz8A+uyqYG9fXV1dbQH+UmvXrmXr1q08/vjjtG7dWsflidQTu65kWzHyXvGNPDY2lv379wPlByWFh4cTHh5OTEwM69ev5/z587Yrqx48eJD169fTvn17Tc+5hL299fb2ZuDAgWzYsIG//vWvhISE2E7j5uHhwbRp0xz2HBqb+Ph4jh07Rvfu3YmJialxnR49ejBs2DCcnZ2ZNm0ar732GjNmzLBddj0hIYHMzEyeeOIJzcG/oDZ9Bfu37eauNn2t7d+gOatNr0aMGMH69evZvHkzTz/9NKGhoTg5ObF3716OHDlCu3bt9Nl1QW36GhYWVuPyXbt2AeUnj9D0HJH6c9WAv2zZsmpTazZt2mT7/4iICMLDw3F2dubFF18kOjqajRs38tlnn2G1WvHz8+POO++sduU7sb+3AI899hj+/v4kJCSwZMkS3N3dGTp0KFOmTNG5hSvJyMgAIDk5meTk5BrXiYyMtIWgsLAwXnzxRRYvXsyaNWuwWq0EBgby4IMPMnjw4Aaru7GrbV9rs203Z7Xpa23/Bs1ZbXplNpt55plnWLt2LXFxccTGxlJUVISfnx/jxo1j4sSJeHh4NGT5jZa2QZGmw2StdC7A8RtzWT5MZ2Opaz9fuD7Vja2vvJ7UjvpaP9TX+qG+1g/1tX6or/VHWUsagk5MKyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgzpfe8PN5R5TRPKi39UN9rR/qa/1QX+uH+lo/1FeRpkkj+CIiIiIiBlJtBP/G1o4ow9gqRkDU27qlvtYP9bV+qK/1Q32tH+qrSNOmEXwREREREQNRwBcRERERMRAFfBERERERA1HAFxERERExEAV8EREREREDUcAXERERETGQaqfJrMn27duJjo7m+PHjlJSUEBAQQGRkJGPGjMHZ+eJDPProo5w+fbrGxzCbzSxatKhuqjYQe3sLkJ+fz9dff82mTZvIycnBx8eH8PBwJk6ciKurq4OeQeNkT1+/++47vvzyyys+TmRkJE888URDlNwk2Lu9WiwWNmzYQExMDOnp6VgsFtu6t99+Oy4uLg58Fo1Pbd4HfvzxR2JiYkhNTcVsNhMYGMh9991HaGiog6pvnCpvg2lpaVitVgICAhg5ciSjRo2q1tedO3eydOlSkpOTsVgsdOrUiXHjxhEREeGgZ9A41bavAMnJybzzzjukpaUxc+ZMwsLCHFC5SPNy1YC/fPlyFixYgI+PDxERETg7O7Nt2zY+/fRTdu3aRVRUlG3d/Px8fH19GTFiRLXHMZu1s+BSteltYWEhL7zwAikpKYwYMYKOHTty+PBhvvvuO1JSUpg5c6YDn0njYm9fe/fuzd13313jY2RlZbFhwwa8vb0bsPLGrTbb6/vvv09sbCyDBg1iypQpmM1mEhMTmT9/Ptu2beP555/HZDI58Nk0HrXp66effsqKFSsICAhgzJgxmEwm4uLimDVrFjNmzGDIkCEOfCaNy7vvvkt8fDydO3dm1KhRWK1Wtm/fzkcffURiYiLPPvusbd2EhATefvttfH19bV9AN23axNy5c8nOzmb8+PEOfCaNS236arFYWLZsGYsWLcLNzc2BVYs0P1cM+Dk5OXz++ee0a9eO1157jZYtWwIwefJkoqKi2LFjB0lJSQQFBWG1WikoKCA4OJj777+/QYpvymrTW4AlS5bwyy+/8Kc//anKF6h58+axZcsW0tLS6NChg0OeS2NSm7727duXvn371vg4r776Kl5eXtxzzz0NWH3jVZu+njhxgtjYWPr06VMlnN5666288cYbbN68mX379tGvXz9HPZ1GozZ9TU1NZcWKFXTs2JHZs2fj7u4OwB133MH06dP58MMPGTRoUI0jqM3N/v37iY+PJzQ0lKioKNsA05QpU4iKimLr1q0kJyfTvXt3iouL+eSTT/Dx8WHOnDm0bl1+Zad7772XqKgoFi5cSEREhL7sU7u+AixcuJDo6GgmT56MxWK56h5TEak7VxxWP3XqFKGhoUyYMMH2wQPg5OTETTfdBMDx48eB8tF7q9WKh4dHPZZrHLXpbVlZGWvXrqVnz57V9o788Y9/5KOPPlK4v6A2fb2chIQEduzYwQMPPECrVq3qtd6mojZ9zczMBCA4OLja4/Tu3dv2eFK7vu7YsQOAO++80xbuAXx8fBg9ejRZWVns2bOnAatvvEwmE6NHj2bSpElV9h47OTlxww03ABe30927d5OTk8Po0aNt4R7A1dWV8ePHU1xczObNmxv2CTRStekrgJeXF7NmzbrsnlIRqT9XHOoJCgqqMgJXWXFxMQCenp4A5OXlAdg+pEpKSsjJycHLy0vzbWtQm94ePXqU3NzcKvMW8/LyaNGiBU5OTvVfbBNSm77WpLCwkAULFhAcHKy5t5XUpq8dO3YEIC0trdq6J0+eBKBTp071UWaTU5u+nj17FoB27dpVW7dixDQpKYmBAwfWQ6VNS3BwcI1fMOHiNljRx0OHDtnuc6k+ffrY1hk9enR9lNqk1KavAOPGjWuQukSkumval5ufn09cXBze3t6EhITYbgM4ffo0L7zwAgcOHMBqteLs7MyQIUOYOnWqdnHaoabeVozgBQQEsHDhQmJiYsjNzcXZ2ZnBgwfz4IMP4uPj48iyG72a+lqT5cuXk5WVxYwZMxqwuqarpr76+/szatQo1q5dy+LFiwkPD8fJyYldu3axbt06hg4dapt6JjWrqa8Vo/bnz5+vtn7FQfbaM1Izi8VCVlYWsbGxxMXFMXz4cLp16wZcDKZt27atdj8/Pz9MJpNtHanqSn0VEceqdcAvLS1l7ty5nDp1imeeecb2wVIR8Ldv387w4cN58MEHAdi8eTMbN27k6NGjvP7661V2LUtVl+ttbm4uAMuWLcNsNnP//ffTokULdu7cSWxsLCkpKertFVyur5fKzc1lxYoVhIWFKYDa4Up9ffjhh/Hy8mLx4sV8/fXXtttvu+02pk6d6ohym4zL9bVXr14A/PTTTwwbNqzKfTZu3AiU74GSqlauXMn8+fMBaNOmDY888ggjR460La/oWYsWLard12w24+rqSkFBQYPU2pRcra8i4li1Cvi5ubnMmTOHAwcO8Mgjj1Q5Y0OHDh2YPn06bdu2rRKORo8ezXvvvUdcXByrV6/WXLzLuFJvS0tLbf/OmTPHdhBdeHg4Hh4erFy5kh9//FG7Q2twpb5eat26deTn53PHHXc0YIVN09X6+vnnnxMdHc3NN9/M4MGDMZvN7N+/nzVr1pCdnc306dN1MGgNrtTXkJAQAgMD2bRpEx9//DG33HILJpOJdevWsW/fPgBNh6xBYGAgY8eOJTs7m7179zJ//nzy8/PtPjOO1Wqt5wqbpuvtq4jUL7s/YdPS0pg9ezbZ2dnMmDHDdkBNBW9v72qjShXuuusu4uLi2Lt3rwJ+Da7W24qRpaFDh1YLRbfeeisrV65k//79CviXuFpfL7V69Wr8/f2vOIVHrt7XxMREoqOjGTt2bJXR+mHDhhEQEMD8+fNZu3YtY8aMaejSG7Wr9dVsNjNz5kzefPNNVq1axapVq4Dykf2HH36Yl19+WQeF16Dy2bKKi4uZO3cuCxYswM/Pj2HDhtmOGysoKKhykC2Un+CguLi4ygHQUu5qfRURx7Lr5PTHjh0jKiqKkpISXnnllasGpUtVHCSm3cfV2dNbf3//y97fy8sLQLuQL1HbbfbIkSNkZmYyZMgQnZ/9Cuzpa2JiIlD+hfRSFQeK62wvVdm7vfr4+DBr1iz+/ve/85e//IV33nmHWbNmUVRUBFw8wFlq5urqyqRJk4CL05oCAgIAapxnX3FGmPbt2zdQhU1TTX0VEce6asBPT0/n5ZdfxtPTk1dffZWuXbvWuN7+/fv57rvvyMrKqrYsNTUVqPkgpubM3t727NkTs9nMkSNHqi3LyMgAyudASjl7+1rZzp07ARgwYEA9V9d02dvXirO/VPxb07KKaWdS++214iqroaGhttPjbtmyBUBXs73gm2++4cknn+To0aOXXafiS1HFWWEqpjlVtnv3buDi2XSau9r0VUQc64oB32Kx8NZbb2GxWHj++eeveKaW1NRUvvzyS7766qsqtxcXF7No0SIA23mdpXa99fT0JCwsjJ07d9pGRyseY+nSpQC69PcFtelrZUlJSQB06dKlPstrsmrT1549ewIQHx9fbVnF+cQrDhht7mrT1+zsbKZOncrrr79eZV744cOHWb9+PYMGDbri3r7mxN/fn4yMDJYsWYLFYqmy7IcffgAuboP9+vXDz8+P1atXk52dbVsvPz+f6OhoPDw8atwb1RzVpq8i4lhXnIMfHx/PsWPH6N69OzExMTWu06NHD4YNG0ZkZCRxcXHExsaSmppKSEgIRUVFbN++nYyMDMLDw3UZ9Upq01uABx54gIMHDzJ79mwiIiLw9fUlMTGRpKQkBgwYoA+gC2rb1wppaWmYzWb8/PwaoswmpzZ9DQ8PJyYmhvXr13P+/Hnb1VUPHjzI+vXrad++vebfX1Cbvnp7ezNw4EA2bNjAX//6V0JCQmynKPTw8GDatGkNXH3jNWLECNavX8/mzZt5+umnCQ0NxcnJib1793LkyBHatWtn2wadnZ2ZNm0ar732GjNmzCAiIgJnZ2cSEhLIzMzkiSee0Bz8C2rTVyi/km3F3rrDhw8DEBsby/79+4HyA3XDw8Mb/omINANXDPgV0z+Sk5NJTk6ucZ3IyEiGDRuGq6srzz33HN9//z0JCQmsWrXKtit52rRp3HbbbXVffRNWm95C+TzR2bNn89VXX7Ft2zby8/Np27YtEydOZMKECVWuKtic1bavFXJzc2s8TZ6Uq01fnZ2defHFF4mOjmbjxo189tlnWK1W/Pz8uPPOO6tdtbU5q+32+thjj+Hv709CQgJLlizB3d2doUOHMmXKFH05rcRsNvPMM8+wdu1a28BTUVERfn5+jBs3jokTJ1a56npYWBgvvvgiixcvZs2aNVitVgIDA3nwwQcZPHiwA59J41Lbvi5btqzadLxNmzbZ/j8iIkIBX6SemKyV9vWO35jL8mE6C0Nd+/nCdWlubH3l9aR21Nf6ob7WD/W1fqiv9UN9rT/KWtIQNOwrIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgCvgiIiIiIgaigC8iIiIiYiAK+CIiIiIiBqKALyIiIiJiIAr4IiIiIiIGooAvIiIiImIgVQJ+Z3cTKfkWR9UiIiIiYlgp+RY6u5scXYY0A1UC/pgAFz47XqSQLyIiIlKHUvItfH68iNEBLo4uRZoBk9VqtVa+YVl6MTEnSzheYL3cfURERESkFjq7mxgd4MLd7V0dXYo0A9UCvoiIiIiINF06yFZERERExEAU8EVEREREDEQBX0RERETEQP4/MCvyN5BM3qMAAAAASUVORK5CYII="
[ "December 30", "December 31" ]
null
1
math
grade-8
identify-linear-and-nonlinear-functions-tables
false
true
The table shows a function. Is the function linear or nonlinear?
"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"
[ "nonlinear", "linear" ]
null
0
math
grade-2
interpret-tally-charts
false
true
Jack cut some fruit to make pies. This tally chart shows how many of each type of fruit he cut. Did Jack cut more apples or bananas?
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"
[ "bananas ", "apples " ]
null
1
math
grade-3
identify-two-dimensional-shapes
false
true
What shape is this?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAADJCAYAAAAZxkUSAAANIUlEQVR4nO3dzW9UV5rA4bdcNsRAu8LgBb0ZjbKYFhskiJRoNv0ftDT/4ozlaQ3SNFGrk8WELKYVFrMJi14kswojbGw+YmTZgw2uumcWQMfQDtTHvXXrnPs8ElKBsevIouQfp957bi+llAIAAKjFUtsLAACAkghsAACokcAGAIAaCWwAAKiRwAYAgBoJbAAAqJHABgCAGglsAACokcAGAIAaLbe9API3TK9+nVQRoxRx8vr3wyqdenz676W/Pn7zea8ep1OPf/6ck5ROPX79HGd87M3nnKSI311din++2m/7WwMAdJDAzszLd2L1VVCmd0L1bz/2duC+itmzPud0/L4VzK///OTd509tf0fO9sfdKiJCZAMAcyewf8HodHS+s5s6quKtndmT9HOw/vX3v7TD+s6O7fADX+v081dtf1MyI7IBgDYI7DP82/Yo7jyRsyUQ2QDAvLnI8R0/Pq/iG3FdlD/uVvHF7qjtZQAAHSGwT6lSio0HVSzoWDEzENkAwLwI7FP+66cU94/kdalENgAwDwL7tYNhits74qt0IhsAaJrAfu3WwyoOdVcniGwAoEkCOyK+P6ji7p4LG7tEZAMATel8YJ9UKTa2hFYXiWwAoAmdD+wvH1ex+6LtVdAWkQ0A1K3Tgb33MsVXj4yGdJ3IBgDq1OnA3twexdCpfITIBgDq09nA/m4/xb19dc3PRDYAUIdOBvbRKMXm1rDtZbCARDYAMKtOBvbt3SqenbS9ChaVyAYAZtG5wN45TvHNExc28n4iGwCYVucCe2NrFCavGYfIBgCm0anA/navih8O5TXjE9kAwKQ6E9gHwxS3toUSkxPZAMAkOhPYtx5WcaiRmJLIBgDG1YnA/v6girt7LmxkNiIbABhH8YFdpRQbW6KIeohsAOBDig/sO09T7L5oexWURGQDAO9TdGDvvUzxxY4Qon4iGwD4JUUH9ub2KI6NXtMQkQ0AnKXYwP5uP8W9fWde0yyRDQC8q8jAPhql2Nwatr0MOkJkAwCnFRnYf3pUxbOTtldBl4hsAOCN4gJ75zjF108MXjN/IhsAiCgwsDe2RjE0ek1LRDYAUFRgf7tXxQ+H6pp2iWwA6LZiAvtgmOLWtqhhMYhsAOiuYgL7DztVHOoZFojIBoBuKiKwf3xexZ9/cmEji0dkA0D3ZB/YVUqx8aAKk9csKpENAN2SfWDfeZri/pG8ZrGJbADojqwDe+9lii92RAt5ENkA0A1ZB/bm9iiOjV6TEZENAOXLNrD/cpDi3r7REPIjsgGgbFkG9kmV4vdbw7aXAVMT2QBQriwD+8vHVey+aHsVMBuRDQBlyi6wd45TfPXI4DVlENkAUJ7sAntjaxRDo9cURGQDQFmyCuz/flbFD4fqmvKIbAAoRzaBfTRKceuhAKFcIhsAypBNYN/ereLZSdurgGaJbADIXxaB/ePzKr554sJGukFkA0DeFj6wq5Ri40EVJq/pEpENAPla+MC+8zTF/SN5TfeIbADI00IH9sEwxRc7AoPuEtkAkJ+FDuxbD6s4NnpNx4lsAMjLwgb29wdV3N1T1xAR8fVjrwUAyMVCBvZJlWJjy44dvDFYaXsFAMC4FjKwv3xcxe6LtlcBi2Ow0mt7CQDAmBYusPdepvjqkbfD4bT1cwIbAHKxcIG9uT2KoVP54C1ry22vAAAY10IF9nf7Ke7tq2t4lxERAMjHwgT20SjF5taw7WXAQjIiAgD5WJjAvr1bxbOTtlcBi2n9XNsrAADGtRCB/ePzKr554sJG+CVGRAAgHwsR2BsPqjB5DWdbiohLfa8QAMhF64H97V4V94/EA/ySyysR/Z4dbADIRauBfTBMcWvbHRvhfYyHAEBeWg3sWw+rONTX8F5ukw4AeWktsL8/qOLungsb4UOuOKIPALLSSmCfVCk2tmxdwzgGywIbAHLSSmD/55MUuy/aeGbIjxERAMjL3AN772WKLx/ZvYZxuYsjAORl7oG9uT2KY6PXMDaniABAXuYa2N/tp7i378xrmMRgue0VAACTmFtgH41SbG4N5/V0UITVpYgL/bZXAQBMYm6B/adHVTw7mdezQRnMXwNAfuYS2DvHKb5+YvAaJuUEEQDIz1wCe2NrFEOj1zAxFzgCQH4aD+xv96r44VBdwzSunGt7BQDApBoN7INhilvbzryGabmLIwDkp9HAvvWwikN9DVMzIgIA+WkssH98XsXdPRc2wizWjYgAQHYaCewqpdh4IK5hVnawASA/jQT2nacp7h+5sBFmsRQRl/peRwCQm9oDe+9lii92DF7DrC6vRPR7drABIDe1B/bm9iiOTYfAzIyHAECeag3svxykuLfvLW2og7s4AkCeagvskyrF77eGdX056Lwr5+xgA0COagvsLx9Xsfuirq8GrAtsAMhSLYG9c5ziq0cGr6FOF/ptrwAAmEYtgf2vW6MYGr2GWtnBBoA8zRzY3+5V8T+H6hrqJrABIE8zBfbhMMW/bzvzGprgFBEAyNNMgf0fO1X8n76G2q0uRTgGGwDyNHVg33+e4s8/ubARmmA8BADyNVVgVynFvzwYhslraIbxEADI11SBfedpiv89qnspwBtukw4A+Zo4sPdepri9Y/AamnTlXNsrAACmNXFgb26P4oXRa2jUYNkONgDkaqLA/m4/xb19k9fQNCMiAJCvsQP7eJRic2vY5FqA19aNiABAtsYO7D/sVvHspMmlAG/YwQaAfI0V2Pefp/jmicFrmIeliLjUN4oFALkaK7D/4UIvfntlpps+AmO6vBLR79nBBoBcjV3NNz8W2DAP6+fFNQDkbOxqvnYx4iONDY1zRB8A5G3sZF5e6sWndrGhcWtukw4AWZuomD+7LLChaevn7GADQM4mKmZjItC8wXLbKwAAZjFRLi8v9eL6msKGJjkDGwDyNnEt3xj44Q9NMiICAHmbOLCvr/Wi7+c/NGbgIkcAyNrEgb3a78W1SwobmrC6FGFCBADyNtVAtdNEoBnGQwAgf1OV8qcDYyLQBOMhAJC/qQLbmAg0wwkiAJC/qWc9bgyMiUDdrpxrewUAwKymruSbjuuD2pnBBoD8TR3Yg5VefHJBDECdjIgAQP5mmvNwmgjUy23SASB/MxXy5x/bbYM6GREBgPzNFNjGRKA+y72IC/22VwEAzGrmGQ+niUA9jIcAQBlmruObHwtsqMP6ee8GAUAJZq7jX5+PuHq+jqVAtw2WBTYAlKCW7WenicDs1twmHQCKUEsZf37ZlVkwKyeIAEAZaglsYyIwOxc5AkAZapvtcJoIzMZdHAGgDLVVsdNEYDZGRACgDLVV8SerEWve4oapLEXE5ZXU9jIAgBrUFti9Xs+YCEzp0nJEv2cHGwBKUGsRf+64PpiKM7ABoBy1FvFvLhoTgWmsO4UHAIpRa2AbE4HprNnBBoBi1F7DThOByQ3cxREAilF7DV+7GPGRxoaJOKIPAMpRewovL/Xi+prChkm4yQwAlKOREv7MaSIwEbdJB4ByNFLC139lTAQmYUQEAMrRSAYbE4HxLfciLvTbXgUAUJfGKvjGwI4cjMN4CACUpbHAvr7Wi77Ghg9aP++FAgAlaSywV/u9uHZJOMCHmL8GgLI0OijtNBH4sDUjIgBQlEYL+NOBMRH4EGdgA0BZGg1sYyLwYUZEAKAsjc9w3BgYE4H3Gay0vQIAoE6N1+9Nx/XBew2WvUYAoCSNB/ZgpRefXBAQcJaliLi8ktpeBgBQo7nMbxgTgbNdWo7o9/wHFABKMpfy/dSYCJzJeAgAlGcugX31I2MicJb1822vAACo29xmN4yJwN9as4MNAMWZW/Xe/Fhgw7sc0QcA5Zlb9f76fMRVb4fDW9xkBgDKM9dtZWMi8DaBDQDlmWvxfn5ZYMNpgxWBDQClmWvx/v1qz5gInDJYbnsFAEDd5r6lbEwEXlldirjQb3sVAEDd5l67ThOBV5wgAgBlmnvtfrIaseZtcTB/DQCFmntg93o9YyIQThABgFK1UrpOEwHv5ABAqVop3d9cFBdgRAQAytRKYBsTASMiAFCq1irXaSJ03fq5tlcAADShtcq9djHiI41NhxkRAYAytZa4y0u9uL6msOmmpYi41E9tLwMAaECrhfuZ00ToqMsrEf2eHWwAKFGrhXv9V8ZE6CbjIQBQrlbz1pgIXeU26QBQrtbr9sbATh7dc8URfQBQrNYD+/paL/pag44ZLPtHDwClaj2wV/u9uHZJbNAtRkQAoFytB3ZEuKsjneMujgBQroUo25sDYyJ0i1NEAKBcCxHYgxVjInTLYLntFQAATVmIwI4wJkJ3rC5FXOi3vQoAoCkLU7U3HddHR5i/BoCyLUxgD1Z68ckF4UH5nCACAGVbmMCOMCZCN7jAEQDKtlCXWv3T3y3FSUptLwMa9Y8X/UcSAErWS0nRAgBAXWylAQBAjQQ2AADUSGADAECNBDYAANRIYAMAQI0ENgAA1EhgAwBAjQQ2AADUSGADAECN/h9APCQhRUr6vAAAAABJRU5ErkJggg=="
[ "hexagon", "triangle" ]
null
0
science
grade-5
animal-adaptations-beaks-mouths-and-necks
true
true
Aardvarks eat insects such as ants and termites. These insects often live in holes called burrows. The aardvark's mouth is adapted to get insects out of burrows. Which animal's mouth is also adapted to get insects out of burrows?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOydebxdVXn3v2vYw5nvnORmTiCEeZBRRQUcUBFFQQVnHGqp8yti3/bV+mrVltbaIlqrRVFxKI5otSJQQUAIBIiEIQlkIPO9ueMZ995reP/YNxcQNEFR2r7n+/nk88m9d5+z115nrXXWs57n+T3Ce++NMTjn6NKlS5cuXbp06dKly39PpJRorRFCPNVN6dLlfySyazh36dKlS5cuXbp06fLfH+ccxpinuhlduvyPRXYN5y5dunTp0qVLly5d/mfQ3dt...
1
math
kindergarten
times-of-everyday-events
true
false
Harper is eating lunch. What time is it? Choose the more likely time.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHQAAABzCAYAAABJnyafAAANkUlEQVR4nO2deXBTxx3Hv5Ktw5KQLGNZMlj4BBsD4QqXabiakBByzADpdKCkE2AaaEimEJIwLUmAMG3SIUzTJIUkpS0JITQEOiQ0QA4gA0kIFMxhG2PwibFlS9iydVqHX/8wfvLDOvyeVhKW32fG4923+/vtSl/tvvf27dsVUBRFGVzAdTtg8QIeCjz9iEQBMCgBGC4DtGJAYOigqDPtsa4WDwmmKIHEa/auSLoYyJd3qc3Tf7B4gas2oNEFVNgBYbunK4EXs38...
0
math
grade-4
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUkAAADNCAYAAAA13ILSAAAY40lEQVR4nO3deViU5d4H8O+wKouDgLsFKSiiictRO2aBubUZ6oHSFrHcOvkquKWG4sgrYoqKZnm0SLRMKBKXUioJOb0t6qEwBfGQLAUuCLEOsc/7BzBm4ZPIzDwzN9/PdXlxOdf0zO/X43y5n+W+H4VGo9GAiO6YQqGQuwQyIDO5CyAiMmYWchegD6L8pucgn0h+wo0kRQlIQKxeiEyVkCNJABgRc0TuEtrk7HRfuUsgIgg4kiQi0iWGJBGRBIYkEZEEhiQRkQS...
0
math
grade-8
apply-addition-and-subtraction-rules
false
true
The number line shows an unknown number, p. Is 1+p positive or negative?
"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"
[ "positive", "negative" ]
null
0
math
pre-k
subtraction-sentences-up-to-10-which-model-matches
true
false
Which picture shows 3 − 2 = 1?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARIAAABKCAYAAAB3ndsNAAAO60lEQVR4nO2d228c133HP2dm9kLuLrniUqQutCk5Mq3UVzG1LLlGmxpJU6N2ItiO41RwvAH60CKvRR/6UvSlT/0TWoByYRQBbNdIWqdGgMSoC5CWJUpO7Nq62KZE2aRIcUVyL9zZnZnTh+GSXO7ypr1S+H2AwWA4Z2bOV6P57pnfmfM7SmutpwtwNQdpFxyNIAjCplgKYibc3wn9QVDTttZnF1tdLUEQditPdIF1Jedv7A/CAxHfZQRBEDYj7cKlLEwV4HIOjEX...
1
math
pre-k
addition-sentences-up-to-10-which-model-matches
true
false
Which shows 4+2=6?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAXYAAABKCAYAAACvkX8HAAAM8UlEQVR4nO2dT4zc1n3HP4/kkPN3d6WVZf0JHMGxpLiOHMdKYcduDr0oRVGfjFyMwqegubgtBAQ5tTmkhyIokF6C1u2tPfTfMQ5SoKegbZDArRAkUuvqDwzViVZaSSvt7PznkHw9cEbaWY1mh7PkDOf19wEG+4fkIz8L7peP7z0+Kq21vuPDjTY0Qgg0giAIwhLhKKjZcLoMz7qg7vS0/nBn0YclCIIgpMFrK+Bcb8c/HHfhbCVOfUEQBGF5aIRwtQW3fbjWBms...
1
math
kindergarten
subtraction-sentences-up-to-5-what-does-the-model-show
false
true
Which subtraction sentence does the picture show?
"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"
[ "3 − 1 = 2", "2 − 1 = 1", "1 − 1 = 0", "2 − 2 = 0" ]
null
2
science
grade-3
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAACClklEQVR4nOz9eawt6Vnfj37eoYY17Xmf+fQ82e52u21sxoCJmYTBv0TxTbgRkERAiJJIN6BICTeKgkQkkIIlFOKIREKASJSflBAu1zIJBJJrBYeAjd14drd77jPuea+pqt7p/vFWrb32dM7pc87ubnfW92idWnutWrVqVb3P+zzP9xle8amdEB7tQE8xwwwz3Ab6Dr46hCsVLGr4toX4upwJ1gwz3Bl6Ch7txOcDt/e6nAnWDDPcORo5MmHvNfnGnMoMM7z1MRO...
0
math
kindergarten
count-scattered-shapes-up-to-10
false
true
How many squares are there?
"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"
[ "10", "1", "8", "3" ]
null
0
science
grade-4
animal-adaptations-beaks-mouths-and-necks
true
true
Ringed teals eat invertebrates and plants that live near water. The shape of the ringed teal's beak is adapted to filter through mud for food. The ringed teal gathers muddy water in its beak and then pushes it out through gaps along the sides. Bits of food, such as plant roots, are left behind inside the teal's beak. Which bird's beak is also adapted to filter through mud?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9d7ytd1Xn/15rfZ+9zw2S0AISIUAIPRQjDEqTgJRIETCgFAug6IiMwFAddUAUcCj6ogwdaTIgiGAYGUJxpIYSQwQsICUgA4KNQJJ79vNda/3+WN+9b24KuUmuBPjtD6/z4p5z9tn7Kd/nybPW+hTJzOy9ExFsscUWW2yxxRZbbLHFFt+dUFVaa4jIpb0pW2zxPQndFs5bbLHFFltsscUWW2zx3Y+IoPd+aW/GFlt8z0K3hfMWW2yxxRZbbLHFFlt...
1
math
grade-7
similar-and-congruent-figures
false
true
Are these shapes congruent?
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"
[ "yes", "no" ]
null
0
technology
grade
logo
false
true
This is (part of) a (former) logo of which computer related brand?
"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"
[ "Microsoft", "Elgato", "Intel", "Cisco" ]
null
3
math
calculus
determine-continuity-using-graphs
false
true
Is f(x) continuous at x= – 1?
"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"
[ "yes", "no" ]
null
0
math
algebra-1
perimeter-and-area-changes-in-scale
false
true
Look at this parallelogram: If both dimensions are doubled, then which of the following statements about its perimeter will be true?
"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"
[ "The ratio of the new perimeter to the old perimeter will be 2:1.", "The ratio of the new perimeter to the old perimeter will be 3:1.", "The ratio of the new perimeter to the old perimeter will be 4:1.", "The ratio of the new perimeter to the old perimeter will be 1:2." ]
null
0
math
grade-4
compare-decimals-using-models
false
true
Compare 0.7 and 0.82. Use the models to help. 0.7 ?0.82
"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"
[ ">", "<", "=" ]
null
1
math
grade-4
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
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"
[ "1 pair", "2 pairs", "no pairs" ]
null
1
math
grade-3
fractions-of-a-group-denominators-2-3-4-6-8
false
true
What fraction of the shapes are triangles?
"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"
[ "1/8", "1/2", "1/6", "5/6" ]
null
0
math
precalculus
outliers-in-scatter-plots
true
false
The two scatter plots below show the same data set. Choose the scatter plot in which the outlier is highlighted.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAU4AAAFGCAYAAAAFAHYEAAAxtElEQVR4nO3df1xUdb4/8NfMyDAIDEID3LQBNgdd2MgShEjcMncn+3X3kVlRN90N283oam49aus+7CvXuras5XfTNPW7u9zaeynNtK299uu2KbuEMKyrqVAB6wDpBoOD4ACH4cf5/kGMzC908JyZA7ye93EXznsOcz5D+vJzzvmcz0cliqL4jROo7wbODQD9IoiIaIQpKiBaA6ROBRK1gOqbXlGs6gx1s4iIxoccPTClrnto43ItMDtyKFWJiOi8cwPAl13AP5z...
1
science
grade-3
identify-plants-and-animals
true
false
Select the animal.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAADZNklEQVR4nOz9Z6xsW57Yh/123rUrx5PTzS+Hfh2mw/QMhz0ccigGESRtwRJgypYFwaRsy/ZH27D8yTD8yTYMGCBpUxQEUqJEUZwZhhnOcLp7Or1+/eJ9N58cKqedw/KHXXVOnTp17r2vuw3IABdQqKodVviv//qvf17SjwdC3M1CXuHflH9T/ntZRjE8sOEkgLIK3yyl1+V/g7j/pvz3veQVuJtNf4/ji+vyv0Hcf1P+/6FM8TQUF9fURQ/+5//gdxBCIEnSpeu...
0
math
grade-2
place-value-models-up-to-hundreds
true
false
Which place-value model shows 204?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPYAAACSCAYAAAB2dzeEAAAZeElEQVR4nO2de4xk6XmXn3O/V1Vfpmdvs+tddu21HRzZQgkEE6RggiVszMVREoKCCXKwIBYoJOtIEEOCZUWJRZBCokBwAAGKLSIusVHIHxBBZAXbiAg5Ym/2zmV7p2f6VpdTdU6dWx3+ONXdVd1VNePsmZ6eM+8jfZqerq/f81bV+X3X9z2fUpZleSuFr0cQFpCXCILwgKErEGjwnAuXTVBuJWX5lcH9dksQhLr49hbor0bVfx414W1epXpBEB4swgJeHsFOCq9...
1
math
grade-7
bases-of-three-dimensional-figures
false
true
Look at this figure: What is the shape of its base?
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"
[ "rectangle", "circle", "nonagon", "heptagon" ]
null
1
science
grade-7
identify-rocks-and-minerals
false
true
Basalt has the following properties: solid not a pure substance not made by living things found in nature no fixed crystal structure fine-grained texture Is basalt a mineral or a rock?
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"
[ "mineral", "rock" ]
null
1
science
grade-2
compare-properties-of-objects
false
true
Which property do these two objects have in common? Select the better answer.
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"
[ "rough", "blue" ]
null
0
math
grade-8
apply-addition-and-subtraction-rules
false
true
The number line shows two unknown numbers, a and b. Is a+b positive or negative?
"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"
[ "positive", "negative" ]
null
0
math
pre-k
subtraction-sentences-up-to-10-which-model-matches
true
false
Which picture shows 8 − 7 = 1?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAdoAAABKCAYAAAAc9ZVYAAAQGUlEQVR4nO3deYyc9X3H8ffzzLG73su7rNdXfNTFB4chhrJ0k7Q0ESgF4RQa5yhGsC1Ng2Kq0v7REkUKQo1okjZRKFISqa26pHJbKKYGEuwWUo5Q1kewwWB8rPERG7z4Wnvv3dl5nv7xzD3P3M+zx/Tzkqw5n9/z++zX0ve5Zsawbdvum4AjIzAYhUkbERERKVPQgMYArJwD88Ng9I3b9q6B6Z6WiIhI9bmxCYK9I86DhWFYXe90YRERESnPYBQODcPpCTg8Aub...
3
science
grade-8
use-punnett-squares-to-calculate-probabilities-of-offspring-types
false
true
This passage describes the myotonia congenita trait in goats: Myotonia congenita is a condition that causes temporary muscle stiffness. When goats with myotonia congenita attempt to run from a resting position, their leg muscles often stiffen, causing them to fall over. Because of this behavior, these goats are referred to as fainting goats. Myotonia congenita is also found in other mammals, including horses, cats, and humans. In a group of goats, some individuals have myotonia congenita and others do not. In this group, the gene for the myotonia congenita trait has two alleles. The allele for not having myotonia congenita (m) is recessive to the allele for having myotonia congenita (M). This Punnett square shows a cross between two goats. What is the probability that a goat produced by this cross will be homozygous recessive for the myotonia congenita gene?
"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"
[ "2/4", "0/4", "1/4", "4/4" ]
null
1
math
grade-1
compare-clocks
false
true
The clocks show two things Patty did Thursday after lunch: Which did Patty do earlier?
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"
[ "watched a movie", "played soccer" ]
null
1
math
kindergarten
one-less-with-pictures-up-to-5
true
true
Count the balloons in this group. Which group has one less than the group you counted?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA1YAAAB+CAYAAAAnS4CtAAAg/UlEQVR4nO3deXCc933f8ffz7IldLBbHLkAQB8UL4KGLInWaOixLcmpbdi2nSZxDTZNO4sZpm7NpjibO0TSTpJl2ptPW8bhx7ZyOrSSiayeWddiSLZEmJVEiKQC8ROIigcWx2Pt6fv3j4QUepigcC+x+XjPkAg8X+3yXD3bm93l+lwUYRERERERkURhjOFOEY1lIVaCs1nbN8VoQ8cDmEHT43WMWClYiIiIiIovmTMGwb67aVchyubsJ2v3grXYhIiIiIiK15Gj...
0
math
grade-4
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
"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"
[ "no pairs", "2 pairs", "1 pair" ]
null
1
math
grade-6
understanding-percents-strip-models
true
false
Which model shows 66 2 3 %?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAU8AAABLCAYAAADwKwVQAAACHElEQVR4nO3XMU4bURSG0Tu2oSCQdERZQJIl0LrNPrIMSpbBPmhdswNC+hBKGyxBsF6KEVESheb3KLalcyqPRvN0pSd9uu5aa+3mserrsmqxqnpqBcBfJl3V0bjq/UHV2/2q7uahtcv5pscC2B0nr6sm18v+4d1+1cdXfVkB+NNiVXV1X/XtserLsmo0f+pfCCfAy47GfSerqu5WVaPVby8AeNlzJ3+0qtFmRwHYTeIJEBBPgIB4AgTEEyAgngAB8QQITNb5eHZ...
0
science
grade-2
compare-properties-of-objects
false
true
Which property do these two objects have in common? Select the better answer.
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"
[ "sticky", "hard" ]
null
0
math
grade-1
compare-clocks
false
true
The clocks show when some friends got the newspaper Thursday morning: Who got the newspaper later?
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"
[ "Luke", "Jenny" ]
null
1
math
algebra-1
linear-functions-over-unit-intervals
false
true
How does g(x) change over the interval from x=2 to x=3?
"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"
[ "g(x) increases by 3", "g(x) increases by 200%", "g(x) decreases by 3", "g(x) decreases by a factor of 3" ]
null
0
math
grade-5
mean-find-the-missing-number
false
true
Wendy has the following data: If the mean is 60, which number could n be?
"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"
[ "55", "46" ]
null
0
math
grade-1
find-the-next-shape-in-a-growing-pattern
true
true
What shape comes next?
"iVBORw0KGgoAAAANSUhEUgAAAvgAAADhCAYAAAC9ZMGZAAAZr0lEQVR4nO3db4wc9X3H8c/M7s7u7a3v7KOYM3+cULtN47gNIEIa/oSWNCklFZGSSM2DSm1FKiVVnjRtn7SJqjY8TqU+SUtJWmgRIUmVwAOKIKUhuJAmEJyK/9gFjLkcPvt85/uztzs7M32wnH2H78/O7s7Mb37zfklIcLczv9/3951Bn52bnXWiKIoEAAAAwApu1hMAAAAAMDwEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCLlrCcAAACAfHhsNtTtRzv62UKo+U7WsznfeFl6/w5XX9pX1o0Txb2O7URRFGU9CQAAAJjtK0c7uv2ogal+E1/aV9aX9xXzWnaqAT+UNONLzXZH7sqSSmEoR9m/v4jkKHBdBbVR1b2yLqz0f+8SNWaHGuOhxuxQYzzUmB1qjMfmGh+bDfWxp9oaK0t//UsVXT9RUqOUyHQH9tBMoL95xdeZjvTw1V4hr+SnGvCnWpHazaY8fyWtIWNrV2qq1Uc06Tl9bU+NZqDG7VGjGahxe9RoBmrcns01/tZP2nr8dKh/POjp+hwE5odmAv3ZC75u2OXq+x/wsp5O6lLrUBRFarZ9ow96SfL8FTVbvvp530ON5qDGrVGjOahxa9RoDmrcmu01/u9CKEm5CPeSdP1E988Lq/MumlQDfrm1nNZwA3Fby32f3NRoDmrcHDWahRo3R41mocbN2V6jiR+o3crq7UN5m/ewpBLwoyhSEAQqhfl4F1UKQwVBEOvgp0bzUOPGqNE81LgxajQPNW6sCDUiX1IL+J1OR25/t7SlznWkTqcT++SmRrNQ48ao0TzUuDFqNA81bqwINSJfUrtFJ8zJu9pV/cyXGs1DjcPbJkvUOLxtskSNw9smS9Q4vG2ylLf5Ip5U78HPk37vv8sTahzeNlmixuFtkyVqHN42WaLG4W2TJWpE3hn99P/Z8LWz/15zxlV3diW6nYlKwc8VlPZkPY2B0Ec7+rgdG2rkWLWjj9uhxnzgfLSjj8iGcQG/EzX1rP+gfh68oE60/lFTdWenLqtcpV8sfUhlZ2Td786E03rJ/09NBy+ct88xd1LvqXxEk6X3Jjr3JDTOfFWtkd/RSu2mrKcSC31cL699jCOvNXKsrpfXPsZBjebifFwvr31E9owK+GfCaf2k9W9ajuY2/P1yNKeX2o/q5+7zutL7tMbcSUnSy51H9VL70W32e48uL1+rg94tSUw9EdXW46p0XlFpcVqt6ocUveN/aKaij+vltY9x5LVGjtX18trHOKjRXJyP6+W1jzCDMd9W0ImaW57Ya63+T6ATNfVq54ktT+y1Xu08oVc7Tww403Q4UVP1xbskSW60oPrStzOeUW/o43p57WMcea2RY3W9vPYxDmo0F+fjenntI8xhTMA/6j/R04m9ajma04vtR/Wi39uJverZ9oPqRM2Ys0tffenbKoUnz/53rfmASuFMhjPqDX1cL699jCOvNXKsrpfXPsZBjebifFwvr32EOYwI+J2oqf8Lnoy93avBk+fdo9eLo77Z7+BL4YxqzQfW/cxRR6OLd2Y0o97Qx/Xy2sc48lojx+p6ee1jHEWucfVKsKk4H9crwrGK5BkR8E+Gr/V1kvZrOjz/QzgmqS/eJUfnf7ey1/ofee2fZjCj3tDH9fLaxzjyWiPH6np57WMcRa6x2jokzz+c/oR6xPm4XhGOVSTPiIA/H0ylOt6ZcDrV8eLw/MOqtg5t+vvRxW9ICtKbUAz08Zw897FXea6RY/WcPPexV9QojS7cKVNr5Hw8pwjHKtJhRMDHquDt/wlvrhQcV635SErzQX+K0Mci1FgERegjNUo21FgE9BHDQ8A3SK35iErB8W1fV1+6R250JoUZoR9F6GMRaiyCIvSRGs+pL90jJwcfMC2qIhyrSI8RAb/upvstcyPamep4vXCipupL9/T02u4js3p7bZroox193I4NNXKs2tHH7VDjeqY+bpHzsRjHKtJlRMAfdy9OebzJVMfrxejSPXKjhZ5f332n/0aCM4qPPtrRx+3YUCPHqh193A41nq/WfMC4Gjkfi3GsIl1GBPwxdzLVd9ST5QOpjdWLUvCGas0HY24VanThG4nMp1/00Y4+bsWWGjlW7ejjVqhxY446xtXI+Wj/sYr0GRHwJWmfd20q45RV1Z7Se1MZq1fdkzSMvZ3nPyOv9aPhT2gA9NGOPm7Gpho5Vu3o42aocXOe/4xxj1vkfLT7WEX6jAn4l5evTeUd/EHv4yo7I4mP0yuv/VN5/jN9bz+6eKcc+UOc0WDoY39M6+NGbKuRY7U/pvVxI9S4vdHFbxhVI+djf/JwrCIbxgR8Sbqm9vsqq5rY/i8tXanLylcltv+4HPlvP9O2f6XwpGrL9w9pRsNBH+MzsY9r2Vojx2p8JvZxLWrsTSk4blyNnI/xmX6sIjtGBfwxd1IHvY8ns29nUr/q3ZLIvvtVW76/p0dibae+/B2jHplFH/tjWh/XsrVGjtX+mNbHtaixd6bVyPnYH9P6CDMYFfAl6bLyVbrC++RQ9znmTOq62m1G/VnOjc6ovvydoezLiVZUX/jnoexrWOhjfCb2UbK/Ro7V+Ezso0SNcZlYI+djfCb2EdkzLuBLwz3BTTyxpdUvHFkZ2v5qrf9SpfPy0PY3DPQxPhP7WIQaOVbjM7GP1BifiTVyPsZnYh+RLSMDvtQ9wa+t3TbQ/XiXlq408sSudF5O5Kum6wv/NPR9Doo+xmdSH4tQ4yqO1fhM6iM19s+kGldxPsZnYh+RHWMDviRd4F6u62p/rDEn/pdS/HL5N3Vl9VPGndjS6kkY/5FY26l0XlG19fjQ9zso+hiPSX0sQo1rcazGY1IfqbF/JtW4FudjPKb2EdkwOuBL3Q/dXFe7TZeWruzp9WVVdW3tNr3H+0jCM+tPtfW4Kp1XEtt/ffEuOVEzsf33iz7GY0Ifi1DjRjhW4zGhj9Q4OBNq3AjnYzym9hHpMz7gS1LZGdGV1U/pCu+TW/65bsJ9tz468ue6wL08xdn1zpGv+uJdiY5RCk+qvvTtRMfoF33sXdZ9LEKNW+FY7V3WfaTG4ci6xq1wPvbO5D4iXbkI+KsuK1+lG0e+oAn33et+XlZVB71bdF3ts0b+OW7VyPJ3VApPJj5OrfmASuFM4uP0iz72Jss+FqHGXnCs9oZjNVlFqLEXnI+9Mb2PSEeuAr4k1Z1duq72WR30blFZVU2479aNI1/Q5eV0vua6X6VwRiNL/57KWI46iV8lGBR93F5WfSxCjXFwrG6PYzU5RagxDs7H7eWhj0heOesJ9Ovy8rW6rHSl0e/W1wrcC3XqwuE889Ym9NE8RaixHxyr5qHG4uJ8BLaWuyv4a+XlxMbW6CPygmMVMAfnI7C5XAd8AAAAAOsR8AEAAACLEPABAAAAi6Qa8IMoSnO4vg0yT2o0BzUmt22aqDG5bdNEjcltmyZqTG7bNOVlnuhfqgG/3QnSHK5vg8yTGs1BjcltmyZqTG7bNFFjctumiRqT2zZNeZkn+pdawHccR2fanbSGG8hCuyPHcWJvR41mocbNUaNZqHFz1GgWatyc7TWO5ezB6otvv4fJ27yHJbWA77quyq6jU4vLaQ3Zl1OLy6qUHLlu/KWhRnNQ49ao0RzUuDVqNAc1bs32Gt+/o/v6B0/k4+r/odnuPFfnXTSpVO04jsrlsi7ZUVO709Ebp05rqdVSEIZpDL+tIAy11GrpjVNz8oOO9jRqKpfLsd7dUmP2qLE31Jg9auwNNWaPGntThBq/vK97Kfz2I77+40Rw9gq5iR46EehvX/ElnZt30ThRlM4nLcIwVKvV0uLiopaWltRutxUEgVIafkuO46hUKsnzPI2OjqrRaKharcZ+d0uN2aLG3lFjtqixd9SYLWrsXRFq/MrRjm4/mo/bkCTpS/vKBPykRVGkMAzVbre1srKilZUV+b6v0IB3t67rqlKpqFarqVaryfM8ua4b+/40aswWNfaOGrNFjb2jxmxRY++KUKMkPTYb6itHO/rZQqgzBmb9sXL3tpwv7yvrxoli3p4jpRjwpe7BH0WRgiBQp9NRGIbGvLN1XVflclmlUkmO4/R10EvUmCVqjIcas0ON8VBjdqgxniLUiHxINeCvWj0BTDPMA54as0ON8VBjdqgxHmrMDjXGU4QaYbZMAj4AAACAZBT35iQAAADAQgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIgR8AAAAwCIEfAAAAMAiBHwAAADAIuUsB+90fAVBR1KU5TRS5qhUKqtcrqQ2IusMAABQHE4URZmkvna7pSgKshjaCI5TkudVEx+HdU5nnQEAAEyRyS06nU6n0KFTkqIoULvdTnQM1jmddQYAADBJ6gE/DEOFoZ/2sEaKoo7a7VYi+2adz0lynQEAAEyTasCPokhhGCqKwjSHNVgk328N/Qoz6/xOyawzAACAiVK/gt8NWU7awxrKke/7CoL20K8ws85rJbfOAAAApkk14IdhKN/ntpG12m1fQRDI91vqdDpD2SfrfL4k1hkAAMBEqd+iQ7har9Px5TirV5h9heHgt9WwzudLYp0BAABMlMmHbHHO6lNK221fvt9++975wZ9cyjqvl9Q6AwAAmIZvsjXE2ivMSA7rDAAAbEfAN8S5K8xtrr4niHUGAAC2I+Abxvd9bh1JAesMAABsRcA3DKEzHawzAACwFQEfAAAAsAgBH8mJ+OZYAACAtJWznsAgjrWe1ZHmU5puH1U7bJ79eaO0SxOVS7S3elB7qwfkufWe9jfrT+nIylOa9d/UdPvout9Nevs06e3Tgfr1Pe+v6JyZv1c09rtS7VeyngoAAEBh5DLgT7eP6ND8fVoMTm/4+8XgtBaD0zq28qw8d0QH6jfoisbHNt3frD+lHy/cf16oXz/mUU23j+rw4sM6MPphXbPj1oHrsNrKi9LC9+X4byi65KuSSlnPCAAAoBByF/APLz6sw4sP9/z6dtjU4cWHdaz1rG7a+YdqlCYG2p8kPb/0Q023j2y4P3Q5p77W/ZeVl+SceUjR2MeznRAAAEBB5Ooe/OeXfhg7jK+a9af0wKm/02Iwe/Znh+a/OdD+Hp37F7XD5b62t9riD6SVl8799+zdEusEAACQitwE/On2Ef144YGB9tEOmzo0f58k6dhK9/79Qcz6Uzp05lsD7cM64bKc2a+v/1kwL+f0vdnMBwAAoGByE/APLz4ylP1Mt4/qSPMn+vHC/UPZ37GVZzXdPjKUfdnAOX2v5M+c/4v570nt11OfDwAAQNHkIuBPt49s+QHYuA4vPrzpB3T7299w3nzknn+iG+Q3EvnSyTtSnQ4AAEAR5SLgD3orzTsNM9xL3b8KrL23v6icU1/rBvnNft98Ws7ycHsJAACA9XIR8Id59T4peZhjkpzlp6SlJ7d/4ak7+AIsAACABBkf8BeD2aFfcU9CsQN+0A3uvWgfk+a+m+x0AAAACiwXAT8P8vAmJCnOmYe6wb3X1899UwrmkpsQAABAgRkf8GG4YK77nPs4wmb8bQAAANATAj4GM3u3FMzH3sw585C08mICEwIAACg24wO+59SznkJPGqVdWU8hfe3Xu0G9L2H3qTsAAAAYKuMD/kTl4qyn0JNCBvyTd0gK+99+5SVp8QfDmg0AAACUg4Av5SM8T5QvyXoK6Vp6Qk7z6YF348x+ncdmAgAADFEuAv7e6sGsp7CtvTXz5zg0UXt4t9f4M3Lm7hvOvgAAAJCTgF97X9ZT2NLeqtnzG7q570r+zPD2d/pbkn9iePsDAAAosFwE/Elvv9G36RTq6n0w132O/TBFfvdWHQAAAAwsFwFfkq5ofCzrKWyoUdql/SMfyHoaqXFO3dl9jv2wLT7GYzMBAACGIDcBf//IBzTp7ct6Gue5fvz3sp5CelZelBa+n9juu/f1B4ntHwAAoAhyE/Clbpj2nFrW0zjrQP0GTXr7s55GahJ/bv3KSwM8Vx8AAABSzgJ+ozSh68c/k/U0JEmT3j5dM/aJrKeRGmfhke5z65M2e7cULic/DgAAgKVyFfCl7gdas74tZqK8Rzft/INM55CqcFk6dWc6YwXzck7fm85YAAAAFspdwJe69+NnFfInynt088Tn5bn1TMbPgnP6XimYT2/A+e9J7dfTGw8AAMAiuQz4UjYhv4jhXv6JbuBOU+RLJ+9Id0wAAABL5DbgS+mG/ElvX/HCvd7+YG3kpz9u82k5y0+lPi4AAEDe5TrgS92Qf+sFX0z06Tr7R64uZrhffkpaejK7CZy6Qzw2EwAAIJ7cB3xJmqhcrJsn/kQT5T1D3/c1O2415sk96QreDtgZah+T5u/Pdg4AAAA5Y0XAl1ZD/ue1t/q+oezPc2q6eeJzOjD64aHsL2+cMw91A3bW85j9VymYy3oaAAAAuWFNwJckz63rpl1/pGt23DrQfia9fbr1F75YqC+xWieY6z6P3gRh05y5AAAA5IBVAX/VgdEP69YLvqhGaVfsba9ofFQ3T3xejdJEAjPLidm7030s5ja6f03gsZkAAAC9sDLgS91bdm694E91oH5DT69vlHbp5onP6YrGbyc8M8O1X+8GaqOE0sl/yHoSAAAAuVDOegJJ8ty6rhn7hCa9fTo0/021o5UNX3egfoOuaHy0cE/J2dDJOySFWc/iPE7zGUWLP5Aav5H1VAAAAIxm7RX8tfbWDurTF/6l9o9cve7nq1ftrxn7BOFekpaekNN8OutZbMqZ/boUtbOeBgAAgNGsvoK/lufWdf34Z7R/5Godmr9Pe6sHuWr/Ds7Sfyuq/VrW09ja8k+l0V/PehYAAADGKkzAXzXp7denL/yrrKdhpGj3X2Q9BQAAAAyoELfoAAAAAEVBwAcAAAAsQsAHAAAALELABwAAACxCwAcAAAAsQsAHAAAALELABwAAACxCwAcAAAAsQsAHAAAALELABwAAACySScCPoiiLYY2T9Dqwzl2sAwAAKJJMAn4QBFkMa5yk14F17mIdAABAkWQS8Kem3spiWOMcPz4lSfJ9P5H9s85dSa8zAACASVIP+I7j6MSJE5qfn097aKPMzp7WzMwJua6rpaXloe9/dZ1nZ+eGvu88SXqdAQAATFNOczDHcVSpVFSv13Xo0JMaGRnRBz94tUZG6nJdJ82pZCIMIzWby3ruuRe0sLCgiy7aLdct6c03j2vPnouGdoV57To/+eSPWOeE1hkAAMBEqQZ813XleZ7GxsZUr9f12muvaWrqTY2Pjxfig5CO48hxdHYNxsbGdPz4cTWby3JdV8vLTVUq1YHHYZ3TWWcAAAATpRrwJalSqWjnzp3avXu3Tp8+renpac3OntZFF12oWm1ElUrqU0qF4zhyXVeViqdKpawwjPTcc8+rVCppz55JuW5JU1PTuvTSS4cy3ubrvFu1Wo11HtI6AwAAmCb1W3Rc19WOHTt0ySWXqNVqyfd9TU1NaXr6hKrVqhwL7yCJomhN8KzI8zxVq57q9boajVGNj4/rzTen1Gq15bqDfyxiq3V+66235Hms8zDWGQAAwESpX8Z1XVelUknj4+N617vepSAIFEWRZmdnFQSBGo1RVatVlcu2XWHuhs9SqfR2+KzK8ypyHEcvvviyyuWyLr74YpXLZTlDSN+sczrrDAAAYJpM0l2pVJIkTUxMSOqG0WPHjmlubk6tVlsrK60sppW4tVeYPc9TrVaT53kaHR1Vo9HQzp07ValUhnZ1mXVOZ50BAABMktnl27Xh03Vd1Wo1zczMaGlpSZ1OR1EUWf2B0HK5rEqlomq1qkajod27d2t8fFye5w11HNY5nXUGAAAwhRNlnO6CIFCn09HS0pLm5+e1sLCgpaUl+b6vMAytvI0iiqKzV5cbjYbGx8fPPvGmVColcmWZdU5nnQEAALKWecCXpDAMFYahOp2O2u322dBpu7UfBi2Xy3JdN9HQyTqns84AAABZMiLgSzp7q4jtt4y8U/eZ7ef+SRrrnM46AwAAZMWYgA8AAABgcNynAAAAAFiEgA8AAABYhIAPAAAAWISADwAAAFiEgA8AAABYhIAPAAAAWISADwAAAFiEgA8AAABYhIAPAAAAWISADwAAAFiEgA8AAABYhIAPAAAAWISADwAAAFiEgA8AAABYhIAPAAAAWISADwAAAFiEgA8AAABYhIAPAAAAWISADwAAAFiEgA8AAABYhIAPAAAAWISADwAAAFiEgA8AAABYhIAPAAAAWISADwAAAFiEgA8AAABYhIAPAAAAWISADwAAAFiEgA8AAABYhIAPAAAAWISADwAAAFiEgA8AAABYhIAPAAAAWISADwAAAFiEgA8AAABY5P8BUZu72jRNdI0AAAAASUVORK5CYII="
null
[ "iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAd90lEQVR4nO3db5Ac9Z3f8U/3zPTMzo52pSWIFQJsTiR3Jyt34MLcHWA78cU+Yqdw5c5VuQdJJSlfqs6pexIn9yCJXanEfnypuidcFHBiLhTGdsqGB44KOAKHDjlYGC4FWDIoBiGWRaud/TszO93T3XkwWmlX2j/Ts/3n1z3vV5Wr0O72r7/f369nPJ/pnh4rDMNQAAAAAArBsqysSzCSnXUBAAAAAJA0gg8AAACAwiP4AAAAACg8gg8AAACAwiP4AAAAACg8gg8...
0
math
grade-4
properties-of-three-dimensional-figures
true
false
Kirk made a 3-dimensional figure that had a round base. Which figure could Kirk have made?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAMwAAABSCAYAAAAYTjvBAAASG0lEQVR4nO3de1iU1b7A8e+gUtwc9ATCo26YvMTJFHCbiHe31lYxES+At4BSdo9bZDi61c62gK2Gly2XQk2iAE0fUQswi9AwtKMopUwmzwHpKIrGRVNGQEFEzh/TvIlcZIYZsFqffxzmXe96fzPOb9611rvWO7KGhoaG0nvw4x2orIf7DQiC8IuuMrDqAgPMoZcpyEprGxpybnd2WILw5HPrDl0L72j+sDeF5yw02SQIgkZlPRRUQ8k9uHAHTG7f12wQySIITVl...
3
science
grade-4
identify-magnets-that-attract-or-repel
false
true
Two magnets are placed as shown. Will these magnets attract or repel each other?
"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"
[ "repel", "attract" ]
null
0
science
grade-3
natural-resources
true
false
Which of these pictures shows a natural resource?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAV4AAAElCAYAAACszooYAAEAAElEQVR4nOz965ck63Xeif32e4nIrEv36T64AwRAAhQpkiJnmUu0NWvWssdetv9mfbO9PJYtDSVeJM5QIkWQIAEcnGt3V1VmxHvZ/rD3G5HVpxrnkBh9QwB1qqsyKzMy4n335dnPfrb8u1eqv3UNt5FfHb86fnX86vjV8b/h8abBX97DT1d4keB/eM9+H35ldH91/Or41fGr47/NcRvht67t33dt/334ldH91fGr41fHr47/dsewsUX336Wnnvj/+bd/jqoiIvT...
0
math
pre-k
fewer-and-more-compare-by-matching
true
false
Which group has fewer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAABeCAYAAAA67RjkAAAFFUlEQVR4nO3dv08bZxzH8Y+xsV3zw6RqTDsEWEgYiMhARQcGpHaIgioidakyRZ3654VWRMmAlEhUKhEDEgsJHRBLwa0ExuDagHUdrk5I+ZGz7zl/z+b9WiLHPOfnc+hznI/zQ8LzPG/3RPqjIpXr0pknABFJJaSBpDSek4bTUmK35nlvDq2nBdw8M4NSaqviP/gqLd3r89sJIBrluvT2WPrzRHpXkXoOz/wnKB8QvYGk3zVJOqpLPfVzTwCIXqNrp57UYzsV4Ga...
0
math
kindergarten
one-more-with-pictures-up-to-10
true
true
Count the triangles in this group. Which group has one more than the group you counted?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA04AAAB2CAYAAAD/YcPcAAAHUElEQVR4nO3dv2+V1x3H8e/FhiFp2q1Vhw6R0mbKkCX5B8NfAUuR2qUdULq7UtJGClvYUmeyEtVVqwwQjDG+PB0uRuRc4Pji53nOj+f1Wjwg7CPucj46b+RVRAwBAACMYhiGOD6L+O4k4uE64txtu0n7q4j39iJ+/07Eb25ErMJwAgCA0Rw/GeLeg9KnYEyf/jJiv/QhAACgJ4cnm6+/vRHx4bubVwva83Ad8e2jiH+fRfzrJOJa6QMBAEBPHpxvvhpNbXtvb/M...
2
math
kindergarten
represent-numbers-with-shapes-up-to-3
true
false
Which group has 1 hexagon?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAHK0lEQVR4nO3dvU8bSRiA8ddmYzkh5oSFAAMuXFxO9EZp3LkBCgoQ8DcCgoICaNy5CvQo5CQXfNhEyEg4IMe3sFeQnCzzYS/y7Mzre35dRLTvKHow9s6SiQVBENRaIn/fiTTuRfxAAOd4MZHUkMifH0QmEiKx2s8g+HJje1lA7z6PiHjf7h7/kEmI/DX8WDXgmsa9yNdbkWpL5OROJH7jP36BaOGy1NBjoyIiP+5F4vdtXwBc9rvRfwKRuN2lAG9DuFCJcKES4UI...
1
math
grade-7
rational-numbers-find-the-sign
false
true
The number line shows an unknown number, d. Is d positive or negative?
"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"
[ "positive", "negative" ]
null
0
math
grade-3
correct-amount-of-change
false
true
You pay $1.61 to buy a magazine costing $1.57. You receive the following change:Is this the correct amount of change?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAABECAYAAAC76EIUAAAdPElEQVR4nO3deXBV9f3/8ee5+5LcexOyXUIWIAmEJRFIREG0CCqLVrSidloddTqttY61023Gts7UP+o47dfaamsHW1ttFZeOVqjIXgSUJex7gCQ3G9lucpO7b+ee3x9Mzhdq9IsQtL/6fvwDc+/NOZ97/nrd97w/74+iaZqGEEIIIYQQYlQYPu8FCCGEEEII8d9EArYQQgghhBCjSAK2EEIIIYQQo0gCthBCCCGEEKPI9FneLJPJoKoqqqqSSCQYHBwkk8kQjUaJRCKEQiHsdjt5eXm4XC6MRiNWq5WsrCwMBvktIIQQQggh/vN9JgE7EAgQiUTo6emhoaGB5uZm+vr6GD9+PE6nE4vFAkA8Hqenp4d0Oo3X6+Wqq66ioKCA/fv3Y7fbuf7663G73Z/FkoUQQgghhLgoyuUY06dpGslkks7OTk6cOMGhQ4c4deoUBQUFzJ8/n+rqahRFobW1laKiIlpaWnA6nSSTSaZNm0Y0GqWpqYmtW7fS1NTEtddeS319Pe+88w5VVVXU19dTUlKC2Wwe7aULIYQQQghxSUY9YEejUZqbm1m5ciWZTIY5c+ZgNBppbW3FZDLhdrvZsWMHd911FyaTiU2bNjF9+nSCwSCqqpKbm0skEiE7O5vi4mKsViudnZ20traiaRqNjY3MnTuXkydPMm/ePOrq6lAUZTS/ghBCCCGEEBdt1BqbVVWlubmZF154ge9973vMmzeP2bNnY7fbWb16NWazmZqaGiKRCIWFhUQiEbZt24bdbsdsNpNKpbDb7YwdOxa/34/NZiOdThOJRDh06BBZWVkUFhby0EMPsW7dOoqKitizZw9PP/00AwMDyHk5QgghhBDiP8GoBOxgMMjKlSt5/vnnKSws5P7776eyspL+/n58Ph9LliwhkUiwadMm2tvbqayspLOzk+LiYlRVxWaz0dXVhcFgoLu7m7KyMrZs2YKiKGQyGRRFoba2lvz8fH74wx9y++2309vbi81mIx6P8+6777Jq1SoJ2UIIIYQQ4nN3SS0imqbR3NzMH/7wB7Kzs7n66qvZu3cv3d3d1NXVcd111/HrX/+ab37zm6xfvx6Hw8G0adOIxWLE43G8Xi9Wq5VYLIbb7SYSiaBpGq2trZSUlKBpGpqmsXfvXubMmcPOnTtJJBJYrVbKysoYHBzEbrezc+dOamtrCQQC3HPPPdjt9tF8RkIIIYQQQlywi65gq6rKkSNHePrpp7nyyitZuHAhL774Ig6Hg+9+97scP36cWCzG5MmTaWpqYubMmUyaNAmr1YrH46GwsJBMJkMsFgNgaGiIdDqNqqqMGzfuvGp0bm4uJ0+exGKxYLPZMJlMOJ1O4vE4JSUlVFRU0NLSQiaT4amnniIQCFz6kxFCCCGEEOIiXFTAzmQyHDhwgLvuuosbb7yRqVOn4nK5uOOOO/TAXFRUxP/8z/8we/ZsvF4vDocDp9OpV6UvlKIoTJgwgfLycmbPnk0ikaC/v5/Vq1dTV1fH8ePHKSwsZOrUqfj9fpYtW8avfvUrIpHIxXw1IYQQQgghLsmnbhFJp9P65sIbb7wRgKuvvppkMonZbObtt9+mtrYWr9eL3W4nmUyO6oJNJhPJZJLNmzczZ84cUqkUDQ0N3HDDDdjtdt59910URSEej/Pggw+Sm5s7qvcXQgghhBDik3yqgJ3JZDh8+DB33nknzzzzDH/5y1+YMWMGXV1d3H///Wiapk//SKVSl3Pdeu92c3MzABMmTGDz5s2Ew2EKCgr40pe+xGuvvcbPfvYzrFbrZV2LEEIIIYQQwy44YGuaRktLC48//jhLlixh1qxZqKrKxo0bKSsrI5lMUlVVhaqql3vNunQ6TXZ2NkePHiUSiRAOh7n++uuJxWK8/vrrTJkyBavVyt133/2ZrUkIIYQQQnyxXXAPdjAY5LnnnuPKK6+ktraWSCRCPB5nwYIFvPfeeyQSCTKZzOVc60eYTCZisRgGg4HDhw8zb948vQf8Bz/4ATt37iQUCrF9+/bPdF1CCCGEEOKL64Iq2KlUipUrV/LSSy/x5JNPYjKZznvfbrd/LgF7mNFoxGQykUgk9NcMBgO9vb0cO3aM/Px8Fi9eLP3YQgghhBDisrugCrbP5+O1117jr3/9KxaL5SPvx2Kxzy1cw9mRgeeGazjbL15aWsrQ0BCxWIwPPvjgc1qdEEIIIYT4Ivk/A7bf72fdunXMmjWLYDA4akE6k8mQTCYZGBhAVVXS6TRnzpyhs7Nz1DZIxmIx7rvvPk6ePInP58Pn843KdYUQQgghhPg4n9gikk6nOXbsGPfccw9PPfUUBQUFl3xDTdMIhUKYTCbKy8uBsy0odrudTCaD3W5n3bp1JBIJZsyYQTqdvqT7GQwGWlpaKC4uZv369fzkJz9BUZRL/h5CCCGEEEKM5BMr2MFgkDfeeIOamho9DF/SzQwGQqEQHo+H8vJyIpEIoVCIRCJBNBollUoRCoW49tprqampYevWrdhstku6ZyaToaSkhBdffJGFCxfS2dl5yd9DCCGEEEKIj/OJAfvQoUMcOHCAJ598Up/OcdE3MhhQFIWmpiZ6enrYsWMHQ0NDhEIhYrEYg4OD9Pf34/f76evrw+VyMW3aNF5++WWysrIu6d5Wq5XKykqOHz/OmTNnLulaQgghhBBCfJKPDdixWIzjx4+Tm5uLqqqf6njzkfj9fp555hk0TePUqVN0dXXR0dFBLBajvb2djo4OrFYrZrMZg8HA4OAgbrebqqoq1q1bp1/nYtaRSqX46le/SkNDAydOnLjk7yKEEEIIIcTH+diAfeTIETRNY+nSpfT391/wBYcDsqIoZDIZenp6UBSFoqIiKisrmTRpEg6Hg/LycsaMGYPP5yOVSuFwONi/fz8WiwW3282ZM2cIBALMnTuX+vp6wuEwyWSS3t5e4H8nl1xoP7Xf72fSpEl4vV5OnDhxwd9HCCGEEEKIT2PETY6ZTIZVq1axdu1a7rzzTjwezwVdzGAwsH//frKzs1EUhVgsRigUwuFw0NDQQFFREcXFxaiqSllZGQMDA3g8HkKhEKqqUlFRQUdHBzk5OYTDYWKxGAMDA7S2trJw4UL8fj+xWIzs7Gxyc3NpaWlh2rRpFxyyh4aGMBgMBINBbrnllk/1oIQQQgghhLgQppFejEajmEwmAoEA+fn5I47NMxqN2Gw2HA4HcLZ1Iysri0gkwoQJE2hvbyc/Px+r1YrVamVgYIDi4mLC4TAej0dvCfH7/eTm5uotKdOnTyedTpOXl8e+fftYunQpLS0tTJ48mWQySTQaJZPJoGkafr8fo9GI1WrFYDhbjLfZbMTjcaLR6EdaQSwWCwcPHmTKlClkMhn9b4QQQgghhBgtIwbsZDJJKBTCbrdjNBpJpVIoikJfX59eLT527Bh+v5/Ozk4sFgupVIpUKkUgEKCiogKPx0M8Hsfv9wPgcrmIxWJMmjRJP948lUqRTCbJz8+ntLSU3t5ewuEwDocDRVG47rrr2LZtG6FQiDfffJOcnBxSqRQFBQWEQiH6+/s5dOgQkUiERCJBKpXCYrHgcDi45pprMJvNaJpGfn4+AG63m9bWVhYvXkwwGLzgyrwQQgghhBAXasSAHQqF2LVrF/PnzyeZTAJnK8PRaBSv1wtAR0cH119/PdnZ2QwNDZGbm4vX66W3txeLxYLVaiUQCGCxWLDZbPzqV7+itLSUSCSC0WjUq8cul4toNEosFkNRFJLJJIqiYDQaiUQi1NfXs379em644QZmzJihH9Mej8ex2WyoqoqiKPqYv0AgwLFjx/B6vcRiMXw+H4WFhXo1u6enB4vFgqqql/3hCiGEEEKIL54RA3Z7ezt9fX2UlpbqGwn37t3L/v37WbZsGYlEgquuugq3243BYCArK4vu7m4ymQzBYBC/34+madhsNgKBAG63m2g0SmtrK42NjdhsNjKZDEVFRdjtdgYGBsjKysJms1FWVsbp06eJx+M4nU68Xi+qqhIKhVi3bh02mw2j0UgmkyE7O5ucnBw6Ojrwer04nU4URaGgoIBTp05RXV1NeXk5f/vb37jnnnvIZDJUV1dz9OhRJk+ezJgxYz7r5y2EEEIIIf7LjRiwW1paMJvNeL1eotEoAIWFhZhMJjRNQ9M0Wltbyc/P16vNoVAIr9dLVlYWWVlZelV5eMNjXV0d+/btw+Px6OP4gsEgdrudZDJJc3MzDocDv9/PrFmzsNvtAGzbtg2j0Uh1dTWKomCz2TCbzZhMJtLptH50u81mI5lMYjAYiMfj+gmQyWSS6upqfd0FBQW0tbVRUFBAaWnpZ/GMhRBCCCHEF8iIATsYDOJyufS2EE3TGDt2LENDQ3g8HsxmMydPntTDtdlsBsDr9dLf34+maaTTaf34c0VR9PYQn89HT08PEyZMIJFIMGXKFNra2li4cCFtbW36ZkmTyYTJZGLhwoX4fD7cbrcepk0mE0ajEZPJhMViwWAw4Ha7UVWVdDqNqqrk5eVhtVpJpVK4XC69RSQ/P5+Wlhb9WkIIIYQQQoymEcdopFIpzGbzeSE0nU5jNptxOBy43W4cDgdms1lv2RiuOMPZMX/xeFwfsxeNRolGo9jtdr2SfObMGZxOJ2azmb6+PrZu3arPuNY0jUgkQldXF5qmkUqlUFWV3t5e/Xj1c+8FnDeqz2QyMWbMGOx2Ow6Hg0gkol937NixemVdCCGEEEKI0TZiBRvOVrHPpWmavvFwOOiaTCa6u7tpbm4mHo9TX1+vbx48cuQIHR0d5ObmUlNTA5wd/2exWKiqqqK/v59UKkVvby+VlZVkZ2ejaRqhUAij0UhbWxuJRAKv14vRaCQcDhOJRNi7dy/Z2dksWLBAX1dXVxdDQ0NkZWUxdepU4GybSzqdxmg0YjQa9Qq2xWLRD8ERQgghhBBitI1YwVZV9SMBVNM0VFVlYGBA712ORCK0tLRw66230tHRgaIoaJpGPB7HYrHwla98hVAohKZperANBAIYDAZ9E2Q8HieRSOiV8OF7uVwuzGYzZrNZHwFot9spLS2lurqaZDKph/n29nbmzJmjH2yjaRoGg0H/QTA8eQQgkUhgMBj03nIhhBBCCCFG04gBe3g+9LkhO5PJkMlkcDgcet/1cFtGXl4eRqORWCymby4cPgxGURTS6TSaphEMBjEYDPT19aFpGplMBqvVisPhIBgMEo1GGRwcJJPJkEwmMZlM+tg+gKysLH3etaqqqKpKKpXSD70ZZrVa9XUA54XpQCCA1WrVw7wQQgghhBCjacSAPWXKFJxOJwMDA/prw6PxhudXp9NpFEWhsLCQ7du3k5OTowfj4TAej8f1f202m161NplM2O12+vr6GBoaYnBwEJvNps/CVhQFj8ej3ysWi2G320mn0ySTSf3eiUQCOLu5squrizFjxmC1WgH00x3P/TFgMBjo6enBZrNRWFh4WR+sEEIIIYT4YhoxYOfl5aEoCqdPn9YDqtPpxOVy4fF4CIVCOBwO0uk0ubm5WCwWCgoKUFWVeDwOnA3kFotFr1a3tbUxd+7c845XN5vNDA0N0d7erm9ezM3NJZFI0NHRAUB/fz8DAwNkMhl9E6TT6QTQN0AOH2ZTUFBAOp3G4XCgqiq5ubnY7XYsFgtOpxOTyURnZyfz5s07r+IthBBCCCHEaBkxYLtcLqqqqjh69Ch2u53169fT09PD7bffTjAY5KWXXqKmpoaCggJycnLIysrSx+VlZWXpledTp04xadIk1qxZQ3d3N7t376aqqgqXy6XPzu7t7aW0tJRYLIbH46Grq4s9e/bQ3d1NOBymtbWVTCaDx+MhmUyiaRqDg4NomobZbMZiseDxeHC73bjdbvLz85kwYQI+nw+/36/Pu25qaiIcDtPc3ExOTs55fdlCCCGEEEKMlhFTZnZ2tj7aTlEUPvzwQ9auXau3iGQyGXbv3n1ey0gqlWLTpk36RsdkMonZbObMmTMoikI8Hqe0tJT29nacTidFRUW43W59vF9hYaG+ORLOtnjY7XYKCgooKSkhmUyyYsUKDAYDxcXFWK1Wfca2z+fT13GutWvXAugV7R/96EdMnDiRnp4eaRERQgghhBCXxYgBe7gfesyYMfj9fn7605+SSCSwWq0cPnyYa665Br/fr2+CVFVVP0lxuA97uBc6HA7zxBNPEAgE9OA9vMExkUiQyWRIpVLnBXpN0wgEAvrmxuGxerfddhvz5s0jFothMBiIxWL6vYdD9PAEEavViqZpeDwevF4vqVSK5uZmJk2aJCP6hBBCCCHEZTNiwDYYDFxxxRU0NzcTDAb1vusdO3awcuVK8vLy8Hq9+mxpg8FAd3c3JSUltLS0UFxcTGNjI5s3b2b58uW8+uqrtLa2kkgkCIVCWK1W/vWvf7Fo0SLGjh3L6dOnqa2tJZFIsGvXLmpraykoKKCzsxNVVRk/fjxms5mDBw/icrmwWCxs2bKFq666CqPRSH9/P6qq6n3gwzRN44UXXmDChAns2rWLpUuXUlJSQl5e3mfzdIUQQgghxBfOiD3YAAsWLGDnzp3s2bOHVCrFli1bmDx5Mj//+c/ZsGGDvpkRzo7kW79+Pa+99ho+nw+LxcKZM2d45JFH2LBhA+FwmP379/P6668TCASYMGGC3gIyNDTEgQMHCIfDbN26lby8PJLJJL29vaxZswZFUWhvb6e5uZlt27bpGxbXrl2rn9jY3NzMW2+9RSqV0tekqirBYJCHHnoIt9vNww8/TDQaRVVVxo0bd3mfqhBCCCGE+ML62ICdlZXF/Pnz6enpQVEUOjs7eeONNzh06BB33XUX+/fv1z+rKApz5sxh6dKl2Gw2EokEdXV1rFixghtvvJFkMsnkyZOZO3cutbW1pFIppkyZom+MnD59OolEgiuuuIJXXnmF7u5uDAYDBoOBvXv3AugztcPhMOFwmGnTptHb20sgEKCwsJDFixeft3Hx6NGj+rjAmTNnYjabOXbsGLW1tZfxcQohhBBCiC86RRvu8xhBY2Mjf//73wkGgyxatIjm5masVisHDx5k3rx5jB8/Xq8aDwficw94MZlMesiF/+2v/jjDGxU1TdMD9bnHmg9vsBz+//Dn/l0wGMTtdrN+/XoqKioYGhri8OHD3HzzzdTX1+NyuT7tcxJCCCGEEOKCfGwFG2D8+PH09PQwbtw4/H4/s2bNYmhoiLKyMtasWcNzzz2H2+0GzraJnBuuAX2M3rBPCtfD1xg+AXL48/9+mqTJZMJsNp/3uXMpikJ+fj4vv/wyV199NUVFRdTU1DBx4kQMBoOEayGEEEIIcVl9YsC2WCx87Wtf48iRIzQ2NpKTk0NjYyPxeJySkhIKCws5fPjwiDOlh4aG+P73v8+WLVtGHKH3aSmKgqqq7Nu3j46Ojo+EeTh7uM2pU6fYvHkz8+bNo7Gxkd27d3Pq1CnKysqYPn36Ja9DCCGEEEKIT/J/Jt/Zs2dTUVFBb2+vvglx48aNPPDAA9x+++38+c9/JhKJnBeirVYrTz31FB6Ph5tvvpnHHntMrz5fDLvdTkNDA/v27ePZZ59lzZo1vPXWWx8J7ul0mg8++AC73U4ymeTll19m0aJFNDQ0MG3aNJkeIoQQQgghLrtP7MEe5vf7efbZZ2ltbeWWW26hpqaGDz/8kMOHD1NbW0t3dzd1dXXk5OSQyWQwGo0EAgGKi4tZvXo1CxYs4E9/+hOVlZWMHTuW7OxsCgsLzxupd96iFAWDwYCiKDQ3NxMKhdi9ezdf/vKXGT9+PD6fD7PZTHZ2tv757u5uTCYT5eXlrFmzBpPJxBVXXMF7773HTTfdRH19vRyPLoQQQgghLrsL6t3Iy8tjxowZFBUV8c477xAOh+nq6uLhhx+moqKC1atXs2rVKhwOB3B2RJ7L5SIajTIwMEBOTg4DAwNUV1fj8/l4++23z+utHu7TdjgcdHd3889//pO2tjbeeOMNysrKGDNmDI888gg7d+7Uj1QfDtdwth0lk8mwZ88e3n//fW655RY8Hg9NTU3MnDmT8vJyCddCCCGEEOIzcUEVbDgbmlesWMGePXsAePTRR2lpaeEf//gHHo+Hu+++m8OHD+NwOJg0aZL+d0ajEaPRSFNTE+PHj+eXv/wlixcvprq6Wp8UcuDAAQYGBsjKyqKiooITJ04wf/58tm/fTjqdJi8vj8mTJ9PW1sa4cePOmyQCcOLECZqamqiurubgwYNMnToVTdPo7OxkyZIlTJ48ebSfmxBCCCGEECO64KZoo9HIvffeSygUIhAI8OqrrxIMBqmsrOTee+9l165dtLW1EQ6HmThxot5vraoqqqpSWlpKOBwmLy+P/Pz88yaFRCIRzGYzNTU1ZGVlEQgEaG9vx2w2M3fuXILBIOl0mrFjx55X+T5x4gR1dXUUFxfrIX7s2LEEg0ECgQCLFy+msrJylB+ZEEIIIYQQH+9TjfdwOp3cd9992O12fD4fY8aMIZPJsGHDBo4cOcKyZcvIz8/HbDajKAqRSET/W03TsNvtPPDAA+Tn55933Ztuuomuri72799PKpUimUxit9v1A2isVuv5izYY6Onpwel08sQTT9DS0kJfXx/V1dW43W5CoRCLFi1i8uTJGI3GS3g8QgghhBBCfDoX3CJyrlAoxG9+8xt8Ph+pVIoHH3yQ3/3udwwODvKtb32LcePG4fP5eOeddygqKuKmm26isLCQVCr1iRsb4eNnZVssFsLhMDabDbfbzUMPPcSPf/xjbDYbe/fuxWw2U1xczL59+1i+fDkVFRUXPbVECCGEEEKIi3VRARsgEAjw+9//nn379hGNRvnGN75BVVUVcPZAmKamJp577jkef/xxtm/fjs1mw+l0cs011xCLxTCZTB85ufEji1MUQqEQLpeLjRs3MnXqVPLz83E6nfziF7+gqqqK4uJiNE3D5XLR0tLC8uXLKSsrG5XZ20IIIYQQQnxaF51Cc3JyePTRR1m2bBkej4cVK1awZcsWcnNzGRwcJBgMMnXqVFpbW5k9ezbxeJyamho2bdrEH//4R95//312797N0NAQfr+fWCyGpmkkEgn9iPSjR48Sj8dpaGigrKyMkydPkkwmSaVSpFIpFixYwMSJE/H5fAwODvL1r39dwrUQQgghhPhcXXQFe1gmk6GhoYE333yT/fv3U1BQwJ133smOHTuIRqM88sgjvPLKK9TU1NDf309XVxc333wzmzZtIi8vj46ODtxuN1VVVbS1tdHV1cWtt96KqqqcPHmSmTNncvLkSVwuF83NzcyZM0fv+7bZbOzZs4c77riDOXPmnDe6TwghhBBCiM/DJZd6DQYDs2fP5rHHHuPb3/42mqbx/PPP09zczG233UZ/fz87duzAbDZz4MABHA4HXV1dZGdnM3XqVBKJBMXFxRQUFNDW1sbEiRMJhUKYTCYikQjRaBRFUfD5fDgcDiwWC7t376arqwtFUXj88cdZsGCBhGshhBBCCPEf4ZIr2P+utbWVDRs20NDQwIEDB/B6vXznO9+hsbGRJUuW8Nvf/pby8nI8Hg9VVVUcPHiQKVOm4HA4UBSF119/neXLl2M2m4nFYmzdupWCggJqampobW1l1apVzJo1i/r6embMmCEHyAghhBBCiP8oox6w4ezs666uLhobG1mzZg19fX1Eo1FUVcVmszF9+nSmTZtGdXU1GzduxGQyMX/+fD744ANKSkqorKyks7OTgwcP0tHRQTKZZMyYMRQXF3PttdeSm5uL0+kc7WULIYQQQghxyS5LwD5XKpXixIkT7N69mzNnzjA4OEhbWxuBQIChoSEsFgsulwuj0Ug0GiUcDuNwOCgvL2fatGkUFRVRXFxMbW0tubm5l3OpQgghhBBCXLLLHrDPFY1GGRoaIhwOk0gkOH36NEeOHNHfz8rKoq6ujsLCQrKzs3E4HDidTjksRgghhBBC/H/jMw3YQgghhBBC/LeTgdFCCCGEEEKMIgnYQgghhBBCjCIJ2EIIIYQQQowiCdhCCCGEEEKMov8HL/c1cBH8HeMAAAAASUVORK5CYII="
[ "yes", "no" ]
null
1
math
grade-3
read-a-thermometer
false
true
What is the temperature?
"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"
[ "45°F", "40°F", "50°F", "30°F" ]
null
1
math
grade-2
place-value-models-up-to-hundreds
true
false
Which place-value model shows 672?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAWoAAACUCAYAAAC6N2M+AAAbVklEQVR4nO3de4ylZ33Y8e/zPO973nO/zOzMrtdem8XYCGxqAwVDjBMQpYGQTUiDSAtWVEqbf5oSUiGlUlVFDRJtpRap/aOVUNsoaZs6WHEBY0IwN4NJg4uNiVoS373X2Z3bud/ea/94z+w5Z+acM8vM7Mw7s7+PNFpb8+zvfebs7u8857n8HhVFUXTZhRc70AzAjxBCCHGALAUFA3dk4XgK1OV+FD3VOOhuCSGEmOS+IlgvdOL/uSkFr8/FWVwIIcTBaQbwXBu...
1
math
pre-k
more
true
false
Which group has more?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAABeCAYAAAA67RjkAAACDElEQVR4nO3VS2pVQRiF0X1uHmBMFEEUB+ADHEBGIXacpR3RWTgAIca+EcVGXpiYS9k4BGyK5rLBu1bnnKKg+KvxUdMYYxxdJp/Ok5NlcjUCrMjmlOxtJI93kofbyXR0Mcb74/ZYsH727ySbh+fz4tF28vT2XCewGifL5OAs+XyZfDxPFsdX84b4YPX2NubWkuR0mSyWv20Aq3fd2s+RLLqjwHoTIBQJEIoECEUChCIBQpEAoUiAUCRAKBIgFAkQigQIRQKEIgF...
1
math
grade-2
skip-counting-stories
false
true
Each branch has 2 leaves. How many leaves are on 6 branches?
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lC5i7ZAExmfjIMS1kx5qFNpKSkkhMTHxtn/krTJtMCwghhAreqnBVkPeICyFej0yH67G//6Ju+2bYehWmasv6+k8WT/W8tcyTkpJYuXE1Tbu1xdW3NA5li9K4Sxv9OuXP3t+yhBMxsTEM//J/eNapgEsFdwaPH8njx48Nbnst6jo9h/WnZO3y2JVxpX7H9/Sfbv6sO9F36TygJ87lS+Besxw//LwszW227AqmVtvG2HoVxrtBVSbNnkZSUpJ+/+27d+gzyg9X39LYlXGlbvtmrNiwKrNPo8gGzl44T+ueH5DPpxjFqnvTc1h/7kbf1e9/lZ52r1kOxdWGqf9Z5bdjv49QXG0YPP7p57tKD5qGDH2e655DodRt3yzljoqCmZmZ/j/dzMyMnT//Rt1qtVL2u6asr9OlTQf9WuYTh/+PfA5O9B09GIA8VnmIebLYoHO+/FwIPaFfMTX1/h7FShgsxgcwf/JM+nZLWbr3n7BzVGlZX78SpaWlJQkJCfgPHsWEz8YY1Gxva8/de09/KRRF4e8dv+s/qHrOj98xyH8EAPkcnbh15zY6nY5PuvRgwdQAABp2bsWOfSFY57HGrXARzoafx8nBkb+CDxplLXqRPmN8nuvL1OvQnN0H99Hrgw/5/uuUT9o/fPxP6rRrRnxCPLY2tsQnxJOQkEAZz9Ic37Yfc3NzFvy0+KU9/fnXXzB5znRq+lZj39qUJYkSExPJV6440fei2bc2iJq+1aQHTUSWPs91ZL8hRJ+K5Mof/1CyuDvJycl8OXtamtv9dy3zHh26Mqr/UP7ZfYSHZ69xcONOcuTIQdTNG6zb+lua+5ubm7NvbRCndh7Wr4b66/Yt+v3d/D7h/oP7lPbw5EzIn8Sdv8H2FRv1S0w/q261mpzdc5SdP/9GLstc6HQ6Nu3cBsClK5cZMSll1YANi1Zy43g4Fw+cxCavDYtWLuXy1Uji4uPYGbo75ckL3MDJHYcI23ecLUvXSFObqI+Gfkp8QjwjPh3MzePhRB0No3aVGpw6e0a/KOar9HTHJ0uYHDxyWD/q3f/nIaLvRVPQuQA1KleVHjQxmQ7XAR99gnUeawq5FKRHh64A/PnXsTS3++9a5hYWFkwZNR5np3xs2RXM3t/3Y/tkFcmwiPA09/984DBq+lbDq2QpGtd5F4BrN6IAuH4jij//OgrAtM+/pJR7SRRFoUGtepiZpf3R5kycRsni7tSvUUe/uN+1G9cBCDmwj/iEeBztHdh9aB9DJoxi1g/fYm9rR3JyMidO/03uXLn1K1T2HN6f+csW4WjvQLky72T2aRRvsIjIS/qX9tH37zFi8ljGz5xCUnLKq7WjJ1MW93uVnn6ndFlKuZckKSmJoD07gZSX/wBtm7VEURTpQRNjlM9zTf2Lef/BfR49eqRfwRLSrmWekJDAoHEjWL72Z5KSk/SjUYD7D++/8HFS12VPXYP9nwvn9Pu8PDwzVPPT9dxTflEuXb0MpMxnzVr0bZrb63Qpsyebl65h6Bej2bRjG/0+H4r/jEl88dnnfNq9V4YeX7z5Ll2N1P97YeCPafbrSOmJV+3pji3aMmHmFLaEBNOpVTt9uLZv3ubJ40kPmhKjXC2Qut65m2tRg2BNz4Cxw1gY+CONatfn3z/PcWTL3kwtzgfg9szS0c8GbWZ4Fk9Zo71o4SLprtHeslHKvK1HsRL89uMqjmzZS7e2nbh15zb9Ph/K0ZPHs/T44s2T2hMA4fv/StMT3/hPAV69p1OnBrbvC+H6jSj+PnuaAs4u1Khc1eDxpAdNQ6bDdWfoHnQ6HafOntGfdX+3Rp2X3m/7vhAAalepgaO9A2fOn9WHc0YVLVxE/xJp5ORxREReQqfTsfvgPsIiLrzk3oZqV6lBHqs8XLpymUmzp+kvJL9+I4qIyEv628358Tsi/71CBe9yLJ7+Lfa2KQsxRVy5nKmfQbw5LHKmDAzuPTk56pLfmfJlfQAYPGEUD2MeAhAfH8/xU3/p7/eqPV3awxPvUmW4fiOKgMUpS5+3bdpKP4UlPWhaMhWuFhYWfDikD7k98lO2QRVu3r6Fg509E4f976X39S6V8pJp2Jef4+pbmjLv+nI3OjozZaAoCoumzSVnzpyc/OcUxap7Y+1ZgHodmtNn1OAMHaugSwGmfT4RgP9Nm0iBih6UqluRIlW96Dl8AADrtv7KIP8RFK/xDt4NqlKkqhd3793FOV9+6lStmamfQbw5SrmnjBxXb1pPwA8p4bfo6znkzpWbX4O3UKBiScq864uTTzEafNBS/3bqjPR06ug19WV/+/da6/dJD5qWTIVrs3qNWL9oBZ7FPXCws6dlo2Yc2bIXl/wvX9h9wZQA3mvQBOs81tjb2jFz3FSmjp6QmTIAqFO1Jke27KVFw6YUcHYhl6UljWq/y5fDx2b4WJ9278WOlb9Sr3ptEhMTib5/j3dr1GXkp4MBaNOkBUtnLqBm5Wpcuf4vOp2ONk1asOvnTTjaO2T6ZxBvhuF9/ahRuSp5rPLoT3RW8C7Hye0Haf9eGxzs7Lly7V+8S3kxeeQ4rHJbARnr6Y4tU8I1PiEel/zO1KxczWC/9KDpyNB1rkJo5XVc5yqEsWTpOlchhBDPJ+EqhBAqkHAVQggVSLgKIYQKJFyFEEIFEq5CCKECCVchhFCBhKsQQqhACWo5St5EIIQQRiYjVyGEUIGiS/2QSCHeYMGtRgPQaOMUjSsR4uWCW42WkasQQqhBwlUIIVQg4SqEECqQcBVCCBVIuAohhAokXIUQQgUSrkIIoQIJVyM5fPgw/v7+ODs707BhQ63LEeKFVq5cSZMmTbCzs8PLy4tZs2bpV5sVxiHhaiQBAQFs376d+Ph4rUsR4oW++OIL+vbtS506ddi4cSOdOnVi2LBhzJ07V+vSTIq51gWYisDAQAAZtYo33nvvvUeLFi0oX748AHXq1CEsLIz58+czaNAgjaszHTJyFeItU6FCBX2wpvLy8uLKlSsaVWSaJFyFEJw4cYKyZctqXYZJkXAV4i0XGRnJpk2b6Nixo9almBQJVyHecoMGDSJ//vz069dP61JMipzQEuItNnXqVLZs2cKePXuwsLDQuhyTIuEqxFtq7dq1jBkzhnnz5lG1alWtyzE5Mi0gxFtox44ddOnShaFDh/Lpp59qXY5JkpGrEdy9e5fw8HAA7t+/D8CRI0cA8PHxwdxcnmbx5ti/fz+tW7emYsWKdOjQgT179uj3FSpUCHd3dw2rMx3yW28EwcHBdOrUyWBbpUqVALh16xaOjo5alCVEuoYOHUpMTAwHDhygSpUqBvsGDBjAnDlzNKrMtEi4GkHHjh3lMhaRbfz+++9al/BWkDlXIYRQgYSrEEKoQMJVCCFUIOEqhBAqkHAVQggVKEEtR+m0LkIIIUyNjFyFEEIFik6nk5GreOMFtxoNQKONUzSuRIiXC241WkauQgihBglXIYRQgYSrEEKoQMJVCCFUIOEqhBAqkHAVQggVSLgKIYQKJFyNIDExkS+//JKqVatiY2ND1apVCQoK0rosIV7Jxx9/jKIobNy4UetSTIqEaxYlJSXRtGlTAgMD6dmzJxs3bqR48eI0b96co0ePal2eEC904MABCVWVSLhmUY4cOejXrx/79++nd+/e1KtXj+XLl+Pq6sr333+vdXlCPFdSUhL9+vVj6NChWpdikiRcjaBNmzY4ODjov8+RIweenp5cuXJFw6qEeLG5c+dy+/ZtevfurXUpJknCVSUnTpygbNmyWpchRLquX7+Ov78/M2fOxNLSUutyTJKEqwrWr19PVFQU7du317oUIdL12Wef4evrS7t27bQuxWTJ6q9G9uDBA/z8/OjSpQsVKlTQuhwh0ti9ezdr1qzhxIkTWpdi0mTkakRJSUl06tSJHDlyEBAQoHU5QqTx+PFj+vfvT7t27VAUhbNnz3Lu3DkArly5Qnh4uMYVmg4ZuRrR0KFDCQkJITQ01OAElxBvitOnT+u/VqxYYbBvwIABuLu7c/78eY2qMy0ycjWSiRMnMnfuXFasWCHTAeKN5ePjg06nM/iKjo4GYMOGDRKsRiQjVyOYNWsW/v7+DBw4kAIFCrBnzx79vjJlyuDk5KRhdUIILUi4ZlFsbKz+Iuw5c+YwZ84cg/1r1qyhbdu2WpQmhNCQhGsWWVlZkZycrHUZQmSara0tspSe8cmcqxBCqEDCVQghVCDhKoQQKpBwFUIIFUi4CiGECiRchRBCBUpQy1FyDYYQQhiZjFyFEEIFik6uHhbZQHCr0QA02jhF40qEeLngVqNl5CqEEGqQcBVCCBVIuAohhAokXIUQQgUSrkIIoQIJVyGEUIGEqxBCqEDC1QgeP37MxIkTqVy5MtbW1pQpUybNigRCvGn++OMPGjRogL29Pd7e3kyePFk++N2IJFyNwM/Pj8DAQPr06cP69eupW7cugwYNYt68eVqXJkS6du3aRe3atXFxceGnn36ib9++zJkzh5MnT2pdmsmQd2gZQXR0NDlz5iRPnjz6bXXq1MHMzIyQkBANKzMd8g4t4/L19cXDw4PAwED9tri4OHLnzq1hVaYjuNVoWUPLGOzs7NJsi4uLI3/+/K+/GCFeYv/+/fzxxx8sXLjQYLsEq3FJuBpRbGwsERERzJ49m8uXLzN37lytSxIijdDQUGxtbSlXrhwACQkJWFpaaluUCZI5VyMqUaIEZcqUITAwkLVr1+Lr66t1SUKkERkZiaurK5s3b6Zs2bLkypWLokWLGkwRiKyTcDWi3bt3ExQURMeOHalXrx5Lly7VuiQh0oiJieHy5ctMnz6d5cuXc+fOHXr06EH37t05evSo1uWZDJkWMCJPT088PT1p1KgR1tbWDBgwgHbt2hmc6BJCay4uLtjZ2bF582asrKwAGDduHMuWLWP9+vVUqFBB4wpNg4xcVVK3bl0ePnxIWFiY1qUIYcDNzY3o6GiDE1iKolC4cGGuXbumYWWmRcLVCH744QceP35ssO3IkSMoikKxYsU0qkqI9DVv3pz4+Hg2bdqk3xYfH8+ZM2fw8vLSsDLTItMCWXT9+nXGjh3LokWL6Nq1K2XKlGHfvn18/fXX9OrVCxsbG61LFMJA4cKFGTBgAL169WLevHm4u7vz1VdfYWZmxkcffaR1eSZDwjWLXFxcOHbsGJMmTWLJkiWcOXOGwoULM2HCBIYOHap1eUKka8aMGTg7OzN+/HgiIyOpVq0ae/fuxcHBQevSTIa8Q0tkC/IOLZGdyBpaQgihEglXIYRQgYSrEEKoQMJVCCFUIOEqhBAqUIJajpKrBYQQwshk5CqEECqQ61xFtiDXuYrsRK5zFUIIlUi4CiGECiRchRBCBRKuQgihAglXIYRQgYSrEEKoQMJVCCFUIOFqZI8ePaJ06dIoisK9e/e0LkeIdEVFRdGtWzfy58+Ps7MznTt3lvWzjEzC1chmzJhBVFSU1mUI8UJt2rTh4sWLBAUFsWXLFiIjI2nbtq3WZZkUCVcjunz5MpMmTZLlXcQbLSIigoMHDzJjxgzKly9PxYoVWbhwIQcPHiQyMlLr8kyGhKsR+fn50bhxY8qXL691KUI8l62tLebm5sTGxuq3pS6znZCQoFVZJkfC1Ui2bt1KUFAQ33zzDYmJiVqXI8Rz2dvb06pVKwYOHMjp06cBWLlyJVWqVMHd3V3j6kyHhKsRxMfHM3DgQD7//HOKFi2qdTlCvNTy5ct5/Pgx3t7etGnThgULFrBmzRqtyzIpEq5GMHXqVBRFYdiwYVqXIsRLJSUlMXLkSAoWLMjSpUsJCwsjKiqK0NBQrUszKeZaF5DdXbhwga+++oqpU6cSEREBwJUrVwA4d+4crq6uuLi4aFihEIbmz5/Pzz//zKVLl8idOzddunRh1qxZfPDBBxQsWJDatWtrXaJJkJFrFm3atIn4+HgGDx5MqVKlKFWqFAMGDADA19eXsWPHalyhEIY2b95MkyZN9CexFEVhyJAhuLu7s27dOo2rMx0Srlnk5+eHTqcz+NqwYQMA0dHRfP/999oWKMR/ODk5pbnkKjk5mUePHpE3b16NqjI9Eq5CvGX69evH/v378fPz459//uGff/6hV69e3Llzh27dumldnsmQcBXiLVOtWjVCQkI4deoU1atXp3bt2ty4cYO9e/dSsmRJrcszGXJCSwWtWrVCliYTb7IaNWqwY8cOrcswaTJyFUIIFUi4CiGECiRchRBCBRKuQgihAglXIYRQgRLUcpSc1hZCCCOTkasQQqhA0ckFmSIbCG41GoBGG6doXIkQLxfcarSMXIUQQg0SrkIIoQIJVyGEUIGEqxBCqEDCVQghVCDhKoQQKpBwFUIIFUi4GsGDBw9QFCXNV4sWLbQuTQgADh8+jL+/P87OzjRs2DDd2+zZs4fatWtjb29Po0aNOHXq1Guu0rTIh2Ubwd27dwGYM2cO3t7e+u2Ojo5alSSEgYCAAMLDw4mPj093/4kTJ2jWrBk9e/Zk4sSJfPvtt9SvX5+jR49SqFCh11ytaZBwNYLUcG3YsCGenp4aVyNEWoGBgQDPHbUGBATg4+PD7NmzAahevTolSpRg8eLFsoJxJsm0gBGkhmv+/Pk1rkSIzFm9ejXvv/++/vucOXPSokULVq1apWFV2ZuEqxGkhmvfvn3Jly8fxYoVY/To0cTFxWlcmRAvd/v2bR4+fJhmcUIPDw8uXbqkUVXZn4SrEXh4eNCoUSO6dOnC3r178fPzY+bMmQwZMkTr0oR4qWvXrgHg4OBgsN3R0ZEHDx7w8OFDLcrK9mTO1QjKli1LUFCQ/vvSpUtz7do1pk2bxvTp07G2ttawOiFeTFEUgDQrFqd+b2YmY7DMkGdNJfXq1UOn0/HPP/9oXYoQL1SgQAEA7ty5Y7D99u3b2NraYmVlpUVZ2Z6Eq0pSL3mxtbXVuBIhXszBwQEbGxvOnj1rsP3s2bO4ublpU5QJkHA1gmXLlpGUlGSwbfXq1djb21OiRAmNqhLi1XXo0IF169bpv3/06BGbNm2iQ4cOGlaVvcmcaxZdvXqVzz77jEWLFtG5c2c8PDxYvXo1K1as4IcffpD5KqG5u3fvEh4eDsD9+/cBOHLkCAA+Pj6Ym5szaNAgqlevjp+fHx06dGD27NkkJibSo0cPzerO7iRcs6hQoUIcP36cyZMn8/3333Pu3DlKlizJqlWraN++vdblCUFwcDCdOnUy2FapUiUAbt26haOjI97e3mzdupUxY8awbNkyfH19CQkJ0c/HioyTNbREtiBraInsRNbQEkIIlUi4CiGECiRchRBCBRKuQgihAglXIYRQgYSrEEKoQAlqOUouxRJCCCOTkasQQqhA3kQgsgV5E4HITuRNBEIIoRIJVyGEUIGEqxBCqEDCVQghVCDhKoQQKpBwFUIIFUi4CvEWu3HjBpGRkWlWfhVZJ+FqREuXLqVKlSrY2tpSo0YN1q9fr3VJQqTr8OHDeHt74+zsTJEiRShXrhznz5/XuiyTIuFqJJMnT6ZXr140bdqUVatWUatWLUaMGEFsbKzWpQmRxsSJE+nevTvXr19nx44d3L59m/79+2tdlkmRd2gZwa1btyhatCizZs2id+/e+u1xcXHkzp1bw8pMh7xDS13Dhw9n8eLF3L59W+tSTIK8Q8tIFixYgLW1NR9++KHBdglWkV2cOnWKypUra12GSZHVX40gNDSUatWqYWFhAaSs+Z76byHedNu2bWP79u1s27ZN61JMioxcjSAyMpLChQszdepUChUqhJWVFb6+vvq14YV4U928eZNu3boxcuRI3n33Xa3LMSkSrkYQExNDYGAgkZGRHDhwgIsXL+Ls7EyrVq2IiYnRujwhnmvMmDEUKFCAcePGaV2KyZFwNQIXFxcaNGjAvHnzKFq0KK6ursydO5erV69y6NAhrcsT4rm2bdtG8+bNyZkzp9almByZczUCNzc3Hj58aLCtcOHCKIrCtWvXNKpKiJebP38+pUuX1roMkyQjVyNo06YNO3fuJCoqSr/t2LFj6HQ6vLy8NKxMiBcrX748rq6uWpdhkiRcjaBdu3aULVuWli1bsnfvXkJDQ+nZsycNGzakQoUKWpcnRLoiIiIoWrQoHTp00LoUkyThagRmZmbs2rULHx8funbtStu2balSpQqrV6/WujQhnitv3rwUKVIET09PrUsxSTLnaiTW1tYsXLhQ6zKEeGWOjo6Eh4drXYbJkpGrEEKoQMJVCCFUIOEqhBAqkHAVQggVSLgKIYQKlKCWo+TzXIUQwsj+DwW8tCAr4TTOAAAAAElFTkSuQmCC"
[ "6", "10", "8", "12" ]
null
3
math
grade-1
time-and-clocks-word-problems
true
false
Tara went on a tour of an old, historic mansion. The tour started at 10:00 and lasted for 1 hour. What time was it when Tara finished touring the mansion?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAd8UlEQVR4nO2de3hTVbrwfztJ07RJ2lAobQVpgUZQbqUq1GEo4AgCHY93ceZTqTAzXigKOmcUwe/oOQLONzMOFxlHDu2Ad4qgjLYjMKOlDFJReuGihVBIuSVtaQkkadM0yf7+iAlNbzSXtlz6ex6estfe65L97rX2u9d61/sKoiiKRjscrQezExwivVxFyARQS0EbCXFyEIyNorj3Qk83q5fuYHwUyHT17oMEOQxTup+GXq4ezE44bAWDHY7Ug+SCw32iV9hXJ2q...
3
math
grade-3
match-clocks-and-times
false
true
What time does the clock show?
"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"
[ "ten forty", "seven fifty-five", "ten thirty" ]
null
0
technology
grade
parts
false
true
What kind of computer component do you see here?
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"
[ "Optical Disc Drive", "Processor (CPU)", "Hard Disk Drive", "BIOS Chip" ]
null
1
math
grade-5
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAR4AAADNCAYAAABuFB/jAAAdfElEQVR4nO3deXRUVbr38W8gA5CpmAWkCZGEMCaASvKqECSiKNgJgnZrt1VpvN2ycAheURG7Ca8uUN8rIAu5rYCp0A4gQwoZRAg3BQ0SQKDCmEFCkEmGkCKBQMZ6/whVt5gzVJ1Tw/NZi8VqJGc/oVZ+vc85ez/bx2KxWBBCZT4+PmqXIBTUTO0ChBDexyHBYzabMRgM+Pj4OO2XXq/HbDY7olwhhMp8mnqrZTabGTZsGCaTyUEl3V5MTAxZWVloNBqnjyWUJbd...
1
science
grade-6
predict-heat-flow-and-temperature-changes
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAC4CAYAAAAxDlOsAAAXsklEQVR4nO3daXAkZ30G8KeP6bkv3fdq72VhfWAXxieGYIwLsKkQ27hCUfGHJJBAUpUiIcGkUhAMRVIkQCgckjjmTOxyCLYXbAw2XvCxi218ENt4LWlX1+jW3Pf0kQ89Gp27O0aj7h7p+X3Z1Uyr9Upv99Pd/37facEwDGOmDAzngYwGqAaIiBpCFoCgBOz3AZ0KIMyUDOPptN3NIqLt7pIQIA/lzS+6FeCg30wjIqJGyGjAyRwwXQZeywNiWjXfYNgQUaMFJTN...
2
math
grade-2
select-figures-with-a-given-area
true
false
Which shape has an area of 10 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKQAAAD+CAYAAAC0oK7QAAAEh0lEQVR4nO3dsY5d5RmG0e9MBjqKSLagBiGi0KLQmBp6Ki6GBq7EjXML6VJYSQQ9kaNI1IDtyhW2xaawj+Q+M2c/+89alUcu/ikefZrq3ae///Ji++fTlzMzc5ptZk4Dl7PNNqeZbebeneu5/tfTl28kKEYu7fSqutPMP56+nOvzTfzTO1fz2d235s7bouRynjzf5uHjF/Po2W+zzczVOT8xsoc7b5/ms7tvvfphm7l68z9gD+f2Tqc3goQCQZIiSFIESYogSRE...
0
math
pre-k
fewer-and-more-compare-by-counting
true
false
Which group has fewer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAALRElEQVR4nO3d24tV5R/H8c9WM3LU0ikPmIk1qQhSXahhBzxUXnXZwSSoqwLTSKj+gyAIK8S7yJuKyLpJKrI8XKhUZoaCNTZ5aLLGPGSjY+lPZ/0unuan/Mzce6+19udZPu8XyFZkPc/3w57P3sOaPWvVsizLes5IXaekE+eks5kAlGRITRoxWLp1mDR2qFTrOZ1lX/W6xwLSM3ukNOSHU+Ef44dKU9tCOwGU48Q5qbNP+vWMtOeUNKj3bPgPygeUb8Tg0DVJOnl...
1
math
grade-5
compare-fractions-and-mixed-numbers
false
true
Which sign makes the statement true? 1 4 1 2
"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"
[ "=", ">", "<" ]
null
2
math
grade-6
quadrants
true
true
Which shape is in Quadrant IV?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAApcAAAH8CAYAAACEt4SVAAA/wElEQVR4nO3df3RU9YH//9dMhoRMICEQIAmE+AtQY0SBIr9CZZGz+GPxJx8PR9t6dPtd+z09+O16eo7rdnu6fitrv3tslVq7dbdHulu3XTlgKwUXQYUQRAwIhJ8CtuFHSEhCfkySycxkZu73jziRkIRM4N65c4fn45weOzcz7/vyOpl55X1/uQzDMAQAAFKOy+WyOwKuQm67AwAAACB1UC4BAABgGsolAAAATEO5BAAAgGkolwD0u9/9Tjt27Oh5HA6H9eMf/1h...
0
math
algebra-2
linear-functions-over-unit-intervals
false
true
How does h(x) change over the interval from x= – 9 to x= – 8?
"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"
[ "h(x) decreases by 1", "h(x) decreases by a factor of 6", "h(x) increases by 1", "h(x) decreases by 6" ]
null
0
math
kindergarten
identify-pictures-with-symmetry
true
false
Which picture has symmetry?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOAAAADgCAYAAAAaLWrhAAAjVUlEQVR4nO2deVwV5f7HP3M2OCwii5rmvu8KVwTc7ZqVZYtl3W6Leb3dWyn5U0u7lSaWZSGG5c1rWop7t6xu3LxmJmrsB1DAXQkwFRRBQJazzvz+OB7EBTgzZ+Y8M4fn/Xr5QmDmeT7MeT7zfJ/n+c4zDMdxXKkZOFsHXLMBVg4UCkUiNAzgrwb6+AAddABTauK4zGrSsiiU1kdEG0Bzps7+TUcd0M/X7k4KhSIN12zAqVqgxAycrgNU1Vb7L6j5KBTp8VfbvQY...
0
science
grade-6
compare-magnitudes-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material.
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"
[ "The magnitude of the magnetic force is greater in Pair 1.", "The magnitude of the magnetic force is greater in Pair 2.", "The magnitude of the magnetic force is the same in both pairs." ]
null
0
math
pre-k
name-the-shape
false
true
What shape is this?
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[ "square", "circle" ]
null
0
science
grade-4
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
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4Sps/sHkLJ/btv6B61se/lvXwq2c4vkJj92HlNi/BVlxSOg8PRt8xlfULf2fBF1+SdOwYOWlpnNi3n0Vff8v+jZto1cE+tNh9+DD2b9jIsd17sFgsJB4+zOdPPk3SEft9VbVWS35WFmWlpbVeJXceOMBxQm/epg1gv6ruOmQwa+cvpCgvD2N5Oct+noWnjw+RHWNxc3dH5+nJqYOHAPuJ9fC27TXmX5vKdQPqLC8sKorg5s1Z9vMsjOXlFOXlsWrOXNr36olLTb1ehcK+DoMH0bxtm1onUqm1WnLT02sNIlEdY9ny9xJatLM/2hMaGUlWcvKZyVE1B9v68qyN1Wrly2eeY8OiPzCWl2MsLyf52HH8gu1DdhqtlpKCAvTFxTX2lnyDgigrKSErJYXysjJW/zYXs9FIcX6BY3mA3LQ0yg0GOvXvR3F+PusWLMRkNJKflcWPb77Dht8XARDTOZ69a9eRl5mJQa9n6U8/1zrCUFc7zE5N5eMHH+HE3n1YLBZKCgvJTErCN7j6UGR961CfNl3iSTlxgkPbtlNuMLB16TJKChq2LNj3b1hUFH9/Px19cTEGvZ4/v/2eXz/6BICF//uKhV98SWlREVarlcTDR1CqVHj7+9OpX19y09PZsXIVFouFtIQEdq5cRedBAwD7BUnqyQTKz9z3Xv/7HzXOzq0QERNDQFgYS36cSVFeHqePHOH3L7/GarFcUD3r03XIYPasXUfKiROYzWb2rt9A6okTxJ+5EK9PY/bhuW1ehpHFJddl0EC8/P3Z8PsifnrzHUxGIx7e3kR2jOX+d99yPEbTpktnht18E4u+/pbSwkJ8AgMZfcdUx32+Tv37MffT//LxQ4/y9Ddf1jhEHB3fCZVaTaf+/aoMzw2dPIm/vvuBL599HrPJRETrGG5/5UVHHmPvvpOlP/3M1iXL8G8WQq9RI9ixfGWD1/HcutVX3sQnHuWv76fzwb0PoHFxoW23rgy/5eZ6y7n2vnv47Imn2LpkKZ7nPBfabegQlv8ymxP79nPrc89WWzayYyzbl69g8MQbAXvvJDA8nPzMzCqPMtWWZ2PuFyuVSm566gn++n4Gq+fMRaVWEx4TzfhH7bOaYzrHs37hIj6470FufeE/1ZZv1aE9XYcM5pvnX0Kt1dJ71Aiuf/A+pr/2JjPfeY/JT08jKq4jXz//EoMnjKf/9dcx+ZmnWPLjTFbNmYu7lxdx/frS/4brAehzzRiyU1P539P/QeflxcjbbiHl2PFqw7RQfzsce/ed/PndDxRkZ+Oq09GmaxeGnNmmjVmHiU88Vuc2bNm+PSNvu4W/vvsBg15P/ID+xF7Vu8EjPWBvZ398+z0f3v8QKo2GqI6x3PjYIwCMufN2fv/qGz55+DEsZjP+oaFMevJxx+Nnk558nJW//sbi6T/i6evLgHHXO15CEj9wAMf37OXTRx7H3dubXiOG4xMYiPWcGcIVFAoFtz7/LPM/+4KPH3oUDx8fhkya4LhveyH1rEv7nj3ISUtj7qefUVxQQEBoKLe+8Fyt7f1c9e3DKc8+7Uh7bptXHLaZa+4SCPEPUFpUxIf3P8TDH3+Abw1DsuLfy1he7pj1aznzjO/tL79Q5SUeQlwsMows/pGsViv64mJ+//Jr2vXoLoFWVLF1yVI+efgx+3CgwcDqOXNx8/CgWatWTV018Q8lPVvxj3Rs9x5+efd9IuM6Mv6Rh9B5eDR1lcRlxGKxsPSnn9m/YSNGg4HgFi0YOfUWImJimrpq4h9Kgq0QQgjhZDKMLIQQQjiZBFshhBDCySTYCiGEEE4mwVYIIYRwMgm2QgghhJNJsBVCCCGcTIKtEEII4WQSbIUQQggnk2ArhBBCOJkEWyGEEMLJJNgKIYQQTibBVgghhHAyCbZCCCGEk0mwFUIIIZxMgq0QQgjhZBJshRBCCCeTYCuEEEI4mQRbIYQQwskUNpvN1tSVEEIIIf7JpGcrhBBCOJlasaCgqesghBBC/KNJz1YIIYRwMgm2QgghhJNJsBVCCCGcTIKtEEII4WQSbIUQQggnk2ArhBBCOJkEWyGEEMLJJNgKIYQQTibBVgghhHAyCbZCCCGEk0mwFUIIIZxMgq0QQgjhZFWC7ZgQDRmjvAGIdldSMMabgQHqKgt8EOvGhv6eqIB4bxW2631wrSFk3xCqYecgz0ZX6I4WWnYN8iR7tDdZo7zZPMCT0SFn69DTV0UXH1Wj8wXYMtCTKRHaRi2TeLUXQwPV9Sc8x8QwDX4aBQCTwjXsOI9tUZM+fipW9PUgc5Q3OaO9OTzUi2kxLhclb2cLdlFwQ6jmgvO5v1XN+zDERYHteh88zq95NMj0rjreaO/qvAIusjBXBT9305E60t5ekkZ482W8rso2qm171mdEsJoTw70uuI4XckzX58gwL8aEXHibu1JV3rdfxuv4INatCWvTcJXPn03t3PPW+caEWnu2J0qtPLKvjBnddPicWel+/mruaKllyo5SLPVkXGy2UWxu3J/KHRyo5p0Obty5S0/gX4WE/F3I5wnlLOjlQaTOXtW7Wro47cCsSffVxazLMTd6uTc6uOGnvbiNxVMNS/t68n1iOc3+LiTgr0Ju2VHKUzGu3NLIi4imMDRIc8HBNtRVwXNtrowTxuXgl+7u5BptxCyzt5dea4ro4KXk00464PLYnpf6mP63uBz27flyxvnzfJ173jrfmFBneP4xyciwIDVfxOu4Z1cpM7rpeGiPnkS9td6MMw029hfZQ/KdLbQ81doVlQIsNvjguIFvE43VlunopeJEqZXdhfblrMDMZCPb8s0kl1l5OsaFmyO0jAnR0M5TxfESC5PCtQxcXwKAj0ZB/hhvAv8qJMdo4/YWWl5s60q5BZZmmajYde90cKOtp5LrtpQ6yp7d3Z1EvZVnD5ZVqdP2QZ7ctUvPimwzp6724pMT5QwKVBPsosQK3Li1hDRD1YuKuT3diXZXsrSPB8+dyc9khTfbu3JzhBaNUsE7Rw38N6EcsF/ZfxKnw/9M43r+UBm/pZqqbZ9IdxUuSliYbqJiD+wosNB9dRH5JptjPY6UWHjlsAGA65ppeKO9G7Eri7ituZabI7TsKbQQ56Ui0l3JZwnl/N/J8mpluSrh0046rmumwWiF31KNTNtfhhUYEKDm/Vg3vDQKzFb4JrGcT8/kUds2au2h4tM4NzRKBev7K+m3rqTO9a6pzfySbGTLQC9CXBUcGebFyI0lnKqhLV4bquX5Nq4Euij4O8PE7Tv1WLGP1nzZWUekuxKNQsGCNCOP7ivDBvT2U/F/nXR4qxWolbAo3cS0/WXUdL3or1Wy5CoPOvuoyCy3ctcuPdvy7W32tuZanmntilYJ+SYbt+8s5UCRvY5Tm2t5vq0rVhssTDPR3VfFD6eN/JRsJGOUN5O2lbLmzEH8SZwbagU8tLeMH7royDfZCHJR0MxVSairkvv26FnbgAM+zlvFm0cN6M9cHacZbFy/pRSVAnQqqm3PzQM9a61HoFbBjG7udPBSkm6w8Ud61TZa27q3cFNyZLgXD+7Rc20zDVHuKvYUmrl1h55p5xzT7x4zML2rO609lCgVcKjIwp279GSWV90RiVd7MXl7KZvyLHiqIW+MD9P2lzna4cGhXjyxTw9AjIeSrQM9aaVTcqTEwsRtpaQbbLgp4f2ObgwL0mC1wSm9lQf36GtsU3W1nbr2T5CLosb1eS/WjaMlVt46aj9Otw70JM1g5foz56TPO7lRZLbxn4OGWrdrS52Sg0O9ePVwGdNiXOm0qoj0M+eimvYtgKsK5vd0p5efmmKzjbt26Vmfa6637Vb2QxcdhWYbQS5Kot2VKBTw+D49j0a50tJdSYHRxrVbStBbqHMb13bMze5R9fz56znnwm4+Kr7rosNTo+BwkZUEvQUvtYLbdurrPP/VtY7KM219dIgGK1BosvHwXj0uSkW181blmNCYc2G992wf2KOnh6+Ktf092ZBj5peU6kGgJvuKLDy8twydCr7qrGPUxhJilhUxbEMx1zXT1Dj0vDjTRKyXitnd3RkTcnYY4ViJFZMN3jtezq4CCy8eLuPJ/WXVM6gkzFXBl/E6Jmwtpd2KItZkm+l65ur5h9PljArREOxiz1+ngjHNNPyYVD3oVGa0wsBANeO2lNJ7bTE55Vbub1V9CHfSNvsBc/XGEkdD6eStYm+hhZZLi5i6s5T3O7qhU4GfRsEfvT346ISB1suLGLGxhK876+jgWX0DHSqycLjYwup+ntwSoaWFmz1NUpmN4gZcaBmtNgYFqpmXamTEphImbivl/Vg33GrYFy+1daWVTknzJYW0X1HIkEA197VywU+j4Pde7rx6pIy2y4sYsbGYF9u6MuTMsEpt22hNjpkvT5XzR7qRfutK6lzv2tqM1QZ37Cwls9xG2+VFNZ4UK7Z17Ioi2i0v4tpmGgadqdv/4nXsKrAQubSILquKmBSu5bpm9ivWDzvq+F9COa2XF9F+eRE+GgWxXjX3tsaFanhkn57gvwuZl2rih67ugH3k5+M4N67dXEL0siLePmpgaR9PNAoId1XwTRcdN20rpc3yIhL1Fq7yV9OQsR+jDcaFaXh4bxlDNpTwdWJ5g4eyf00x8X1Xdx6PdiHOS4USyDHayCy3obc0bHtWeLW9K0arjVZLihi8vpirg89eq9e17kabDVcl+GoUXLullK6rixgeZN8v5x7Tj0W5kF1uJXpZEZFLi9iUZ+Hq4OqjIcuzzAwIsH8/IEDD9nwLA8/s5yAXBS11SsfFyJgQDcM2FBO6uBCrDR44c8w+18aVjl4q4lcW0W5FEfsKLfzYTVfjutfVduraP7Wtz7Is+4kawFsNOpWCOC+Vo0MwMFDDkkxzndu13GrDTQVapYLgvwsdgRaodd9eH6rlPwfLCF1cyNxUI291cK13/53LaIORwRru2lVKjzXFmK3wWScdU3aU0mN1Mf5ahWPb1LWNazvmajp/Vjajmzs/JxuJXFrEw3v13ByhxVR//6/OdRwapGZkiIb2K4qIWVbEy4fLmBCmrXbeqqyx58J6g22xGWanGOnio2JWSvXeaH3KLfaD+95WLrT2UJJcZmPM5lIMNWycYyVWOq0s4rTeyivtXMkY7c3OQZ7cfB5DpAMC1JwstbKjwH5JvzDd5GiMR0us7Mi3cEtze77XNNNwpNjCoeK695gN+C3F6BhCP1RsobmuYXPM0g1W5pxpOOtzzLgoIdhFyagQDaUWm6NHl6C38ke6iYnh1dfZZIO+a4uZk2LkthZaDg7zIvFqL15p50pDRlxswKlSK1vP9MIOFVvQKiGkhiufcWFavkksp9xqbwP91xXzw+lyhgSpSTfY+CvDfiJLMdiYn2Zi7JmDq6HbqK71bkybqcl/TxqwYs/jSInVUf41m0t48ZD9Ii3baGNHgYUYD/tvqWVWbgjV0NNXhckKU3fq2VNY882SpVkmjpXYK/NdYjntPZUEuSi4rbmW39NMHC+1/zY/zYTFBv0C1AwK1HCk+Gx7/OqUkZIG3max2WBpptkxenGoqOHt7oE9ep7er6evv5rlfT3IHePN9110NHNt/BDd0EANvyQbsWI/mc84ffZ8UNe6286sZsX5o9wKJ0utNa5DqsFGLz81o0PUuKvgraMGfkyqft5ZlmWi/5lgNThQzVenyunsbQ9WAwPUrMsxO9rL9NNGisxgtsGWvLPb7oYwLV8klFN2Jt3/nTTQ11/tuG1WWV1tp679U9v6LM8y0ctPjQr7xcKWPDNHS6zEeasIclEQ7qZkU6653u2qAH5ONjboog1gSaaJo2fa7vpcs6OedZVzLpsNlmeZHKMlx0ssrMgyU261H/8nSq2EudW/jRtzzFUIdVXQ3lPJjDNtIkFvZXFGwzqAda1jhsFGsIuSW5prCXZR8FeGmcfr6dA19lxY713eeG8V97R0Ydr+Mr6I19FpZRFFjRiutgD91hbzZIwrK/t6YrLZeOeoga9rGEYG+zDDMwfL4KD9HuUNoVq+jNdRaraxML1hGxXsQ315xqpNMLv87Nn6h9PlPB7tygfHy5kYrq1y4qhL5XW32EDVwHNWxYEIOIYmVQr71X4zVyWJV5+daOKqUjAvteb6FJnhwxPlfHiiHLXCflHxRbz9vvpj++puHPblz9bDUqke5wrQKsivtP0Kz6x3sIuSbGPVqJdrtNJSd7YX2JBtVNd6N7bNnKtyvc3Ws+X3C1AzLcYVX60Ciw1aeyhZl2NvU3ftKuWJGFe+6aIj3E3JjNNGnjlQhrGGs1jlHkTumQR+GgW+WgVDAtUMCjy7TjqVfYKFr1ZBbqXtZgVSyhp49QAUmaruN5WiYQ3PCvySYnKMSHX0UvJmBzcWX+VB/KriBpcP4K9VVDmmsisN7da17odqXYfqZXyRUI7RamNajCu/9lCzPMvEw3v0pJxzq2ZFlpmvOutQYQ+2Hx43MDlCS5y3ioGBapZknj1XVD32bI5tF+yiINtYfV8GuygoMFUtr662U/O6Kepdn5MlFrr4qBgSpGZ1tokWOhUDA9SkG6ysyjZhsjVsu+YYG96Oqh8b9nrWVU5NSiod41agxHI2X2ulfVvXNq7tmKtrbSpuOeVWyjOj3Ia3uv7joa51XJVt5rotJTwY6cIHsW4cKbHy1P4yxxB7TRp7Lqwz2LqrYHYPd6YdKOPHJHvv9rNOOm7dqa93xSo7Xmrlvj32ZQYFqPnrKg825Jqr9SRHBKs5rbdy+Mz3xWaYkWRkXJiGnn6qasHWYgNlpW3sVWlt8k22aleozSr14H5NMfJpnI4BAWqGBGq4e1fj1uliSSmzcqzEQtzK+k98nbxV+GvtDQPsQXtltpmvTpVzY5i9J2yx2aoMV3id54y+zHL7PagKwS4K1Ap7Dz3IpWqPJFCrJL2h3c4z6lvv2trM+fJSw59XeXDt5hIWZ9rzWd7Hw/F7oRlePmzg5cMGotyVLOrtwbESC/87VT3AB1QaRgg4s41yjDZSyqz8mGTkkRoueqY211ZpjwogtFJ7rN6WFegtNUT6RmjmqmBAgJrZlW797C+y8sphAzsHedZ4K6euepx7TFXuHde17iG1nLBrYgO+STTyTaIRX42CL+J1fBinY+K20irp8k02jpVYGRasxkWpINVgY12OmYEBagYFaPj0REnNBVSSbqjaxgPP7Ndz23J9bed812dZlpn+AWoGB2p495iBVjor01q7kmGwseRMb60h29V2Yc2k3nIuRF3buKiWY+6bOi6qKy72fDQKcs78O8RFQdmZ7mNd57/61nFVtplV2Wa0Cng4yoW5Pd0J/ruwjnVr3LmwzrGo/3bScaDI4hjGeWhvGUOCNEwIa/iM0jgvFav7eTjuv+4vsmCw1tw6rg7SMKu7Ox29lI7KDQtS09dfzeozAcZoteF7Jq/kMitR7ioqLmpuqjTcvCHXTBtPJd3O3KedHK7Bv9JOLzLDvDQjP3TVsTrb5NhxF4PVZj9p+TYg0K3KNhHqqmTEmftf7ir4prOuxtmZLXVK5vV0Z3SIffgJoK2HkikRWlZl2w/O5DIbbT3tv6qAGxuxryqbl2rk/kgX3FX2Oi3q7cH1oVpWZZsJdlE46tvCTckNYRoWpNU/6mC0gq9GWe9619VmjFZ72sZOVAx0UaJR4BimGh6kJt5HhYdagVZhnwgXd+Ye7Wm9lUyDFQU1FzIyWEPYmUBza3MX9hVayDHa+C3VyI1hZ++lt9IpmdvTHQ8VbMozE+ulIvZM276npRaPSlfjyWVW2p55Hsdfq2BYUMP2m1YBd7XU1tjWlMA3nd15Mtq+H8F+P/PRKBc25VkwWKtvz7rqsTbHzJTmWpTYR52mtjg7X6Guda9P5WP6m8467mppP47zTTaOl1hq2QuwLNPEi23dHPdm1+WYGR+mwUWFY6i0LvPTjNzXysVx0fF4jCsrs83VRu7qajv1qWt9lmWZuCFMi1phn7i2Pd9CNx81/QPULDkT1C9suzb8WLmQcupS2zY2WGo/5uo6f6YZbJwotXJ7C/s2beNhvxVXoa7zX13reGcL+wiqWmG/J72n8Ox+qnzeqqyx58Jae7YTwzSMCNbQ8cwsLrA3ljt3lfJzN3c25p79vuQanyrLfni83D4UjP1EuTrbzI7Bniiwz8p99bChxvujTx0o47k2rvzW04MQFwVKhYLDxRbu261nWdbZxvdhRx09fNVM2lbKhlwzOwd5klxmZW6qCRv2XkOi3sqje8uY38sDi80+c3JTrrnKgTv9tJEpEVqeqmdsvrGs2O9zr+7vyUuHykiro9dXaIYxm0r4OE7HZ50U2IC5qUb2FFS/d/F7uon79+h5sa0bP3Wzz4pMN1iZkWTk3WP22XdfJBj4racHG/p7kmeysibbTGTLxh8xbx41EOCiI2mEN2VWWJBm5H8J5ViAazfbJ3h9EmefgffMgbqHWyoszjDxSJQLaSO9iVhcWOt626DWNuOptpJaZiNjtDdjNpWwKa++h9DsTpZa+eREOdsHeZFdbuXPdBNP7S/js3gdR4utvH3UwC/d3XE/c0QszzLz3enqE+bUCvu9x2+62GeYlpht3H5mVGRDroXnD5Xxdx8PtEr7fIW3jxkosdjnIzxzoIy/rvKg0GRjToqJfUUWx722Fw7a6zIuTEO6wcrCdGOD3jijUyv4prOOLXlFVYZLwX6/cND6Yl5p58rTrV1xVSnQm238nm5i3BZ7z293obnK9qyrHi8eKuPHbu6kjfImrczKzGQjD0a61LvuHvXcrKp8TL98uIwvO+t4qa0bZpuN4yVW7t1d86jT0kwTL7Z15b8n7W1/W76Zbr5qpjfwltA7Rw34atzYPdgLpQIOF1uYuqO0Wrr62k5dPj5hqHV9NuSY6eStYuaZzozRBidKLYS4KDl95hbDhWzXc/dtXeoq50LUto2NNmo95s49f3504uxxaAOm7ijl6y7uPBbtyv5CC7+lmhxttK7zX13r+FuqkUGBak5d7Y3RaqPQZGPydntbOPe8VSHfZGvUuVDB/PyL16W7wsS4K9k4wJPwxYU13psT4mJSQZXn048N8+LRfXrH0KQQovHe6eBGgFbBXbVclF0u/rWva3RRwgcd3fhvQrkEWuF0OhVkjfZ2DDkNDlQT6qZkZw0jGEKIf57Gv3PqH2BEsJqfurmzLNPEe2eGX4VwJr0F7til55M4HW4qKDbB5G2lZJXLlZ4Q/wb/6mFkIYQQ4lL41w4jCyGEEJeKBFshhBDCySTYCiGEEE4mwVYIIYRwMgm2QgghhJNJsBVCCCGcTIKtEEII4WQSbIUQQggnk2ArhBBCOJnCZrsYfw1RCCGEELWRnq0QQgjhZBJshRBCCCeTYCuEEEI4mQRbIYQQwskk2AohhBBOJsFWCCGEcDIJtkIIIYSTSbAVQgghnEyCrRBCCOFkEmyFEEIIJ5NgK4QQQjiZBFshhBDCySTYCiGEEE4mwVYIIYRwMrVyQQEN/Rt7agUs6u3OyGANWMvh1K2Qv/D8SlbqIOZ38Ozf8GX0e+DocLAU1pokv1hBubH6GqnVCvw8bSjPvbwIuh+af9LwOgghhBCNdP49W6ULtPoBPAed3/JWPZy6A4ypDUtvzoSTk+sMtLVRqcDP01o90AohhBCXwIWFH6UOoueAe/fzW96YDKcfBKux7nQ2IyQ+AOUnG12ESmnDz8uGUqk4vzoKIYQQF+jC+3oqL/twsFv781u+cDFkvFt3mrQ3oeDPRmetVICvlwKVBFohhBBN6OIMrKr9IeZPcI0+v+UzPrAH3ZrkzYWMDxudpUIBft421Krzq5IQQlzuzGYzGRkZJCYmkpiYSE5OTlNXSdRCfdFy0oZB9O9wfCSUJzVuWasBEu+DdutB2/zs92VHIOkRsJkalZ1CAX5eoFZJj1YI8c9jNps5ceIEGRkZ1X5Tq9VER0cTEhLSBDUTtbm4U4ZcoyF6PmiCG7+sKQNO3WWfOAVgzoWEyfb/N4IC8PUEzcW7jBBCiMuG2Wxmz549ZGRk4OLiQnR0NPHx8cTHxxMeHo7NZuPIkSMcOXKkqasqKrn483PdOkLkbFD7NH7Z4rWQ+jpggaTHoexg45ZX++LlH41W0/iihRDiSrB7925KSkoICQmhd+/ehIeH4+Pjg4+PD9HR0fTu3Rt3d3fH8LK4PDjnYRjPqyDyJ/ts5cbK+i+cvBnyfm3ccgr7o0hK9/OcqHWZ2LNnD7Nnz2bGjBnMnDmTDRs2YLFYnF7uwYMHWbVqVb3prFYrx48fv6CylixZcsF5XCy5ubnMnj37gtNnZ2c7vl+6dKlj/aZPn05paenFqaz418vIyKC0tJSAgADatm1bYxq1Wk3nzp1xcXEhJSUFs9l8iWspauK8J0+9hkPLb0DRyG6mzQT5Cxq3jEIDLb8C75Fgc35gcpYTJ05w4sQJxo4dy2233cb48ePJz89n586dTV01h7y8vAsOlIMHDyYyMvIi1ejy4O/vz3XXXdfU1RD/cBUToKKj656MqlaradWqFWazWSZNXSace2fTbzxYS+D0/WCzOqkQJTT/FPxvclL+l05+fj7BwcG4u7sD4OrqytChQ1Eo7BO9jEYjGzduJDMzE5vNRufOnR1Xt5mZmWzYsAGTyYRSqaRv376Ehoayf/9+8vLyyMnJoWXLlnTt2pUtW7Zw/PhxVCoVHTp0oFOnTgDYbDaWL19OZmYmOp2O4cOH4+Hh4aifyWRi6dKllJeX8+effzJmzBjy8vJYv349BoMBlUpF9+7dadGiBXv37iUnJweLxYLBYEChUDBkyBB0Oh2rVq0iKiqKmJgYcnJyWLt2LWVlZXh5eTFw4EC8vLzYu3cvhw8fBsDNzY1Bgwbh5eVVZXuVlZWxevVqioqKsFqtxMXFERsbC9h7lD169CApKYmioiJiYmLo3LkzYB+GO3ToEC4uLkRFRdW4L6xWK2vXriUjIwObzUZISAj9+/evluavv/6iefPmhIaGsnLlSiZNmtSo/NRqmVwgGi4nJwd3d3dcXV3rTRsQEACAwWBwdrVEAzj/nUoBUyH8PeflH/EuBN7pvPwvoebNm3P8+HG2bt1KVlYWVqsVNzc3x4G1Y8cObDYbEydO5Prrr2fXrl3k5tonkK1fv564uDgmTZpE586dWb9+PQBKpZLTp08zbNgwunbtyvHjx0lPT+emm25i3Lhx7N+/n8zMTABSUlLo3r07U6ZMwcfHxxHsKmg0Gnr37k1ISAhjxozBZrOxYsUK2rdvz8SJExk8eDCrVq3CYDCgVCpJSkqiX79+XHPNNQQFBdXYQ1+xYgVdunRhypQptGjRgg0bNmAwGNi9ezfjxo1j0qRJtGvXjuTk5GrL7tq1Cw8PDyZNmsSYMWPYsmULer19gp1CoUCv1zNixAjGjh3Lzp07MZvNFBQUsHfvXq6//nrGjRtHfn5+jfsiMTERvV7PTTfdxE033YROp6vWQ9i4cSPe3t6Oi5W6NCQ/IRqioRdoFekk2F4eLs0LDIMfhrBXL36+Ya9B8CMXP98mEhwczDXXXIPBYGD58uXMmDGDtWvXOg6WhIQEOnTogEKhwNXVlcjISE6dOgXADTfc4BhaCgsLo7i42JFvQECAo1eYnJxMdHQ0arUaFxcXJkyYQFBQkKN8Hx8fAAIDAykpKamzvsXFxej1emJiYgDw8/PDz8/PEbxDQ0Nxc3MDICIigvT09CrLFxYWYjAYaNWqFQAdO3Zk2LBhjpPE8ePHMRgMtG7dmg4dOlQr/6qrrqJv374AeHl54eHhUWW9K/J1c3NDrVZTVlZGWloazZo1Q6fToVAoaN26dY3rptPpyM/PJykpCavVSq9evao8SnHo0CEKCwsd5denvvyEaAiVSkV5eXmD0lacNxrSCxbOd+nGsJo9DaW7oWDhxcnPf4I9z3+YgIAABgwYAEBBQQFbt25l1apVjBo1ivLycpYvX47yzEueLRaLYxg0MTGRAwcOYLFYsNls2Gxn/xhD5YOtvLwcrVbr+Fzbv5VKZZU8amIwGHBxcanynYuLC2VlZY5/V9BoNBiNVV/LeW5dlEqlY93GjBnD7t272bZtGwEBAfTr1w9vb+8qy+fl5bF9+3b0ej1KpZLS0tIqddZozs4XUCgU2Gw2ysvLq9Tr3PpXCAkJ4aqrrmLv3r2sXLmSyMhI+vTpA4Ber2fr1q20bNnSUd/61JafDCOLxggMDCQjI4OCggLHhXFtKp7BrS+duDQu3ZFetAqKll+8/AqW2B8V8hx48fJsYomJiQQFBaHT2Wdx+/j40LlzZ5YuXQqAu7s7w4YNw9/fv8pyFfcux40bh4+PDyUlJcyaNavGMlxdXasMK5WWlp73Cd/Nza3aVbbBYMDNzQ2TyVSlnHODXEVdysvLsdlsKBQKrFYrRUVF+Pj4EBAQwLBhw7BYLOzYsYNNmzYxcuTIKsuvWrWKuLg42rRpA1DrOlfm4uJSJehXXBjUJDIyksjISAwGAytWrODgwYOEh4ejUqkYN24cf/75J4mJibRs2bLecmvLryFD0EJUCAkJISMjgxMnThAfH1/rsVtSUkJKSgre3t4SbC8TjR5Gbuif46uidCck3ArWi/gIhKXI/ohQ6eUzU/dCnTp1inXr1jnuO5aXl3Pw4EHHcGOLFi04dOgQYJ9ws3nzZrKzsykrK0Oj0eDp6YnNZuPQoUPYbLYap/xX3Bc2Go2Ul5ezaNEiCgoKGlxHpVLpCFaenp54eHg4Zifn5ORQUFDgqG96erpjWPfkyZM0a9asSl5eXl64u7tz7NgxwP740aZNm8jKymLZsmVYLBZUKhU+Pj6OSWKV6fV6x4XHiRMnMBgMmEx1v20sODiYtLQ09Ho9Vqu11gf/Dxw44LjH7OrqWmWimIuLCx4eHgwcONAxOaw+deUnREP5+PgQHh5OSUkJe/bsqbHtFRQUsGfPHsxmMxaLRR79uUw0qktjA4yNnVRcfhxOTmj0m6AaxJwDJ8ZDmyXg2ubi53+J9evXj23btrFgwQJMJhNarZaIiAh69+4NQLdu3diwYYOjBxcREYG/vz9KpZKIiAh+/fVX3Nzc6NGjB+np6SxatMjR66sQFRXleFZUpVIRGxtLcHBwgyfrBAUFodfr+emnn7jlllsYMmQI69evZ/fu3ahUKoYOHerowUZERLBx40by8vLw8PBg2LBh1fIbOnQoq1atYuvWrfj4+DBo0CA8PDzw9PTk119/RaFQoNPpqs0ErtgeS5cuxdXVlZiYGDp06MDq1au54YYbaq2/v78/sbGxzJs3DxcXF9q1a1fjukdHR7NmzRp+/vlnFAoFQUFBtG/fnqKiIkeakJAQoqOjWb9+PfHx8XVut9ryE6KxoqOjHe9E3rJlCwEBAY6Lt5ycnCpzLSqCcl29YHFpKBTz8+u5M3eWSgFze7pzXbMGPjtrSocjQ87rT+M1iksraLMctBFwYlzj/kKQ/PF4p6h45Kji/rMQ4uIqKCggJSWlysWiSqUiIiKCgIAADh8+7HihioeHhwTcJua8LW/Jh2NjGx9oXduA4RiNGrAuPwXHRkGbldjfjiyEEP9sFa9oBPtciXNnHXfu3Jndu3dTWlpKSUkJBw4cqHcERjiPcx79sZbAiRuhbH/jlnPrAG3XgN/ExpdpOAYnJ4Kl7sdVhBDin6amx3sqXttY8ZKcyo/FiUvv4vdsrQZIuBOK1zduOZUfRM4EtR9EfAD6nWBo5GsBSzahN6hxdbGhrGFCjbh0Onbs2NRVEOJfryLgZmRkyKzkJnZxg63NDMnTGv8srUIDLT4BtzMTRjSB0Go6HBtpn3XcCEaTGYNRga+n/e/a1it3lv2xpMaK3df4ZYQQ4hJTq9WEh4c3dTX+9S5esLVZIf1NyP6m8csGP1J96Ni9G4S/Bqcfa3R25UYoLAFvjwYEXEuB/b9GkV6zEEKIhrt492yzPoO0txq/nPcwCH2p5t8C7wP/KY3OUqGAsnIo1tto8FRrIYQQwkkuTrDNnQnJ5/HqRG0EtPgKlLW9u1MBEe+Ba81/t7EuCgWUlikorf0FQUIIIcQlceHBtuBPSLyPRr9bSuUBkT+CNqzudGp/ezqVd93paqBQQLEeSsukeyuEEKLpXNg925INcOo2+x98bwyFEkJfAY+rGpZe1wnC34TTD9PYoG4PuAqUCnC7TP74RUJCQlNXQQghAPs7u4XznX+wLdsPJyad33Ot/rfY/+xeYwTeDaU7IGd648sDCkvtMd5VW39aZ5PGLYQQ/y4KW31/R00IIYQQF+TS/PF4IYQQ4l9Mgq0QQgjhZBJshRBCCCeTYCuEEEI4mQRbIYQQwskk2AohhBBOJsFWCCGEcDIJtkIIIYSTSbAVQgghnEyCrRBCCOFkEmyFEEIIJ1PcsLixfxtPCCGEEI0hPVshhBDCySTYCiGEEE4mwVYIIYRwMgm2QgghhJNJsBVCCCGcTIKtEEII4WQSbIUQQggnk2ArhBBCOJkEWyGEEMLJJNgKIYQQTibBVgghhHAyCbZCCCGEk0mwFUIIIZxMgq0QQgjhZBJshRBCCCeTYCuEEEI42b822HYNHMNvV5ubuhr/WDE+PXmh6+KmrsYVQ7bX5SPcox0vdlvKi92Wck/7/12ycqUN/LOp2/r25c2e66t8uejUh8w4Oq2JqnRpGCwlpJYeaepqXJbCPdpxe5uPQaGo9pvJWk5BeQYnC7ezOXMeJaa8GvMwWsrIMSQ5u6r/GP/m7aVAwSMdfyKj7CS/nni5qatDSslh3t99PX1CJhHl3f2SlftvbgP/BooJS1xszdyjGd3iUdr79efjvZPJLkus9SQq/h0UKBgQeiutfXox89gzju81ShcCda3o4j+KVl7xLDz1DkcLtjRhTa8MMT49mRT9Gq/vuLqpq3LZaeXVmQlRL6FWavl472T05sKmrhIAfZpNpIPvQL4+dP9FyU/awL+b0mwrJ7nkIDmGJAyWEk4V7ZJAK7Bhw4IJq82C3lzk+K/QmM2Jgm3MOfkKK1O/ZXzUi7Tw7NjU1RVXsE7+w9ibu5zU0qPE+g9q6uoI4RT/2nu24sLtyPqT3TlLGN38MRTSlMR50Cp1tPXty77cFezPXUkn/+FNXSUhnEJ9oRlEe/dgUsyrtPG5CpVCzaniPSxMeJftWYuqpW3l1YWrI+6jo/9g/FzD0JsKOF2yn3kn3+Jg3hpHOheVOzOHFaFESWZZAg+ujeH6yGcYFnEPAW7NeWhta9zUnnzYZzcAe3KW8caOkYxt9QRDw+8iyK0lRaYcNqb/yi/HnsdkNTjydlV58POwYgCsNgs3Lj27CVp6xp9XnmcpGNXiYUY0f4Agt5YUGDNZn/YLc068yiNxP3K8cBuLTn1woZv8srIubSZd4kYS6d2Fk4U70CrdeKbLQgBsNitv7BxZbZkQXTRdA0fTyrMznlp/yi0lZOoT2ZAxi9PF+2osp0fwdXQLGIuPSzClpnz2561iXdrPXNvqKdL0R9mcMZdgXaRjQktC4U5+Of48vULG0dl/JD4uwejNhRzMW8vq1OmYbcYay2nh2ZE+IRMJc2+PWqkmz5DGvrzlbM1ciNVmqZLW3zWcAaFTiHDvgLvGj1JzPqeL97Elcz4Z+hPA2aHDCi92WwrAloy5LE/5pkHbC6CD3yB6BF1DkFsrAHIMSezPW8WOrD+q1etK0t6vHwXlGaSVHiPPkMrVEfcT6NaS7LLEamkvdP+eT7s714DQW+gfOsXxeU3aDNan/eL4fF+Hrwh0a+n4/PWh+/HSBl7yNtCQtikuLcUNi7EBjI96gR7B1/H0pm4NXrhn8PU81uln5p18mw3ps7DaLPQIupab27zFD4efYFnyl460/ZrdzAMdv2XJ6c/Zmf03mWUJuKo86BY0hgnRL/P1wQdYnfqDI71KoWFA6C3c3u5jVqX+gNVmYXXKdPLL0yk25aJVuhLj05OBYbcS5t6WtNJjlFv0rEz5jhJTHm18rmJquw85kLuaj/feVKXe7mpfeoeM594O/6sSbLVKt/POE+C2Nh8wOPwOph95kv25K3FTe9G32UT7hYhSw/asRVdUsO0XOpk23lfx7eGH6kx3Z7v/41TRblad2X9uKg/a+fVjVPNHqp04Yv0GM7bl4+zIWsTxou0UlKejUbrR2qcn/ZtNYXHSf9mTs6zKMsPC7yY+YATLU77iVNFutCp3OvgOIMKjPUqFmmOFm9mcMRe1QkuYR1vi/IcR4BpOXnkqRouBPTlLKbMUE+7enuER95BYvJf5CW9XW4/4gKsZ2fwhNmXM4VD+WsotZYS7t2Nw2B3kl6cz68QLjpNaiC6KqW0/Zm/OMnbl/I3eVIi3SxA9gq6lve8Afj35MscLtqFUqHBVuRPp1ZXrI5/lwz03AvaJZiZreb3bC2BA6K10CxzLqtTvOVW8G7AR7t6Bfs0mY7Tq+fnYfzBYShu2Uy8zt7X5kOOFW9mUMQeA8ZEvUGDMZEXKN9XSXsj+PZ92V9M9WwUKwjzacnvbT5h78nWO5G/EZj+FAvbz1ojmD9DKszPfHH6Acov+kreBhrZNcWmdd8/W3yWcR+J+ZMaRp1iS9Lnj+z9Pf4LeXMTdHT5nS+Z8ioxZAATpWrI1c0G1Wc7JJQew2WxMbv0Gq1Onw5mGa7GZKDRmoVN7YbVZmHHkySrLGa1lHMxbQyvPePo1m8yB3NX8cvx5x+9ZZacoMGbwcvflzDz6LNmG047fSs355JenV1unC8mzhWcnxrZ6gjd3jGZ3ztnp+7OOH2Bo+N3cH/t1jb39f4KC8gw8tQGOz2WWEoprue/v6xrM0YKNLD/nZFrRkxkUOrXKSS9YF0mvkPHMOv4CJwq3V6RmTVkiXQJHMrrFYxwr3AyA2WbkdPE+QnRRdPQbRGLxvioXcAXlGZSa85jS+l1WpnxH4Zm2CfaewKjmD7Mo8SMO5K1yfH/ImE1yyUHuaf8FfZtNYl3azwD0DhlPUvE+Fid95khbbMolpeQwrjEe+LmEATjueZdb9QDozUXVtkld2yvUvTX9m03mh6OPk1JyuNK6ZHKsYAtPdJpFmEc7ThbuqHH5y5mvSwgRHu2rBMb9eSsY1fxRVqZ8hw1rlfQXsn8b2+5qY8NGSslh0kuPE+3dncP5G6r8brGZiPLqxt7cZZRb7Pv8UreBhrZNcWmd9422ES0eJNeQytKk6s+hrU6djt5UQI+gax3fHcxby9rUn2rMa3/uSvxcQvHU+Ff7zYaN3+vpDZqsBuYlvFVDvqsot5QS7dOjvtW54DwHh00ltfRIlUBbYUXKt+QYkhtdhyuF2WZEo3BtUNrTRfvYl7uyxt9OFe3GQ+uPTu3l+K6T/3ByypIqBdqzdmUvpqg8u9Y6bUifVUMZezBaygh1b1vl+x5B15KhP1kl0FYoNuWyPmMWPYNuQIkKABXaGk+aAMmlByk1XZwZtV0Dx5BYvLfKSbaC0aqn2JSLWnHBd4OaRJz/cE4V7abYlOP47njhdpQKFZHeXepctrH7t7Htrj57c5fRzrcfaoW2yvcRHh3wdglify1lnY/GtoFL1TZF45x3sO3oP5j9uSurXX0C2LCSUnqYZu4xju+O5G+oMRABGM/c/9Qqq5+wbTYrBTX0QivLL8+gvMZhNBsF5Zl4a4PqXP5i5Bnj05M92Utryc3muMr9t0sqOVhj4AQwWe332dTKsyewMPc2nCzaWWt+FcNw5yox5tdyXx1KTQW4a7yrfNfCM46jhZtqLedo/kZc1R4E6yIBOFSwhg5+A4jzH1Jtctj6tFk1Bu3zEeHe4cywYc2WpXxJhv7kRSnrUovzH8Le3BVVvrPaLBzMX0Mn/6F1LtvY/dvYdlefA7mrUSu0tPbpVeX7WL+BpJQcIq88rcF51aexbeBStU3ROOd9Sezr0oyhEXcxMOy2Gn/XKl1JKj5Y5TtXlQeDw2+nZ/ANBLo1x0sbiAIlSoXzZrJabGbUCo3T8/RzCSXXkHJRy7lSqJVazLUEvZpolW50ChhOO5++eGkDcdd4o0CJooaXaHhqAig2baghl/NntVlQndMb9NQEUFCeVcsSUGjMxmaz4qn1I10Ph/LWo1a4MCD0VoZF3Mfpon2cKt7F4fz1tfYqzoe7xrfKcOi5rtR7by0849CpvThasLHab/tyV3Bbmw9wUenO6yK1pv0LjWt39SmzFHO0YDNx/kM5lL8OAAVK2vn2Y136zEbnV5fGtoFL1TZF45x3sFUolMw69iIbz0xsqElZpR0b6NqC13utw2Qx8Efix5wq2k2BMROAUF1rXupeW6/wyqBUqjFay5q6Gk3CRxtCYtGeBqX11gYxtc2HmKxGtmYtIEN/glJzPgB+ruHcHFN16F6pUNbae21q+3JXsC93BaHurWnl1ZlYv8EMj7iXjRm/Ou7tipp18h+GVqXjmc4La/xdoVDS3rc/u3OWXJTyGtvuGmJv7jImRb+KTu2D3lxAK6943NSeHMpbe1HqfCGkbV5+zjvYFpRnoFZqa5yiX5Ob27xNiTGX57b0qRaUXFUe51uNy0aJMe9fOfHAQ+NLM100a9Nqvh9/riHhd6C3FPPD4ceqPZ6hUbpVS2+wFOOpCbwoda1LsSkHH5fabzd4aQNRKJQUG6tPYkkrPUZa6TE2pv9KK694bop+gxJTHruyL/w9t6Wm/PO6DXI50yhdaefbj4Wn3iVDn1Bjms4BVxPnP+yiBdvGtruGOFm4k1JTAbH+A9mWuZAOfgM5XrAdvbn4YlTZ4ULagDPbpmicBo/ftvLqQoRHrOPzwby1dAkc1eCCIr06szp1Ro29P3e1dw1LXFkSi/cQU8dELKVCdQlrc+n0D51CQXkmJwtrv69aWbBbNHtzl9X4HKSryr3adxn6BMLc29Sa38W6BXG6eD+tvXvV+ntrn54YzCVkngkOA0OnEu7Rrlq6U0V7OFywniivc9+pa6uWtiGSSw/R0jO+1t9vjnmTtr59zivvptLOty8maxkHcleTXZZY4387s/+kuWcsPi4hF6XMxra7hrBhZV/uCuL8hqJSqGnr05f9eSvqXOJ8NLYNNL5tikuhwWeqsS0fZ0Clh7mXnP6cVl7x9Gt2c43pfVyaVfmca0glqNLD3hV0am+mtvuoodW4bK1L+5k4/6G08OxU7bdugWNppotuglo5V7egMXQJGMkfpz+ucaJcTUpMOfhoq59AXVU6hkfcW+37/XmraOXV2TExqbLWPj3xdQ1tfMVrsD3rd5rpWtPet3+133Rqb/qFTGZb1kKs2J+zbe7ZgZBa9qm3Nrja+30rZoA2ZsYrwM7sP2nlGU9oDRcc9iHCLlfcXIF4/+EczFtb5fnUc+UaUsnQnyDOf8hFKbOx7a6h9uQuo5l7DJ0D7c/GHivYWmvaS9UGGts2xaWhBvuNfY3SBZVCjacmoMaEHhpf8gypjs+ZZQl8sf8uHuj4LaHuMWxIn43eXESga3N6hYyjf+jNPLSuNQZLCQDLk7/m0U4/ka4/wa7sv88MJfVlbKvHWZf2MzHePfB1DaXQmI3ZVo4SFa5q+/Cym8qLMkv1G/sKlGhUrigVStQKF8y2qvf2NEr7bxqVKwqUjoBQV97nm+eenKVsSJ/N813/ZPqRJzmavwk3tRc9gq+lV8i4K+6EqECBCg1KharKyUGjdCHQrSVdAkYT6dWZeQlvVnv7jgIl2jNDc+dOctmZ/TfXtXqGvPJUThRuR6PUEuHRgZ5BN3AgfxWh7m3w0PhTairEYjNxsnAHB/PWMCn6NZYnf01K6SG0Snfa+vairU8/iozZ55StQK3UolAoUCk0WGymKr+rFfbf1EotChSOE36OIZklyZ9xbatpBLiFcyhvPeWWMsI82jA49A5yDElVHjUpMeUxoNktAKSWHKHElI+3SyA9g24gyK0lfyZ+WqXc7LLTlJmL6dfsZjZl/IZCAUXGnHq3V1rpUTZk/MpN0a+xMvV7ThXtRq3UEunVhf6ht7AhfTbZZae5UgS4tqCFVyc2ZP5aZzoFSo4VbCHObxhbMhZgPPOM6vnu38a2OwUK1AoNSoWyxnIq5BpSSC05zJCwOziQt6bWdHDp2kBj26a4NBTPbu5te6vXRhTUPyNvQcK7zDz2bJXvWvv0ZnzU87T17YOLSkeuIZW9OcuYn/BOtfu5A0Jv4ZpWT9JMF0OZpZgDuauZn/A2aaXH+GV4KUqUfLrvFrZmLuDnYcVV6rQ3dzmvbT/73tQWnnF80Gc3ykqd879Pf8Z3hx8G4M52/2VUi7NvPrJiZdrGzmToT9aa9/nmWRFsVAoN10c+w+Dw2/F3DafQmM3WjAXMPv4Sb/fezIrkb1iU+GG927mphXu04/a2n9T4m9laTkF5FieLtrM5Y16VZyTBfjHybJffq3yXULiLn4//x/E5zn8IvYLH4+cahtGiJ7F4LxvSZ5NnSOU/XRaBQsHCU++yP9f+iIJSoaJPs4l08huOlzYQvbmAowWbWJM6g9vbfsru3L/ZnDGPILdW3Nv+f1X+NOCOrEUsPvPSlZHNH6Rb0DVnK2az8dWh+8kqO+X4qoVnHH1CJhDm3h6NUkteeSp7c1ewLXMBFtvZv3+sREWngGHE+g0iRBeNRulKkTGb0yV72ZA+i/zyjGrbLtqnB8PD7sXXNYRM/Sm+PfxQg7YX2N+A1CPoWoJ09lf1pZceZ0vWPI7m1/640uWma+AYRrV42PF5WfKXbM1cUGPa8ZEv0s6vr+PzlwfvRYHigvZvQ9tdriGFO9v9t0p9Kl6tWJMugaMY3eJRZhx5gqSSgzWmqXAp2sD5tE3hfI7XNQrnmjEkl1nHX2RJ0hdNXZV/lGnxc1mTNp0dWX82dVXEv1R8wHD6NbuZ/+6v+TFIIUD+6s8l4aUNwkPjR1rp8aauyj+KTu2Dm9qTPMPFe4GAEI0V5z/sor4xSvwzSbC9BMa2fIwiYzaH89c3dVX+UXoFX4/eVEhS8YGmror4lwpzb0tzjw4X7REl8c91Zb5U9TLVK3gcsf6D2Jwxlyz9KdRKF/o2m8Q1rabxyd6ba329nKhbO9++tPSM51D+ujPPd2vo4DeQ3iHjmZ/wbq1/Lk8IZ7G/AS+IkREPsSP7zzrf8CQESLC9qPLK0/DQ+PJA7Lf4uYZisZk5UbCdN3aMlGGmC1BsysVV7c7YFk/gqfXDarPYJ9Udf55TDXxzlRAX003Rb6JRunK4YB0rkr9t6uqIK4BMkBJCCCGcTO7ZCiGEEE4mwVYIIYRwMgm2QgghhJNJsBVCCCGc7IoMtoPCpjIobGpTV0MIIYRokCvu0Z9BYVN5qOMPjs+rU6c3XWWEEEKIBriierYtPeOrBNqHOv5Q5995FEIIIS4HV0ywbekZz2s9V1f7/rWeqyXgCiGEuKxdEcFWp/bhtZ6rcVf7VPvN/cxvuhp+E0IIIS4Hl32wrSvQVpCAK4QQ4nJ22Qfb13uuoVUDholb1TLMLIQQQjS1yzrYPtRxOi09OzU4fatzJlAJIYQQlwOFzWaTP0QghBBCONFl3bMVQggh/gkk2AohhBBOJsFWCCGEcDIJtkIIIYSTSbAVQgghnEyCrRBCCOFkEmyFEEIIJ5NgK4QQQjiZBFshhBDCySTYistOQkJCU1dBOInsW/FvJcFWCCGEcDL1pS4wLy+Pv//+Gx8fH0aMGIFafcmrIP7Ftm3bRl5eHi4uLgwaNAir1YpSKdec/wZffvklgwcPpnXr1k1dlX+UhIQE5syZQ0xMDDExMcTFxTV1lS5Ll/wss2HDBsaOHUtISAj79u271MWLf7GNGzfi5ubGiBEjcHNz44cffmDOnDmsXbu2qasmnCw1NZW8vDy2bt3a1FX5x3FzcyM2NpbBgwdjMBj466+/mrpKl6VLHmzDwsJYvXo1x48fJzw8/FIXL/7F8vPzHb2avLw8NBoNEyZMwM/Pj9Wr5W8h/1NZLBaWLVtGUFAQVquVQ4cONXWV/pF8fX3p0aMHAwYMYNGiRdhsNhITE9mxYwe7du0iMTGRkpISzGYzeXl5FBQUNHWVL6lLPobbtWtXEhMTiYyMJCgo6FIXL/7FevbsyeLFiyktLWXgwIFkZ2ezb98+4uPjmTFjBsnJyXUOKQcGBqLVai9hjcXF8McffzBmzBhWrFhBmzZt2LdvHxEREXh6ejZ11a5oq1evZs+ePbi4uKDRaBzfe3h4EBsby6xZs/Dz86Nly5ZYLBaOHz/Ovn37sFgsZGdn06JFC66++uomXINL65IEW5vNxoIFC8jLywPAYDCQmZnJ/v37HWmKiorw8vLCYrEQGxtLnz59as3vf//7H8nJySgUCgA0Gg0RERFcc801BAYGOndlLhMbNmwgIyOD8ePH15lu586ddO3aFYAXX3yRadOm4e3tfSmqeNkJDAykVatW5OXlsX37dnx8fBgwYADFxcVotVpMJlOdy//9999cd911Nf6WmZnJX3/9RWpqKjabDT8/P0aMGEF0dDRpaWnMnDmTp59+usoyKSkp/PLLLzz99NP8+OOPdOzYkc6dO/PKK6/w+OOPN3g/1Za/gK1btxIVFUVgYCA2m41Dhw4xatQoli1bxrhx4xqcz9KlS1m9ejVPP/00fn5+ju+Liop4++23GThwYL2B48SJEwQGBuLt7c3MmTNp3bo1PXr0OO91a0onTpzg8OHDxMTE0LlzZ3bv3l3l95CQELKzsxk7diyenp4UFhYSHBwMgE6nY/PmzRw5coTIyEhiYmJqzH/+/Pn/qDZ9yXq2+fn53HXXXbX+bjKZ+OWXX7jrrrvIzs5m0aJFXHPNNbWmv/HGG+ncubNj2RUrVjB79mwefvjhi173K5XNZmPx4sWOYPvMM8/g7u7exLVqWsHBwY6TgEqlAmDlypUMGDCA0NBQR7qCggJycnLQarU0a9YMjUZT5xyDn376iT59+nD77bcDsH//fmbMmMF//vOfWpcJDQ3lwQcfvEhrJs51+vRpCgsL6dmzJwAqlYqAgAB8fHyIiopix44ddOvWrcH5eXt7s2fPHgYPHuz4bu/evQ0+pjZu3MigQYP+ERe7mzdvpmfPnhiNxhpHg3Q6He7u7qhUKnbs2IHZbKZZs2ao1WpMJhNqtZqOHTuyZcuWGoPtP9FlMxVYo9EwefJkZs+ezaRJkxg4cCCLFy9m5MiRDVq2R48erF+/HpvNhkKh4PDhwyxduhSj0Yivry+TJ0/G3d0dvV7Pb7/9RlJSEjqdjrFjx9K6dWv0ej0LFy4kNTUVpVJJ586dHQfVK6+8wrBhwzh69CjZ2dmMHj3a8W+AO+64A61W2+B02dnZLFiwgMLCQtRqNePHjyciIoK0tDR+++032rZtS3JyMgUFBVxzzTW0bt0as9nMb7/9xunTp/H29iYsLMyx/qdPn+b333/HYDCgVqu59tpriYqK4qeffqKkpISPP/6Y22+/nQ8//NDRs923bx8rV67EarXi4eHBDTfcQGBgIBs2bCA9PR2LxUJhYSFGo5EpU6bg6+vLunXr2Lp1KzabDU9PTyZOnFjlKv9KEBISQmlpKatXr0ar1VJcXEzLli05evRolWCbk5ODyWTCZDJRWFhIQEBArXlaLBZycnKIjY11jLbExcXRrFkzXF1dq6X99ttvadu2LVFRUY6ebUO8+OKLDB48mISEBIqLi+nevXu1EaCSkhJ+/fVXcnNzsdls9O3b15HmlVdeYcSIERw5coTc3Fy6dOnCoEGDsFgszJ07l9OnT2Oz2WjRogXjxo2rMjR4pSkvL2fdunXccsstju8sFgtlZWUUFBQQHx/PokWLyM7ObvBoWFRUFLt3764WbKOiohyfa9v+a9as4dixY2RmZjJq1CjAfkH3+eefk5eXR6tWrZg8efIVMzO+vLwcjUaD2WyuM92pU6fw8vLixIkT7N27F41GQ0hICC4uLri4uFBeXt7oss+njZvNZkcb9/X1pVWrVuTn5zNhwgS+++47unXrRqdOnQCqfK7t3FpXfgaDgd9//52kpCSsViuDBg2iR48el9dztn/++acjuM6bN4/hw4c3aDmj0cimTZto0aIFCoWCoqIi5syZw8SJE3n66adp06YN8+bNA2Dx4sX4+vrywgsvMGHCBH755RfMZjNLly5Fq9Uybdo0HnzwQXbu3MnRo0cBUCqVmEwm7rjjDgYNGsTs2bMZOHAg9913HyqVisOHDzc4nc1m45dffqFTp0489dRT3HjjjcyYMQOLxYJSqSQjI4PIyEjuuusurr76alasWAHAjh07KCgo4KmnnmLq1KkcP37csf4LFiygX79+PP300wwaNIgFCxYAMG7cOFQqFY8//jg+Pj6O9AUFBcybN49bbrmFJ598kri4OObMmeNYh8OHDzNmzBjuvfdemjdvztatWx0B6pFHHuHpp5+mR48eju1zpYmKiiI6OpqMjAwGDRpEfHw8ffv2payszJGmviHlylQqFW3btmX69Ons3r2b4uJiwD5sfe7Jc9GiRQQEBDBgwIBG11ulUmEwGLjzzju5++67Wbp0KUVFRVXSrFq1Ch8fH55++mnuvvtu/v77b0capVJJUVERU6dO5d5772XFihUYjUYOHTpEcXExTz31FE8//TSenp6kpqY2un6Xk7/++osxY8ZU+c5iseDh4UFOTg4Aw4YNY+nSpQ3OMyAgALVaTVpaGgC5ubmYzeYqF2K1bf+BAwcSEBDApEmTiI2NBeD48ePceeedPPvss6Snp3Py5MkLXe3LTocOHWjdujWdOnVizJgxDB482BHUztf5tPFt27aRn5/PU089xcSJE9m+fXuDLmxqO7fWld/y5cux2Ww8+eSTPPzww6xevZq0tLRL17N1cXFxTAkvKSlBpVLh5ubm+D0rKwtPT082bNhAeXk5t956q2OYrybz58/n999/B+z3gOPi4rjpppsAOHz4MGFhYTRr1gyAXr16sWTJEiwWC0eOHOH2229HoVAQERHBM888g1qt5vDhw9x2220oFApcXV2Ji4vj+PHjtGnTBoC2bdsC4Ofnh6+vL/7+/o7PlU949aXLzc0lOzub7t27AxAeHo63tzeJiYm4u7vj4uLiGFYJCAhw5J2QkEBsbKxju3Xo0IGSkhIAHn74YceOjoqK4rfffqtzXxw/fpzIyEjHSaJ79+4sWrQIg8EAQMuWLfHw8HDUITU1Fa1Wi81mY/fu3cTFxTmGpq9UoaGh+Pr6otPpSEhIwNfXF19fX/Lz88nPzycjI8ORVqvV1tmzBZgyZQpbt25l27ZtzJ07l6CgIAYPHkzHjh0dabZs2UJOTg533nnnede74kTl7u5OaGgoiYmJVeo2ZswYbDYbYG9zPj4+5Ofn4+XlBeA40Xt4eKDRaCgpKcHT05OsrCyOHj1KdHQ0o0ePPu/6XQ42btxI27Zt8fX1rfK91WolKirKMfrg5uZG9+7dWbduHf37929Q3vHx8ezevZvQ0FD27t1Lp06dqvTu6tv+lcXFxTlGPoKDgyksLDyv9b2cFRcXs3PnToxGI6GhoXh6ela5qD0f59PGExMTiYuLQ6lU4u3tTWxsLEajsd6yaju31pXfvn37mDJlCkqlEp1OR8eOHTl48KDzgm1xcTFJSUkA6PV62rZt6ziZ5+Xl4e7ujre3N66uroSFhWE0Gh0zPf38/OoMtAA33HCD457tZ599RnR0tGNjGwwGTp8+zTvvvONIr9Vq0ev1lJWVVQnyFf8uLS2tcu/Fzc2N/Px8x2cXFxfAfuVUeUaqUql07PiGpCsrK8NisfDee+85fjMajY7yKy+jUCiwWq2ObajT6arUryLYHjp0iI0bN2I2m7HZbFXqU5PS0tIqeanVajQaDaWlpY5tdW4dNBoNd999N6tXr2bJkiWEhYVx/fXX1xuE/i3UajV9+vShT58+mEwmDhw4wJw5c/Dx8UGlUlFcXMzixYtp3779BQ0VVm67rq6u1U5cmZmZLF26lOLiYpRKJYWFhTW2TzjbJlu2bMmYMWNYu3Yts2bNIjY2lmuvvfaKnHl98uRJysvLad++fbXfLBYLmZmZHDhwwHHB06ZNG5KSkkhMTKRly5b15h8fH8/nn3/OqFGj2Lt3L1OnTmXHjh2O3+vb/pWduy8qjvV/ktzcXGJiYjh16hT79+/HaDQSFBR0QW3rfNr4uedPLy8vxwhHXWo7t9aVX1lZGT///LPjODebzcTFxTkn2Obk5LB+/XqaNWtGdnY2VquV4OBgx9uimjdvjlKpRK1Wc+zYMcLDw2nRosV5lzdy5EhmzZpFfHw8Wq0WLy8vYmJiuPXWW6uldXd3p7S01HHVm52dja+vL56enuj1esdwq16vd8qjAV5eXri4uPDss89W+61yb+pcOp3OcbECOAJtxf2LRx55hKCgIAoKCnj33XfrrIOHhwenT592fDabzZhMJkdvtjZhYWFMmTIFs9nM8uXL+eOPPxwTgq5Uer2eyMhIwD56EBAQQGRkZJV7SfVNaCkoKCA9PZ127doB9jkEnTt3ZteuXaSmptK8eXM0Gg2PPPII33zzDQcPHqRDhw7nVd/KbffciyaA2bNn069fP8fEn/raQoW4uDji4uLQ6/X8/PPPbN68+byGupuSXq9n69atTJ48GbAH1/T0dDIzM0lJSSEpKQl3d3fKy8uZN28evXv3JjQ0lGHDhvHdd99xxx13OHq9tfH29sbf35+tW7fi4uJSrfd8vtv/SlfbbZfKFzCtWrVyzKk5cuTIeZd1PtvY1dW1yvmz4lYPVO8wVRz7dZ1b68rPy8uLKVOmVJkDAk54qUVubi5r166lf//+jqu1bt26ERER4fgvOjqayMhIIiIi8PDwqLcnVp+oqCiaNWvmeDFBTEwMp0+fdlxppKSkOIac27Vrx5YtW7BaraSmpvLFF19U+R7sB+3evXsdQ8IXk7e3N35+fuzZswewnzBnzZpV70SB5s2bO55RKy0tdTyYX1JSglarxc/PD5vNxpYtW7DZbJhMJlQqFVartdpwScWVZm5uLmAf3mzRokWVK8JzJSUl8dNPP2E2m1Gr1QQFBdV7YroS6PV6UlNTHffsc3JyWLFiBXv27HH8l5ycXGceJpOJ2bNnc+DAAaxWKzabjYSEBFJSUhwXka6urvj4+HDjjTeyYMECxyhCY+3atQuwH2fp6enVemPFxcWO2yd79uxBr9fX27Y2btzouM/k5uaGj4/PFblvFy1aRHx8PFu3bmX+/Pl8//33bNu2jaKiIlq0aEFQUBB9+/bl2muvpW3btmzatIm//vqLvLw8hg8fzrJlyxpUTnx8PCtWrCA+Pr7ab3Vtf6VSecFDqJcjnU5HcXExc+fOZf369VV6jDk5OaxcuZIDBw6QnZ2NwWA477Zf4XzaeEREBAcOHMBms1FUVMTBgwcdv3l6ejomsebl5Tnuydd1bq0rv/bt2zsmklosFv78809SUlIufs92z549tG/fHoPBwP79+xt8L+RCjRgxgi+//JKePXs6TmozZ87EZDLh6urK2LFjHenmzJnD66+/jru7O5MnT0atVjN8+HAWLlzIBx98gEKhoHfv3lVmGV5MkydPZv78+SxbtgylUkm/fv3qDHQAPXr04NSpU7z99tv4+PgQGxtLSUkJISEhtG3blg8++AAPDw9GjBjBqVOn+PLLL3n44YeJiorirbfeqnKf0NvbmxtvvNERPH18fJgwYUKd5YeHh+Pj48MHH3yAUqnE09OTG2644aJsj6YUEBDA4sWL6du3L56enuTn5xMZGVnlNkZN99sqCwwM5JZbbmH58uXMmzcPhUKBn58f48ePp1mzZo6DF+xX+vHx8SxYsICBAwc2ur7e3t58+umn6PV6Ro8ejaenZ5Wr6mHDhjFjxgzc3d3p3LkzvXv3Zs6cOTz00EO15hkfH89vv/3GO++8g1KpJDw8nF69ejW6bk0pKyuL5ORkzGYzERERtG7dukqv02w2Vxm+9/HxoXfv3mRlZbFkyRKCgoLQaDQcPnzYMUJRm44dO/LHH3/U+A7gurZ/bGwsM2fOZMSIERdvxS8D3t7e3HrrrZjNZlJSUtixYwddunQB7IExLi6OEydOcOTIEYxGIxEREQ3KNy8vr9qjc6+//vp5tfGePXuSkJDAe++9R2BgIPHx8Y6g37dvX2bNmkViYiK+vr60bt0am81W57n17rvvrjW/YcOG8fvvv/P+++8D0Lp1a0JDQ1HYLrRbWYM//viD4OBgx2vwevfuXe0RiAr79++nV69ejisVIRISEhxDu85iNBpZu3Ytw4YNq/H3ihnmYA+mAQEBLFy4sNaXWlwKjX3ZxeXImfu2qKiITZs2YTQaadeuXZUhdqPRyPLly2ud/JWcnMyRI0fIycnh/vvv/9c/j16fb7/9lh49elBWVuZ4jhnsz/abzWb++usv0tPTuf/++zGbzSgUCnJychyTyY4cOYKLiwtHjhyp8/0LF1PFEDbYZwybTCbHY1iXIj+n3LMdO3Ys27ZtY/Xq1ajValavXl3lfmB5eTlKpRKNRoOnp+cVffIQV77ly5cTFRVFZGQkCQkJJCQkOIaVwD7DXCaCXf68vLwYMWIEycnJbNy4kcDAQMetoLr+ulNWVpZjdCA4OBiLxXLJ6nwly83NJSkpyXH/smKYuGJUqKioiBUrVlBSUoLFYnGMomk0Gkcv8lI5dOgQf/31F4899hg2m42DBw8ydOjQS5qf02Yj9+jRo9ZXkW3YsAF/f/96h2uEuBQq924jIyOJjIzk1KlTjgkQMupyZYmIiGDSpEns37+fxYsXExsbi7+/vyPYWq1W0tPTycnJITU1lZYtW9KyZUsGDRokf/KzEeLj4/Hz83M8/tKiRQuCg4NRKBQkJyezbds2WrduTfPmzQE4evSoo3cbFRVF8+bNWbVq1SWpa9u2bTl69Cjvv/8+SqWS2NjY856keL75OWUYuT4SbEVdLodhZJPJ5Hi0wNPTE5VK1eTDyP8El2LfVmaxWNi0aROnTp2irKyMZs2akZmZSXR0tCPIXomTwZramjVrKCoqqvUNUqNGjcJqtaJWq1m5cmWNaVQqFS4uLlfcrPfz5ZTLuLKyMubNm0dsbCxRUVGOmcAVSkpKUKvV7Ny5s8r3I0aMkOE6cUmoVCoOHTrEqVOnGrzMhVwJi6ahUqno168frVq1YtOmTcTHxzt6WuL8DRw40PE0w7n0ej1//vknBoMBFxcXunTpUuOcHavV2uDJUv8ETdKzFaIul7r3Iy4d2bfi3+qyejeyEEII8U8kwVYIIYRwMhlGFkIIIZxMerZCCCGEk0mwFUIIIZxMgq0QQgjhZBJshRBCCCeTYCuEEEI4mQRbIYQQwskk2AohhBBOJsFWCCGEcDJ1QkJCU9dBCCGE+EdTlBiM8gYpIYQQwolkGFkIIYRwMgm2QgghhJNJsBVCCCGcTIKtEEII4WQSbIUQQggnk2ArhBBCOJkEWyGEEMLJJNgKIYQQTibBVgghhHAyCbZCCCGEk0mwvQIUlZZSVFra1NUQQghxniTYXgFSM7NJychu6moIIYQ4TxJsL3NFpaUUlZRSLL1bIYS4YkmwvcylZp7t0UrvVgghrkxVgu3ff/7BE488xJOPPlzlvz27dl20Ao8dPUJBfj4A07/7li2bN120vBtj3ZrV/PrLz07Jt7Sk5LyWNVssFJWUkp1XQEpmFscSkykqOdubLS4t5VhiMimZWWTnFVBUUorZYmlUGbdNmcymjRuqfJeensagfn1qXWbFsmWMGDqY1atW1prmofvvZciAfgwd2J+hA/sz+uphTHv8MU6fTmxU/eoz+uphZGVmnvfyO7Zvcyz/0vPP8ecfiy5W1ZpU5fUSQlx+1Od+0bNXbyZOvtlpBa5fu5Yhw4bj4+vrtDKaUrv2Hdi8aSP9BgzExcWlUcvmFxWTkJxaT5oi8ovOfo6MCCPQ1+c8atowv876hX1799KyVat60z7zn+cZPmIEAAaDgRk/fM+br73K19/94LT6Ndb8uXO5+ZZbCQoObuqqXFTOXq/fZv2M0Wis8l1YeAQDhwzlt1k/065DLLFxnRy/bVy/Fi8vbzp2iq+2vJtOR6vIKDp17oJSKYNr4t+hWrCtjc1mY/Fff7Jvzx4UCgXhzSO4YfwE3Nzc+OqLz+nRsxedu3YFqPL5uaenMWTYcNasXkXffgM4euQwGenpjL3uOgAK8vP59KMPyM3NJTIyilum3o5KpapSdl5uLjN/nE5JcQmtoiIxGo20a9+BHj17Vcn/hZdfJT0tjXm//Uq5oRyVWsW4GycQHdMak8nE7F9mknjqFD4+PoSFRzjyLysrY/7cOSQlnsZisTD06qvp1fuq89qggUFBxHaMY+2qlQy9ekSjTiYVQbO+gFvB2YEWoEvXbkyYdBNPPPpIo5ZzdXVl9Nix/DrrF2w2GwqFgk0bN/DNV19iKDMQ0qwZL736Gr6+vuTl5vLWG6+TlpqKxWJhwqRJjLtxAgDbtm7hkw8/RKVSMXT48FrLO7B/P5989AH6Uj1qjZrHn5xG5y5dq6T5+acf2bZ1C6cSErjvwQcByMrM5P577iItLY1OneJ56dXXUKvVnD6dyEfvv09OdjZqjZpn/vM87Tt04NjRo7z3zlu0bNWKvNw87n/wId5+83W69+jJkcOHyM/P57EnnmTBvHmkpCTTKb4zjz3xJACrV61k+vffYbPa8PXz5YmnnqZFi5Y8/+wzREZFcfLECU4lJHD1yJFoNBp279pFVmYmr7z+BpFRUZSUlPDpxx9y6MBBLBYLU267jTFjr6m2Xl27da8xHcCo4UO5+ZZb+XX2LBb9tbhR+3TE6LH4BwTU+NvRI4eJio7BTaerc3k/f38KCwrYunkjmzaso2//gY2qgxBXqgZHgj27dnHwwH4ef+ppnn7uecxmMyuXL6t3OZVKRWlpKa+9+TZXjxyJf0AAN996G3FnrniPHjnMPfc/yAsvv0paaionjh+rlseihQtoFRnFcy+9TOcuXTm4fz8qpapa/i4uLvz26ywGDhrCcy+9zNBhVzP3118B+0m7ID+f5158mTvvuY/jR4868l/y91/YbDaeef4FHpv2FCuWLiU1JaWhm6aakGbNiGnThg3r1mKz2Rq1bKCvD5ERYfWmuxSBFiCmdWsUCkWjl7NfwMwltmNHFAoF2VlZvP3G67zw0ivM+m0uvXr35sP33gXgpx9nEBwczC9zfuOj//s//vf5Z+RkZ2OxWHjnrTd55PHH+WnWbLx9fCitZZLYh++/y8RJk/llzm9MueU2Pnr//Wppbr7lVsLCw3nh5VcYMHAQANu3beX9jz7h17nzOXH8OLt37cRms/Hayy8xeOhQfv51Ds8+9wLP/+cZzGYzarWa5KQkevfuw0ef/h8qlYqEkyfp268/n372BTGtW/Ppxx/x4iuv8uU337Hk77/IzckhMyOD9995m9ffepsff5nFwEGDeefNNwB7Gz565AhvvvMu7330ETN++B5//wA++PgThgwbxsL58wD4/ttvsFqt/PjLLL789jt+mj6d48eOVVuv2tIBqNVqCgsLWfjHX43ep3Vp3aYte3fXf7tJoVDg4+tL3/4DST59mqKiwotaDyEuV9WC7a6dO3jp+f9U+S8tNZVDhw7QvUdPXFxcUCgU9Op9FUePHG5QIXGd4ms9YXeK74ybmxtarZZmoaEUFlY/+BISTtK1W3cA2rZrT2BQUK35Pz7tabp06wZAdEwMubk5AJw8cZy4TvGoVCp0Oh2xcXGO5ffu2U2fvv1RKpV4eHgQFx/P/n17G7RutWkVGUVwSAjbtmxu9LKBvj6EBPjX+ntIgP8lCbSN9eH77zL66mGMvnoYI4YOJjc3h5deeQ2AzZs30bpNW6KiowEYe+11bN60EbPZzEOPPMpjT04DICwsnODgENLT00lJSabcYHCMMowcNbrWi5evv/uBIcOGAdCla1fS0ho2OjBw0GA8PDxwdXUlMiqK7OxskpOTSE5KcvQG27VvT2BgoKNN2Gw2Bg0Z4sjDy8uLjmfaU2hoGPHxndFqtbi4uODn509ubi7bt2+jU3xnmjdvAcCoMWM5fOgQJWfu7/fq3RuFQkFoaBhWq5WevXo58svJsbfhNatXcd3141CpVPj4+DBg0CDWr1tbbZ3qS9d/wMCLPnwbGhaOXq93zMeoj7uHB56eXuTn5l3Ueghxuao2jNyxUyeuufb6Kt+5e3hQUlyCu7uH4zudzt1xoqiPu4d7rb+5urk5/q1QKLBardXSlOn16CoNT3l7+9Sa/4H9+9iwbi1msxmr1erIT1+qrzLEpdPpKCkuduT/4/TvHScgs9lMfOcuDVq3uiiVSiyNnMBUQW8wnNdv9ampTmaz+aKcfJ986hnHPdt777qD7j16EhAYCEBJcTEH9u9jwrizbcvV1ZXCggLy8/P59uuvyM3NQa1Wk52dhc1mo6iwCHePs23OxcUFV1fXGsvesH4d8+f+hslkwmKx1NiOalI5f6VSidVqpaS4BJPJxE0Txjt+KzcYKCgowNvbBw9Pzyrbq3IbViqVuFSqo0qlwmq1UlhQgLe3d7V1KSiwB6eKtllxC6Uij4o6VWzDV156wZHGZDIxaPDZoF+hvnTePt7VlmmIJX/9UeXzDTdOrHJMdenWnV07tjN4WO3D/ZVptBrMFvN51UWIK021YKtRa/Dyrn4wenp5otefHcLT60vx9PQE7CeEyj2O8vLzDwY1cXV1xVApwNQ29FRSXMysmT/x+FNPExLSjPy8PN549WUA3HRuGMrKHGmLzwRasAfv2+64k7Dw8ItW56TTiaQkJzNg0ODzWr680mQUlcp+YrdY7Cfd8nLTedfLz8+ftNSqvb5TCQkEBV3ciTX33v8Ar7/6CoOHDEWn0xEQEEi37j148513q6V98vFHmTDpJkaNHgPApPHjAHubqzyzW6/XV2kHFfLz8nj7jdf5+vsfaNmyFZkZGUy6cdx51z0gIACdTseceQuq/ZZw8uR5Dav7+vlx8MABx+fy8nIMBgO+vn6NqFcgr77xJjGtW19QuvOpP9R9zxbAx9cXnU5Hakpyg/IzGU2oVQ2eNiLEFa3B3Zn2HWLZvm0r5eXlWK1WNm/cSPsOsYB9GC07OwuAnJzsOu93qlQqDIayWn+vSUTzFuzdsxuwPzpU2yMOxcXFuLi4EBAQiM1mY9PGDdhsNoxGI61aRbJ3z24sFgvFxcUc2Lfv7LrFxrJpw3psNhsWi4WF8+eRdPp0o+pYWUZ6OocPHmTAoMHn1WM0WyyUG02oVErCg4OIb9ua+LatCQ8OQqVSUm4y1p9JLa69/np+nT2LA/v3YzabOXrkCN98+SXjJ0xwpFmxbBl5ubnnXQbYJ1ZFRUXzy8yfAOjWvTsHDuwnKcm+XQ8fOsQnH30I2CfARUVFO8ouKiqkrExPeHgEKrXa8XjYooULatye+fn5uLm5OYZgf1+4AKvVWmNgVqvVlJQUV/u+sqDgYELDwlixbJkj/9deeanW+8UN0a1bd/bu2U3KmUC0aOECOsbF4e5e+6jPua7q25dFCxdgs9kwm8189n+fcvjQIaDqetWVztk6de7Cvj27652rUFpSQnFxET5+/8ynEoQ4V4MvKzvFdyYzI4NPPngfm81Gq8hIBg0ZCkD/gYP4acYPnDxxAj8/P9q2a1/rwdYxrhPTv/uW0WfuhzXE2GuvY+aP09m1YwcxrVvTuk3bGtM1Cw2lbfv2vP3Ga3h6ejJqzFgSTp7g8//7hAcefpSEkyd57eUX8fX1JS4+nuIi+zM0I0aNZv7cObz12qsAtGnX7rx7uTk52ezft5f+5xlowT5MHODnQ3hwIC4areP7sOBAAvy8ScnMpqi0FK9GnKgr9B8wkNLSUt57+y0yMtIJCgrmuhtu4IbxNzrSfPbfT3ntjbfw8/fn7jumciohAbPZzL69e3jztVd5/qWXaxy+PNc9993Pww/cx9hrriU4JIRnn3uel194nnJDOe4e7jz86OMA3H7X3Tz/n2fw9vZm+NUjuO6Gcbz1xut89c13PPXMs3z8wQfYsDF6zFh8fH2rDRFHRkXRs3dvptw0ET8/P+6651727d3DIw/eX+2xo379B/DS889xz33311n3F195lQ/fe4/vv/0GlUrF+IkTGxUYzxUUHMwzzz3Pi8/9B7PJTGBQEM8+/0Kj8rj9zrv49OMPmTzBvq+69+zp6L1WXq+60jmbm05HeERzDu7fh3dHn2q/22w2x2zk8ObNq90SEuKfSlFiMDZuumwTqXh8BODz//uEQUOGOnrWl5N1a1bTuUtXPL28mroqQlw0v836mcHDrq5xGPnc38xmM38snE90TOsan7N1dXNzPGd77mN+QvxTXRHB9vcF8ykuLuLmW24jJyebTz54n2eee6HGe8tCCCHE5eaKCLZFhYX8/NOPZGVlolFrGD5iJN169GjqagkhhBANckUEWyGEEOJKJi8mFUIIIZxMgq0QQgjhZBJshRBCCCeTYCuEEEI4mQRbIYQQwskk2AohhBBOJsFWCCGEcDIJtkIIIYSTSbAVQgghnEyCrRBCCOFkEmyFEEIIJ5NgK4QQQjiZwlbbX3kXQgghxEUhPVshhBDCySTYCiGEEE4mwVYIIYRwMgm2QgghhJNJsBVCCCGcTIKtEEII4WQSbIUQQggnk2ArhBBCOJkEWyGEEMLJJNgKIYQQTibBVgghhHAyCbZCCCGEk0mwFUIIIZxMgq0QQgjhZBJshRBCCCeTYCuEEEI4mQRbIYQQwskk2AohhBBOJsFWCCGEcDIJtkIIIYSTSbAVQgghnEyCrRBCCOFkEmyFEEIIJ5NgK4QQQjiZBFshhBDCySTYCiGEEE4mwVYIIYRwMgm2QgghhJNJsBVCCCGcTF3xD1thNrbdqyDtBBhKmrJOQgghxD+Kwmaz2ax5GbDiR+gxCoWnHwo3j6aulxBCCPGPobYVZsOKH1GOua+p6yKEEEL8Iylte1ZBj1FNXQ8hhBDiH0tJ6gkUnn5NXQ8hhBDiH0uJoUTu0QohhBBOJI/+CCGEEE4mwVYIIYRwMgm2QgghhJNJsBVCCCGcTIKtEEII4WQSbIUQQggnk2ArhBBCOJkEWyGEEMLJJNgKIYQQTibBVgghhHAyCbZCCCGEkzk12H729XfceNudjv9uuvNeHn/uRVauXefMYuu0edt29h442GTlVygoLOTG2+7kvU8/c3zXlHW7XLZLQ81Z8Ds33nYnu/ftd/qyhYVFfD39R+59bBo33Xkv9z42ja9+mEFRUXGjyz7X8ZMJJCQmApCVnc2Nt92JxWK54HwvJwUFhWzdsRNo+Dp+9vV3zJo7/1JU75KYut/GC8dtAGwthF1FtnqXue+glWlH608nrgyXpGc7bNAAbpl4I9eNHoleX8aX389g+67dl6LoKsxmM9/8OPOyDCpNWbfLebs0NaPRyItvvUNObh7/eeIRfvzyM156+kmKikt48a13MBqNF5T/yrXrOXU6CYAAf3+++b+PUKlUF6Pql439hw6zdecuoOHreMeUm7h+zD/nT39+2haebaUA4NsUG7uKmrhC4pJTX4pC+vTsQYd2bQFoHR3FWx9+wubtO+jepTOpael8+9PPnEg4hYtWS9/ePbl10gSUSiVffPsDq9dv4J6pt/LTr79x79Rb6dmtC3N//4M1GzZRXFJCx/bteOjuO/Dw8GDthk189s133H7zTezYs4ejx08SHtqMR+69G3d3HXc/8gQAfyxeys49e/n0nTer1LOm8vr06sGGzVuZ98efZGZlExoSwsP33EmL5hFYLBZ++vU3Nm3dTnFJCSHBQdwwZjT9rupFYlIST734KsMGDeCeqbcC8PLb73HoyFF+/uZ/VcotKCyssW4r165j0eKlZGXn4OXpycC+VzHxhutQKqteI9W13mGhzQDYu/8gM+fMJSUtDVdXF67q0Z0pE8ZTbjTWu10q8r9p/A2sXLueTrHtuWfqrbVuF4DTSclMn/UrJ08l4ubqyoA+vZk07nqUSiV6vZ5f5s5n49ZtGAzlhIeGMmXCeDp17EBObi73P/E0g/r1JTs3l4LCQj5+63VSUtP49MtvSE1Pp01MNM2Cg6rU8eSpRH6cPYeExNPo3Ny4ZeKN9O3dE6DeZevy17IVWCwWnn70IdRq++ESFtqMxx+4l5Vr12M2m9FqtRw6cpQfZ8+hzGBAqVQydEB/Rl89jOycHB599gXuuvVmtu/aQ0ZWFq1aNOehu+/kjyVLWb95Czv37CUlLZ2RQwfz4LRnmf3916zfvIX1m7bQsnlzTicnk5mdzcihQxg1fCipaek89p8X+G3Gd456TnvhFcZdM5rePbqTX1DAdz/9wunkZMxmC/2v6lVjuwG497FpDB88kMNHj1FSWoqnhwcP3X0n3t5efPb1d3h6erD3wEHiOrRn6uRJ/P73YlasWYfJZMbL05O7b5tCTFQkAPsPHmL6rF8pKCwkKCCAO2+5mfLycr7/+RcsFisvvvkOD99zp2MdVSpVjctER7bi+5mz8Pfz5abxN/DAk88wevhQDh45SkFhIQqFgicfuh8/X1+Kior5/NvvSUpJxcfbiwF9ruKPJUv5/IN3q62r0Wjkx9lz2HfwEAqFguDAQO669WaCAgNZvX4Dm7ftQK1Wk19QwNsvv1Bl2c0F8MhhK4VmMNsUXBMEH7RREL3Oxi+dFFzlA8Vm8Ftl5YM2Ch5tYQ+sHTZa+aiNklnpEO5qw0sNP6fZ+DMLDpfCh20UrMy18fhRG5lGaOkK/22npIe3vVyDFW7YbWNLoQ1PNXzbQUE/X0W1dQtZbWV2JwUD/ey/PXbEhtkGn7VT1Fp3tcLey37ssJVckz2fN2MU3Bhiz6PlWhv3N4f/nrbxSVsF40Oqlysa7pLfs/X0sP85P7PZDMBHn3/J8ZMJ/OfxR+jfpzd/LV3uGGZWq+1XvyvWrOWuW24mOrIlC/78m3mL/mT44IG8/Mw0Tp1O4rNvvj+T3n4yXLR4KSOHDmHC9deQkHiamXPm4uHuzn133AZA3949efyBe6vVrabyDh4+wqdffk1oSAhvv/Q8Xl4evPb+hxiNRtZs2MhfS5czdsRwXn/+WVq1aM70WbMpKCxs1DapqW4ZmVl8+f0Molq15PXnn2XM1cP4e/lKdu7ZW0O9a19vgFOnT/Pmhx8DMO3hBxg1bCjLVq3hyx9mNHC72PNfvHwlY64exqB+fevcLgaDgTc++JjUtHQeuvsOevfoxoI//2bR4iUAfPbN9yxduZqxI65m2sMPYLFaeOujT0hOSXWUtWXHTlq1aM6UCeMB+PTLb0hKSeGuW2/m6sED2bh1u6N+RUXFvPXRJ+Tl5/Pqf56iX+9efPrl15w8lVjvsvXZvW8/V/Xo7qhX5W1y9ZBB6HQ6SkpKeffTz7jxumv49J03eWHa48xd9Af7Dx5CrVZjMpkoLdXzzGMP896rL7H3wEEOHj7CtaNG0qpFcyaNu47bbppYNX+VmgOHj9Cre1deeOoJnnjwPn769bcG9aT/+/V3+Pp48+k7b/LxW6+x/9Bhlq9eW2NapVLJ0eMneO7Jx3jnlRdxd9cxe/4CADQaNdt27ua5Jx5l6uRJHDl2nHmL/uL155/ly4/fp3uXeL78fgYAxcUlvPd/nzP1pol8999PGDF0MO99+hltW8cwfNBAunXuxOvPP1ul7NqWOXeIWa1WcfDIUaY9/ABvvfQ8Xp6eLFu1BoBZ8+ajUqn4/IN3eP7Jx1m5dj0KRc1BYf4ff5GUksoHr7/Cp++8SfPwMP77tf2CRaPWcOjoMYYNGlAt0AI8edTK/c0VHOun5FBfBQUmOFBiY1gArM2zD/WuzbfR3RvW5NmXySqHxDIYUOnPhT/dSkEXL3g9RsGHbRTkGuH6PTY+aaMgc6CSB5sruH63FfOZ0eMFmTbebq0gbaCS8cEKnjve+GHl2uqeZ4Sxu6w80dL+25KuCu45BAfP3B1xUdlYn2/jRH+lBNqL4JIE24LCIrKys0lKTmHOgt8BiOvQHpvNxsP33sl7r75E+7Zt6NurB4BjWK3CdaNH0r9Pb4KDgli5dj1arZbrRo+kdXQUA/r0ZtfefRQWnh2X6dW9K927dOaakSNwc3MjKSUFtVpNRFgYAL4+PrRs3rzW+lYub9W6DQBcO2oELZpHcO2okRQVFbNzz14sFisAJxMTyS8o4I6bJ/Pdfz/Bx9u7UdunprpVnHDS0jNITUunZ7cu/PTV53Tv0rnWfGpab4AVa9Zhs9m4ZeJ4usZ34sbrrqF5RDibtm7HbDY3eLv07NaFkcOGEBMVWed22b1vPwWFhQwfPJAeXbswZcJ4nnrkQdrGxFBYWMT2XbtpExPNDWNH0zW+ExOvvxar1cqaDZscZfn7+XLrpAl0je9EXn4+iUlJtImJZnD/fvTq3o1e3bo60u7Ys4eiomIG9+9HZMuWTLj+GhQKBavXb6h32fqUlJbi5+tbZ5r9hw7h4+1F1/hOZ+ruR8+uXdmxZ6/jxN/nTNvWaDQEBwaSk5dXZ54KhYKgwABHrzE8NBSz2VzvhVxuXh77Dx7impFXo1QqcXV1ZejA/mzYsrXWZQb0ucrR6+3RpQsHjxx11KFd6xgC/P0BaBMTzZcfvedo353jOpKRlQXA3gMHCfD3o2OH9gD0692LD15/pcbedIWGLqNQKOjdvZvj+/DQZuTk2rffvoOH6H9VL5RKJR4e7gzq16fW8rbu3MXVgweh1WoBGDV8KEeOHae0tBSFQoGnhwed4zrWuGyYi4L5mTa2FoJGAdM7Koj3VDDcH9bl2wPgqjy4N0LB7iKwAWvyob8vuNZxll2WCxGuMNjf3k6mhCrY01uJ6kxsGxGgoI27/d/9fBUkldWeV21qq/vfOTbcVWd7spE6BWMD4NdM+/oogHHBijrrLxrukgwjf/K/r6p87n9Vbwb374dCoWD7rj2sXLuewqKzwbIiiFUIDgp0/Lu4pASj0cit9z10Jq0Fm81GVk6OI03gmZODQqHAzdUVs7lxE07OLQ/g1Xc/QKFQYLPZG2Jmdjajhw8jIfE0G7ZsZeOWbSgUCvr27sn9d0xtVHk1CQttxtTJk1j412I++8Z+9R3VqiVPPnQ/gQEBNS5T23rn5uUDOE6aAP6+viQlp5CXX9DgOgUHNmy7qJT2EQIfby/AfjHRo2sXAMdkoAD/s5f7/n72f+fmnw1AlcuqaBsV+dmXORsAK+oyZ8HvzFv0JwA2m43MrOx6l62Pl6cn2bm5daYpKCzCy9OzyneeHu5VltO5uTn+rVQqsVqrtvGanLsMgNVad8+mtFQPwEtvvef4zmq14uHuXns5urPluLm5UqrXOz57eno4/m00GpmzcBGHjx5DqVRiNJkc61FcUoK7Tlelvl5eVbfJuRqzTOU6KpVKrDZ7uaV6vWO0DKq2q3MVFBbiVWl9KpYrPDPRrXI+5/q2A3x0WsHdB62kGOC2UAXvtlYw1B/uPQQWG6zKhSdbKvglzcq+YliTZ2NEQN09wv9n783j46iutP+nWi2pW7K1tLxKMmDL8r4AxgubzRbAwIQEksAESMjCTDLwQuDNQpL5TTKTzExm8oZMSEgyMJkkhAQSAgTCYkIINrttDF6wAUuYxZJNsC15Vcuypfv7o7uq6966ay3dLbuez8ccIVV3P986t+qcU73tHCBodJ2FEwBGVxf+v7Gy8HMSBIM+Xi8l8t57CNh+kOA410WP/iGCS5MFz6OqzB8vFl9FKbaXX/phTGhpRiKRwLgxY9Da0gwA2PT6G/jdAw9i4UnzcP3ffxZvv7sVX//Wv3lu7+50RzVlsHvPXvzHN/8/aptMYwPe37GTvakvsY8HADdd+zm0jB/v/H5EbS0qKyvxd1dfhWs+eSXefncrlv35L1j+7HM4cc4cHDuhFQCQ7e93brNTcdJmdcG55+CCc8/BX9/fgdUvv4I77/kd7v/jI/j7T33S6H5shp27dqF5/DgAcApBU6YR+w8c0Lof3f2ydsOrAIDe3bkpjBCCP/1lOerrRmLG1Kl5L4XCuiPfKI3KFE6U7seyT4L2/QGgcj0qk2siLr7gfJxxWmGyqaqqdIqB6LYqzZk5A8v+/Bd87EMfRCqVcn4/ODiIO355Fy75mwvQ2FCPvfvoVybv3bff+AqHrgqFd8j52V5nmcYGAMB3/+UbGDFCXGDdcje6+/btpwqz+5LsvX/4I97Z2oV//uqXkUql8PrmDvzzf/w/AEB9XR11P4QQbO3qdtYbT35uwyqdSlPNgax5bGxowN59+53/t3NmN2KCq885r5UW/nky8M+TLbzZB3zwlSFM6QY+P8HClBqCJ3YBB4cIWqotLM5YWN4DPNUD57lbkcZWW3h/oFBBCXKXcaeK6z5XFRbg7sP2HgZqKuTeW1PAlFpg/Sluj7Tf+OJxeCrKBYJp7ZOxYN6JOOmE451CCxROEP39/djavQ0PPPwokskk3t+5k7os7NbpJy9CX18fnlu5Cj29vfjFb+7B7b+8U8tHVVWuTXztjc3YsHGT1m1OW5R7kc3yZ5/H7j178OgTf8Ytt/0Uvbt3467f/h6fuvYGvLxuPSoqEs6Jrra2BqNHNaGqqgprN7yKdRs24oGHH3U6aB1vq19+BVf+3T/goceWof9gP0aPaoJlWait0TuBunX2ktxVhF/fex/WvboR9/7hIXR1b8OSU09BdXV16PvlxLmzMWJELf70l+V46ZW1uPcPD+F/7rwLXdu2o65uJOafeALe6OjEQ48uwyvrN+B3f3gIyWQSZy0+nftYo5qaMKG1BW90dOLxJ5/Cimefx+pX1jp/nztrBkaMqMXKNS9jx86dWPfqRnz3h7dhw8bXlLcFgP/7j9/AZ//PjdzHXnrOWUilqvGt796Czi1v4eDBg+jq3obv3nob3n73XWQaGzFr+jTs3rPXeSvRjp07sXLNGizMT/MyJZNJ7WbHVmNDPRKJBLZtfw8A8PrmDqeRGzFiBGbPnOE8Pz40NIQHHn4UK557Xnh/Tz//Ag7lp9RnX1yJ2TOmc7fr2d2LcWNGI5VKob+/H4//5SkMDQ3h0KFDmDtrBnbnnyIAgBdXv4R/+c/vwbKsHON+L6PsNrqaPrUdz61cBUII9u8/gKeeeVa47cJ5J+JPTy13nvd++PEnMHvmDNS4pmueBoaA+S8MYX3+7TrHpoGxVRbyF3Nw7igL33pzCEvyF0wWNwK//yvBwaHCJWC3qhIWeg/nb9tE8N4A8OD7uTv7/XsE57w0ZFzkJqSA1/O7eNcA8MROovR+VgbYdhBYlu89DwwC12wkwrclrXxpDbq6txk6i2WrpFfjj589C6cuWoDXNnfgez/6Cc5afBqWnHoKXt/cgT89tZx7mw9duBQfvugCPPHUCvzr9/4Le/buxUcv/qDzPIxMx7S2Yu6smXjrnXfxi9/8VsvjjGlT8X/+7rPY2t2Nf/nP7+GV9RvwgTMXY0JrCz649DzMnTUDP/7Zz/HVf/5XPLdyFa667KM4Yc5spFIp/N3VV6Gqsgrfu+0n2Ld/P06cm3s+iHcJkfV24tw5WHrOWXj0T0/i5m9+Gz/71W9w1uLT8ZGLL9Ly7dbEY4/FV2+6AYlEAt+99TYsf/Z5XHT+ubjmk1dGsl9qamrw/33pJowbOwY/+OkdeHLFM7j4gvOdt3Jcd82n8YEzl+DRJ57E93/836jNby+baK7/+8/imNZW/PLu3+KZF17EeWedASA3YY4YMQJf/783YkRtLf7z1tvw+wf/iJnTpjrPk8puCwB9fVlqOnIrnU7j21//Ko6d0Ir//MGPcPU/XI9/u+UHaBk/Ht+8+UtIJpMYMWIEvnLDdfjdAw/ihpu/jn+75Qe48mMfwfSpU5T78eT5J+F3DzyE7/3oJ8ptbaVSKXz8o5fgP2/9Eb793Vvw0itrMbV9svP36675NLq3v4drv/gVXP+Vr2HL2+/ghNn85yIBYOa0afinf/sP/MP//QoIIfjYhy7mbvfBpefh9Y5O3HDz1/Hv378Vf3P+uWhpHo8v/n/fRG1tLb564/X49b334dPX3YD7//govnzDdaioqMAJc2ajY8sWXHP9TdRlcNltdPXxj1yCnt7duPaLN+P//ejHWHLqKcJi/eGLLsCxE1rxpX/6Z1z/la/hr+/vwLWf/ZTyMaoSwFcnWfj4BoKJTxO0P0MwuQb4TGvucc5rsvD8buCMTP5573oLL+0BzhvFL1ofHQd8o4Pgo2sJGiotPHyCha92EIx+agj/vgV44IQEkobV9tuTLdz6LsHZLxHc8AbBh8bmCqrMe32lhYdPSOCfO4cw+ZkhHP/8EEZVEhxfx3/we//wR2zY9JqZsViOrMGf3UwSl3+11D5ixYpVAn3+pi/j85/+JObMmllqK77lvpz+zPMv4tEn/sx9RXGsWKVUUZ6zjRUrVqwo9MDDj2Lthlfxj1/MPQ2w4rnnMX2K+oqCiW57l+C6147eT3JqrQa2nhG/JDmo4mIbK1asYaul55yFt999F9d96atIJBKYPrXd11MtMl17jIVrj4lfKhQrmOLLyLFixYoVK1bEiq8NxIoVK1asWBErLraxYsWKFStWxIqLbaxYsWLFihWx4mIbK1asWLFiRay42MaKFStWrFgRKy62sWLFihUrVsSKi22sWLFixYoVseJiGytWrFixYkWsuNjGihUrVqxYESuB1AiQ7H71lrFixYoVK1YsX0qgtR1kX496y1ixYsWKFSuWLyWs488GVj5cah+xYsWKFSvWESuLEEKGdr8PLPsZsPAiWHVNsNIjSu0rVqxYsWLFOmJkEUIIAJC9u0DWPgl0dwDxc7ixYsWKFStWaHKKbaxYsWLFihUrGsVv/YkVK1asWLEiVlxsY8WKFStWrIgVF9tYsWLFihUrYsXFNlasWLFixYpYcbGNFStWrFixIlZcbGPFihUrVqyIFRfbWLFixYoVK2LFxTZWrFixYsWKWHGxjRUrVqxYsSJWXGxjxYoVK1asiBUX21ixYsWKFStixcU2VqxYsWLFilhxsY0VK1asWLEiVlxsY8WKFStWrIgVF9tYsWLFihUrYsXFNlasWLFixYpYcbGNFStWrFixIlZcbGPFihUrVqyIFRfbWLFixYoVK2LFxTZWrFixYsWKWHGxjRUrVqxYsSJWXGxjxYoVK1asiBUX21ixYsWKFStiJQBg//79+OY3v4np06djxIgRqK6uxvTp0/Htb38bAwMDRnc4atQofPvb347ErK46OzthWRb+/Oc/l9RHrOg0nHL8ox/9CMlkMvLHufLKK3HaaadJt/nIRz6Cc845J7THHE55iBWrlEoAwCWXXIKf/exnuOmmm/Dkk0/iL3/5C6644gr8y7/8C/7u7/6u1B4xZswYvP3224G3CUO33XYbrr766sgfpxz00Y9+FL/4xS9KbSOWQH7y8/d///f4whe+4PsxN27ciOOOO8737Y90xfsnlkjJjRs34oknnsD999+PD3/4w84fTj31VFRXV+P3v/89Dhw4gNra2pIYfPfdd7Fjx47A24SlNWvWFOVxykFr1qzBhRdeWGobsQTyk58PfOADgR8zlljx/oklUsK+TMy7XPylL30JK1eupArtPffcg/nz52PEiBEYN24cbrzxRmSzWeED7NixA5/4xCdwzDHHoKamBosWLcLy5cupbVauXInFixejpqYGEyZMwJe//GUcPHgQy5cvx7HHHgsAmDhxIj70oQ957l+2zYEDB3DFFVdg5MiRqK+vx4033ojBwUEjb26dccYZ+PnPf45f/vKXsCwLa9euBQC8/PLLOO+88zBq1CjU1dXhkksuwTvvvOPc7ic/+QnGjBmD5cuXY+7cuaitrcXcuXOxbt06/PKXv8SUKVNQV1eHCy64wGkaXnnlFViWhQcffBBnnnkm6uvrMWrUKHzxi1/E0NCQNsNtt92GsWPH4qGHHsLYsWPxpS99CQDw/vvv4xOf+ARaWlqQTqcxZcoU3Hrrrc7tLMvCW2+9hU996lNoaGgAAFx00UW46KKLqH1y1113wbIs7N+/H0Bu2rrsssvwT//0TxgxYgQefvhhrX3E0//8z/9g1qxZqKmpwahRo3DppZeiq6uL2kaV466uLlx22WXIZDKorq7G7NmzcddddwEA/vu//xvpdJpa+5/73OdgWRZee+0153c//elPUV9fj8OHD+Oyyy7Dxz72Mfz85z/H1KlTMXLkSMybNw8vvviilMWyLLz44ouYN28eUqkUJk2a5Ph48sknYVkWnn/+eeo269atg2VZePzxx7n3x+YHAJLJJB544AFMnTrV4X3ppZecv7OXkXX2sa1vfvOb+OQnP4l33nkHlmXhv/7rv5y/qfKgyj9vnb722muwLAt/+tOfcPbZZ6O+vh7HHHMMfvOb32DVqlVYsGAB6urqcPzxx2P16tXOfR08eBBf+tKXMGHCBFRVVeHYY4/F17/+dRw+fNjZZuzYsfiv//ov/N3f/R1GjRqFxsZGfPGLX8T777+Piy++GJlMBsccc4znyoHs/CfaP36P0VhHmA4ePEiOO+440tTURG6//Xayc+dOItIf/vAHAoDcfPPNpKOjgzz66KOktbWVXHnllc42TU1N5Fvf+hYhhJDBwUEyb948MnnyZPLkk0+STZs2keuuu46kUimyYcMGQgghb731Fhk5ciS5+uqryQsvvEDuv/9+MmrUKHLttdeSgYEB8tvf/pYAIC+//DLZu3evxxNvm46ODgKAHH/88eSHP/whWbt2LfnP//xPAoDcc8892t5Y7d69m8ybN49cfvnlZMeOHeTw4cPk3XffJXV1dWTp0qVk/fr1ZPXq1WTx4sVk8uTJpL+/nxBCyB133EGqqqrI5ZdfTnp7e0lvby+ZOnUqmTRpErn66qtJX18f6erqIqNHjyZf+cpXCCGEbNiwgQAgU6ZMIStXriSDg4PkoYceIslkktxxxx3aDLfffjupqakhZ599Nnn00UfJli1bCCGEXHjhhaStrY2sWLGCvPHGG+RnP/sZqaioIA888AAhhJCuri4CgPzwhz8ku3btcm5z4YUXUvvkV7/6FQFA9u3bRwgh5OMf/ziZNm0aueiii8iKFSvIzp07tfYRq6effppYlkVuv/120tnZSVauXEkWL15MTj75ZEII0crxwYMHybRp08jcuXPJihUryObNm8k3vvENAoA8+OCDpLOzkwAgL7zwgvO406ZNIxMmTCD//d//7fzub//2b8nFF19MCCHkiiuuIOPHjyd///d/T/bv30/6+vrIueeeS6ZPn87lIISQH/7wh6SyspIsXLiQ/OEPfyCrV68ml112GUkkEmTDhg1kaGiITJo0iXzuc5+jbveP//iPpKWlhQwODnruk5efK664gkycOJGce+655JlnniHPPPMMmTNnDuXt0ksvJWeffbbWPmZ14MABcv3115MJEyaQHTt2kGw2q5UHnfzz1ql93wsWLCCvvfYaOXz4MPn4xz9ORo4cSc4991zS3d1N+vv7yVlnnUUWLlzo+Pz0pz9NMpkMueeee0hnZye56667yMiRI8mNN97obNPS0kJaW1vJH//4RzI0NER++tOfEgDkxBNPJM8//zwZGhoi//iP/0jS6TTp6ekhhKjPf7z9E+QYjXVkCYQQ8sYbb5BTTjmFACCWZZGZM2eSG264gaxZs4baeNGiRWTJkiXU7+666y5iWRbZunUrIYQutsuWLSMAyFNPPeVsPzg4SKZOnUo++9nPEkII+drXvkbGjBlDDh8+7Gxz5513On9/7LHHCADy1ltvCSHYbeyD9Mtf/jK1XWtrq3PA6XjjaeHCheSTn/yk8/8333wzqa+vJ729vc7v3n33XZJIJMhdd91FCMkVWwDU/rzxxhsJAPL+++87v/voRz9KzjvvPEJIodja+9LWBz7wAXL66adrM9iP/cc//pG6n46ODs9BfeKJJ5LPf/7zhBBCstksAUB+/vOfO3/XKbZXXHEFqaysdAqA7j5i9eMf/5ik02kyMDDg/O69994jK1eudPyrcmyfHF955RVqm1NPPZWcc845hBBCjjvuOPLd737Xuf9kMkn+6Z/+iWogW1tbyY9+9COHr66ujvT19Tl/v/POOwkAcuDAAS7LD3/4QwKAPPLII87v9uzZQ6qrq8nXvvY1Qggh3/72t0ljYyM5ePCgs8306dPJV7/6Ve598vJzxRVXkHQ6TTXM//M//0MAkD179hBC6GKr2sc8feUrXyHHHnus8/86eTA5Rtzr1L7v733ve87vHnzwQQKA3Hvvvc7vbrvtNpJKpQghhOzcuZMkk0ny/e9/n/Lz9a9/ndTW1jr7t6WlhfzN3/yN8/c9e/YQAOTaa691frdx40aqGdM5/7H7J8gxGuvIUgIApkyZgueeew6vvfYavve972HixIm4/fbbMW/ePNx0000AgKGhIbz00ks499xzqcn4jDPOACEE69at80zNK1euRHV1NZYsWeL8LpFI4PTTT3cuwb700ks48cQTUVFR4Wxz1VVX4Y477tAZzKU65ZRTqP8fM2YM9u3bp+1NRytXrsSCBQuoS3kTJkzApEmTPPczdepU5+e6ujo0NTVh9OjR1O/27NlD3ebEE0+k/n/mzJno7Ow0Zjj55JOp/x8xYgR+8IMfYO7cuWhubsa4ceOwYcMG9PT0aLOLNHXqVGQyGef/TfaRrbPOOguWZWHx4sW444478Pbbb2Ps2LFYsGABtZ0sx2vWrEE6ncbcuXOpbU466STncc8++2w899xzAIAVK1bghBNOwDnnnINnnnkGALBlyxZ0dXVRz3VOnjwZ6XTa+f/GxkYAQG9vr3S/nH766c7PdXV1mDlzJl5//XUAwKc+9Sns3bsXjzzyCIDcC21ee+014xfjTZ06FU1NTc7/jxkzBgCcfeKW7j7WkepY080/u05tJlt1dXUAgGnTplG/6+/vx8GDB7Fu3TocPnwYixYtou7jpJNOwoEDB9DR0WF0vwCwZ88eX+c/m93vMRrryBL1Pttp06bhxhtvxB//+Ef89a9/xSc+8Ql8//vfx6pVq9DX14fDhw/jG9/4BlKplPOvra0NALB9+3bPne/duxcHDx5EOp2mbvPzn//c2b63tzeyF1+x92tZFggh2t50tHfvXjz55JPUfaRSKbz55pue+6murqb+P5VKee7P9mdrxIgRHqbdu3cbM9TX1zs/Hzp0COeddx6eeOIJfO9738OqVauwdu1anHDCCdrcMrkfy/apu49sTZ06FS+88ALa2tpw8803Y+LEiVi0aBFWrVpFbafK8YgRI2BZFrXNyJEjnUJwzjnnUMV28eLFmD9/PrZv346tW7fi6aefxjHHHIMpU6Y4t3cXWrfY3LG+Ro4c6fF+4MABAEBzczOWLl2KO++8EwDw+9//Hqeccgr1uDri7Q+RN9197Pdx3XnQzT+7dgDvcQOIj529e/cCKBRKW/a+dzcdJvfr5/wH+D9GYx15Sh46dAjbt2/HMcccQ/1h5MiR+Nd//VfceeedWLt2LU466SRUVlbihhtuwGc+8xnPHY0dO9bzu/r6eqRSKbzyyiuev9mT7OjRo50DpJjS8aZ7P6eddhr++7//2/M39uTqR+xEsnfvXmeS8suwcuVKrF+/Hk8//TQ1be3YsQMTJ04U3s59ArUle3GcLb/7aM6cObjrrrswODiIZ599Fl//+tdx4YUXCl/Aw3vcffv2gRBCFdy9e/c6J7azzjoLO3fuxObNm7F8+XL827/9G1KpFObNm4dnn30WTz/9dOBX8AK5E3Y2m6UK9f79+53JEwA++9nP4rLLLsO+ffvw+9//Htdff33gx1VJto95xciPoj5G2McC4Dmn2P/vt6DV1NQYn//sxwvjPBNr+Ctx00034YQTTsDOnTs9f7RfkTlu3DgkEgnMmzcPb7/9NqZNm+b8mzRpEqqqqpwC4NaCBQvQ39+PwcFB6jbpdBqtra0AgBNOOAErV65Ef3+/c7tf/epXWLx4MfWqW9nUYLKNiTedx1mwYAE6OjrQ1tZG3U8ikcD48eO1/Yi0YsUK6v9feukl51KXXwZ7X7svN77wwgt46623PPvQ/f91dXXOVG1LdPnMLT/7aOXKlXjhhRcA5E5KS5Yswbe+9S3s3LkT7733nvIxgdylw/7+frz88svU71944QXMnz8fQO5y5+zZs/GHP/wBr7/+uvOhEKeddhqefvppPPPMM6EUWwB49tlnnZ/379+P119/HTNmzHB+d+GFFyKTyeA73/kO3nzzTVx22WXK+zRZ86z87mPTx4z6GHFr7ty5SCaTztUKWy+88ALq6+vR3t7u635Nzn/s+cHveSbWkaXETTfdhKqqKpxyyin46U9/ihUrVuAvf/kL/uM//gN/+7d/i+OPPx5Lly4FkHsr0P3334/vfOc72Lx5M9auXYurrroKp556Kvc5oXPOOQcnnHACrrzySqxYsQJvv/027r77bpxwwgm47bbbAOTeZH/o0CFcccUVeP755/Hggw/iy1/+MqZPn45EIuEs4kceeQSbNm3iQuhs48eb6LFeeeUVrF27Frt27cLnPvc57N+/H1dffTXWrl2Ljo4OfPvb38bMmTN9XY5j9dBDD+Gee+7BW2+9he9///t44YUX8KlPfSoQw9y5c5FKpXDrrbdi+/bt+NOf/oTrrrsO5557Lt544w28//77SKVSSKfTWLFiBdauXYtDhw5h3rx5WL16NdavXw9CCJYtW4Zly5YpGfzso2XLluHiiy/Gfffdhy1btmDt2rW49dZbcdxxx3muwoi0dOlSzJgxA9dccw1Wr16NLVu24Gtf+xpeeukl57UIQO552x/96EeYPn2604CcdtppePTRR7FlyxacffbZWo8nU2VlJb797W/j2WefxZtvvombbroJAwMD+PjHP+5sk0wm8clPfhL/+Z//iUsuucRzKdQtXn5M5WcfNzY24r333sMzzzyjfOuWraiPEbcymQw+/elP49///d/x4IMP4t1338Wdd96J2267DV/4whcCfZKXzvmP3T9+j9Ef//jHyk8DizXMRAghW7ZsIf/wD/9AJk+eTGpqakgqlSJTp04lX/nKV8ju3bupV1T95je/IXPmzCFVVVVk9OjR5OKLLyavvfaa83f3q5EJIeSvf/0rueqqq0hTUxNJpVJk+vTp5JZbbqHuc8WKFWTBggUklUqRlpYWcsMNNziv7Dx8+DBZunQpqaqqImeeeSb3VV7sNvarGJ944glqu3nz5pHPfOYzRt5YPfroo6SpqYnU1taSZcuWEUIIeemll8jZZ59NampqSF1dHTnllFPIo48+6tzGfrXhoUOHnN994xvfIC0tLdR9f+Yzn3HewmC/Gvl3v/sdufDCC0lNTQ1pamoi3/72t6nbqBh4j00IIXfffTc57rjjSDqdJqeffjpZv349eeyxx0hdXR2ZOXMmIYSQf/7nf3Yet7e3lxw4cIBcccUVpKGhgTQ1NZGPf/zj5He/+x31atcrrriCnHrqqZ79ptpHrA4dOkS+9rWvkeOOO45aa5s2bSKEEO0cb926lXzkIx8h9fX1pKqqipx44onkD3/4A3WbRx55hABwXolNSO5VrZZlkRNOOIHalsf3xz/+kQBwXpHK6pZbbiGZTIY8++yz5PjjjydVVVVk0qRJ5Le//a1n21WrVhEA5MknnxTuG1tsfnS8uV+NrNrHPL3zzjtk2rRppKqqivzTP/2Tdh78HCO8+37qqacIANLR0eH8zn5FfDabJYTk3vL1f//v/yXNzc0kmUySiRMnkn/7t38jQ0NDzm1aWlrI17/+dcozAOdtdYTk1g4A8thjjzm/U53/2P1DiL9j9Ctf+QqpqKgQ5iHW8JNFSIDrULEi06uvvorZs2fjmWeeiTvco0hf+cpX8Mgjj+DVV18ttZVYsWKFqOg/HT1WrFhKvfHGG86rwx944IFS24kVK1bIiottrFhloJNOOgn19fX4/ve/j7/5m78ptZ1YsWKFrPgycqxYsWLFihWx4i+PjxUrVqxYsSJWXGxjxYoVK1asiBUX21ixYsWKFStixcU2VqxYsWLFilhxsY0VK1asWLEiVlxsY8WKFStWrIgVF9tYsWLFihUrYsXFNlasWLFixYpYcbGNFStWrFixIlZcbGPFihUrVqyIFRfbWLFixYoVK2LFxTZWrFixYsWKWHGxjRUrVqxYsSJWXGxjxYoVK1asiBUX21ixYsWKFStixcU2VqxYsWLFilhxsY0VK1asWLEiVlxsY8WKFStWrIgVF9tYsWLFihUrYsXFNlasWLFixYpYcbGNFStWrFixIlZcbGPFihUrVqyIlSy1gVgAIcT52bKs0LYN43axYsWKFSu44mJbQrkLIBAXwVixYsU6UhUX2yKJLaysdAqt6j5MvJhM0Eeb4qYnVqxYYSsutkWSqngRQpBIqJ9CD+MysultjzbpNCOxxCpGoxbnJ9ZwU1xsiyTLsqiTkP2z+3dDQ0NIJBLCoksIwdDQkPP/OsXZfVv7sXSm2niyDS7d/V1Khf1c/tG8bmLFkikutkWSZVnck9nQ0BAGBwed/x8cHAQhBBUVFZ5tgxRBd5GOJVfYk225TcqiNRSGz3LijBWrnBQX2xIrkUjAsiwcOnTIOQkODQ3BsizP5MpOtvYkrCPTiTieUIKJ3X/lMOXGOY0Vq3SKi20ZyLIsJJNJ9Pf3U7+vrq72bOuegisrK7Ufw307k8vPsfyLNykWq+iaFNZyaARixTrSFRfbMlEikcDQ0JBz4hscHPQUW8uyPJecdQrn4OAgdbtkUp52y7K4l7FjmUtUyEo9ZfIePy66w1AEgOWOBLAsJ9oNX6AICwTuSD9sLD3FxbaMRAjB4cOHnf9nLxNXVFRQfz906JDWdDs4OEjdLp1Oh+Q4lkjsC9LK5Xlb0eVtIC6yQgkKWiiFzFPQfBQywkZCRfbFmMYRbKQfLpaekrwO10m8j4XjrJRYxmKLoujk596mpqZGeb8HDx6kbhNPrcWR8BgpoR/Vz0J/moWGXcPlqKqqKvMbCQpa4ELmKWj0w8Q6csSdbJ3E+1w47pUSF259HTx4kLrcyzvxVVVVIZvNAshNtiNGjFBOtwcOHHBeIJVKpeIJpggSvdWq2AVXdrlYp/jSN3Q24N6P/QK+I7LYxooVUJFfRuYVbgv+L7kcqQW4r6/PKaKAeGKtrq7GwMCA8/979uzBqFGjhPe7f/9+6oVXdXV1IbiNJZRrfYo+SKQYz43K3t4jimG9zzZ+m1msI06K58Z1nlooyXO2YU7OtoI8ZxKV9u/fjxEjRii3O3jwILZt20adpMaMGcPdNplMIpVKYe/evQCAnp4e1NTUcIvz4OAg3nvvPed+k8mklp+yVxTPmQmeO/PnT/6eaLboRi3e1OqO7M/xlY9hpvhFUsWR4rlx1VMLR8wLpESdeqkKcDabxVtvvYWqqirU1dWhoaHB88KkgYEB7N69Gzt37qQuH9fV1Umfi81kMujp6XFu8/bbb2P8+PFobGx0tjlw4AC2bdtGTbXjxo0LzBWaoiyYzgki+HNn/vG8hatYTZ778VT/zxbboKqsrDR6S1qsvIpVMKkI/eMkfpFUYFlDQ0PDcn+V+yXod999F++//77n9xUVFdTzrqzS6TSmTZumfBHT7t270dnZSf2uqqoK1dXVOHz4sOf+J0yYgLFjxxpSlFj5fEVbkEOYZDk6fPgwDh8+7HxoifufrWJfRmYnWPZfRUUFKisrj9zJVlDQollP0ayrWGUkw0vL1uDgICl1YQpL5VSAt23bhnfffVf7xSLJZBLNzc045phjtB9j165d6OjokD5GMpnEMcccg+bmZu37jULDsWAG0aFDh6hia7+Fyy5kbAxToklVt9gmEokjLh+xQpan0CD8idzTuAzvS9hlP9kGejVzGWjbtm3o7e1Fb2+v5xOiAKCxsRGjR49Gc3Oz8sMmeOrv78c777yDHTt2UPefSqUwevRoHHvssUilUoEYiiaNSZYQgn379kVqI5FIBH5ue2BgwFNsy2Gy5f2zn9O3r7okrER0lzIFBXm4nTiLovi52PJSwBdJOZPtcNJwL8DZbDayD5bQ/aCLyBTxpd/Dhw+jq6srUoRkMomWlpZA9zEwMIBDhw45hZa9nAwUr9iyk65dYN3FlhCCZDKJ6upq/ck2vmSqr7hglodCeFWx73wMDg5y83G0vT82yIIvuqKYNDwLpnwPVN4VgjBlWRb3c6k9kjz3NzAwgIGBAafQqi4nhy22wAKFL6OwC6y74BKSu4ycTqcDeerr68OePXuCmVeotraW/xa2uKCVh+KJnCvhdcuj7f2xvO6/GAU42oJpcbm0YtAdGqEiuSweQQNjf3sTO2Wy20Uh9jHdP7NF1v5/90Qb5HHdr6yPQrbvoMdFJK/GjQtNTuwOsteg3/NRRPkIlBfN55Q9k+1wvzSrq+HIGWlBjvCEf8RJMsmysb+/HwcPHkRFRQUSiQQqKipgWd5XJRdjsmV/tgusXWTdl5Framocf+EUhDIqAOWm4V6YuRUlZI4j6EVSzqfcB5lk2duVs0rFGaSTMymYfuNRI6bTNtpPlh3VJwj7Nu5/lI2I9zvvMXme3MXX/lk0AXr2hywyE8cRqyATnMVfV571BX4+Qp/ITTk8/gUcHv8GHB7/Ag6Pfx/5UEUiioQb2X8JtsN2R9EEKNreHctFOn6Lwal7f0E6WZPHOWpl4+vsJ2JHw3yAX2RL0eCIHl/0j+XIRcl+AhujgGBjCCdONgpOoMp/YCOoGIo/3YIZRBYbLSrSxwN9XLBRvI7464paX4L1xEa1/9JxEAGH8AVSxVCpXoQVtKDpyO/9m8RiKFKOfP6PRPX19aG/vx8VFRXOv2K+IpktrPbP9uVj9jLy0NAQKisrUVtbi2RFRfhZsY9XJ2pcIfC5niK9hC3gCJUnvvR7REr9zeM+5VR0yeQQaKIUnKN0bi8rpMrH1eXXuT9ShEk24KwRKQdMOIaX3NOP+xJtsR9f9Du2GNv/7+7QwYuCiUMpwcQhW0/KSUM5eRSPA1z/4XKYTID6/v1zlHSS1ZHmpWVwjgntaHBpOWH6ALotSTk9N6pbAMJ+XGW0NP1B7E8Z9RNW5hyaCsKhG5kDSvTPLrK23OvM/v+oxRZTloX3T8gN13Ft35fwgZ0Ho6LJeoK9vxTryQKoqPU4UXJYmhxl8FyslEfBAU0OKY+Cw+Hxw+HxL+DQfE6Zy+HxL+AgQJKalEiwiVLrhOtzQhPJ1+NpcJqeCHXuz+/+MYowKEwUgD4HhjsHiZ4D4J9g7PfZFkPuAsv+P1tY7X/cgmZwSXbPnj3Yvn17iBReNTY2YuzYsfoFM4hkkx/Y9eRzktU6Huw80PlQ5kUxwaJYHEEvLetwePwbTuQhcnh4LCCpU5h0ZnneiSVoAdZRWI+rywlXRxRpoZGcsKVRf8fFHDoHVgAOQnLTrf3+1WJJ57HsY8xdaO3/pxoGaOYjf/yQ/PO/UYqaNCJ9JAMpJi/fx4EnDxqTLHXGJ/lCFOJx4mci15wAuRWLwxGIp0iTLMvh+wVSkRY03uPZHUSEhTtsRVrIXCfE6ACgf4k4cKcY4YmTOWCLwbF//3709fUhmUw6H/DvfpEUEN1lZNEJz/2CqMHBQQwODoKQ3IdQDA0N5b4OcmQdEhWJaPIhOIFGkwc6H6HyFKugRcWhWdDC9R9hPoaJPM/Z6op3QCsLg+W9ne4eL6fngHWjScH0Gw1AzO9ft9AGmQBNJqeAHMoTSMgchMhfpBSl7MdRPRa7nTIf3BbeNA+KfPiZnDz++ROHikOLR8Dh4SlXDo9/AYfmBKjnX8Dh8e8jH6pIRJF+EVOgf0OiOOREz/tsWem8qtiO7IEDEuw5YOXjCSZdndvrSvf+gnSyWvfv95JAAUT9OMQnh52HKDmY52rKhUOXplhF1i3bK3tiYP9udqdsVOcBzvnANA90Prh5YfKgTSTg4PJEyQE5h5JHh4PIOYQ8Hv8RcIg2LDaHx3/4HMrvdAsyUYoKsM4RwetQghY0HQV9HJ0o4pNG/UsATqcaGQeKxwFCTwwHDx7E6tWr9e7Dp6qqqjB//vycDQWHiMZd1IpdZFXiFV77996NgaJc+qWi+XoSTn5lwCHlUUx+1ATI8c/GKP0f0Ryakzjx+Nfn8BTboM+NqqJskg1SSJWPqymt+/M7ORktGMmJQwpgwhF9YxGUA4zvRCKBkSNH+rlHbVVXV9MHLvxxsG/9YeVev2HK3dSJHtf9M6/wFu6MjRFMsronUHjzoZ0XHQ7F5FRSDsXkhzLjEPLocHj8G06yvvxrcmhO4jwOrRdIBS2EflWMx4220Fj6k5xfFWuSjZwjgkkjrMKv5R9Uh7tv717sP3AAlZWVSCaTqKys5H6vbRTFFqC/Ts8upPYnRdkviGJfIFVdXY26kXWoSFaEO2kIT3SGBVNHiomjLAr/MOEIhSfKSdZvwQzk3z9HMkjCAPOJMurJ2fTkpXN/kRaAoIWgXCbZABNg3qCG/zLmEHW4ZSh2bdN/dDaiIj8P3omjt7cXXV1dkfofNWoUxo8fz/+jYuLQ5Qh/PRkW5nLh0CxofjnA9V86jjAnWZYjaR9s7hi0AMvEew44yOPqqmgFk8OlFfVBijMBGvvX5GA6w8gKZhlwDEuFcB4orl8UZwLkrCut9QX+uvLsJQL09PZg/br16OjsQF9fn/OnTCaDOXPmYO7cub789/b2YuXKldi8eTN1n3PnzMHsOXPkHB7/Ag7NCTDcPPDzweXR5CAhTrKeODQ0RJQFzX5AH4qycEelYhTmaAGAYl1aDuVSk4Ij8sIcAce+ffuwf/9+5xJyOV1Gdl9Kdv9cXV2Nuro6VFRU0HcmOPFEk4cI11XUhcDnBNjX14f77rsPq1atktrPZDK49NJLMWf2HC0OnfvNZDK45ppr0NraKs2D9iSroygKmeZ6CoXDZ0G2BgcHia9CWOYFeNgXzGJwxAUzMo69e/fiwIEDw67Yjhw5Eslk8ugsmJon6jD9d3V14dZbb0U2m6U2S6fTyGQy6O7u9tzFlVdeiQULFkj992X7cOutt3Jvz9M111yD2bNn++YotwamLDgY39znbAEoo6jQBi2kysfVlO79RV2Qg764SIuDlDEH8xxHyTiCHqg6HIR5rgnm67bU4nKUUz4sNlpUpP1HyOG3ADD+77rrLqrQLl26FGeccQZqamqcO1z54krcd/99znZ33XUXMpkM2idP5vrr6/MW2tmzZ+OCCy5Aa2srurq68OKLL2LFihXO3++66y5cf/31aG1p0ZsAPXnwn49AedEsyIE4PP79cSR4fwC817x1xbu97o4L+3F1YxB/yqh7SicBOCxNDhxZHJYP/zaFkIbdwId/5H26J9nhIh4HNPMQbT4IFfXyoOBAAA5ocgjWEwjB8uXLqYJ4zTXXYOnSpaipqaH8L1y0ENdffz11t0899VSBh+FY/tRT1P1eeumluOaaa9DS0gJCCFpaWnDppZfiiiuucLbJZrO47777vHY1ONzRTz5EHGw+uHnx5IGfDyIC0+Hw+BdwePzTHJ5PkBJFkXRuLzpxBnlcPz6gcyIP6Nf3adVppCLkQJlwkHA4iNS/Tw5Bh2vKMdyKrC2jvDB54OYD/Hxo7xnZxAQ2D4aTLIrAIZmYXnzxRWeztrY2zJk9R8jR2tqKBQsWONtv2LCBy5HNZrHcNbG2tbVhyZIlHP8WFi5cSN1nZ2cnOjo6jDmc6MmD4QSoyAcBLw/8fHjyItogTA6Pf5pD+H22uuLdXvfE6etxA01OupcmfN5/wZ4Gh8/7PxI4LE0OPxOs41+Tg+lww+QYjpLmpUQToPT+qTzwJw6v//LgcE+f7e3tSo4pU6ZQD9XZ0enhWLVqFXVZ+oILLhD4J9Tfba1ft16Lg5sXj38+h2oClOZlGE2ybEyKJgNWZfP+WIMJ0NSnn+hbJvslSg47rzAosKYcpIw5dCZYnxzDUUHz0NvTi67uIr3PlslHqOvLWU/0ulKuL8XkRK0jl2pra7U43Mo0ZTx/d0/LjY2NmNI+RcqRyWTQ0tLiFP4Nr27ApR+5NNQJMNw8aOajGJOsof8Em0CReO+PdSq5RkFio65Et9eJJgXTbzQA8f842on1cf9lMAFSC/MI4hiOovPA79Qhi7qtjmLi8JMPT17KbJL1+HZp69atXg7Gv/vDQtLpNJoyGep+s9msZ1rWeX/s5MmTndv09PTk7sOEQ3VloQiTrDcP/HxweaKcyF2+ncmWVZCOxL69LOpK9/4im5gknaUhiJqDFIEj32mZ+zfnQBE4IplkSTgcQIDmrESyLMvsChYzcTRlMshkMuGayp3ncifKfD60G1BD/+zEFOoky6yn2bNnY8OGDQByz8F2dXUV3u/K+Mxms9T7ZWfPnp3z5+JgP7lr7ty5WhPglClTqFcm9/T0oKWlRZuDjSXJh84kSwoxMg7JJC781h9eJxO0AOuoWAXTbywLDgTgMJk8XCe4KDlMJtmBgQFs2rTJKBemqq6uxtSpUw388zmGW6EFDCY/Zj0pryx4zpgRFU5OPqQ8iomJmpy4Z37/HGeeeaZTbLPZLO666y5ceeWVaG1ppTjsVwrbz8Wm0+nCc7EuDvbFTalUSoODIJVKUbfbunUrZs2aFVkeoskHnYdA68pwghVNsiyHU2yDFlJV1JXW/ZXzBFh2HIaTnwPggGhwRJ8Hm4MQgr179/oh0hb1rT8BjwueLCu6D7NwP4Z9AnD/rHU7SNalYOJQ3zEb9SfAUNeXYnLS9x+cY/Lkybj00ktx3333AQC6u7vxH//xHzjjjDOwcOFCtLS0oLOzE/fdd59zeTidTuP6669HU6bJw8Gqvb1dKw+tra3ezTQ4AuVFMgH6m2Qtb/T4Ly2HU2x5nUYUJxpWkRdMDpdWNJwAy5dDNxFlysF0uFVVVTj99NOF/kEimJgY/1odukZxi7rg6spd/E3zwVIWnvNDyS79llLJZBLTp0/X5liyZAn6DvRh+YrlzuS6fPlyLF++HJlMBj09Pc59t7W14aqrrkImk+FOTty37WhMgOl0mrpJT0+P4fEgPz64x4lkAqSi5hWFQOurSBxG3/rjdAYo7iQbaQGwXDvWyLkNoM+B4c5BisDBnEBN/cOyqFhKjlLKXexFhd9dZN2/A+C7oB08eDDyKw/lrMrKSuOJaekFSzFn7hzPxza6C6196bgw0fqdyPkToFu7du2i/Jvy6DVI/HXl4dG8omBzWNxYHhzU+2xVD2RPPvb2uR9kmS5I2TFLolGh8fs4ehj5Vsvn4wx3DkuTAwE4oMlBtb7F4TDicRHwilqxxRZckR9vHuSTLPuHUnOWWu515Vlfgslp9apVuOOOO6hCy06b2WwWP/zhD/GDW3+AbDbrzYfogHHO03RkjwcdDhRrkpX9QcHBj+XBIZ1sAY0JVvPY0r2/yCc/Z4f7lA4HKQKH3wnQBwfKkYPpcEvGIehw7cd2/xsOcn8ij1Y+2IkjltH6ueuuu6hXGbe1teGCCy7AlPYp2NWzC0899RT1QRWdnZ345je/ieuvv77wimFAvP+d87R8AnSrqakpsuNCOZHrTLJExMGfYH0d94YTrM5Ezv1sZHdBYqOujCYNJpoUTL/RAMT8/i1NjiN0AjyqOAQd7nAQIYT6B2hwqCaOWJyJiT85sYX20ksvxQ033OC8P9b+Sr1vfvOb1DfyZLPZwiTsykdTU5PHi/x4KES3Mvn37+pycB9HNflB8AvRulL4dx/fTkSASdZwgiUaHAnjSVZTxZhkte4/aMttMDkZc8COEXL4mACLwWFMo8Mh6HRD5YA/DuMmL2Sxxy/rR9ufbOKIBQCudcRfVwS5CdVdaJcsWZL/DOOc3DGdTuOaa66hPse4p6cn/2UEhQ3Z9zf39PRIjws7dri+VN4W37+Xw3s80MeF8sJHBJOs93jW4+DzKDiE/r0c1GQL+J8A/U6YJid2X/evO2s4DYj/yUl3ki0GB4rAUXaTrKDTFfsvzSRb6sLLk7CZFnTqov1jf4/u0SrLsuQTUz4+9dRT1O0Kn2EMbgTJTb7pVOG53FWrVlGTEzvZ7tq1S3pcuKNbE1oncP1zjxPDCdBoggXrW8HhZ4KNmMPNI/xs5EgmWYPC6ju6+M0AjiwOvQkwSv/5DvII4/DNM1wl6NRFVxRSqRTqRo7MTyKShsd3Hso7H5WVlYWJScJhf5gFkHuetiadlvNYuQl39pzZzkTc09NDTU6ZRnqy3da9LfdeWyKfANm3DDVmGg3ywM+Hh0NngrUj8a4rrUk20HqKhsPNk2SN6CraQhNkAtQFgP4kV9YcIZ7QZIXf2L/BBGsVOCLhEXS4fjiEPCzHcJW7U/eRj8bGxsJzfqUomJ4zZQTrSucELVlP7lcdA7nnWnmTLI+DvVS8efNmTJkyBYQQtE9pRyqVQn9/f+5vHZuxeMliyfGQi91dhc9TTqVSuS+QFx0nJhMgf8dQ+QiUl2JNsiFxeL7PVlfcSYOJvhc0iNb9B1IxJlkdDlhuOz44dPwH5dDYT345BJ1hqBygOaQ8YXEMV+nkQzFxqPOgkQ/w86Hcu4qJoxgchOtfvK527dqlzcEW6gkTJlAc7k+N6uzoQH9/v9R/f38/NrxamLLnzJljxCHMi+EEqJMPT148eeDkA0XgYCZYEUeCvW9Wviczow7F/+NoKwAHouQwmQD9cliaHIg5/HKwPNSmpmu1lDLKA50PT14UE4f0cRQTR8EvG/n5KDqHZHJKp9PU+2i3bduGbF9Wi8N9ybexsTH3ucYuDupVy/39WLlypXQCXLlyJbU758yZo83Bs6vKBzcvnjzw8wE/k6zQP8PB2DTiEPqnOYRfRGBLd8L0NTH5iL6lw0GKwIF8BwaNEzrl35wDMYeG/3A4WJ5hK2ke1BNgb28vurq6AuSBzgcvL6NHj8a4cePyfsFETj48/g0n2QDrScQxe3bhuddsNounlj+Ve5GUhGPF8hXYtm2bcx8LFy70cCxatAiPPfYYent7AQCPPfYYFixYgJqaGo/vvr4+PPbYY879tbW1Yc7sOUYchXUjijoToGKCDZQHOYfDI/QfnMOOnmJbrILpN+oq8oJJmA5KN5pMTrkH0J+sjxKOvXv3hlP4BUokEhg5ciTj34xDuVvy+7HcirM7z/7XE72u/E6A7ug1CiofoawvzclJjwPcaPu+YOkF2LBhg3NZeNmyZUgkEjj/vPO4HC+++CLuu/8+Bz+VSuHMM8/kcnzk0o/gjv+5A0D+k6du/SE+e81nne+/tZC7dM1+atXSpUuNOUR5CJQPwwlWb5JlOPK+iSaHLx7WPzGtYi5FXtBCOXXKAOCM+sXkWLduHbq6utDX14ddu3ZhwoQJSKfTmDt3LveN6TLt2rULPbt6jDiam5tRW1tr5F/Z2QaRwYnz0KFDnktfYau6uhrz5883v6GLY/+BA8hms0gmk6ioqEAymUQikUAikYBlRf/JUoQwH1ZBCIaGhpx/g4ODnp+rq6oxsm4kKhIV4Rcyz3qKcF1FWQg0OXR4Vq5ciV//+tfU7zKZDObMmYOamhrnxU4vvvgi/TnJqRSuv+EGtDQ3Cznuv/9+6jtqgdw0PWHCBGzevBmdnZ3U384//3wsXbrUF4dQwlEy5MJsMMmWksMaGhoikRWafIxUJSqYptq1axcefvhhvPjii9Lt2tvb8bGPfQwtLS1a/n7yk59g/fr1Rl5u/MIX0D5lShAcr3xOgKZ5ODx42Pm6sUhEgGRlEs3jmwNx7N+/f9gUW/v/q6urMWLECCSTybhghsWj4OjYvBn/87OfeV74JFJzczOuuuoqNDc3Kznuv+8+rHj6aeV92oVWzz+f42gpmIE4iE41jOLE6TEawcRUJhyPPPIIHn74YW2b6XQaH/3oR3HyyScz/uEpALfccounS1XpC1/4AqZOnapYMBHmI8qCLOAo9kR+YBhMtoQQquhWVVZiZF0dKhKJI2qSDdd/+BzZvixWrV6FF194Ed3b+I3k7NmzMWf2bCxctMjI/6uvvoq//OUvePPNNz33uWDBApx5xhlobmk5cgpaEA6h/3A4PO+zDVxoXAe3UdTeIUUqmCFx9PX14cknn6R+N2fOHExobUXTqFHYuXMnenp6sG7dOqe7zWazuPfeezFhwgTlhOsutJMnT9bahfaLJfj+NfNRrILpyodRXhgOIU8UJ+iICqiJ7P1g/+z+fwB8r/nfefgRIB/QzEeUBTMIh8e/gCPACTpdk8bixYtz323b14fu7m7q7/b7aP28r3TWrFmYNWsWstksurq6nN3NfrG8w1OsgmnIYZqPSDmE/uUc3E+QirSQ2Qe0X3H8CmOUHJoTYE1NDebOnYsXX3wRF154Ic466yzU1NR4tuvr68O9997rXGbOZrP44x//iM9//vNSDrduuummyDi8eTDIB4kwH4IO1y8Hl4eYcwxHRZkPZV4sNnLy4ckDnY9Q1pffSdbjn88BBUdNTQ3aJ08OfSKvSdegvb29aByB8yLMAz8fHh4dDiLi4PsPyhFosgX8T4Da8tN5GO8QHxwGE+BFF12Es886C60TJlD34/aRTqfxyU9+Eps3b3ZeDLF+/Xrs2rUr9wkzHN/u99xNnjw5co5iT7Jm/hUcgg43Gv+ln2x1RUjhcjOPw52PYTPJak4cev6DTbJHCkcgHj+TrNA/w5H3S6Lk8DnJsr6l32cb2gnIbNagZelPTmXJYeW/+ir/KmMVx0UXXYQ777zTufnmzZuxaNEirq++vj5nu1GjRuUbNd1OS6PAMhx5o1L/vA4xijwYcwg63Kg4bLEnwXKRu8h6Ci7856G3pwdd3d3m68tAo0eNwrjx48NZX6YTky3NCVC2ntgYjv8IOAwnwKJyCP0H5/DFI+GQfp8t7wRiHHUPufxmvh7Hgv6OKBIHfHKwn326c+dOIUfX1q3OdvbtdDmUNH44LDbqdormedCaZEvIwbvvcpTdZAAIODmBGyMyTecl1AlQwCFYT2w0WU9qDqg5NCfYQBwe/wIOw8lPb5Ll29XlQAAOL08wjvAn2wATIKCY/OwYpl8hh88Ths7kJOGYMGECfXcSnwdck+0xxxxDb+93gjXhIPzOMIr1pOzQhf5Lw1FukvmyrNyrop2JFpx1p5g4bGUyGU/DqC33HebOYP4v/WlPHpyH5e4kNlreSNj1VEYT4JHCoTPBujj4PCFwCP2LOfiTrVPZJR2hKBZlkjXYIb45NBUyx1bXtGpvJ+Jwv7owlUox/jU5BJ2hnn9+ZyieADmdoOZ68nToZc4xXKXOgyIf7B+YfEjzopg4VFcUSj7JRjQByv0LOERgMUc4E7nQP8Phshd8snXdsZGOsElW7l+fw/1JMQBy74cFf3v7808BIGEl0NHR4XCk02m0trZq+2c7w6AcYU2ypnmQchA+R6g8ef9Sq1a077ENImd/aU6y3jtgI2fiQBHyoTlxBOLw+C8dR9AJUIcjEE+UHKQIHD4mWcL4Tio7QVWEplydRKQFczhzwMLatWudh0qn08774Xi+3V/Ndcv3b/FYtT8C8qKLLipc2nNWQrQcvvNhMpG7OELlUXS4Ov6Hq7x54E8chRuAOcOUST40JyfuGZLDEYinWBNgzOHTvwaHySRr8TkSlmXlGwONCTOIdO4/34n4PjB1OGDH6Dlg6H9Xzy7qoxfPPPNM4eOwEzBP2WwWL774Iv7xH/8Rjz76KCjwCDnY5/6494+A+RB06nz/hhzgc3B5gnKUmVgOJY9icuLnwXAC1MmHJw+aHDqTkx39cnj88zmIhv9AHMIJkEijEQfMODw8UXII/YfIIdkgaTp56CqSicmOTCdi4t/v5FQMjl/+8pfOw6fTaZxyyilCjr6+PixatMjzYpS+vj50dHR4Pj/44YcfxhtvvIEvfOELJc/H9u3bsWPHDlUGSqbKykpMmzZNj0fQ4Q5XlXSS1Zw4wIshT7LlwwFu1OXwxRPJBMhwCCdAvv9wOfj+o+YQP2cLy3kAPxJONO4YdJLV3eF+OJiOKmqOp556ivqQirPOOguZTMbDYeeztbUVn/jEJ4T2e3p68Oc//xnLly93ftfR0YF7770XH/vYx7j+fU+yBnmwkGsI9u7da56TIqm6ulqLw318HTVSTIC9vb3RflEEcu8pHz9uPMJ5Na4daQ7ZccHGYMcDG0PkMJwAi8qhmQc/HL54DDkcHoM8JFQdllL5zXQmGk+0YNSh+HocQw4UgYPtbLu6uqgvKmhpacGFF17I5VDS5DfINDbiYx/7GK666irqzytXrkRfXx/XfyHqdormeRguhUmXQ8iTPyFYluV8+UAx5X48X4/NbeG9UbSfolakryq2o+C4YOPR9mrcYnAgAIeXh8/he5Ll8kg48n4Lk63rdkZyCrjOBBjhBBsSh3SSJeFzZLNZfP/733e+hCCdTuPzn/98aBwnn3wytm7d6ky42WwWK19ciTPPOjPafEgmwHQ6jbq6Oj90RVFlZaWyw1WquLU1kLjFWGfiAHtc5D4trSmT8X/pT3vyoPOhPwHyJ6eynWQNJ8BhzUG8MXQOof/oOQrP2UJTeQeRF0xep6YTtTlCPBHwEqrB0dfX5ym0N954IzKZjN4EaxU4ZDznnHMOdTl5a9dWXxxBJlk3T3NzM5qbm405oij84t2r5qD9czhKKOJ6fEII9f9AYer2FFp3px5FwZSsK+n6MplkRfkIylOsCZB7xo851P41OIT+Cde/KYeMJwFTOQVcMgHa0e+BqXP/sNx2zKXl3ycH1Bz2ROt+fuujH/2o3ntj3eDujkrweJlGjY+A1OCQ5sVvPnQ4FB1uKBzgcyh5VBMHR2zhi0q+HkeWD83JSZ0Hfj5y57GI8xGEw+M/OIeHR7RBAA4Pjw4HisBBfHII/YfIIfQv54DEv7rYijpNnahboPzcP9OJiP0H4LA0OWDG0dfXh1tuuYUqtJ/4xCewaNGiyDhaWlrouwuBg4o+86HFY/Hz4cmLosPV88/v1L3+9TjYn4spu5GQyePNKA+CfGhOHNzH0ZychKOtzroKmYPLYzIBanBweTQ5EPUE6JdD6B9c/8OPg86DuthKJiYnEuhNGKKoun8UOhFjMZ1IqSZZZ6Lt8060ykKry0HEHO7HS6fT/jkEnaG2BJ26LkeQySkUDsXEwT5OuYoQgqGhISoCoDkEeWCjOg+SfJhOTBBsIMtHxBwkag5SiJFxCCdAuU2/E6AOB5T+hxeHp9gaTzSuSq6eYINPTkoxnYgfDkTE0dfXh1u+rznR+uGw+BzutxQBwLRp0/xzCDpDsf/wOMR5KD6HLk+5iFf8eb/TyQMbi/a+Um7UyEdZcxBulPsXcBhOfhSPavIT2FVxIACHl2d4cyTBSDlhuiq5tCAFjbD0CywF4IBocETv38rnMZt/MZT2RKvDQfgdFevnkUceoe56zpw5vjnsqJ+H8DjCzEdQDnD9MxwS2ScH1XbFkGVZWvnQyUux3mc7btw42zwVA02yRuuIjfS6Eq4vxXoC138ZcehMfi4OPk8IHEL/cg6HR4eD+OMQ8YjfZyuL+UquO8ka3z8KHYlSTuPhh8MgsUTR2Qr8EyA/0QoKraCzUt3/gQMHhB2V2/8vf/lLarJduHAhmjIZXxzuKMqD7V+XQ9YZqvLgNx+hc4g63GEgttjL8gFPHsT5iFx+8mHIwV1fhpNTOU2yRwqHJfXPcPBtqjeQ+mePc35kOZLSyc+OskIU2uQhOQHK5DQi+pNTNP7pjspWH2eiXbRoEZqamjyXd0VqaWlBTU2Nw9G1dSu+/1//hTlz5uD444/H5MmTUVtbS/lZuXIlHn74YeozlFtaWvDRj34036hFNQFyJg1FPkLNi6LDDYWD6HEMRwXNR1NTU+6TzzQnjkDy5GH4ToDDmoMUgcPnJCv2L+fg8wTjsAYHB0nJC6aJXB1FsQpmEP3rv/5r4MtqX/jCF9De3u74vPfee6n3zQKFr9TbtWsX90sKWlpa8LnPfc7/F3uzclY0yS/MCPISxQna4z8ajv3796O/vx/JZBIVFRVIJpNIJBLOp0m5/0WhoaGhHCYpvMd2aGjI+Tc4OOj5uaqqCiNGjEAymQy3gZGJd4bk5CNQXvwWmpgjXA6/BTMU/6Xn4E+2URSysAoaz6/Hf/lwhPL8FfP4NTU1nk2y2axwUj7jjDNw0UUX0a9CFiwQbQWYAKPJg2EhUEwcOhwqnuGo8PKgmY8IJsBw11PpOHzxGBYAD4/hBKjjv6gcQv9F5uD4TwZbmLnOGSYRdlSI6UQiK5gRc0yePFlFqlQNc4n4oosuwsknn4z169fjlVdeQWdnp+c2LS0taG9vx9lnn01Ns17/Cg5BZxhNHuh8aOVFwOHhiXiS5XEMR/nOhycPgnxoThzhrqfScQTi0eSwfPgneb8kSg6h/yOFg+/fEvi3hoaGSCSFjKnwkapYhdnVWUXjPxjHrl270NTUpPBf/hyyODQ4hK7uLnFnHoIqk5UY3zw+0AHa19eHvr4+5zJyZWXlsLiMPHLkSMej3vFAr6dQ8xJ1ITOYnMLxf3Rw+C5oBhxGPLI7CItD6L/AoTfZ5is5IOkIRVF3lxSrYLo6ED8cSpooOQSdle0zI3uVsaBDFPsvHYcsHh48jK1bt6qyEEjV1dUYN36cbw43z3CTiEN3Pe3q6cG2bduKadlYM2fONJ6cym6CFeYhHA7fBdOAI9xJNqSC6ZdD6L/AIf4+W98Lx2cHZTf4+U7fksUw/Qo7lAg5CP+5gSg5tHksNpaIQ9DhVldVYfbs2X4y45XggLXy/4JylJN0i79lWbndoZkPNg4MDGDfvn1RYYSioaEhVCQq9CZAz/FgR8sbCXtc8I+PQMeJ4QTol4PPEwKHxgQYmIN4ow6HEY8PDv5km6/kgP7EUehQNOV0KFEWTj/+/U2wRh2USUI5nZQfDvUkW2Yckg6X+no+RYcbrn9zjlJKx4PdWLC3McmHO/rrUIuveJItPofuBOj2b8phxCP0Hw2H/8mWqeDGchoR/ckpmoLsk0PQGR6RHIrOMFz//M5Q7b/8OMpZdpFlC7Lt228+qqpzz/uWsxKJRGgToM66CrS+ijQBRsbhYwIkUv9yDj5PeXDk3mfLJipMMZ1IWRWamCP8CdBPwfTlv7w5Dhw4gGw2S73PtqKignqRFFBoBsKW+8sFCCHOP/eLpNwvkBocHHTeZ1tRUaF+gGJNTn4KjYlijugKTSj+S89hxCO5g4RlWfmGgDMJuCPsaCimE5E+jt8JEHY8CjgQLgeXR9AZ6vunObg8fjlkHa4mh5InBA4dnqgKransQgwYcHjyYEfLG/1OGp488PNBoM5DII6gE5MOB8w4PDwRcEDpP0QO1QbF4oA4BuXQ/2xk2FEhewPd+3VHy44aHQrJdyKmjzPcOaDJQdjox7+CA6Xj0OIRcHh4BBxaPAIO7U44QrmLOVvY3VOuzQJIODx5cO6Iin7yAGEeDPKhyIMpB6T+BRxC/3wOisfjX8DB2FT5D8Lh5eH7P6I4hP4ZDoFN2QYJ1QRlLKYT0ZkApQVJ2ikq7t/FYUyjw0H4nVWoHIKOSt+/CYfm5OfxX3wOaOQhKAfFo+jURSKkMDUOBwl5dCYO6OVDmBfNyQncyLfni4MUohGHzuTEmaCMODTz4IcDJnnwyeHwGOYhMg745FABcjjEk61ub+4UbklnK4oW9AoT05EYPQ7Tkag44MM/21lFMwHSNsX+g3AIJr+ScHA6WqV/BYfJpCH0r+AYPnXV0xABLvsanXoumOcDQfJhODn54vD4F3B4/JeeAwE4vDx8DorHkMPLI+EQ+ofUvxGH0D/DIbBpwlF4NbLrdkZyCrgljoTuRLQKrGlEvnMJyIEy49DmEXRWoU6yRv6DctCdOt9/GXJ4RpHyFq/g5n7BRv7kxOajt7c38g+1GDVqFMaNHUvlw5MXnYlDwmE0kftaT/x15YuDeGPoHEL/pecw4vHJYdsKwlGYbKEptkPTiUwnUk4TrBGPTw4jHkFnGCWHkMcPh6LD9fr3waHo1HUn2Ug5XPIUsnKWolOX56EENhm7uhOgioO3rspxkpX7B9e/Lw6fE6AuBwJwlOsky0ZrcHBQeD73rRx//oHLdJI9Gjgc/xFyKDrDKDlC5QmZ48CBA85X7LFv+3F/PnJUCvIVe8K3/njygPDz4XdyMpEmhy8en5NTOP6LwSF/+CjzUHYchnlISO8IoDso3VjGk+yRwqHFI+gMxf7jSTYsjmErozwI8uHJQ5lMgIYc5TgByv2D6z9cDrnNcDj4eSg7DqsQdfIgLrZ2053vvtnndqhI7GjYycKOivsHcOS8qjgcDi6PXw7wObg8fjksNppzKHl0OAT+2RiIg6m3w6oAG+RBmA9PHvj5yJ2GfOZDtKE7H6QQI+OAGYfDo9ogAAeU/ovMQbwxdA6UhgM6HHmfSfux8g7zldpwVNeNTCcCk8h0JEJFySHoqMz8Kzgc/0cmR1CegwcP4qWXXlKtgkCqrq7GvBPnMf7NOGTS2aZUcuc76HpiI3v/gMbEAdcPkjwEWleGExPFYzI5WYWo4vDFM9w5hP41OIT+idR/MTkKxZbpqCxZDPPEzzMK4vAbS4fDdGIKgUObR9DhHikc4PrX50gkEhg5cqQP//oc1dXVehOHhEMl+yRXrKJLNDwBehNHsHUkz4cwL4o8gJuHMuLQXE82B58nBA6hfzmHw6PDIZz8FBNgMTis0nFYhw8fJmVbOGUq1gTop9D44ghn8jsiOXwUTP/++RymPO4XSNmfjVzsL4+3CywhxPmneoFUbW0tkslkoHwEyovwTB/yJBuk8A9TDiMe2R1IOIx4ghb+YcaRtA92bmQqeFkVZEFHUi4c2jyCDleHI1SeoAVNh8PHJFs0DlmHy/JocJRSOo8vKvZB81Ks99mOHTuWk4cQJ8CghdlwcoqMw2dBE/uXc/B5Ssdh24qSQ4sHsk+QIgSw7KixI0geWHZ/vAg7KmRvYHr/ATiMeBgOIQ/DYcTDcAh5/HBAk4P9gwmHpcmB4c8xXEXxePLAz4c7L8X1qZcPPxzi9cRfV8TzC+YPvPUl9M/Pgy8OoX+Gg7FZThxWAA4vj2CDABxeHr5/erIlw2GS5UxMbIySQ9BR+eXg8pDScSh5ZJ2hJkeoPFFyePzrcwwXscUlaB4yjRk0Njaa50PLrOuOcmeyIkxOnIfl8RhOTqFNTGFxCP0XmUPoP0QOIo5RctCTLVPBj7ZJ1sy/gkPQUZn5V3AoOio/HB4eRWfoh8PDU64cqg5X6N9CuYmdtgkhzvO67ubAdz5UEweYHxT54OZFkQcncvLB46B4NP2zNo04NNdTNJOsLgfff7gcfP+W1D/DIbCpxSH0D6l/Uw6WJ+Grg4IdFRMm4Jx4jE8/TEcln2B9ToA6HPDJIegMQ+UAn4PLw/gPysHlYfyHyiHIgzaPDocgD0oej//CicldyIaDlPnw5MEwH7KJw46kEMPKB4+Dz6PgEPoPzgGl/+AcDo+h/3A5+P6NOHzmwYjDZx74PPb32apOiEwlh0lkOhKhmI5E6/4tfkeiOwGa+VdwCDqr8uOgbUbDIZhgFRxSHlGHy/JodrgmefDwaHS4w1XKfHjyIMiHKEE6+fDkQZAPTx40Jr+IORCAw8vD56B4DDm8PBIOoX9I/RtxCP0zHAKbw4kjEf4E6FNMRyKfAMOZnHQ4tHkEnVXRORSdYSgcJBoOiscvh6zDZXn8cij8E5SH7H2ps507vxSPJw/yiaNwp6LIyYcnD/KJQ5wHcT6KxWEyORlxIKqJnO/fhANC/0fgJMvxr8uR4E8enE5QFZlORChBJxLN5CTpbDU5hDzlyqHocL3+fXBYmhyKzvBI4eDxUBY5vysHuYusLXUe+Pkgnl8wf5DlxZMHfj7gyUPpJ9licFhS/wwHY1OXA1L/4Ppn41ExyUKTg2Mr6TnB60ZYrgc2kKAz1JkAffksJQfhc4TK4/inOZQ8ik495gjmf7jK3aHL8uHJS3639+6O/n22TU1NGDdunOY68schXVekEH1N5L6OB00OyQSYzWaRTqe5HCYTYDgcfP86HDL/0PBvxOMzD6wtWEBS2AmqItOJCOU4KHQUkRTMInOEyqPoqPT8M52h0H/MEQkH43+4ymgC5J5poucXTU5y/wxH3q+Uw7WufK0vzzrKxW3d23D/A/erC79Ezc3NuOSSS6Qc2f4snn76aaxatQo9PT3ObTOZDGbNmoUlS5bk3qblkyPYJItQ8qGVF6V/CQc0ORj/PB79yZap5NpiOkNLFpmOJPSCzOlI/HJweQSdYVlwyDp1TY5QeDQ7xEAcHv/F51Cmw/Jewi0HuXevNB+CiaMxk0FjJpP7nygLmeF68jU52ZEUomw96a6vvmwf3nzzTbPEsLKbGoH/Da9uwG9+8xv09/d7btrT0+MU4Y9//OOYPWuWLw69PISYDyKOQfIRCoel5kgqJw47MpVcKOaACrXQeDoVDd8e/woOwYkhGv/F5wiVR9EZ6vnnd7qiI/PwoUN47fXXRdShqLqqCu1TpgTicDAI/ZtyLbK2PBOH+w9RFU7POpJMGuz60lxPRDg5BZiYAnCElScex6rVq3H33XdT2zc3NyOVSqG3txe9vb0AgP7+fvzv//4vPv3pT2NWvuD6zocwD0w+JJNfaPkQ+tfjkPP45/BOtoJKri2mM7R4UdCJhF7QOJ2Ivv8jkwNc/xFyKDpDff+5MEQI9u3bp7MHfGugutqYw/g4KbLYoi+SsBDIJg47eiYN+cQRznrSzIeO/yJxNLe04LprrzPi6M9m8bP//V8HZ+HChVyO7m3bqEKbSqXwmU9/BpPbJzt3uGrVKjzwwAPO1Pub3/wGX/rSl5DRuaSszIOcw969puvJJB9GeYmSg/HvnWwVnbpHTCUPvdBwOhLoREGHK/Z/pHAE6MwN/WtxiDpDzTywsbKyEqecckokhd99gjbl8E4aokQVT7oFlr6N/QPCn2CF64m/rrjry5MHQT64Z0gxhy8eQw47ptNptE1u00xIzveyx5Y5v0qlUlgwf34B1OX/gQceoLb70pe+hEwmQ/lesGABGhsb8eMf/xhAbsJdtmwZPv63H9fnEOaByUfePxtDzYcwD+XFkSi8+tCnmI5EZwLUXtBgo+D+AbAc2jyCzkqHQ5tHhwNhcdCdOt+/IYfAf6gcsg6X5YmIg+IJiyMvP4UvSlmW4HK2rFNnoycP8olDnAdJPjx54OfDQ6LDQbwxdA54oylHNpvFiqdXOL9asmQJl6Ozo5N6Lnjp+UuRyWS4HO3t7Zg1c6az7erVq9HT2xM6hyX8Q3j5gDAPROo/dA6OfzdHwmiCBZzWV3syIwS5TkCjUxF0IlqPI+hwVRxGPAyHkMcPh6JT9/r3wWFpcig6wyOFQ8oTAke5FVgtCfLBzYsnD/x8wJOHiCZZ2R94HEL/4Pr3xSH0z3AwNt0cK1ascC75plKpXLF13yDvd9XqVU4aU6kU5i+YL+VYsuQMuPXqhg1iHp8cXh7BBgHy4c0L378Wh8SeksOScyShK6bECydMTiciLbB+IyzXDjSQoFPXmQCj8U9zKHlknaEmR6g8UXJ4/EfA4fEfLgcr+7GLLZtXvaFzA2/UyMfu3buL8z7bsWPpvBhOTr4m8hDXk2d9Cfxn+7NYsWKFg7lkyRKkU2nXHeT89/f3Y/Xq1c52s2fPRjqVyv+d77dtchtSqZRTyNetX4/FS5ZEwkHlg4ijdII1yYvQv4KDsRUmRwIiMRVcOdG4I9OJ6E6yRo/DdFS6HFo8go5K7P/IngBLxqHqcIX+DThUnbrQvx5HOYsQQv3L/5KKfvIRrWnapiof0PLPcAgnpiCTrNymaIMVy5dTU+3ixYu5/ru6uqjdNHnyZC2O5uZm5zZbtmwJkYOfB+T9wkcevDz8PFh5v3aUckhshs0hnmyZzlA+wRZ/AtSWbHIaDhyKyaloHJqdYSAOgX82loRD1uGKOMpUhBS+Xs8j6QSozkcmk9H/oASTiQO6eXHlw5DD1/ryyyFcTwWObF8WK55+2kFdsngJampquBzbt2+ndksmk4HznKXEf/vkdmzZssW5XW9vr/T7iPU5+HnQmQB95UOYB71JthgchcmWqeTKiUZSyXUnQK3HEXQkHgk6qyOFQ4snIIeUR9XhCv0bcIg6QyaGO8lGx5FIJGBZlvOvXCTzw8+DIB+aeeDmxZMHQT7o3S3+Ay8vhhxentJyrHh6BfWhFAsWLuBzwPJMtm1tbXoczJlo165dfA6BTa18CPPg5fCdD2EewuWQ88g5CsWWqeTySdaw8wAbBfcPYNi/qjgiDu7kFDIHxQOfHDodoiaHkMfj3z+HkEez05VyuHyUQsaPbZoPzTzkTjeFCBjkQ3M98SeNEDngj8Ph0VxPdsz291PP1c6fP995H6yHB8Qpks7DaXK0T2432t2mHCb5gDAPIeZDh4Pjn89jxpGEqyJrj+yqKOhEoBMFnaFHJL+D8v5jjpAmWI9/BYfjn88RCo9mh+uHw+GJgEOYctffSl2M3f/YTl2dB28+enp6PJc0jeTJA8JfV8ifAD1R8vCa9iuTlWif0g6SvyHR5GB5lrueqwWA888/v/B3Th48u1F0nHiOB5qse9s2tE2e7PHvl8PsuNY7zmUc3Ek2Kg6lf5ojaZd6thPndSKhFjLPwtdf0DmDdrSoyPfP70TC9c8/YI94DlmHy/JEyaF5Ag3E4fGv6nCHmQQcJnkYGBiI/BO+ylnJZP5lMLLJyY6CiSnbl/sCAVvz58+n3i+rauwmTZqkcVwUjg+3sn19lD0ph3LyUxwfgY5rzUYpFA65f12OhHTCseyoW+E1Jg02Mp2IUFSrUoh6/mkOD4+io9LzrzEBxhzRcag6XKF/PgeXx+OfzwF4T4DDQgIOkysLw7LJiEI660qwnja8usEz1ary4VZ/f38hL5oToK1MpomyK+WwClF6fIA9LkTri7OuoMnB380hccj963IkQplkYUdQEe4INhoqwASo798/h5JHMTmFMsmWC4fHfwQcHv+aHLIOl41+OTC8J1txHjj5QCHCFY968dYVgWBd0evp8ccfd+5m1qxZhVd3S/Lh1rZt2zh5gTTaasw0Cjak/RtNgELfnHUFcZRyMIevdMOAHGoevv+kdkHlTh4aE5Nw8hCI5HeMEzmTT9Co6ET8cHh4BByh8gx3DkmnLuPYu3evaPV45fGv5qioqEBtbW1gjuEn80lW9RzgUSufxwn73bOLFy9W5oHX3ug+h9nT0+v1zfFvxCFcR2oO9STL52CjyL8RT8gcSaMJ0PRECneUFFi3BC2LZzKTdCLRcNDna1OO9Rs2YPPmzejo6EB3d7ezWSaTQfvkdsw9fi7mzJ7ti2PdunVYuXIlOjo6kM1mAQAtLS1ob2/HWWeehcZMo5BDyaNoIXUmv1Dykvd/aOAQNm7cqJMB36quqsaJ804MhaOURdf92Do+PB261nHtXVdHvYQTk2JyIoSaaidNmoT29natPLDvl+3PZpFKp73He96WnahdPfSrmJtGjcr9wPg35fBfJ8TrSsYhPU/5nWRD8V/gkE+2gkoOnTgMJlkzDlBRl2PdunW47777qG7VrZ6eHqxctRIrV61Ee3s7rrzySjQ1NWlx9Pb04M5f/QqdnZ2e++3u7kZ3dzeWL1+OCy64AEuXLuVyODyKyS+UvJhMTII8JCoSaG1tFWUhFFVWVobGMZyklQ/FxDE0DLlDlwVfx8Pq1aup88TS/HO1oskJrphpylAWurq7MVnjVcW9zHmpsaEh94PJ8R5wAoQ0FuzIOETnq8g54I1cDgLO99mWeAKkJiY2RjnJKjoqPxy333471q9fr3NrAEBHRwe+853v4OabbxYX3HzMZrP49+98x5lkbbW0tFCTMwA8+uij2LVzJ6686ioj/7yoM8lGmY9kRQUmTJignxeeuK0yuAdqEP/DTbmG3ypEbh7kE8eIESPQ0tJSOohSyLUDKpIVvidAdqptmzxZe4JqcX3sIgBs37YNkydPVk6A3a7PsZ40aVJ0k6zCf3FeVVxCDoudbAUVHDrReAIMcWISdigGHKKOSuhfzZFOp52bNTY24uyzz0ZzczOmTJkCQgi6u7uxbt06LF++3Cma2WwWt99+O26++WYpxw9+8AOq0C5duhRnnHFG7uPckCvcd9xxh7PNylWrMGfuXMyZM8eYo5STrCgfRZnITTpcgf9yld3EUr+DTh4E+cjv/9qaWtTW1kaXD4MTtJGEDZicg8cDC4bryftc7fnnn0+vL2EecrG5pQWNjY3o7e0FAGzu6MDpixc7eeFx9DJfGpGbhIMcF5LjA3octl9R9JMPc//RcCQoI7Aj3eGCF2FHQwkmJ/4E63Ny0uEAn0PJw+uoBByLFi5COp3GlVdeiW9961s4Y8kSTJkyxeFoaWnBhRdeiOuvvx6NjY3OQ3R3d6Ozs1PI8eijj1LT66WXXooLL7gQNTU1jq0p7e24/vrrqYJ/1113oS//PjoTDt/5gDwfhJuHcPPB72w1OTz+zTnKUeyxYMskHx460QZMHkzy4cmLTj5gtq4cDqF/OQefR8Ah9E8/V9vY2Ij2ye0CHrHNWbNmOfexcePGXOHlceR9b9iwAW7NnjVb6t+JEg5eHow4mMNXuiEnD9DIg+2/2BwJ4wnW0/EqRLW+hSi9f4uNFhV1Jyc9//xO3evfnKN9SjtuvvlmLFq0SMoxoXUCPvKRj1AP+8ILL3A5Dhw4gOXLlzvbtbW14YwzzuBytLa24tJLL3W2zWazWLVqVXnlQ9ghMvnw5MEgHx7/Ag6TDleTw71NKcWbZAGvN63nzlxRlQ9o5YHJB+holA+h//LlYJ+rPf/887WPC7e9M844A2498MADfA4r9+EVy5Ytc7adNGkSWlpbpP7FPJx8QDUBSnczJy98DvjIg5eDv57C5SAaz9mCf8lGW4JSrzM5KSdYk+iXQ9GyqDiampq0eObOnYt0Ou1c9s1NtvD437BhA3X5+OyzznLs8XgWLlyI++67z7nNiy++mDsoeRwe//wOMYo8sFGdB0k+FP6LxVGuIoSAkNw3/7j/H6B3Lzcviomjd/fuwsc18u7AOUFawqja/01NTRg7dqwgD/J1pcshmmR11pXR+oLlmWrnz5/vi8O+rf29tq+++ipWv/QS5p8038Pxhwcf9H4cZECOaJ6LdeWDiKPWRB7Ivx6HmEf1CVIQV3KPBJ2I8v4lHQl3h3A6Kq3HCcihxSPqrDQ53C9ysDtd1v+6deucbdLpNGbnn4N1eDz+c18kbau7uxs9PT2a/gUcHv9BJlm+beEfdPKh8F9MDnv7cpK7uHr+xkZ6d4v/wMuL5noympiUeRDkoww5LACrVnufq+VyCGyyG3zo4oupp6Tuvvtu3H3P3ejs7ETnm53YsGEDbvvxbdQXzc+fPx9tbW0e/yYcQSdArXxYhSjNh4ADMg5ocsiXi4vH+wfvZCuo4EoJOkOLF0kEE1PEHCaTk2/fXDs0h/t5ltwXRKv8A1OmTClcPkbui6Zzn7VaHhMgNy86E4dmPgJxGHa4bokKmmVZzr9yk8eRZh7slr4xk0FjY4bZMcTXBKuXh6CTLO2/GJOs2zc71S6YP5/PIZyYaI50TQ0+/alP47Yf3+ZMrqtXr6aKq1vz58/H315+uZOX0k+y/Dz4mWSD+RdwCGzpcHgnW0Fn6JGgIxFOAu4o6AzFkyzdiWg9jjEHp6NV+ldwKDpD3v3bst8+4ebo6OigtmltbRXmwR3Zt2J0dXVpcYgnQGjz+J9k+S2jn3wE4hB1uAK7qo6umAXW5LHsbU3zAWkeBPnw5EFvcoI0ym1qcQj9g+vfOzGZcXR2dlJT7ZIlS0LhaGltwRe/+MXcW3kESqVS+NCHPoTLL788MEfo+bAKUZoPQR60OOCNXA75snfxyDlACJLDfpJVdCL6HHSnzvcfHUe2L4s333zTsdWaL5BuDvaDMdrb27UmDvZDIHbt2hU+h2ZnqM6DmMObB3mHGyWHh4f1X8ZyT9b2P7bZk+aDeGPo+RDmQZEPj+/y5WhqasK1//APjv/mlpYCj3Bi0uPIZDK47trr0Lu7FytXrsy9MpkQNGYyaMpkMH/BgnwhiGgCNOHg+DfJh1Ze/HJY4XDAspA0mgCdSm3pJcrPwuR0IpBFUUcl9B8hh6KjknGs30B/+MWcuXM9HOwXROfvQIsDzP3IOHp6eqj33x1tqqqqyjUyEK8rwj2zoJCP4S5mXfk6TjzHg97kBEgmDTYf+f2uzEcQHp8cloKjsbGx8Pwqw+Hl8cfR0NDgfGsQVVh0OaDm4OUhbA69PJQ3R1JxyBXE66gA50QumzhCL8iSTkTt3z9HqDwMx6OPPupYbWxsLHz4hERNTU18Do9/zu6Q+Ovv7z+qv5O0qqpKva5UE8dwl3tdRTFpKI9rxcQE1aQh58Bw5FBOgHIOLR6hf70J1jndHMkcEv8yjgREolrHXIegjBYbw58AjSZZDocWj4DDwxMSx6OPPkpdIr7wwgvFHC5lMhlN//A8byvrDBMJ8bI4WuTZ7Z71ZEfCj8NdivXEOy4AOoYzyYKO7G7WzMfw4RCsp7xf6HBAHkX+rbxfO0o5JDaPeA7LG7kcjF/xZMt0hhYvEn6nG8rkp5hklZJ1uEKO6CdYtpPq7urCY4895thua2vDwoULuRzOpz+5MTUnDvYzlGW+Y3Ek69TtSFyxhLJz6VsuDtNJ9v3338fbb78dFgpX48aNwzHHHJP7H83JKfSJ3O/klI/G6ymqidwvh2zyC5lDyqP0H3SSlfs34Uh6HRQ6i1ALDhXtyq8RBR2JRwKOUHkUHa6Jf4Jc8bz9jjschHQ6jU9c9QmGp8Bhf+4xha3pn31xlYrjqJdiPemsK/tfyRBcj23kw9JcV57jwUJlZSVGjhghLzQBlUqlhPkwOt45/mXHBRWFExNncrK8UbWujjQOLR4/HPBGLofAv5cnAIfCf1LUkcgnWR8dlHGnZXiAyjorj//STbK2+vr6cOutt1JF8Morryx8VZaAw62OzR1on9KuxeHZXRKOWFCuJ3DXU2FdseLlIKr9HbjAKzp12frPZDJobGyUHA+GE6BKlmzSGP4T4LDiCGkCDOZfwGEVn4PlSdgnBuFk5o6WHS0qiis83YloPQ5nAuSKarkKUc+/gkPRUen5l3P8+te/9nyZwJw5c6Q8nsnWgMOt1tZWKY/9MX5HtZg8cNeXZz0V8iG+29JPvEoJ1hVMJg47mkxOnKjcQJoHcP2zMeYIicPS5BD41+KAJodkN5twSHkUHGA4ktxJlpTPBCgUrzMcJhy/+tWvqO+5XbBgAc444wwxT95/SzP9Iqfu7m60t7crfW7evJm63ahRo6SdYiqVwsiRI3WycESqqqrKeJJlIwAkEgkkEglYluWsy1KJvcIh9RPkODGdOPJRPGk4hguReKPOBFgMjqCTU2iTrF//oXKYTX5R5CEoB4JyuPwmjRYg744knQhkUdRRgZFnTxJnB8Cv7xJy/OpXv6I+OnHBggW46qqrtHy2T2mn7nLr1q1aHL3M87XNzc0S/7lLgZlMRpEHfj4C5cX0BO1HReKwC2ypiyxPak+i9SSfnAD+eqJjTiS/30mU+fDJYQXg8PLwObR4lP4lHFBxyP3HHCGtJ5f/hKxTVy5osBFUhDuCjZridSKuSD2OojOMkkPJIym0Yv9eDvdbeDo7O7U4NjMf89je3m7OIesM2ajBoZcHfj4I1HkIxOHp0PU6dTdHucr2yftnS5wHTj5glg8nL6oNwsiHDgfEMTQOyeQk5VD6D4GDOXyj5FDzRMwh8R8Oh9x/7rORrXxn6kTdys7pbEVR0JF4RNhIqCh9HAGHhycCDg8P8wfZRCv27+VYtGiRcx89PT3o6upScri/vMD+BiAlhycPBvnQ4DDpEP3kwZQDPvwDdBQ9R15O4hVXVlqTnzAPgnwwu1uVh3DzIeEQ+mc4BDa1OIT+IfVvyiHn0drdSg45j5wDpeawvJHLofAv5YCYI2k0yZpEWK4HLDQWSilalkATrC//fA4lj4tDONEqOHg8c+bMwX333efc12OPPYbPfvazQo4VK1ZQ77Gdm/9kKiWHZgupk49AefHkwTAfOhykEMPiAAqFbbjJ6dR95GN3by+2bd9uftwbaFRTE8aMHetvfQn9y9eVvUxM15PJuiobDo5/owkwFP96HGKe8DikPAYc8udswUa78mtEthMRHTmePVnokEIpmBz/bJT753M4PAL/IAR92SxuvfVW6lXHJs/R8jgaGxuxYMECp3ivX78eGzZsKEysLo7u7m7qYyBbWlqwIP+BGSYc7lj0fHjyIMgH94gMmcPjX8zhS0NDeO7YmX5v7VGyvg4nrXve+HbSvOjmg4nhyjwfThT650xOljeq1pXR+jqaOeCNXA6Bfy+PnEPKo/QfDof3+2z9nIAknYjGccNEKx9cUdEZhlaY/XAI/PMKbUtLC0aNGkV9YpRMjY2NWLRokcfvBRdcgA0bNjgT6x133IFLL70US5Yscfx3dnTijv+5g5pqL7nkEjGPgIOKnjyU0SQr69RLwFHusqzCi7fcPwP2/vU3cVAfrq+SsEGyY0iFwAdHflmUfpJV+g+Bg+O/bDiscDhQBhzWwMAA8d6RYcHUkeJAKmnBjIDj9ttvp54r9aO2tjbccMMN3ANpc0cHfvjDH1Lbp9NptLS0oKenx/OJUVdccQX9MZBRT4B+CqaJDE/QxebIZrPo7+9HMpl0/rFvBWKLXFSTrV38h4aGnH+Dg4OenysrK1FbW2v22djlXDBhsL6GO4fSfwgcQQv/EcYh5eFsmKCMwI6gItwRbAQVheJ1Iq4YyiSL8uHgfY6xH/E4CIAp7VPwf/7P/0E6nXa2zWazni+kTqfT3kKrwcHvbDXz4ckDPx+5daiXD09eRBsE4PDw6HCAzzHcpZ0PYR7sSOeBjVqThjAP8nzQeZHb1OIIODFBh4PjX4uDWfaRcOAo4pD4p6M+R5J3LRqyCDaCio4UnUhokywVy4eD/cJ2P7I/6Unkv729Hd/85jfx1FNPFb4gOq/GxkYsXLgQixYuyn0EZJT58OSBnw9uXjx54OeDGHa4ReMQ+B/u0n0OMJJ8CPPgPx+i9WTKoT05+eVAIZrkwcsj9x8OBz8PRwQHNDkU/t0c1qFDh4jZyM0pSEEVdSGAmCMUHs0DNlwO/sOGyxFiIQuJY3BwENu3bw+UBxVHRUUFxo8fH2g9DffLyKGsrygKmTIP8nVlxCG7g6OIQ8qj9K/HIeXRueEw4EgKJyc7eiq67g4J8QQt7FDojkTPP9NZKRMacqEJjQPceORy5HwPDg6iq6sLUaqqqgrjxo3j82iuJzJUOFLs25ZSph4cjvz+J4r1FGh9aa4ndvKANPL9R8Ih9K/HIecJh0OLxw8HNDkE/r08AQtmGXN4X40sqOBKWWy0qJi7Zs5GQsXQCrKkE9H3758jFB4Fh5CnXDg8/oNy5H6oqqrCjBkzJIkMLnviDMRhiQucZ6ItQzk8OuuJFGLv7t3iKw8hqampCWPHjNXKh23PlAMGx4fRcSJcTyFwcPzzeQJwKP0LOKzic0h5QuIQ83g39E62TiUHFT0SVPDQCqakE4EsejoSAYdmZxglh5RHweHwlCuHx7+Ag3tmkXPU1dVFXvhD4WDEFtmyLLh5314efj7Y9VU8m4J85P2y0ZQjykmW77+IHEr/0U+AuhxSnjLgIAYcyeCTrEVFyx0JG310gsYnUk0OXici4omSQ7MQBOLw+Jd3hkWdZD3+jywOu2iXWjafekNRpPPARjsfjY2NaGxoCN7wCfMgz4dtKyhHySZAEw6O/+JzyP0H5YCGfylHSHmQ8ij952JCawKkIqGidNK02GhRseiTbDlyePwLODz++RxcHo9/Pgc8/uWduh8OcrRxlJns6Vo4hSryAWkewM2DaT5y5y/NfAhsRsnh5eH71+KQ2FNyWJocAv/hcKh3c3AOuX8pB8TRJA9eHr5/GU9CcMgVJOsMAeegDTQBgo2gIvU4YCNtLxCHx38EHB7/mhyyzpCNfjk8/vkcpMw4PDw6HDDj8PDocpShCCHUP/t3APgcxBu1Jg1hHgg3D/y8QBqVG2hNgCXkYJdLFBygY8k4JP5D45D4p6Pcf1AOcPwn7ELtSNGJHNGTrMe/gMPjv3ST7JHCweXR5IAmB8Uj9M9wMDZNOcpJhBAMDQ1RRdb+vet/qOgnD9588POQO2/5y4M3H4IN8n6hw4FgHHIetc2oOVBqDssbuRwK/1IOaHIo/EfB4f1cNkXJ50+ympOfHXkdlXIC5NsTSoeDyDmEPLLOMCwOzRYycg6P/wg4SCFGycHnUXAI/WtwDEf5yAd85sEkH1qTH8e/n8nJLwfNU3oOMY/cvwmHmEfuX8qBInBY/BglRzLvCIVY6JC0CqdOBBvpjgS8KOqomOj1T3OEwuPxXwwO2n80HJzOUOm/hByaeeDy6HJoricdnnKcblUihAAJ+MyDhd7e3sjf+hNU06dPV3KEOpFb3qi7rrSOFz8c8EYuh8C/lycAh9L/kcGRFJV8yx0JG5mONoyIfMfiRPp8J5Rm61UuHEIendbL41/e4Ybj/yjj0FxPNgefhzjHDyvi+huRbFcq6eRDlpeBgQHs37+/1BhSDQ0OIlFRYba+hOtJvq7sZSJdV0Qd/eZD37+Awyo+h5QnJA4uj4b/IByJXEnPHfjCaLHRomKgCdaOos6QPVK4o4g3Rskh5VFwODx+ODz++RwQdlgaHKLOUGA35pBwMHLflvf3qGVZllPc3UXe/Xs+Bz/y8jE8pObwROF6YtYVf9nIN7AKUbquBHnQ4oAmh8C/KYeUR8EBTQ4pj4KD8Dg4/rkc8MeRBHPwlcsEKBSvo+LEyDk0O6pAHB7/pePw8Mg6XJ8cgXii5CD+OMpV7mOd9Rk0H1VVVRgxYkQpsLRlJawAkxN/PTkxv1yk64qIY+DJLyiHFQ4HgnIo/YfAofRvxsHlcflNBj5RU5HuRCCLno4EVHTk2ZPE2QEIs/Cbcog6KpZDeGTSHIF4PP7lnbofDhJzGPt3+xsuynXwCV/5sAA0NDSgoaFB44EgqVgQ5kMrLzonahEHChHcaO8n5CcdfgyNQytGySH3Hw6H3L+UQ+HflIPLE1IeEoEmJ7ARVIQ7go2golC8jsoV+f4j4PD41+TgdVQcDgTh8PjncxAN/4E4XB2h1uTnhwNmHB6eKDkY38NR8jwQbh74eYE0Kjdg8sDPiyAfSv8hcDCHb5Qcap4oOeT+w+GQ+5dycE6jQTig4d8vh9lkq6jkkEXIJw5His4w3AnWgMPjX8Dh8V/uHOBGXQ5fPEL/kg4x73/g0ABefvlldtWEqqqqKhx//PHB82BZzlfqlVq6EzYhBAlnsuXnIbccNI8L4aQB6XoyWlc+15PNIeeRcxBNDi2e4c6h9C/hgCaHwn85cyS1Jj/TEynckT5fK6VoXXQmv1B4FBxCHllnVUwOj/8IODydbfQcCSuBkSNHCpePLzE7pKqySsqhy1MORdZUVKeutZ7k68peJqbryWRdGa2vKDk4/vk8ATiU/vU4xDzhcUh5/HIIbBWdQ9t/gYM/2epUcOJvcnIUxcRURA6Hp1w5PP4FHNwjMmQOj3//HBXJCv5X7Bly+OIx4AAwLAsuIQQJi8MlXE/MuhJOGggvH8I8yNdV2XAo/Us44I1cDoF/L4+cQ8pzNHNw/HM5CHF8er/P1s8JSNKJCMXrRDhRZwIM5F+TQ8ijw+HxL++owvGvyeHxfwRzCDvbEDlcvstJtj+t7QBJHuT52L2nCN9nm8lgzNixPteRHoe9TKTrirOeTNaV1vryy2GFw4GiccjzIOXR8A8N/1KeEPKQ0OlEIIsQdIbsEcL+wT7wVffvdAbuaFGx6JOshIPL4/HP54DHvwGHx7+AQwR2NHAI/YPr3xcH43u4yd25Qxrt7elYHGyzyUnKwV8unPXF2cAqROm6An9dHa0cfB65fy8P37+UR+HfyyP3z+WQ+DafbBWVXCheR+WK/ImJ31EZ+fU5OfnlMJkAi8Hh4ZF1uD45fPEI/UczyZaCAygU4VKJbWZUyvmHMg9OPpj939DYgIbGBsaE5A6cE6OljFGsp7AmQN8TUzE5JP5D41D6Lw6HySQbKofETkI5abARgo4EjBQdFff+LVFkJlnoTRx6/gUcHv+l4+DyaHIQTQ4ujyaHt7M1nwCNJycdDqF/cP2HzeHel6UuujJZdoMC/fVklA+rEE3y4M0LPw9W3q8dpRz85eLikWww3DksbwydA5ocCv+hcCj8m3JweTQ5CMm/z5Ygd8DZEch1tvwIKgrF6wxdMdCkAVHU4eDbU/svHQeJmoMUYmQcMONweFQbBOCA0n9wjlLLXUhlfy8cL5BGrXwQcZTmw2ce+HkR29PaIAQOMY/cvwmHmEfuv+QcFj+GyoFwOYhfjrzPRHlNgBY3hjvJ8u0euRz8VqsYEyzFo7mevJ2tnAMBOLw8IXJALMuylEUwaok8qHa3Vj6EeYA0D0b5EOaByUdADjlPPAHGHBoced8J3QlQKM3WK55k9Tv2cDk4rZfHvyaHZh5sDj6PgkMzD/zONkQO+ONw89gFLZFIIJHgfHV0CQsuIcT5NzQ0hKGhoZwnx5v9gyjy82CSDwjzEGI+dDg4/v1MgFIOjn8+j3g3R8aBo2iS1fAfmEPguzDZeio5qOiI/YOgtIc7AXI6EdHjKDgcnnLl8PgXcIjAdDg8/gUcHv9HB4cl9c9w8G0OK7mLvrdDF/yB6dyH9SRraXII/GtxIJzJSZdDyqPgQBE4SKk4OP65HCQAB8c/CEFS9KoqoTRLvc7k5Jn8TKLjm40hcnj8CzqqInB4eGSd4ZHGQYrAIfSv4BD5Z2Q/VrnK8WaYDzYvO3bswDvvvBOp17Fjx+KYCRO4+bBtSTk4/vnrSzDJRrieWFt+OaDhX8qh9B8Ch9K/GQeXxy+HwpYfjqTWJEs5Ic4OgChRfk50ks4QvAhRZDi4K8HLEYjH4z+iCTDm8Olfg0Pon3D9KzkkKuvC6wbl5EOVl8rKysi/Yq+6utqTB3Fe/HHorSe9CRDcWNjNZckBcaQ4FP6Jpn8pT0h5CIODBOBI2vkUytORWFTkTxr8zjBwQdboSNT++Rw4Cjl88Wj6F/LocBARB99/UTmE/hmOMpPNrd7QuQGVB35evHlobGxEY0ODfqMkzINePmxb0nz44CirSVbiPzQOpX8Bh8CWaR7oWD4cXh7/HEnP4afoqAIXGo2OBLwIRYco9H9kcwTi0eSwfPgnTEcYFsehQ4fQ0dER6ASnUlVVFSZPnhyIY9jKLsgmeRGuI/l6yu3GQgQ3umxZ4ijMw9HEofQv4YAmh8J/OXJweTQ5iCYHl4fxm/QcbLyOxBUjm5iUHYrmidPjv0QcQQuADoerkyo7DqH/YBwAsG/fPt4eC01VVVUFHh0Owoku2Y1K2YvHobGujNaXcD3J15WzWw3XU+gcSv96HGIeuX8TDimPXw7Rci82h7b/ABwa/uko95/0rgiDTlBnYao6EWJ3GkxkOxHX+cAdVf5LxuHxL+DgHpEhc3j8l57DFw8sJJNJLFywUO/E5l4numI6W78c5SI2n1JZ+e0S8Lme5Osqtzs11xWTB9N8aK0vPxzwRi6HwL+XJwCH0v8RzMHxz+UgRMt/IA5N/wnwOhJX1JkAhQsabAQ35h6ejeBGjxT+wfUv76h8cXj8a3KINgiTw+O/9Bx8nhA44I2hcxBvZDlUIoToFcAiyLIso3UFYR6INA8m+bCEf3BtwMkDPy/RcNA8fP+RcoAfo+Tg8mj4D8yh4Z/LIfAfjEPPP8uRsE8MwgnT6Qzc0aJi0SdZKhJulPvnc0DYmWhwePwLOERgMUdgDkvqn+FgbOpyQOq/wFEuEk3ZdoGl/i7KB/hRd3KCLEp2c35D8QYW9PIh8F+OHFIeBQc0OaQ8Cg7C4+D453IgAAfHP5eDFINDzz/LkbRPDJY7EjZqTrI6Ee5OxR2R70wK65IrndbL4790HB4eXkcVkCMQT5QcpAgcQv8KDqF/OQefx8sxLCXIh1Ze8vt7z+492P5etN9nm8lkMGbMGE4+5P5NOMJ/LtaO/PUknZxcccuWLUinUmhuaTH235ftc75ruG3SJP8cSv9qDmVelHkQ5ENhq5QcycAFh4qgIniR7UScCCryVwLynYblieH4j2gCjDl8+tfgEPonXP/F4ih3EZK7jG1/VOPQ0BBQkcztVythng8UYrH8+19P+hymzykTxXoyWV+7e3fj1Y2v4s3ON9G9rRu9vb0AgEkTJ+Hz//B5pX8LQF+2D3/605+wceNG5/a2xo8fjyWLl2DeSfMCc3B5QsqDNC+KPBRi6TmS5TIBesTrqADNCVCj4wjMwe8HfHG4OqlymWA9PBFw+OLxyyH0Hw2HLffP5SjL5gYA5P3Dfx4aGxrR0NCgzIfweHFLeQfyfGitL+F6Uqwrepnw1xNvQ+76ov2+2dmJZ559Fq+++qpgt+j573yzE7/4xS/Q39/PvZ/t27fjnt/egw2vbsDll12GVDrtmwMaeZDmQ5kHQT4EdigObf9mHDD0n/tsZKfyFzoAd9St5OBFKDpEMD94IqEi93EU/qPh4NvV5YDUv4BD6D/IBCi3qfIfhMPLw/c/HQIxRwAAW/ZJREFUHDmc+8rHci66lmU/d2uQDxQiuDEnxe6Wb2AVojQfkMeScVjeyOXI+8xm+3H33XfjJz/9KbfQplIpTJw4ES3NzVz/bo7ubd2eQjt+/HiceuqpmDhxInW/GzduxM9/8YvQOHzlQ8AR9XPKFA/MOOztRf7ZmBxWEyDYSUM+cYTj/+iYZE3zENYEWPxJlu8/bI5yk44vZ2KCSR70JkBpPjh50JkAjdaV0n/pJlkQgt27d+N///d/nedUbc2cOROzZs3C5MmT81cM1Bx92T785Cc/cQptKpXCp66+GpPa2hye3b29+N+f/9x5vC1btuBPf/oTzj333NDywc2Ldh7Kb5INypHgdey+nvuzIwSdIRO9f+C3KNzHsdioO8lqcHj8CzhEYDocHv8CDo//0nMgAIeXh89B8RhyeHkkHEL/kPrX4ZCpMEmWl6T5EOaByYdgd0s3sKCXD0EetNYVvJHLIV/2Lh45h5SH8Z3N9uPHP/4xVWgnTpyIr3/ta7j66qsx/6STXJfm1RwPPvggNdFeffXVmDSpjbLb0NCIz3/+82hoaHC2e+aZZ5Dt6/PNIc6LPA9cDhIgHxz/XA4UlyPB7QTBRnAjANgvBilEUFEoXmfIRsJOGvKOyheHxz+fw8Mj2iBMDo//EnEQbwydA95YLhwQ+hdz6KjcCq4oDyb5sIR/cG3AyYNWPmCQDwkHzcP3H5RDOgEyHD//xc+pFy9dfPHFuPbaa9HQ2KjBQdva3duLNWvWOPd10rx5aGtr4/KkU2lcfvnlzrb9/f145tlnORzy40KaF4088Dh4p1FhXjTywOUQ+I+KIxH1JOuI/YOgRTlSJsAjikPoH1z/vjiE/hkOxqYuh7RDV3B4efgclstvuYkQtS/bv5vD7wQozYcFvXwI8qCVj2HC8fjjj2PLli1ODi677DKcftppXA4+D23r1Vc3wq3TT1/M8ND+2yZNoqbbl156yTgP3rzw8yDlUOTBmxd+HqR50eaQrye/HMmwnzsTSqd1IWxny+8MtfwG5PDwyDpcnxy+eIT+Q+QgpeTg+3c4hP7lHNJJIwIOapeXcILVKrJ5f7n97O7UJflgdq+9/9/f8T7efffd0DncGjNmDI455phQjgsRBxV5G/pYV+z66uvrwzPPPONwzZs3D/NPmh+IY9XqVc79NTQ0oLmlWckxc+ZMPPfccwCA3t5e9Pb0oDGT8XecKPMg4JDvXuN8cCdZHR5t/+YcSeXEZEeIIqgoPlMSZwdAlCiTExw3cjoSnxxEkyMQjx8OoX/C9R8ph9B/EA5+Htwc+/bvC5/DdQAlEgnU1tYG4gByJ2D3v1LIZuT93h1tsQ2DKA/evOT2e1URvs82lUp584FCBDeacaiiv+OBXk/PPPMM9SKmD118sZpD4d/9vG9bW5sWR3t7u1NsAWDbtu2FS9imxzfE0YSjEPXywc2LYT5U/ikOQjT9FzjEky1zAhJ1VB5ZomhRMbKJqZgcrtbFD8euXbvwwAMPIJvNAgAWLFiAhQsXKvzTHE+vWIH1GzbwCIT68Ic/jJaWFt8cvvKi4BDmhdn/hw4fwmuvvWbEa6qqqiocf/zxmv75HMNBvELs3t1UPix+PtjjoqGxEQ0NjeKEhlHQpHkIOsla/A25x4n8+JAeJ7Coqfb0009HKp2GhcInPW3btg392SxS6TTaJk3C+OZmoS1YwJtvvknlsrWlVYuj0XUZGQC6u7swc9ZMbY4wJ0DvAtTLB/zmQ9s/w6Fpy32DpP4kC27UPaDCnWTBjeFyGJwADP339vTi0ccexerVq6lFPrmtzcvj8U9zrFu/3nOQqZTNZv3xePIgz4cJhxOZjpDNR0UikWsU/ORF80CqTCa5Ha8WB6fisgXN9lRKEUJ/elQhT4Xd7c6DKB++CqZyPZlNTuBFgX8vT8DC75Oj881O6hXD8+fPRzabxYMPPoiNGzdyP4iisbER5517HvcTn0CI521D45vHa3E0N7dQt+vetm145UM7DxwOjn8uDyFa/gvR6zspPhHx66hHlihahUjsTpCNBp2g7xOpXw7LGwNy9PX1YdmyZVixYgXPQd6fGYc9FRvJ1XqFng/NgibMi2I9JSoq0NLcIr4DjQM2Ug6L4Shj8Qq+e3cr80HUMfAVEmUe9CanYnBIeRi/r24ofGjF+PHj0Z/txy233CL8tCcg93yq/YlPl112GdLUJz5Z6DvQR9/AgMOtbDYbIA96+eDmRSMPgfPhl0NhS4ejMNmCjeBG3RNbOBOsfHKCO3r8CzgMT9Bhcaxfvx6//vWvqYMplUp5Di5Tjm3btjm3Pe+886CjTFMmknxYUv8Mh7CzlefDuGCWkkOhYk649j7h/d7+l/NU2P1+8nHgwAHs2bMnnILJxOGgiooKjB0zhrue3LF7Wzd1ux//5Mfo7+9HKpXCvHnz0NrSisZMI3p7erFq9Sq89dZbzrYbN27Eb3/7W1x99dVMHmgvzS3N2scFK5MJEO6Y9yE6LrzHiXxdcY935XHtb5KNmiNp/JwTrzNko9N5sNFHZ2vc8SoOVI//4nCk02nqxRBnnHEGlixZgq9+9avM7tXn6Onpcf63sbERS5cupXMlO3PlF0ipJllxHjj5EHa2Ia4rv4XAUvAIVMxCayRZPiStvb3fDxw4QDWAR5uSySTGjBmjXE/u4mlf/p03bx4+dPHF+edu8+uqDThp/knYuHEj7rnnHuccsnHjRry0+iWcNP8kJw99ffRkm06lnBO9agJsaGjA7t27nduGPcGaTIDeqPYffJL1wWFyA8tCQjQ5eX5BtfLeSE2alihadNTpRFyRehy2ExFwkDLhmDx5MoDcczPf+MY3cP755+cuAzEy4XAX20xjo5dD6B9c/77yIcwDw8HsbqN8RMxhBeDw8rB/GGaSgVqFKMpDWTYQRZa9ntgIV2Q1Y8YMXH755UilcucEwuRhZv7vbj39zNNUXmpqajxOeMeFN4IqtLZPHQ7R8eCN8vUkXV8GHP4nWR8cEv8UR/52SaeDYqUzcdiR6E2AviZYw0k2XA6DDkrD/7//+7+jJl1D+efZ5fJwONzFtqW1Fe5OKkqOcJ+L5eQjSg6h/xA5bP/DUTwOThTlIZa9XsTrqo95nUUqlcLf2oVUsp5mzpiJ8ePHO5Pw9u3b0bt7NxobGp0J0K1stg/pmhqt44RVqM/FQrJhWJOs8rgOa5L1z5FwdrOnQ7cjXdo9E6bOxOHeIRoTB/dx2E7EibRdXQ4uj8J/oIkcuUvJqg6XtSnj2LVrl3O7pqYm7TywHWE4k6x8d6vyQOUjMAffvyX1z3AIbGpx2H7LSNp+GA7o5MOVh1g5ySYn9ntl582b50y0ovVkx1kzZ1K37e7udq03ev9v27ZdcJx4jwuef+7xIj98XceJnEO6vsA/vr2RPq5V0d7ehCPIJMv6TTh7V2fiADtpyCcOTwcFUUQh5h/YG/n2PNLhIIUYJQefx69/L0d3d+FFFrm3w8g5oPTvn8PDZZgHX5OsoX8jDoM8iDgIIc6/Usn4sQ0n2dxl48L+j5WTbLk0NzdT29bU1NAbcva/HdvyT0fZ2rZtm5OHTKaRccE5PjjHAztpt7W1uf4u5nBHakOJf61JFvyo4pBHuX8uj18Ogf+EqlPXm2T5E+DR8FxsUA6PFBxuHvfbfhobG5UcXh4+B8VjmA9vXiQcwjxA6t+IQ+if4RDYDMRRxhI+txowH0NDQ0WkKF8pDl/5DSxvFK0r9/5n3y+7fft73OOBjduZF7RlMhnX+UyTR+FfxGEyyao42Fi4f32OMCdZNialJZ+wk4a8w/VMgDoRmtfUwRQonYljOHCwUnC4edyT7d13351fADmOltZWtLS0YPbs2UilUgH8h5gP4o1l85xs3laoHGUg0XNy9t9sn842AfNRXV0d+cc1OuImkhcLxwUvBltP9LqqTCbdu9ET7fXkfu61s7NT+T2yonVVW1sLIPf75ubx1N+6uru0/G9jPgyjsbFROchRx4dsQ97kpxmD5EHXll8OEx7bf9Jo4ckWJDeCG+GOEEXQ0fBAGjYcrAw43O/R7ezspO6m0/WpUvPnz8eHP/xh1KTTYg6hf4Yj79s0H0Z5EeYh5EnWkvEE56DTKm2xii5CiOfTo+zfIwHNPHjzUV9fj4b6en5DxjUCwTpiozwf0rz4PVELopIDsvWV89nc3Ey90EnK4drf7HE+btw4wPX3GTNmYNOmTQByXwivnPxAqPtMpVJoa2sT+mc5jPKhvZ44x7kGh2y/l4aD9p9gO3adCdCzoCGK8MZ8hTF+Tla0gdu/IYeHR4cDIXN4/k53UiIOk49oXL16Nf7f//t/6OruDs4hzIPLP4eDzyPIhzAP8nzQPHKbWhwc/9Dw70SO7GnSPVWWk2j/dJTmg5MHrXwwh6/ffECaBw0OiX86BuBw+Z09e7azz/v7+7Fx0yYxh8u/++v4gNxbCt0cs2cV7re3txebNm6ScvRns05xBoCZ+RdgSXmUeVBzCPOCgPnglAMPB9VBRclB+00OmwlQ0YkUjUPon3D9KzkY6fpvbm7Gdddeh+aWZurtRB2dHejt6cX6Devx6quFj4Tr6enBj370I3zpS1/KPScTNodBPnbs2IGdO3d62MtFlZWVmNzWpr++BOsIyOWTnRxLUWR50zZPhBDAShgdF7nlIJg0FOsplElD+7iWcECTQ+Ffl2PmjBnUB0k8+OCDmDlzptT3lje3UMV23rx5Ho4ZM2dQn0z39DNPY+bMGUKOp11fhgAAJ807ieHUywc3L8o8mE2wVF4I0cpDIA5t/3ocSaPJz29BozoWzvmad9TzOiqAblVcHUhkHB7/cg6HR+if4WCxNThAcm9gb5vc5vHb3t4OQggWLFyArq4u/OY3v3E+0ae/vx93/+ZuXHvdteFzGOQj29eH/fv3c/nLQVVVVQIecT5466fcxZuyqQ7d6HjIxR3v78C7W6P/PtsJEyYo8yE97hUcps8Bco8LxcT0oYs/hF/88hcA8p97fM89uQ+u4HD09/fjwYcepPbDueee6/Fbk67Baaedhj//+c8AcpeSn3n22dwX0jMc3du2OdsBwMSJE9E2ua3AoT352VEvH/CVByYfmrbKiUNvstWp5MTVcbgj21HlE8tG8RnfR2fr0z+Xx+NfwOHpbOX+ncgoTI7WlhZcd911+O53v+u8t6/zzU50d3c7X7EXFodJPgpnpPJVGJOTreFQeG3Rky1nXcEb4YqVVcz32co6OZ3jg7O+Ct9nO3wmWR7HzFkzqedY16xZg23btuG8c8/DjJkzYCH3EYyvbXoNf3jwD9RrND74wQ8i09jI5Tj99NOxceNG5znhhx56CN3d3Tj33HPR2NCIbH8Wzz37XO4TqPJKpVK4+OKLtTkoHu08HF2TLBuTpZoAPbJE0SpEzcmpJBw6/jkcnt0QMkdNugbnn39+7tXKeW3YsAGtLS18HsM8mOTDjtWpIr5i1YcqKyv1O1pJ5E2O5S7Lyq93g47dfXw0NjSgoaFB/7iHYEPNwjycJlne8XH55ZfjnnvucQru9u3bnWlXpFNPPRWnn3a6kCOdTuPyyy7DT376U6dAr1mzBmvWrBHe5yc/+Uk0j282nATlxwc3H9p5MJtkqXxo+zfjQEAO/mQrq+CuCHeE2QSocyCxnWBUk2wxOEQ8rKKYyGfPnk0V246ODpx//vkUh5fHjMMkD+PGjsPYsWOV51ct+ThBh8Whs66GS5G1RQhBwnJxwRvBi5oThyof0rwo81DekyyPI5VK4VNXfwqP/+lxPPvss9Kv2GtoaMDFF1+MWTNnijkIASxg/Phm3HjjjfjFL37h+Z5bt8aPH4/LLrsMzePH65+HtfNgNgHyOMLOB8UTEYcl4EgaFzJlZVecOC1RtLzR6QT1Jqey4xB2tgUOVuH5L3Ck02nu1/mFyRE4Lxoc3Hqat1VyDo7vchLhrDWecv5hng/LIB+8G1BRnge/+TBZT1IepX8zDhCC8847D6effjo2bdqEDRs2IJvNore3F42NjUin05g9azZmzJzh+Wx1mf/GxkbcdOONeHXjRqxevRrZbNb5Gr9MJoNZM2dh5qyZGjtAnyPqKwpUPkxuwBTcKCdYka1kuU2AR8okq+uflTGH0D/N4X0gPQ4jHmEe5ByWAYedBzaWnAN8Du6uV6yBUoqAIJE/cdj/z42CPISaD2Ue9PLBX1/Q4iCaHFwebf+5WJNOY968eThp3jx+I+AjD4Tk3s4zc8YMLf/BOPTy4JcjF/X8UxyGedD1T3EQovSfsKx8RaYivBG5k4I3gooesRs40fJGAviaZD3+ORww4/Dw6HC4WhldDs/D+OYQ27Q7Wlv2lxbocEAjD1DmQc5B88h3t3IDRYer1aHrcHD88zhE0p00o5JlWdQ/5/e6+WAOX+6Gkjxo5QMa+ZDkgY7RckDDfyQcnNMon0fHvxkHfPkPwKHtn+FQ+A+FQ+HfsoBE2BOg5xdOJNxIPY4lihYd4WOSFfpnOBibRhxC/+D6552S/XOIba5evZp6jNmzZ/vk4Och3HzId7cqD8j7hQ4H5FHk38r7taOMo9xFCHH+AfrHhTcv8jxI86HIgzQf0MyHwn85cnB5NDmIJgeXR5PDfhyVf4qDBOCQ+Kc4UJ4c4uds4a709gPBEz3ytCx2dJV4UohGE6xJ9PiXczg8Qv/BOXg8nt0XMkf3tm489thjzv03NjYWPr3G5T8oh3keguaDnwejySlijnIWIcT5qEb3OnTvZoqH2b3cfBBg9549+Ot7fxUn1DkxWsooykNjphFjRo8xy4dgmYg4wlhX0vWlXE8BODT8SydZHQ5t/wyHpq0oOVAsDiZxCboTcEWwEdzo/QO/tFP3b4lisAnWgsy/gIOxq+JAAA4vj1c6HNlsFssefxzZbFbK0dnZiR/96EfUJeQPf/jDhQ2F/iH1z+OQdexa+RDsbq18lCNH/ra8hqoUcl8qlkmx7F154ech92CQ50WQB29e+HlgI3gxKAcThxUHxz+XAwE4OP65PMSMg2hyIACHvX3kHIzfpOnE4ZHFRssbid0JsjHApBFwAhT7l3OYTIA6vr27U82xYcMGLFu2DMuWLcPs2bPR0tKCya7vuezu7sb69es9n598+umn5y8hm3EY5UXoXzHJ5nevVj6IN5YdxzCSZRWet2V3szQfnDw0NDSgob6B2TGk0OpLYjlPgL4nWW3/RwqHnv9gHIV1E/kEa2hLdoOk0QTIPcMYHDg6JzhuBDfCHYcpByudyWnDhg3O9hs2bKD+X6Tzzj0X5y9dGtB/yBOg5Y26J+iy53DnlNNUlYPcRdYWIYXdH2rB9JsPeCN4UZAH7/rywaHt32wCpP0TLf/lz6Hnv+gcEv9UNMxDIao5XJMtp/5QR6YoWt5I7A6KjRodlMmJVKcj8cPh6kgi48j7ZaXksIAlS5YAAPVFAyJNmjQJS89fisntkyPliGSSJeIY2iSr9O+TY7jKZz6gkQdpPkLKg3RdKf2bcXB5/HIobB1RHCY38Muh7Z/h0LHjk8M12YKO3BUNYeU+KidZoX8NjrzDa6+9Frbob+Oh/bs5Jk+ejMltk5Htz6KzM/dZxz09Pdi1axdq0mm0tLYik8lg8uTJ+S+CLuMJUJEPrbwo/etNTlIOgX8hx3CVO2GR5UOeB2k+FHkgmutJyhPSepLyaHLoTExHLIe2fw6HxD/FQYimf38c9g0JIbD6s1liH1++DkyDQqZ1oGp3WJKHjznC5xD6D5FDdgd5jiFCpB8/F4aSySTGjhnjn4cA/Qf7MTAwgIqKCiSTSVRWViKRSKCiogL25Vv2Ei6GhvDcsTPD46ivw0nrngchxPlnf2H84OCg5+dkMol0Oo2ElVDkAVrrSrq+lOtJb11J86Fzw6OQw1PQtPybcVA8Jjc4gjmS6jsKodAEmWQhiqBj3i+JkkPovxgcIRRMn3mwpP6J1H/YHIcPHXK+MjAqVVVVYczoMVwOoskxbEUIkIB+ofF7XMAbwYuC/W+cjyJycHlC5uDy+OGQ+Kc4CNHyX4g+C+YRzJF0DjJLFK1CJIUY+nN/PidAtf/gHL54DDkcHkP/kXEI/Ss4rGg5qqqqMG3qVP0GwweHlUgE5mBlN13lIs9UXfiDJC/ydQVCsGPHDmzdujVS72PGjEFra2ver9y3Xw7/E6xgXYmWiXtdafinYxE5FHaKwYEicNh1MwqOZGFFGHSCOic4VSfiinBHiCLoKKxYBp1gyBxWAA4vTwgcQv/DZ5Ll+R45sk5ZMLkNmUzMDYNywLUWylns8QdCgAR8ricLVVVVGFFbK82HUV44qq6uVuZDur40OPxPsIR7PIiPEx8c2v6LNwHqclA8ZchhNMka+k/Cyq/g/AmCisTuBNmo0UGZnEhlnYjoALVEkc/B5wmBQ+g/RA5OJ3W0TLLaHEr/IXBw/Is43HIXXXcxLpUIIc4/+/8dBcxHQ0MD6uvrg+eDiTQAvImT5kXOweXx619uh15XOjcw8D8cOEx4zPz743DVzcg4kOdIOCcG5sArdAS8aNFRWNHBjdTjQBRBR88vmD+UikPon+FgbOpyQOofXP9sDH2SlfKUiAOaHBJ7Sg5Lk8M5E+WUSCRKXmDZx6cKLPt7F0cY+ZDmRZEPwsuHJY60fz0O8Dg4/rkcmv6Dcej5Lw6H/LgIh0PPPxWJPw6i8E9F+OOw93OCnTx8TbIQRRQiChHcCG50JNpAMDmVHYfQv5zDZAIU+5dz0Dxym1ocHP9Gk4YOB8e/FodFx0g48iewRCKBRCIBkUQFL2pZliUs/rw8SPMhyQMd8/fPRp18SPIgnQBRBA5LHqPkgMd/xBza/oNy6PgvcBCJ77A4oOFfxZFgK/xwnQDl/sH1f7RyWDr+g3BYhehngvXy8P1rcfB3s4tHskEADpkIKVzCLaXsousuvtoTEycP0nwo8iDNhyWOfiYnXQ4ujyZHOU6Abl++OCT+KQ7EHDzfCaPJz44QRWhMgJBG5QaCCVCHA0r/RyAHxDE0DiKOwSbY8CZZ0zz44XDzDFfJ8yLPgzQfFj+aric/k5NfDuKXQ9u/GQfFo+2f4RD4D2sC1PF/RHFAnyMR5gRrR8DVgXgi6Mh0IMI/MNHPJO7lOQo4hP4ZDoFNLQ6hf0j9m3LIecLhkPPoT07DVeU6yXLzochDyTg4/rk8MOOwtxf55/IQM45ymACHFYeGf3vdJbUmWZ0Id4V3RzgdiTs6skSR06qQQvQ1kfvyL+dweHQ4iD8OIx6/HNZRxMHxz+fxzzFcRU2AWnmg87Fnzx6899576uM+gDKZDEaPHq2XF23/gnUlWCbUutJYT9JJNkoOhZ1icCDCPDB2zG9QLA4L9mTrb5KFO0IUQUfPL5g/CKKfCTCc5zAZDoFNLQ6hf3D9szHmCInD0uQQ+NfhQP7ncim8uj6CToD2fhcd5mFJe5Ll+OdyEJpDFUXrSbq+FL7LmQMBOGx/Kg66ruj5L0Q9//DlPxyOZFlOssQby2WSFfsfXhxlM8kq/Uc7yUbFMVxFP9dknoeGhnrUN9R7j3uIbsiLxDN5iGJo60m+TOh1pXMD04mpmBwmN/AxAUY5iReTAyFzJMptkpVPTHZUTRoaHEL/DAdjU5cDReCwAnB4ecLn8PLw/WtxSOwpOSzocQj8++Fwq1ymW1buyVvWuYOK9m31oigP0rwo8uDNCz8PUg5N/4T3h9A55OspdA6Jf4oDATgk/ikOEi0HAnDY+1mLR4MjQT1H40QUIgoR3AhudCTaQDA5GU0aHt9+OOQ2lRtoTYDRcNA8IXBw/JtwQIeD41+Lw6JjJBwIj2M4yd0MeHns3zNRJx+SPEgnQBjkQ5IHKYclj7rryQ8HfPkPwKHtn+FQ+A+FQ+E/KAeKwEE4fnkxGeoEaBUiPJHQOyAfjS+ZSqMfDhxlHHz/Rjw+/Vt5v5YOB+PfjgMDh7Bu/TpEqaqqKsyePTsQR7nJzh2QYxBN2+ylcFEevOsrwLpSrie9KwrSvGhyEE0OLo8fDol/ioMQTf8BOLT9xxx+OLzP2cJd4d2RU3dcEZZ9VIuiq8S7OpDQnjMrJgcpAofQf1AOfh74PCXksPgcVsLCiBEjEKUqKysN/PM5AHlRsywr31WXl9y7W7I8tI8LP+tKur585kOLQ8M/HX1waPtnODRtRcmBYnHoJC4oh7H/4BzUZAu4Krcngo5M5S6sbINOUOdErepEOLFsOIT+9SZALQ5BJ3WkciQrKjBt2jR/PCYnaJd/NnI5eL45KpciK/JASGF38/JBFOtqz+7deO+vfy0ahx9NmTJFySFdV8rjIZ4Ai8Jh7N8y8m9R/oNzJE0nDkeWKFre6Cr5OhNgOBNstBNg2Uyy1lHEwfHP5wnAofSvNzk5vstQdqG1C7+7ARAtFyofkv0/cOgQDhw4UEwcYw0NDeU+s1pjPZmsK+76Cmk9+c0HHQsn/sgnWENbUXIgCIfe8tDiSBhNgLI/MJG4oyWKFh0R8eTEicoNpP7B9c/GmCMkDkuTQ+BfiwOaHJLdTHEMM4l5+Hng5mU4SIfDxaOzrsBbVxBHQH89BcqH5nHB5ZD4pyIx5aDrg4qDriu6HK7HKQOOpGricGSJolWIpBAtbizdJCv2L+cwmQCLMpFbKh55CxbaJOvXf6gcPiaNkPOg5Bhu4nFI8sC29tXV1aitrS2+bwMlrISCy2BiKuYka3IDvxza/v1NgMY38DHJRs5RsGPEkZROstwzDfE+op9CI43gxpw/VaT9lyOHFYDDy8Pn0OJR+g8yAcr9H+kcZGgIhJDCuiX2PZVG2o9vb6fIBzcvsFBXV4f6unqzQqOItD/dG8p8e/8exXqSri/FeipEvTxQHNr+zSZxiiO/H4czhxWAQ4vHdUNCCBJWfg3b0RH7Bydaheiq3EYTE1QRhYhCBBXlNpUbFIsD4hgaBxFHKYfSfwgcFh2j5FDzRMzB+ubIXfRKXYC5MujUVXkQ50OeBzrmbbns8aI0DyFxUDza/s04rDA4FP5D4VD4LxoH/HMQjl9uZG+gG0GcaFkWEu5GNvcDGwk3FjoCXrToCDpqTX7240AU5TZV/ovGIfTPcAhsanEI/UPq35RDzqO1u5Ucch45B0rNYdHRsiwkEglYlpU/OdibFibeUsnthxKHQ5gPRR6k+YBmPhR54OaD45/LAzMOe3uRfy4PMeMgMYcZh4Z/qp744dDwz96Q5zcBdwfCja4STwoxnAkQ3ujqQEBFuU1T/5FxwCeHzzwYcQj963HQPAE4OP75PAE4JP5NOMQ8Cv+JhFNoy1F2wadOQqb5gMYkq5EHaT4sfqQ21FhPfiYnvxxEw38xOVAEjkAToAkHfHLo+PfNQQo3lPhPIF+QVSX+iJhkhf4h9W/EIfTPcAhsHhUcVhE4EOHkxOHg8pSRZJO187MqL4I8ePMizwM3HyRAPjh5EOUjCg6KJyIOBOCwt4+Sw3QCPFImWRP/SchaF1KIOpMTMYlwdyi8CLrBQOH8nfMninz/RhNgEThsWyXnUPoPgYPjv2w4rHA4wOFgi1rZy+GQ50GWl7179uK9v74Xqc1MYwajRo/SyId/jrDWk3R96dzAPTmZcGj7D8BhcgMfHAjCoXe4OrYi48jfsQULCba0Ux2BJYr8SVb66jBXBAC/kxM8UdKqCP2D65+NJZ8Ai8EBTQ6JPSWHpckh8D98OYaZNPPgzYv3eIjaJ5sPbl4CcogioL+eClG+nsLh0PNPRRKAQ+KfivDHYe/nKDminGRt/3ZMyicNSCt3USZZK7dzxNEqROKNoU2wSg6+fyMOjn8TDi0en3kIawI8qjjKWG5/lmUxvg3ywez3hvoG1NfXGx8fnuPFLekN3HkxmJiKPgEqNiwVh6YtvxwmPJFzFOxEx5F3xPObNC400ghuzB0vqpg/rvIr2Y7eA4x495yfghk6B0Lh0OJR+g8yAfL9e3nk/sPh8Po/dOgQ3nzzTWhLeWb3+q6sqsKkiRMDc5Sr7ELrFNnCX3K+rYSv9SRdX4r1VIh664qbFz/HhcQ/xUGIpv8AHNr+j24OKwCHFo/rhsYcEt9JnQnWjmUzAdrR1YGEziH0HyKHpKMqOYel4uDnwQ+HlIfxCwLs378fUarq0KFQOIafbN9B1pNgXQmWCbWuZBtyo491pe3fx+QUMQeOJA5j/z44dBag6IYRcMgnW1fl3rFjR+BDmSthxcoB19fVobKqitoB8FP4VR0Vp8OCNObtCzoplkPaCfr2r8ch5wmHQ4vHDwfomKxMYt68eQbrKEQOpf8Cx1D+E6SQZym19DzYnX9COx/CdSVYT971pZcPKi/aeTi6J8Cy5tDwb1H+5RwDA4ewb/8+4+PcvoMghb8pk9HiSMo6wffffx8dHR3Y1t2tcaBGp1GjR6O9vR0tzS1OB1I2k6yVL1hW3qwnWoXI6aSGFYdGZxiYw3Chs/6LySHlcR5w+Igg7z/AiUeUD25eNPJARx/58MuhsFMMDgTxb2LLzw2KxaGw89e/voc3t2xBz65d4RwEPjV23DhMnDgRo5pGCTmSnoVJCA4fOoxnn3sWO6OaZg21c8cO7NyxA6NGj8Ypp5yCqqoq8YlatzPkdIqQxpxEnVVhhWt0gjoFZzhzKP3rT7J+JyddDilPQA7k/9+WfWnZsiznXznJ9p9wCq5GPoh84vDmxUc+tPNgNgEWg4Pi8cMh8U9FQ/+FaMBh7D86joGBQ1j90uqSF1lbf33vPfz1vfeQaWrC/JNOQjJZ6fGdZE8whw8fxlPLn8Ke3bs9d1hTU4PamlqzzgqFE7yJ+vr60NfXR/1u544d+POf/4wPnHOOc2nZePLT7nj5HFqTE1wbcicmvckpkgnQhEPSUhaPQ+4/KIdJh27qn6dSFVjbLwAqUj8Def/QzwezO/fu3RP5l8dnGhsxavRofl78HheKZWJ8Ax8TYJSTeDE5EDHHgb4+vPDCC8gy9QEA0uk00ul0mMtNqGw2i2w2S/2uZ9cuPP/CCzjl5JORrKykfCfZTuTZZ5+lCu2oUaMwZcoUNLe0mDnhniHdUa+z7e7uRsfmzdi5cycAoO/AASxfsQLnnHMO5XtYToDaHS/fvxaHskMPgUPpPwiHPA8l54A4lpvY4ur+PQDHd4I6AZqtJ1IUbL31JF1fOhxWft/oTn7G68hsPVEchGj698dh3zBKDssnx+rVq6lCm8lkMGnSJIwbP17M4afw60SSu5S9ZcsW9PT0AAD27d2L1S+9hJNPPpnyT022b7/1FnXp+Nhjj8WCBQt9GYLlHBeCaBUip4WxO6SWlha0NDdj7dq16OzsBADs2b0bb3Z2om3y5OgmJxMOSStWLs/FBp0AAz+HWQwOif/QOEwO2OJUntCU29/sZCvPAxvrG+pR31DvvkO9M5afghbkBKrg0N6QmQCN15dfDk1bfjm0eYz9++BwJW7z5s3Yt3evs2YnTpyImTNnCTjNOOCHw8o9Xztu3DisXbsWXV1dAHITbndXF1pbWx07CXdHsnHTJgeiubkZ8xcsgHLisCOho3KDfCx0NrxoOXHu8cejeXyz4+/VjRsR+gQr5RBskPcLHQ7woy6HnEdtM2oOlJrD8kYuh8K/lANmHMNJXB5FHgpRLx/cvGjmw34cUR64eSEBOCT+KQ4cxRwa/gNzuHxueest2Bo7dixmzpxZ+Lvrhn44tHhc5wPW79zjj0cmk3H8vbF5M8WRsKxcJ7tnzx70HTjgbHj88ScAAOznnqz870VRuYF00oC687AszD3heMff4UOH0Lu7F7Z/J8IbtTh0/Es4tCYn5DtaYZRz0Dyl5xDzyP2bcIh55P6lHCgeBzvd8i7fFkvu54t5zx3nePJ/d7bjR2pDjTxIJ0CdfGjkgY5y/1wevxwC/1yeKDnsG0TJgdJx7Nq5C4cPHYKtmbNm0Ry5Az5aDvfDceLxJ5zg+Mv29SHbn3Vu4Ey2u3t7nY3q6+tRU1sDwF3xQUemAxH+gemwtCZZ8GNtTS1GjRrl+Nze3c2dPCCNcpvF4DhSJnLIOKA5AUrs0Txy/1IOhf9IOOCVe3oodqG1ZVmWU2jtn92/85UPTh64+UCAfHDywM0LZ+KQRz0OBOCwt4+cQ8M/CHv/hhwa/i3P/YfDsWtX7nU7QO552pp0TdlxpFNpjBw50vG5Z88ex3/CrtgHXFNtZWVloRMRRPEGrlJPvFFrkoV4AqytrXV85nZfaSbZoBxFncg5/rUmQBMOjn8+j3g3R8aBIkyyDIeVz205f6ctT9LJz44aeYBBHrj50MgDcdtR+A/KYTIBep/bC59DNgEqORT+qeiXQ8e/H468ampqyoeD0ByVlZWOz7179jh3lCRuApfs3+YbAk/s6urCa6+9hn1792JSWxumTZ2KVDpNLUxY+Q5VFaGKcGJuJ+dBketAII1yjsKepX1HzRFoko2KQ+lfbwKUcgj8m3JIeULikPIoOHLH1/Aosu5JmxqAqLz4yId2HswmWcAgD6XikPinYn6H63MU/Olw2DeMIg/F5ygo9/YeOcfbb7+Nd955B/v37cOxxx2H2bNmFYeDVX7dJe2Kz/27/QMTX3vtNTzxxBMYOXIk6urqsHLlSmzatAmXfPgSpNIp+0yDXMV3R8KNWoXMtfCdkwTsTsTdubjO1+5oiXly0aI3ZKLWJKvp39v5avgPlUPuP1IOKxwOBOVQ+g/GwV6e1VaYBdp1X3Yx5W/mvrRs/9IVlXmAk4+dO3c6r8iMSqNHj0ZrS4uWLWXiAqwr+FpPzLrSsWOchwKH8XESJQdV/31woLCGqcnVzZF39PLLL2PNmjUYMWIERo4ciRdeeAGbN2/GpZdcGj0Hq/zvxZOt8IxPsGnTJowaNQqXXHIJUtXV2LFzJ+6++2689vprOP7447knuD179uD1119HV1cXujkf/1hXV4dRo0Zh0qRJmDF9urfDcnVaNAdhIu3f29kWODx7zhWjnAD7s1msfukl5w3RjY2NmD9/vpZ/HsdLa9Zgw4YN2Lhxo7NfGhsbMWnSJCxevBgtLS2RcLjzYZoHopkHXj4OHDgQbgPj8gvkDmT76QrdDtfjWyJfRbhIsvPrJy8WLFRWVlJP9USh6upqjbzo+ac4tI8HfxOgvX911lM5c1gBOLR4XDd0+8wdaCjsRx5H3t8bb7yB8ePH4wMf+ABS1dXYtn07Hn74Ybyx+Q1MnTIFhOSeAz44MKC97qqqqjCqqUnNwREhBEn2ROPIEsXcB00sXLgQqeoUYAGjR41GS0sLduzY4ek09u3bh5UrV+K1116Tguzduxd79+7Fjh07MH36dOkJlLXJPXEK/Rc4ZC1M4MlPUAieffZZLFu2DP39/Q7DpEmTsGD+fJqDscXj6O3txT333MP9yrne3l6sWbMGa9aswXnnnYcPfOADwXj8FjQlhzwPbD4OHz6MzZs3y5ZSYFVWVuYvOYltKTkksqdMXsENtQi77svOo9ZtNPIBwTpqaGhAQ329vBBI15G/Kz1UXrT9izmG6ySrzWHs398E6JeDy+M6sPjPxRbi/v37MXXqVKSqUyAgaB7fjKqqKuzfv995mBdefBHbt29XHxN5jR83Hhf9zUVq/x7l/CepHUL9XVy5W1pa0NXVhYULF4IQgoMHDzoF2H2Cfv311/H000/j4MGDzt1OmjQJo0fnirOtHTt2YMeOHeju7sakSZOcDgWS6LbJ66QKR6RGJ6hTaHQ7Q0Gn+NKal/D444+jN/+qb/dJNfc4fA4i4Ojt6cEt3/8++vv7qfuaNGkStm3bRhXzP/3pT+jp6cFlH7ssMEcpJll3HhKJBMaPH8+u5vBEct8sFJjDrxLhFVtfhZsQIAF5XpTHQzwBlj2Hhn+L8h8hh6bv3IGHwn6V+G5qasLOnTud/9+7dy8GBgacFy8Rtt7pSHXcOzvAe0NCCJKOf/a4tA9UTuVeuHAh7r//fvziF79AS0sLtmzZgurqasydM8fpRF5//XU88cQTzt1NmzYNCxcuRH19vedE2tLSArsjOdh/MF8nxR0ua9PpBLlRzAGSPyE5McDkJ+h49+zeg5//4udOB5VIJADkLoXZTUjusqIGR953NpvFL++8EwMDA879nXPOOTjttNNyLxwgBG9u2YI/PvQQtr/3HgDg5ZdfxuS2Nsw76SQj/6WeZNlYUVGB8ePGaRXmMCcnYw74K3aWlTC+jVCJROGkJDi7uJ9btixLwaU3OfnLg9nkROVD5wY+OFAEDssC7vr1r3PNsXQh0vEzn/2Mlv+3334ba9aswWuvvUYNPROPm4gT552IE44/IbB/1241zAcxy4d9YMGuD7w6kYsnnnginnjiCdx///1oamrC22+/jREjRmDqlCn5dU8fBycvWoSmplHS/V6ZrFRyeO44d/TBsiwkC3fIHIy8DiofW1tbcckll2DlypXYsWMHWlpacPrppyOVSoMQgp07dlKF9gPnfADTpk9zOiVuzO/I6lR13h5hIqjotknvGI1OUKdg6na4Ag471jfU47333nNOvBMnTsQHPvABPPHEE3gr/2ko7slWh+O5556j7vODH/wgTj75ZMr/pEmT8LnPfR7f+Y/vOFPuHx9+GDNmzkQ6nyeRfzZy86HZ4Wp1tr7zIMmHLgezrkSRK08BLkQ7N8bPz1ZU6G+rkFVBF2735Wv7H1uELQBWIr9fE658gMCyElox961BKETwo/2UkIXciavQ+EIjutZPQh39cFiaHBSPD47XX3/dX34l/vuyfXjqqafwwgsvuLYvrMO333kbb7/zNl5++WVc8fGPI5VO5ziM/Rc4LI08OMe7UR5ykSpkljwvE4/LnWdfffVV7Nu3D8ceeyxOOeUUVFdVF86zLjWNGoXm5mbt8xW9AxifgjwlLfuylQvEggUrkUB+peXvzx0JJkyYgAmtrZwOJYGHH3nYua/Fixdj+ozpzoGdsGO+A2GjenJy+bQsFPw7vyxEl38RR46TE/NfoJ0QRYF/HkdbWxt29/bi0o98BJPb2kAAPPnkk6jIn1gTiQSfg+M/e7Afzz//vHPb4447Dqeeckph/7v8p9MpfPCDH8R9990HADh06BDWrl2Lk08+WZsjIcoH0+CJCw+fg58Xfh7CyEdCtJ4EkZL2DV0HpH1TQjxFTiYrGWaxTVKPl0gkqC+159/IPo71YyhXFCx5NL6Bj8kp0ATrk2P7e+85x7JRbhU8y5Ytw7p165z7rq6uxtixY2HBwjvvvuPcz9atW/HzX/wCn7r6aqTSab3d6tq9keUjf8fu/c3KbnBEE/nEiRMxaeJEQR3h7FQfHFwed55cHMlCpaa28D0Bbtq0Cfv27QMAtLS05F6dDCgnQOHEQWw/rj1F7SB5BxLZJAtNDgJ87GMfQ0N9A8WRSCScS8CJfGHR4di0aRMOHTrk3Pa0004DJP5PPPFEPPbYY850+/LLL+OUk0/2xeH2z80LW3BM86HMQ5BJlr+exDxyDi6Py6dMwqJrWbCSSeltTWQlKxxvMi/2WnK2zTcwYeWBmw/NPBDNPFD50F5HHA6JfyoSoulfznGwv9/Z//X19Tj++OO1civjWLZsGTZs2ODc79y5c3HeeechnUqBADjY349ljz+OdevWAci9ZubBhx7CZZddps1hlBc/+RCsH2rt2vvB8pkP/h1y/ZtwUHlyrftkoeWitjDvaPNx7dq1zt3MmDFDo2N0nac50TlvsdHZQfJOxHeHbtyxCzgsoKGhwcOTSCSoyVaXY9WqVc7t6uvrMWPGDCXHiSeeiJUrVwLIHVi79+xBQ32DMYc7cvOi7AhDyIcyD8Xh0OrQIS6s7r87IgSJUIut+L7sE/HQ0BDHl0ZeBPt9/7792LFzB+cRw1N9XT0yTRnzfBhwhPFcLL2+LG7csXOnczxPnz4dZ5xxhtG+oC7FA9i7ew/WrFnj3OeUKVPwoQ99yLU9kEqn8aEPfQgDAwPOK/s7Ozvxzjvv4LjjjitsaEcCOJeGFFeo6EgAzhUqbsw/gIX8UxHwXqHycFuW52EVhyvyD+d5IaJlWbn7FHGo/Ls4LOZ+YeV+m7A7AobE08EQV2UXVfh9+bfu2LLfLwvQFZ6OoCOho3ADuP7fKkTCjXz/Xh6IIwpRykHk0f4hmUxS/3Q5du7c6dymra1Ni6OlpYV6rL++955+PgSRK1Fj5In8Ew8b2YKUW7iaEZZWtABvTHgjeNFKKKLlYeBxUbuwqiq0f4mqKu/9M8Xf/n/aq5gHyD1Xljsv8SN7n6H/Y/Oi9O2Pw81TuJ3eunL2rSIePHjQOS7t9yezBVQc4Yl/fvLP1LF+3nnn0du5DuQPfvCDqK2tdbZds2YN/3xraUYUos75thDp8xB7vnVHW9QVEq1In0+ldSQEDrds/0nu5SwITnSQL4Au14dVtLS0AJbqghrvgVWRvkf+c8vE/3Ox+cJs/BymHS22o+X7r6iocF6GXlFRocXxzjvvUJ+72ZTJIJFQP4c5fvx46nbv79iBadOmyzmYyJXODZ0D0lLGUCdZix+5+VC2xPn1bzIxcQqt6FhzK1HtLZB+lagq5Nx+bPukYPtzey149p+HupF1GDlypPa6otaXyQ3y62q4TbJs7O7udo7N4449Vus8S0c4sb+/H2+//bZzfzNnzkRDQwO9nesG6XQa06dPdz4M5+2338bAwEFUV6f8T7IGE2Du/CSeZD2TLbdJlOSjYIfv1yUrkUBhstXgcE3iduT6zP9/AhaStnGeTC/R2c/VasnvCZq9G94J2n1gSSOkkyyk0X585DsmOqo4ksmkc1Akk0ktjn379lFF89jjjtOaxMeOGUPdbteuXQUOgX8vT8CC6Tcf8EZpPhSRK08BFkW9E6i7cNnPzbufF5UpkUpJ/26iRHXKU2RtD+7Lx4QQ5u9mryoO+mpcuyAO91cVOxy6xwksquluaGjM7X/D864d39qyhTrOp06dqjzPTp0ylfqQmDe3bHGemlJyaB/XnOOcc1yrIk/S490qRPCiS7t27eLev1vNzfnvU7f4dygaLe11lKQ6QGYDaQHgdIpuTZgwwbHBzbNqR4hOaDwQWYQqCh6e+2g8A6poeTsqAk+xTYgmcddEvn//fupgsk/iOpO4+3aDg4POiUfcmetx+HlVsR1VE7mvKwtM5Ernhn4bjLy/3C7zFl/37z2yLFSEWWzzb6Mr3L3FPY7tNeT8zD3RhzMB+m1gwOw7/clP7zj3HPc6G+YqtNZx4XkOMx937NjhHJv19XXOuvIzAW5/7z3qOG9ra1PmZcKEVuo2PT09KEx4GhyRTbLM7gUtK78W2MNU+8Rg0ef45557Dip9/nOfAzSOB4/R/P7OT7b8N9InRB0uE3kV/eDBg64DA9LOUOfEZp8MKA7XARjoRUyQnJhZBTxB2xyVlZWors6dDCsrK7U6wmRF0rkNAIwZM0Z7AnTfrrKy0uFlIwDs37/f+aSro1HJZBLjxo3Tnpx4EyBbYG2xBZgSIaioSYfGYd+Xe7r1XjKGU2Tdz2UqJz87MhPggQMHsHv37tAYIpfhCVp1nCcSCYwbNy5334rGYmDgkHNcNuU/c5e3nVZDQXLfnercX6ZJMZnn1kJ1dTVGjhyJgfxnBO/Zs0f8flmfVxQsxXqiIrOe6Og+XvLrlxBXgy/w7fJv3yFx7lhfWhycQkJNtoSzhc4kK6voO95/P79LDCYnSRRNBcNlkmXf51tVVeUcGFVVVYXJVjL5VSQrqKJZXV3t7H/V+0rHjx+Pnp6ewuPlFw5Pg4ODzsF3NMrd2PmenFwFzOQ524oQP8Q/UVMD9/HNe47W/r3jF1auaGiuK3ZSGhoaOqrXTkVFRX4fQtl49+7udY7ngYEB/Onxx+GenMaNH4dMYwatE1rVA0S+0bHvr3ZE/sVWFj9P7vPruHHj8Ne//hWA63vNgxR+SI4LVdQ9QVv5xwjynLJLp512mvMlA+yI7NQ36XGRj4xP93PL8udsBYVOtGPdhWDvvn3CDkVnIYouXXN9qhaiIEYmjZXFFtvc7+UNxtDQELWP1QUBzn4/dOgQ83iWMB/utyUdjXKeXzVcT+7ITpA6hRaWhYraGvV2uhyuKZk9hoSTraVYV5IrVJaFeO3k96PO5Dc0SB/PvcwVgd7duatLVVVVmDp1KmbNnElNUmxBc99Xa0urK4/gRlvuq2yAXlMYWD6uKLh9WYDxJOv5RCqXRo0ahdaWVq3jnJ1kcy+qhave0fvPM9l6NhAWMPGJp7W11bm9/S0+dXV1hb1DRX7nJCo0yobAZ2cVinxccqqqqkIq//xcVVWV+EqC64pCbW2tcxuHX1UI7MYukaAeT5aPRCKRezvSUaqKigqtV3lLn1PmFFud4lsxIsTJNp3mPo7s1dIJi2005JMsG4/2tWNPMTrPYe7dt9dzPIvU0dGB3t5eLFq0CJWVlZ4rDHv27KHuK1mZFK4xVu5zkc0QuTQGEifmKhtzewtazy1L8uCmTFiJXN4MXh1tT7Luh2V3nZX3aSXyk23CU2hz/9G6ROBqIMaOHYu6ujrs3bsXALBp0yacvGiRp9CYTLKyF2G5feg0SJFJuWC8DQVbbHO/ljcayWSSOih6enrQ1NQkzIc7um9XVVWVzzE/H0f7dGKzm17ZcUdRYRX97Dz2iBHhceRfIOV+zpbH436BFCweJ7RjwrKO6rWTm2z1nsucOHEiWltbUV9XR52nenbtwt59+9DV1eWcS4HcaylWrlyJ008/HQC93wcHB6ljvDKpX2yrq6ujL7Y+JllnULGfk1VNtopJVvVZy7rPyXonWVCRle2T/z5b3cteNrUrzpo1C88//zyA3EcDzpw5E/XO91vC/FWszPtjLWYHFSYQS2vyKFlBZsSbbFVKp9PUQeF+UYsjwZnQfbumTJPnfb3uGBfbisAnHPdHcYqeI+UpGeZkW+19NTLrkRDivA0okUjkP8jB8t3AJioqjuq1k8s3Z7LlvBq3pqbGGSTc56mmUaMwatRoTJw4ETt37MDGTZtw+PBhALmng9566y20TZpE5SFZUcFMtpXlNdmadGz2JMuen6j7c0+2xHl1tNn7Y932cute+epo5nTJu8JD28wf65b9Plu/O5CjE044AWvWrMHBgwdx8OBBPPjgg/jYxz6WS6aPCdAdtZ9bNpzIPZ2J3VGFOJGzkTvZQn5Ca2hooA6KbDYrSgMl9hLTyLqRKOwIb7Qs66i+FFh4ztZ/Q+aeboHCQac6kVWMDG+yTbiaOOlrHtze7Cg5Pqz88WFxjoejfe3Y+zD/P1Q0f3GRhdFjxmB+bS1eeeUV5zF27NjhvK0ntx0wsq7O92QbSbENYZJlo2eydRak2bcHWeC8ONTSeRV+4bGlkb1SbF+ZFD0n6neHp9NpnHnmmVi2bBmA3MK493f34uIPXYz6unrvjvVRyOh95PPtPvlOxG/hZxsA00uOoslWZAfwFlv326tk6u/vp25XV1cnvV11VRWskSOV91s0+TlgTRsl17qxElbhbW+CTldpI2HBGpI/R8v7XZiTreX6uEbR8QPQl5ELRde+ISdKrlBVVVVhRIiXwoebdBoqU40YMQKtra3YuXOn87v9+/djpOsYrays9D3Zui8jh3FVB4BeZaImWEjXFXeytQCTSZa9suBWwsp9Pr3sfb5+rvS410MkLeisWbPw/vvv4+WXXwYAvL/jfdxxxx2YNWsWZs6c6Xzghbtw7dmzB2+++SZGjhyJ9vZ2xygvukFg6XSIkMZSyPgycj6jDQ0Nzjf4DAwM5BgVhebQoUPUwVRfXy+dxCsrq3IHq2kDA/nCG24Ksq7Y520BeH7mKcznbC3Xi2RUr+r3eJQ1MJJXgSatJP2+cWkjbP4q7yNpfZloVNMo7N+/3/n/gYEBTx5ra2sxODgIQL8RB3I5t88PtbW1/optiBOs6FXFntfs6L7PF4JJ1c1peT83Qqdf4EVWnslWtIGWODv07LPPxtgxY/HYsseczV599VW8+uqrAHLfWGO/Unnr1q3ONjNnzkR7e7uwEHh8DtMCUFVV5TwPU8X5wHiP8ukYO2YM3su/Jw4ADg4czL1s38m45YnZbNZ5ab/dDQd58Y/LTlk2MuUgK2EhQbzP18pvZKGiJry3/liVhV6aPZ7s39n/z75C2ZtQ77rixajX01G5vghQWeV9ew7baI8cOdJ5ain3fl94Gm9etCzLe34wbZQss6i7npxos7r4c78Ktq4oWWw5D67wJ1sByazZszDhmAl47rnnnA+7trVnzx7s2bPHc1c7duxQFgL2sYdjAWA/QcpzMhZ0DCPr6qj34+3u7cW48eOFB9Lu3bupj2Orr6/nXjo9mifYKGSf6KjnmRRTLYBQ32drVdDfZ8ubbNn33qr8lUwRPZVAPaWgXWCKPJFbuUv97mJbUVHhObGNGDGC+szrofwLR2WFrL+/n7rftOvtYuXeKIW5TsO8/F+052xZNTQ04MILL8TZZ5+Nd999F1u3bsX7+U+XslVXV4exY8diwoQJGDt2rPT+2JNXIJ9RPPcnmMjZWFlZ6RwYlZWV3of3dIJwtm1sbHQ+6eXQ4cM4cOCA8/Vc7gPp0KFDOHDggDM5V1dXO1cT9A8oaMVYjJxX0ReOL+UxRgj1QRRBZTFvYVJub0/h9hTh4/gYHBrCoUOHQmPgqaKiApXJpPQ4MZ2czAtMcQsNIYS6Asa73DuittZ5ignIXUquUVwpGRwcpO53xIgR5dlsIeRzP3Ifd2ururo6Eu7In7PlKZVKYcqUKZgyZUqxHlIt5ZFheKAaXEqzn9cCcgXUfQlDdYA2NDRgcHDQKdb79+9HIpGgDqyBgQHs3r2bemVoY2NjdAdSyBOH6au7y3EiNyq0uV+iIh1isU14P/Nc2BTahdbty8fxYVmW82ruqJRIJKTHy5GogYEBqijyPgwjXVOD1IEDznlhYGCg0IQLdPDgQed+ne/WHiYK46nOUM5XijOLfV5y9qzW84ZloPfee6/UFkKR/bV69s8mqqioQGNjI/WG92w2i2w2i8rKShw+fBiEEFS43vM4YsSIaHOs3doHbGBCnjiKId6lZJHY98YGelzX+7DZr9gTfbFH0Gas4v9v796j5KzLBI8/1d3VudBJh07IbRMGCOESgRkYQIYhShxgomPiTkDCGcZlj+IsgqDuyuJl5epZWEdkdUXUReXgItERBPEwy8iIx6MoET1sAkTIxUAyIR1IE3Jp0unLu380XaTTCekk/aS6k8/nnJykLv3Wr+rXqe9b71tv1UF+nO1e2c0TfltbWxTFm9/cVXkVtpMn/oaGhsp+26IooqOjI8p1dRE7WTFt29bW6+sfGxoa9niFdX+vwPbY4y9K2dtNEP3dQrKLZ5ae99OUovTmZuSmsWPfvCMbNgzaTQlbWlsr/24aO3bQjnOX3vjNrK2trTwB9v7w8ujXGlV9uRxjxoyJLVu29Hoi7Ylsj1Kp++D5urq6QfsK8EC0s6D153e1ZiBXiGr63vaOnyL1Vsffkqdnhbh7q9YbZ+7k723btsXWrVsrK+SlUmmnu4x6/h4xYkRl2RHdh/3VHnJI1NSUeq2QdnZ2RltbW2W52+8Trva+2F3Z/lCnwdyo7d9Tc2hTU9/NyBMmTIhyuRzt7e3Rvm1brFi+PI6aNm2/D/StrFq1KrZs9/b33e3fHZTe+P0ol8uVKHZvFut9eX/WqOrq6mL06NHR0dER7e3tvd4cUVNTU7mN7TfrDeZXgAeSvQltRESpvrz7K/XTWx3is2N0d/dzg0Lym6R6NgnujzdJdXZ2RkdHR2zbtq3yfdbbryR3dnZGe3t7FEXRa8vXiF183nWPnpXrtra2ynk9RyP0PA/0fKvX9rc3YgB3X2SZ0nPIaERs2bw5Vq1a9eZhpIPEiuXLo/2Nb70ql8u9GtVr++XUqVNjxYoVERGx8Le/jfETJgyaA9S3bdvW6wt+jzrqqCGz6Xtnhg3Q5sJSqXv/7/bvOKb6drWpdsfr9FIUUTOQ89jP295xE/OglbUJcMddGP3eVbFvrwB7YlcURXR2dlaOke3RayW5VHrzqzh3o+fohu3fqNZzmGGP7UNbX18/JDb9Dxs2LKZMmRKrV6+OiIjHH3885s2bN2g60NLSEr998snK6eOPP773CndXV1flf9rmzZvjJw89VJmkcn19zJo1q+qvIJubm+NXv/pV5VVtuVyO986ZM2hWBNi/dvb9ywMtKzq7W27nlta3vHzPbix6Hbe7Px43+qerqys6Ozv7NSd7ux+8q6urT2S3V3pj69igXsHawebNm+NH999fOX1IQ0OcffbZ0dTUVMVRdTfqscce6/Wqdt755/daESgVO8z2iy++GD9/7LFeC5owcWJMfOPP/rR27dpoaWmJVS++2Ov8s2fNisMPP3y/juWgMQTeVTxUY9ufZXZtd+jGANxi1AzvuwVFdAeXng8V2XELw0Ad+7nj8gdy2dWwYvnyXls5I7o3MY8dO3a/vzBsbm6OtWvXRvMOb9z9m/e+t88KQJ/YRkQsX7YsFi5cmH683J4ql8tx+umnx7Sjj672UKiioRLbt9ovuitdA/h/rhQRpd1slt7xsdzX+72/Qj5UQ8HAWL5sWZ/gDgblcjn+8qyzdvpicKexjXhj+/PChdG83UcDVtOECRPitNNPr/rmAshUdHTu/kr9VYrKB1vsN0XEzj5WdaCJLWvXro3/99RTg6ZRU6dOjdNOP32Xuzd3GdsemzdvjlUvvhgtLS29Pgh7f2hoaIimpqaYevjh9s9yUCi2e0f5vipFdH+SFRzAWlpaovmNXY6DuVG7jS2wHw30f0evAGFQsNoLAMmGzgdhwsHAK1E4IHllCwDJxBYAkoktACQTWwBIJrYAkExsASCZ2AJAMrEFgGRiCwDJxBYAkoktACQTWwBIJrYAkExsASCZ2AJAMrEFgGRiCwDJxBYAkoktACQTWwBIVtfzj7XbIpa1RmzqjOgoqjmkA0ddKWJUbcT0kRET6vd9eeZo4JmjwW+g5wiqoVQURdG8LWLhxmoP5cD29tER4/fhicIc5TNHg9++zhFUS11ExNLW7hOT6iOOPaR7LZJ9t6kz4rktES9ti3i+dd+eJMxRDnM0+A3kHEG11EREbOzoPuEJYmCNqu1+TCMiNnfu27LMUQ5zNPgN5BxBtdRERPT8/nqCGHg9j2n7Pu6/M0d5zNHgN1BzBNXi3cgAkExsASCZ2AJAMrEFgGRiCwDJxBYAkoktACQTWwBIJrYAkExsASCZ2AJAMrEFgGRiCwDJxBYAkoktACSramwXL14cxx13XIwZM2anlz///PNx7rnnxsiRI6OpqSkuvfTS2LhxY+XyTZs2xSWXXBLHH398XHnlldHe3l65bMyYMVEqlXb6Z8qUKdl37YDQ2dkZN954Y0yZMiVGjhwZZ555Zvzyl7/sdZ0VK1bEnDlzoqGhIRobG2P+/Pmxdu3ayuXmKNfu5uiCCy7Y5WN82WWXRYQ5gv2hrlo3/O1vfzuuuuqqOOKII3Z6+fr16+OMM86Ik046KR544IHYsGFDXHbZZbF+/fr40Y9+FBERN9xwQ5xwwglx1113xdVXXx233357fPzjH68sY968efGRj3ykz7KHDx+ecZcOONdcc01897vfjS996UtxxBFHxG233RazZ8+OlStXxrhx42Lr1q1x7rnnxuTJk2PBggXR1dUV1157bcyZMyeeeOKJqKmpMUfJdjdHN9xwQ3z0ox/t9TOvv/56XHjhhXHyySdHhP9HsF8URVH8+OXuP/vT1KlTi4cffri4+eabi8bGxj6X33jjjUVDQ0PR0tJSOW/BggVFRBRPP/10URRF8c53vrNYvXp1URRF8eSTTxYXX3xx5bqNjY3Fxz72sdT70F8D8fju7zlas2ZNUS6Xi4ceeqhyXmtra/HVr361WLNmTVEURfGtb32rGDZsWNHc3Fy5zjPPPFNERPHwww8XRWGOMvVnjnbm+uuvL0444YSio6OjKIqDa46gWqq2Gfnxxx+Pd7/73bu8fNGiRXHKKafEoYceWjlv3rx5UVtbG48++mhERJx66qnxve99L4qiiHvvvTdOPfXU9HEfLH7yk59EQ0NDvOc976mcN2LEiLjiiiti0qRJERHx6KOPxhlnnBHjx4+vXGfGjBkxbdq0+OlPfxoR5ihTf+ZoR6tWrYovfOELcdttt0VtbW1EmCPYH6oW293t72lvb4/6+vpe55XL5WhsbIzly5dHRMR1110XixcvjhkzZkRbW1tcccUVaeM92CxevDiOPfbY+MEPfhAnnnhiNDY2xsyZM2Px4sWV6zz//PMxbdq0Pj87bdq0WLp0aUSYo0z9maMd3XLLLXHyySfHOeecUznPHEG+qu2z3Z1jjjkm7r777mhvb49yuRwREWvWrImWlpbYtGlTRESMGjUq7r777l0uo729PTZv3tzn/Lq6OvubduPll1+OlStXxm233Ra33nprlMvluOmmm2LmzJmxbNmyGDduXGzcuDFGjx7d52dHjRoVL7/8cuXf5ihHf+Zoe+vWrYvvfOc7sWDBgl7nmyPIN2gP/bn00kvjlVdeiU984hPR0tISK1eujEsuuSTGjBlTie/ufO1rX4tRo0b1+XPBBRckj37oa29vj+bm5njggQfivPPOi1mzZsUPf/jD6OjoiDvvvHPAbscc7b09naOvf/3rMWnSpJgzZ84e3Y45gn03qF/Z3nPPPfHhD384br/99mhoaIjPf/7zsW7dujjssMP6tYz3v//9cdVVV/U5v6mpaaCHe8AZNWpUTJo0qde+v6amppgxY0Y888wzEdF9WMhrr73W52c3bNiwy8O5dmSO9l5/5mh79913X8ydOzdKpdIe3Y45gn03aGMbETF//vyYO3durF69OqZMmRJdXV3x6U9/Ok466aR+/fzkyZPjrLPOSh7lgWn69OmxYMGCKIqi15NzR0dHZV/6scceW9k3u73nnnsuPvCBD/TrdszR3uvPHPV44YUXYtGiRXHrrbfu8e2YI9h3g3Yz8tKlS+Ob3/xmjBgxIqZPnx4jRoyI73//+1EURZx33nnVHt4Bb/bs2bF169Z4+OGHK+etW7culixZUlnZmT17djzxxBPx0ksvVa7zu9/9LlavXv2W7zRnYPRnjnr87Gc/i1KpFGeeeeb+HiYQVXpl29LSEosWLYqI7k8g6ujoiJ///OcRETFx4sQ47rjjYuvWrXH55ZfHkiVL4uKLL45nn302PvnJT8Y111zT63Agcpxyyikxd+7c+NCHPhRf+cpXYuzYsXH99dfH6NGj44Mf/GBEdG9evOmmm+L888+Pz3zmM9HW1haf/exn413velfMnDmzyvfgwNefOeqxZMmSGD9+fIwcObJKo4WDW1Viu3Dhwj6vfGbNmhUREZdcckncddddceKJJ8a9994bN9xwQ9xxxx0xceLE+NSnPhVXX311NYZ8ULrnnnvimmuuicsvvzy2bNkSZ511Vvz617+OUaNGRUREfX19PPLII3HllVfGRRddFHV1dTF37tz48pe/XOWRHzx2N0c91q9fH42NjVUaJVAqiqJ46JXuE3PGvfWV2TsD8fiao1zmaPDz+DKUDdp9tgBwoBBbAEgmtgCQTGwBIJnYAkAysQWAZGILAMnEFgCSiS0AJBNbAEgmtgCQTGwBIJnYAkAysQWAZGILAMnEFgCSiS0AJKuJiCiXuk9s6qzmUA5MPY9pz2O8t8xRHnM0+A3UHEG11ERENNR2n3huS8RmTxQDZlNn92Ma8eZjvLfMUQ5zNPgN5BxBtZSKoiiat0Us3FjtoRzY3t4YMb689z9vjvKZo8FvX+cIqqVUFEUR0f1EsbS1ey2yo6j2sA4M5VL3mvgxIyPG1+/78szRwDNHg99AzxFUQyW2AEAO70YGgGRiCwDJxBYAkoktACQTWwBIJrYAkExsASCZ2AJAMrEFgGRiCwDJxBYAkoktACQTWwBIJrYAkExsASCZ2AJAMrEFgGRiCwDJxBYAkoktACQTWwBIJrYAkExsASCZ2AJAMrEFgGRiCwDJxBYAkoktACQTWwBIJrYAkExsASCZ2AJAMrEFgGRiCwDJxBYAktXteMbvX/7n+N7S/xbNrSuitWNDFYZENY2sGxMTRh4Vfzf983HKYe+u9nAADgiloiiKiIiuojPuXfq5uH/FLRFRVHlYVF8pLpj22Zh/9PVRU6qt9mAAhrTKZuRnX/1F3L/i5hBauhVx3/L/Hk+3PFbtgQAMeZXY/mjF/6jmOBiEiuiKB//4xWoPA2DIq8T2jxufquIwGKz8XgDsu0psX9vWXM1xMEj5vQDYdw79AYBkYgsAycQWAJKJLQAkE9uI+Ke/7oi/mHDBgC3vbU1nx32zixhVHjdgywRg6OrzcY1Dyci6MXHh0dfGqePfG2OHT4lS1MSaLc/Fo6vvjIdf+F9VG9cfNz4V1y6cFa0dr0VExLjhh8eMpnfEL9b8n6qNCYDqGdKx/cyfPxT1tSPia4svjdWbl0S5Zlj8+fi/iQ8e/+WoK9XHj1feWpVxtXZsiGdafl45/fYJfxunHPZusQU4SA3Z2A6rPSSOP/Ss+NJTF8Wzr/6icv6/rPpGvNq2NrZ2bo6IiD8bNzs+d+o/x8U/HVU576Sx58R1p/2013ljhk2Mz536SMxomhmvtr0UD674Yjyy6o6IiLj+tH+NFRt/H6Pqx8bRjadFY/34ePCPX4wVG38fF02/MZqGTY5Xtq6K//nU38X6ttXxtqaz48bTH4v/+K+HxV8f/pG48OhroxSluOfczfFfHz8t/m3Lkv38aAFQTUM2tm2dW+Kl1mVx3uGXxbLXfhvNr6+oXPbbdQ/u8fLmHvlf4hvPXBa3PjU/zpp0Ufynt90R/7blD/F0y2PR3rU1/mrKh+K6he+KlZueir+a8qG47G3fiF833xfXPnF2FFHEzWc8Hu876ur49pKP9VruD5ffFONH/EmMHT4lbnpy9j7fbwCGniH9Bqlbfve+qCnVxu3vXBZfmbkkLj/hznjH5L+PEbWj93hZv2m+P5565ZFo7dgQ/7Lq6/FS69J4+4R5ERFRRBF/2PCrWLnpqYiI+MOrv4qaUm38bPW3o7Noj66iI5a+tjD+3SHHDuTdA+AAMaRju3rLs/G5J94R//DY1Fiw9Lpo62yN+UdfH9+ctSpOH//v92hZqzY90+v02tblcdiIwyunW7auqfx7W9fWPue1d26Ncs3wvbgXABzohnRse7S0/Vs8vvYH8a0lV8UVv5geTzTfH5efeOcur1/ayd3uLDr6nNcT1W59v3qw8HWEAPTDkI3tCU2z4uN/+r2oKe2427mI5zf8JobXNkRNqS62db4eEdHrVeeEkUf2Wd7kQ47pdXrCiKNi/eurBnzcABx8hmxsm1tXxMnjZsenT/lxnNA0K8YOnxqHjTgi/nLi/Ljw6Oti4boHo6voiJdal0ZX0Rl/Ou7ciIhorJ8Q75rywd4LK5XirEkXxZGjT4lS1MQ7Jv99TD7kmPjlSwsGZKxtna0xdviUOKTuUJuaAQ5CQ/bdyC9vfSE+/Zu/iHlHfSo+euJ3YsywiVFEV6xtXR6PvPj1eOCPX4iIiFfb1sR3/vCJ+A/HfiHmH319vLJ1VTy44h/jkyf/U9SWylFbKkdN1MT9K26OS479x5g+5u3x2rbmuOPpf4jlG58ckLH+Ys09cebE98f/nrU6bvn9+2LR+kcHZLkADA2loiiKiIjz/2+p2mNhkLpvtn3TAPtiyG5GBoChQmwBIJnYAkAysQWAZGILAMkqsW2sn1DNcTBI+b0A2HeV2B45+s+qOAwGK78XAPuuEtv3HfnJnX5mMAevUtTE3x51TbWHATDkVep60thz4n1HXl3NsTDIvP/oz8UJTbOqPQyAIa/yCVI9Vm1+Nh5a+aVY9Mqj8fLWF6o1LqrksOF/EieNOyfmHPGfY2rDjGoPB+CA0Ce2AMDAspMWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAycQWAJKJLQAkE1sASCa2AJBMbAEgmdgCQDKxBYBkYgsAyf4/LTvMKNFWEV4AAAAASUVORK5CYII="
[ "60°F", "67°F", "19°F" ]
null
1
science
grade-4
compare-properties-of-objects
false
true
Which property do these three objects have in common? Select the best answer.
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"
[ "stretchy", "hard", "yellow" ]
null
2