Living/Nonliving
Ecosystems
Births and Deaths
Moon Jellyfish
Random Trivia
100

Includes both Living and Nonliving Things

Ecosystem 

100

What a consumer population?

A population that eats other organisms as food 


100

A population of rabbits has stayed stable for 100 years. 

Are there new organisms that were born? 

Or are all the rabbits that were there before still there? 

Even when a population is Stable, births and deaths are always occurring. 

100

What would happen to the moon Jelly population if the zooplankton increased? 

Moon Jelly population would INCREASE

100

Who is Shrek’s wife?

Fiona 


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U+QY+u47vv6Yu3KIJhIoGr3Xb4NX/EDnww0Oawv1r2c90U1KCfWsS2aQlwx9pA12a9ETEysGZgW61XGHA6OkMSascVNFYEQo8nBKyQGJ68gnrj78czDH2evYJ57BvLEzZd7Th7cfvyCp+7+uAdF4heRQFBMCoHRMgCXTHBsKmEJaUSlZpGSU0JeeT21rd10jkwxtrDBogygSYKGwcqagE23iw3I/WQUVRIal4qzVyAuPkF4BUfiFx6DWMhiLUtMcs0rLQNTM8ytbbKyZVAamJiipKaO7OJSMguLqW/TMjIzp9Q3NkFp7Us0ufnKYm5s72R0bpG+iWkE7nFpWbgGhODiG6gUGJNIck4RTV0DTJ4AeVa3y7ryeR8p15bc+CRqRAYq5ZjK+VEJJmIRGw8VmCc2d5nUSaifVS1bNH6G8vuu+3eXO/5uPrb/7r4+5vXHvtdp66voi0WjlWUJ5bIesr53xMbeEZsi6xE6y6GylAXM74OyHcwCZUc5Anr3E9wX/6CW8om1rCzmE/eF3Vr+GIvZDuYfs5RPg7L4aR1Puh3M8kO0999tHdd/tz8jrgN7WJkDmE+DskDb5pqQCAaT8neumQXKkn33BuySkSZJD9LK8sn1HaWpjV3m9SYW9bv0jM8hVm1SVgG+YbE89wjgvpMHd5+6cM/JjScvfHjm7oeTVwBPXH156OKlwOkRFIF/RAIhMSkExyYTEpdCREIakUkZRKVkEJeWS3JWEQWV9bzUdtMzOsP0yhbzmzss6YzMbxgYnl6mtrVTWcjh8Rq8g6Nw8Q7CTazkkEiCoxNU2Jsmp5CSmnp6RidY2NC9BrJYyl1DI2QVlZCeX0huaTktXd1ML68wPD1D5+AQZXUvySgoVJayWNRTK2tMr27QMThKVnGFSiZ57infzw/PkEjCEjWUNbTQNznP9PoWKzsy5nDAutkWjSJPFpLtJ5oVS/8kjE98zWItz0pSjLgvxH8uN1fx0+/YfMrvnvMPeX3aj/9PYdmHfLfT1vnU73baPj9k2ae+r2x/bmHXyoppX1nHG3vHbO4fozs4RietaO9IuS6UC8NywNYplrIdyjvmPRxlt5x3Zbnl7D7lnwrKMiBpd2HIZ35XNh+zzX1xVjDboSyuH5VW6+BTPhXKJ6FKjidcgDypMzMl8bwOkuWOsHbcRvpyQqd1ZgVMsWJVvK/4Xh0ej+URWQAtQBbACoxlXQGsvBaXhPJ5nrhB7Bb1u62sK9tJZEX/zDJ5FS8JjknGNywG94AwXLwCeezixa2Hz/n+wXPuPHbhqasPHoFheASE4e4Xhpt/KO4BofiERBMQEU9wdCIRCRriNTkkpueRkJ5LvCabmORMNLklFFXX09I1yMj0MlPLOmZWtxidXeVV5wCJ6fn4hEbj6hOMq28wngFheAdF4BMcSWSChrTcYuVD7h4eY35dh85oYW17lyWdXrkwWrt7Sc7MVtawWMxdQ8Ms6XQMz0zT2tNNaV0tWcVFyrVRr21nflPHhtHM7JqOysZW9b2eufvwxM0LF59AvMOiyCgup6V3kBl5v70jBWVbeKAtblkN+AmcJSVcZ2Rqc4epzV11XOX4Ot5I1flS4w2nP0X9FDD4vI+fx0DqOQHyqukAsZCUy8Jqs5J1e8ds7YuO3gzy7R+it75Tk+IEbsqF8Q6UHQEtUD4tzfp9g3vvLj/rYJ99kE+AfFYob1n2EJ3mZ7b7le2tDPxJRIYcU5WhdhICJ0C2yz5Y5/gjcATsaVA+DciO20tf9iuWlcDS7noQmNp8v7YUX7vFawez3VKWbexQFleFXAtyTYjrwg5w+b/0ZZ/iwuieXKK+c4j8mmYiUzJxDwjnhU8QTh5+PHP14bGLJ/eeveD+c1fVd/EKwCso/ATKobj52gAqkPYOisQ3NJqQmCQFYk12ERkFZaTllZCaVUhmYTmFlS9p0HbTPTRJ//gcfWOzNGn7yC2pwT8sDhfPAOQ9PPxD8QuNJjAijuCoBNLzSqh7pVU+5IX1Tda2d9jYMbGyta2ALG4KcVckpmcqS7m66RV94+Os6LfonxinXttGYVUlmYWFahBQLGWBss4kfu1dWroHiE5JVzeY+06uOHsHqJC7+IwcSl82MbG0qurFrO3KQKjEXttC5FQMs0RhSALMCZTlPMg5EWDL9aNu7BKBIRazPL28x7X17rXw+fXPA7BnOQ/n5HFK4mpFUtdBWlmmsx6xtXfM9sExO4fHGI9sIXH6vQO23gXziW/ZYN7jvZJ1HBJPPrb/KVC2A/ksUHYc2PwQMG9ImJzFdqNTUDaKj/D4NZDfB+Z3ofyHLGQ7hO2Al1b2PScDhid+ShuQba6HVZMtu04y7F4XxzmxmO1gFuDKIJS4rvRHx2wdHis4y6O17NNuect6vdMr1LYPkJxfjndEAq4B4Th5+vPkhRePnN156OSm2qcvvHD28FMAtluvAk1XnyBeeAcqSV8A7e4Xgn9YDHGpmao4UFHlS0S5JVXkl9Wofm2zlpbOftq6B2nUdpNdVElYbCrPXH155OyhoCwWclBkvKphIanTFS9fMTy1wJp+B9PhETqThVW9gcVNHRMLS3QPj1LZ0KSgLD5lge7Q1LSCcvfIMJWNDeSWSeEi8SlX0dzRxdyGDcobuxb6xmfIr6hVfuvbj50UlAOi4wlNSCE1r5DhmTkM+wesbBvVgKTELkvcsmT72ZNLxI0hWYniY7adBzGUbOdKnm5s58j8Gcp/okkwHwPncwLfDfOh0rpUSDvp6yxH6PeOMeyfDmUBs10qEkOKBln2fkSfUlTo9EpyHwJqsZR3xXXiIGW1Kwv/7ZvItnkPvchktUn6ljd6G8pWdBYHma3oTgYAJbbblkByxNIJlN8Fsx2mp50sAfSP+ZHt29j3oWKG7UkpYkkpl4U9s85WoUylO1sEsgLnI5VtJz5i9QgtkRayjd6WebYk0Te7FlaMe7YiSyq8b0/5PceWt+iaWKDiVRdJeWX4RSXx2N2PBy4eyiJ+5OSGk5s3XgGhRMQlk5ZTSFF5DdUNLdQ0tqq2oq6Jspp6SqvrKa6sIyOvmARNJqHRCQRFxBIuWXapGWTml5BXUklBWTUlVS+pfNnEy1damrXdSrLP+NRMvAMjbFayhz8efiH4BkcSFBFHUlo2RRW1dPaPsLShR7djwiDn02RFt2tmY8fI9PIqLV09agAvIT2drKJi6lpa6RkZYXplGW1/H+X1L5XrIi0/n7KX9Wj7Bphd22DNYGRFv8Po3BKvuvuIT8/i7lMnXHwCCIiKxzc8mogkDZ3DY2yarCzpd1nc2mXFYGVlZ4/lE9kTS5Z3bVUGpaCVPK3IzVOebF67nOzx4++pPGi/Hk5r7dfMn1p72nf5kGWf+j0/5D1OW+dT31e2PyfWsABYSSzkE20JlK0nUD4QK/lYZfTZLWU7kO2tzaJ8AzBHmNn6fyQoqwSXt6EsgLa7Vt617LdNVl7LbH0bylbJbhQ3hgOMHftmSUeXOOZ95Aa3YhQoHytLWaDsCGb7CT3LSbRv69ja0rmlApktskJ+6GKFSQnJNZP4M9+WLf3ZZqnJuvJILRacJDlIlTMpQSmP1JLwIFE4a6Z9lbosldAqW7pIzCnBPSSGR26+3Hj4nJv3n3L74TOeurjjHRCiSl6WVtXRPTDC9MIK61s7rOkMLG9ssbC6ydzyutLU/LIq+CO1JVIzcoiITSQoPFrVnUhOyyIrv5jiihpVe6KuqZWGFi1NbR00trZTVv2SkMh4XNx9cfMOxFMG9gLDCRA3SGQ8OYVlaLv61PvL+MHWrgWdwYTeaEVi7Let+8ysrKmY5MzCIhLS08gsKqSqqVHBeGR2hpbuLuVPzigsQJOXR3VTM11Do2o78UfLIKGE1Y0tLJFdWs59ZxdcfANUxIerXzA+oVE0dfaeAHmH5W2jrRSslHjdsZ5oX6WiqydW84GqnSJgllR9uXHKE5dcSxIfLjdgx/P+Mf2zXGt/7G0+5vs5rvspn9txPx/b/5T3tW97bstqg69eWnlsfa1jtveOUcslPtkqbgub68IO4t9vbdAScL0r8UV/iGX7U68jccqOVrK9/2FQ3lM/XPnxivRvfa/3gFlBWooX2aC8bDxmyfQGzHb3hbT2E24/GY6t/X/SOi53dHP8vkUtg0Y2q1dcDvYUXwHu+yTr2GEsKdECZCk/aa8NLMsWpRbxmp7uiQXKmzuIyyzEKzye+y98uOvkzu2nLjxwclOug7iUdATG7T0DjM8ssLSuY33LwIZ+V4F5Vbet4CyAXlzTMbu0xuzSKiOTM9S/aiOnsJS4ZA0xiakkajLIyBVLu1pB+WVzmwJya0ePgu3LZi0xiRpcvQJwdvPhhae/gnJkXApp2YXUNrYxND7N/MqGgrG8t3we+SxbRouKUZ9cXEZikJMzsxSUZTBPQbmvF4FyW2+Pcl8IlFNzslW/c2hIWdgCZdHC5hbzGzrK6ht54RegLGWpIvfUzRsBc3FdI0Ozi8xt6lVxL/EtS9VByQGQUEI5/rZU9FX6Z5fpm11mdEWnBv+Wdm3V5dYttmQdufk6Xhsf03e8jv5U+h/z/RzX/ZTv57ifj+1/yvvatz2ntxxhEIt4TyzhE+3bXguQtyQkzl6oR5XvfOO2eB+UdXt7iN4Gs0Dt7G6Is8L6p4WyfPc33+u9FrNF0q9PoGx6P5R/DMyOF4OcLDuMxa1hH/QTv7NEaYgmNk1IXKsa5JOBPqXd11avVGJzlFjCAuB3JcvtULa3Uo6yfWRGATkhuxjXoCgeuPpy/ZELt5+58vCFl4q4EP9tdcMrhidmEADKU4i4isRCFQjLspVNvYKibsf82mre2jUr14JsV/9Kq6xjsZKTNJmk5xS8hrL8TwoEifUrFnhbZy+p6bl4+Yfy1Nmd5y+88A2KIEmTTWVtE+09g0zMLjK/vMHKhp6FlQ3mltdY3tCxLmA2WRmdnSejoIiYlFQSM9LJKS2hurlJWcoSeSHuC3mdXphPclamcmV0DA6ocLllnZ5l+U5bBla3d6jXdhAUE8cL30AeOLtx3+kFzz190eQV09IzwNTqpoLy8raJFYNkgO6rgT85zp1jc9Rq+6hq66ayrZu2oUkGF9ZVkSUZNJaB11VVwP8zlB1/G+/r2wF3lvZ9+/yQ5Wd5v3e3OSelLA2WY3ZOwCxwFslsHVsyK8cJkNd3LGwYxToUKL0Bs866zxvZYGyHsmNrg5mA+e3oDceBtPf1zwpk2e4PQdluMUsrEHntuhA3hrw+sZLtrfr8AmZ1HGyA/n04/z6UxVo+zWJ2PNHvnhx5bbeGBcR2CAuAx9Z3GV3bYWTVwPDKNsMreoZXthhdkRlktlSltZHFTYYXNlQxoP6ZFewamF1Vy+R/so6Ut5TCPgJksYzFhSGuC7He+qaXaegaIqeygbDkTF4ERnJHkj+eu6v2qWcAUpRHIiWatN30jUwyObekLGBxU4i7QixicVeIG0P+J8vFnSGQFgmgRbJO3/A4tY0tqhhQWna+AvS7lrLAuGdwlM6+IfKLKwmNiOfRsxc8fuZKQHAUGTnFvNJ209k7TO/gKMPjM0zNLTG3tMbi2ibzK+ssrG6wurVN//gkKVk5RCYlk5KdRUFlhYq2EPAKlMVSrmioJ60gj6TsDMpe1tE+MMDM6pqK4lg3GFVo3YreQFtPPynZuXgEhnLzwVNk0O+Jq5cqE1pS28jQzALzMqHE8qbS9JqOobkVtMPTlDW1k5xXRlxWEbGZheRUNVDb3kf35AITa3oVzyyuqXnJ+jujC+O06+vnvuyP8V3P+p6y3U9xPM9tm44wmI7YNotsZS1tpS0P0amC73tsSA2MHQubfwjKJxayI4zt/ddQdohzfh+ET1t+VjCL79DusnBsHWFs738IlJUbQ32H91nMttA5ZSmr1FgbjBWQxY1hOmbhJBpj3sGFYbsQfr8wzYzUQpCYZbGEN3YZX99hdHWbkeUthhZ1DC5s0j+/Qf/cGv1zAttVhmZXGZheom9ygZ7xWTpHpmkfmkA7aEI082oAACAASURBVFP70CSdozMq4aN/apGBmWWG51aZkNjfDQNzmztMr2+r5Y1dg2SWVBMUl6r8x98/ceHq/Wfcc/HExT9M1RNOzi6kuaOXqYVVm694aY3J2UUlcU8IDGcXV5XVKtbw1PyKciOIK2FJEis2xYLeZnFdx9j0Ai0dPZRV15OeW0hmfjGFZVWU19ZT19SiLOlmbacCcmfvEOXVDcQnpfPMxYOnTm4Eh8WQlVeioNyq7aGppZ2O7gGGRqfUZ5CbhMBfXCbyflLfQkLhIhOT0OTmUVJTQ2O7FoHywOQETR1aimqq0OTnkJKbSXljPZ3DQ8ytb7Cxa1Lxzus7RmUxi6+5sLIG37BIrt59yPcPnyqL2TskEk1uEZ1D44wvrtE7MUvH8CTtQ+PUd/RRXN+mCuUHSeJLRAIeobGEJmWQUlBO+asOtCPTDC/pmJaoGgXmj7eW534iYPwU0PmYfZwVkB/zHu+ue9b3/AmhfIjeKI+Ye+h2rGzuWNkwWFQr/c1dq7rwdAJkk1iIbyxdR4tZ+nYAv9vaH/lPg+2HLjsLlAXIKtLiFDDbQfy6Ne1jMIml7CDJ9jvF5WL/zPbvZW9tFrNA2ZauvGQ+ZtF8zIKjTMfMG49RQJYQNmX1iPVzYMvakh+dpODqxVq11QoWC1YqoU2sihWsY3RhQ0F0cGYJgapkjfVNzNE3MUP/+AwD49P0jUzQPThCe98AbV29tHR009zeRXN7Ny0dvbR199PRP0z30Dh9o5Nqm+GpOUampdbDPN2jkzRou8gprVSFfMTiu3LnPlfuPODWo2cq1jghLZfi6npau/sZnZ5jaW2D5bVNFpfXmJ5dYHpuiaW1TVY3tljd0Cs4j07NMTG7xPTCGuOzy4xMLTA0McfQ5BwTcysMTkjscbeKmkjOyCY1O4+c4nJKquuoaXhFTUMztY2vaGprp7mtQ03TlJZdgE9AKB4+gYRFxZOanqNcHsXlNRSWVNLQrKVvcIyZhRXWdNvKfSEWs0C5a3CY5IwsYpJTycwvpKy2TkFZEkbEdVHZWE9mUQGa3CzSC/Oo07bQPzXOok7HpsmsnhzXd00s6vT0jk9S/aqV4Jh4rt8TKD/hh+cuuHj7q4xCqZXROzbNq+4BKpvbyK2oISWvmChNDqFJ6QTEpuARGoOzXwjPJQkmKJJITTZ5NU0KzPIUJNl9cq0oyApoP0b2RKV3wsoci+fb6ze/C6o/1uuzAvJTPu9Z3/Ong7JUSTNabSPTJ4+RmwZ5nLSgU0C2Kt+bChUTINvDxlS42BtAC6jscLK1NheH7XHftp6kMp9ZJ64IcUd8kByAvGMR3+Yeu0o2y9kWFmfPQJRojAMlxyy/bakkJ6U+ZdJYywF6kUrFlopyJ5Xk3oq+sLl3JPtx3XrI8t4xi9Zj5i3HzJmPmTW90ZzxiHmRzDMncaivQWxketPA5PoWU2tbTK/qmF7ZZHp5nYmFFcZmFxmZmmNwfIr+kTF6h0boHhimZ2CQnv5++gcGGBwcoL+vl96eLro6tbRr22hre0Vr6ytaW6RtpU3bRnt7O51dXXT39NDb16e27RsYoK29naqXL0nPziE0KhpnNzfuPHjI5Rs3ufvwEa7ePsSnaKiobaC9p4+J2TnmFhdZXllhbW2N1ZVV5mYXmJ9fZHVdx+qGjuVVHTPzK4xMzDI+s8jk/BpjsysMy01lbJbe0RlGZ1cYmJijUdtDfnkNsanpxGrSFZhzS8oor62jrKaWspoaKurqqHxZT8XLBnKKSwmKjMHTPwi/4HBCo+OJT01TA4XJmkwqquvp7htmcnaJ1U096zqDkvQHxybJL6skLTefvOIyKl820NLVhba3B21fL2V1NaTlZZGSnU5mUR6tvZ2MLcwyvbrK7PoGs+ubSjPrm6qeRktPH5EpGr5/9ITvHz/h1pOn3H3mjHtACMU19bzq7qde20VRbQPJOflEaTIISUwlMC4Jv6h43IMjcPIJ5JG7j5K8jknPoVpSzGeWVJGiWUmDl+tm95BZO6Dt15FcS4Z9tXzeeIhIwK3Ws0NZrXOSsi0uMpW+LY/e9hlObH377Ce29o+TjHFWQP6xoPxTgPncttnC2zrxpSof674KHVIAExgKVB39rtJ/SzboynqvS2TaS2WqZbb92f7/4X27tXu2do8dq/WNFKDfWNC2fUr69eHvyWA+RNw720Z5mjhkSxXC30MnTxWvnyAsKhlBEhKUzHuq0Pr6/iFrR8csHhwzs3fMpPmYceMxE8YjpkxHzJqPmRdJf2ePKZ2R8XU9o8vrjCwsMzy7oCqUTcwvMDUvVuc8k9PTjI2PMzw0SH9vD92d7XS2t9GubaVT+4pubRMDHS2Mdrcx0tXCSGczQx1NDLQ30Ketp7ftJT0tL+lueUnnqzo6Wl6eqJ7OlgZ62l/RpW2mvCSfpPhovDxcefzwHvd+uMUPd77n3g+38fbyQKNJobq6ip7eHsbGRpibm2ZuZpKFmUnWVxbZXF1meWGepYUF1lfXWFxcYWJylpGxaQZHphmbXmJ6aZNZqTe8ZlBFhoZn15hY0jE4LZXe+sktr1ExviFxiYQnJqtBtpzSYnLLiskrKyanpIDc0iLl482vqCAoOhYXLx+evHDDyd0LDwF0SDjBETEUlFQgro6xqTmWVnXo9Eb0Eh6nNyqXhra7T1ngJRXV1DW9omtggJ7hIXqHB6luqCM9L4vkDA2ZBTn0jg4xs7ZC78Q4bQODvOrppXNkTIXEDc3O0zM+SWJWDnefO3Pr6TOuP3jIV9ducP3BIxXHXNncQmNnNxVNr9DkF5GYnUtiVi5hiSl4h0XiHhTKC/8gXPwDcfELwMnbD7+oWHKrX/JqaIzhNR3T2xbmpYyn8YCZnX3mZNZ0o4B3n2mDlSmp2LdjZVGKS1mOmN09YEaAfGJVzyqY22F9iLye25GnNrkWbbK/Vq2amursUD4rWH8KwJ0Fzp/yeX+Kbc9tm82IDBa7rMqqtFuXNgvTbl3uYXCI45X+23G+J1XjHGpM2GtN2Np3YfiP8foNlA0KzraIAIGxPQVbgGyQKBTLETuOMh+xcyLxu+vVvH4HaoYSnXEPm8StY5fEKe+xYT1gbe+Q5f0j5vdtUJ6y2MA8aTpmynjE9O4B0ztWprclemJHzbYsQB6dX2Zkdp6RqWlGJiYYHR9jZGSIoYE++ns66eloo6u1ifamOtpeVtJSW86r6lJaqoporSygvbqArhpRPl01eXTW5NJRnUt7VQ7ayhy0Fbm0lefQUp7Nq/IcmstyaCrLobEsh5rCdIozEokP9cXL6SEPbl7m1qWvuXvtAo/v3sDt+SOiQwMozs2gsbaS7vZWejpa6e1spUfbTK+2mdG+DsYHuhno0tLboaWvuwttm5a6ugaqaxqorm2msaULbc8I3cPT9E8s0jdu08DUCp3D01S3dJBeVE5IfDIB0bEExcQSk5qiXAia/CzS8jNJzU0nNSdduRRScrIIjI7GMygY94AA3PwCcPX1xzMgGP+QCDWtk8y1p+3oZWh0mvmlddZ1OwrKy2s6RiZm0Hb1UlPfRHlNHaVV1VQ31NPY1kJpdQXZhbkUlBVR01TH8PQ4UyuLdI0O09DRSUVjs3JZNHX10NzVQ1NnNzGaNO45uXDt/gO+u3WLS3fu8tDFlcTMbEpfNlDd0qrC5zJLykjNzSchI4vg2HjcAoJw8fPH2ccPF1+bnLx98AwNJyE7j/LWdnoXVpnUm1gwHyowC5Rnd/cVoKWdNuydQHmPJcshS5YjBe3XFrVYzQrCNigrK/o1lI+Z2zlNtup0ZwGcbPMpoDrre37Kdp/yeX+Kbc8ZLJLl5CiBs+W1dswW3siqoKxgLEA2WV8nYdh8s7Yyno5pzY79s1m6nwpuG5QFyNt7VgxWG5TFBaKiM5SFbAOygrL5mJ0T7VqOMe3ZZLTaIlRss2LL5Ksnc/2ZD5QrY8tsRSTRKQLlZcshM6ZDZixHylKe2z9mfu+YWcsx08ZDJvRmxjYkamKT4cU1hsU1Mb/MxNwikzNzTE5NMToyxEBvF93aFrSNdbyqKaexvJCGkjzqi7J4WZBOXa6G2uwUajITqE6PoUYTQU1qKDWpIdSmBlNzourUEKpTQ6lOCaMqNYzK1DAqUsOpSI2gPDWCkpRwEgNe4Pf0Ns9vfMvtb/6Oa+f/huvn/5Z7l7/kxYPvCfd2IS0mlPKcNGqLcmmsKKK6KJuyHA2lWamUZ2uoLc6mtiSHkuw08tM15GZo0CQlEREWSXhYFBGRcSSmZJKRW0ZBeT3l9Vrqtf20dI/R2jOmCtvLlEqJWQVqHj2/yGgCo6OISIonPi2FhPRkEtKTiE9PJEYTT3BsJP6RYQRERRKWEE9CRjpRycn4hIThGxJGYFgkkXFJSIhdYUmV8i/3DowzPbfK2qZB+ZjFrdI/NKZ81Fl5BfgFBRMVH0dGXg5ZBTYgt3a1MTI9ytjcJCOzk/SMjdDU2UlRTS2ZxaVo8gtILywiq6SUwOgY7jk58831G5y/eIknbu5EJCWTU1ZO6ct6CqpryK+sUtLk5av/eYeG8dzTi6fuHjx2dVfbPPPwVJD2DAkjIDaBtLIq2ifnGNftOkDZZi3P7OzZLOKdA6YN+8xIQSnzEUtmu4vsDYTtFvPbrVjKpwFZln2G8k8B2w/dx7ltq5lti6MkqN6C3mzTtsmCoxyBLANjrwfKJCb1ZAYSRxA79u1Q/lj3xSetb93DDmSB8ra8Vtlcb6AsMLbB9liFBxrMx4h2rceY9o8xiiSOW8IFJXTQKiGDdjDboGyzlm0ZfVL/YtVyoKyUefMBM8Z9pncsTOlNTG0Z1azLkzJwt6JjfGGVkZkFNWNy/9AofX0D9HR20SU+3+YG2l5W01xRQn1RHrW5GdRkpVKdkUSlJo7y5EhK4kIpiAwgN9SLrMAX5Aa5kB/kTH6QE/lBz0/kRF6QE3mBzkq5gS7kBDqTHeiitskMfEF6gAvBj2/idPk8D77+W+6c/yvunP9r7n35Gx5fPI/HD9eIdHtOUoAnaeEBpEcGkREVQlKwDzF+rkR5uxDl40JiqDfJ4X7EBHoRFeBFdLA/wb4+eLi44vbCHXd3bwKDIoiKSSUhNQdNdgnZhTXkl9WTXy6DalUkZOQRGp+Kd2gkPmHhNuDGxxCTEk9sajyxmjhiNdLGE5UcR3RqIomZ6WSVFFHe8JKS2hqyiorILiwmt6gUTVauyjCUAcCc/FJeNrbR0z/K1OySspql1Xb2kl1QTHB4JA+fPeP5Cxc8/X3RZKVR39KggLykW2ZmZU6BeWBilOaOdnJKStDk5JKanUtcqobQ2HjlRrn18DE37z/kh6fPCYtLUDOWSE3m8pf1aqopmd0kt7RCVaYLjonDNywC94Ag3PwDeeHrzzN3T564uuPk6a0SUtyDw0nIKaRlaJLR9W2WzIcsmI6UW2J6e59pGZNQbgxxP4hf+YCFkxR/W5SPbVDZDuLfB4QkM71Hn90Xn2Tt//6x/vHomXMCKr3V8kYWi7L4tk58pFtGMxLcL9JLFpSD+0IiFRwHxj4EyjYg2jLk7LG//7DtnrKQ1fc8gbIKa9s7QFLGt60ykGfParTFZ0uMtkjgu7tvkwDZrrfBfHAyp58FndHMptGsSjpKBIaUQJX6ETNbJsZXt1TM8Mj8OuML68wsbTC7tM7s/DLjEi3RO0B7q5amujrqykqpzM+lMieTyiwNlWnJVKYmUJEcS0ViFOXx4ZREB5Ef5k2mrwupro+Jf3aXyAfXSHh6A43zTVKdb5DqdJ1UJ2lvkCJ6foPk5zdIenaDxGc3SHh6k7in3xP79Huin9zE88p5Hn7xSx588Usenv8rnn39W5y/O4/zhfN43rxI+LP7hD2/T+DjO/g/uIXvve9xu30Fp+vf8vjy73h0+Xe43L2M+8ObuNy7gevD23g7Pcbt6WOe3LvHkwcPefr4Ga6S5OEXRlBILKFRyYRFpRIerSEsJpWgqER8QmJUdIerb6BySfhHRBAaG0VUQgzRiTFEJ8cQmxpHYloSaXmZ5JaJb7maxvY2eseG6R8fpXd4mL7hEfpHxtWAZKImncjYRCJjEsktKKW+qU0N/o2MzzA2OUd1XRM+gSHcf/KMyzdvcuHaVS5cu0KCJpm+kQGWdCvorQYEzFOL0wxPjdOs1ZKek0NqeiaZeYVExMTz3EUGRR9z9fs7OLl6EBYTR0FphcpWlKgRSSeX9PCCskoVgy0Dkv7hUQRGxhAcHacUEBGNi7cfj1ykup4bT908cfYKICo1m4buYYaXdSxL3WuB8vYhU/o9prasasBYQi7nJKrHIIA9ZuG15PUbGEi69qLhw7TwGcpvHTvH4/gP0T+ntwqUbdqyyiO4w8CV0axAo5N4zB3TKWD+cCiLT1lZvO8kY/zDAtmWGi3p0fo9K1silZEnkSGSMi5TXB2hl0QZy7Fqpf9aZrGG35VjLLdMtiq+ZYlUMbG5Y2RjZ/dERjZ3zKxs7bCwrmd6cYOJ2WXGJucZExCMTjIyOMpAdz9dbVpaXzbQWFFBbWE+pWmp5MZGkR8TQUF0GAWRwRSEB5Af4kNeoAe5fq5keTuR4f6ENJcHaJ7/QOrT2yQ/vkHas5tkOt8kw+k6Gc+vkf7sGmlPr6J5coXUR5dJeXiZpAeXSLh/kbgfLhJz9yLRdy8SeecCfpfP4/rVr3H/9rd4XjyPz+Uv8b78Je4XzuN99WtCfrhO4J2reF3/Do9r3+J+9Rvcrn7Diytf8eCrX3P7/K94fPkLnt/4mifXvsbp1mW8ntzD8+kDXB7ex+XxY148d8bLzQt/nyACAsIJDI4mMDiGAFFIDH4h0XgHhuPpH4KHXyA+QSEEhkcQGi1uiCgi4yKJiA1XikyIJDE9ieziXGqa62nr6aB3ZIC+kUG6BwfoGRyib2iEFm0nlbUNZOTkE5eYSpImg+z8YuXK6OyRqJVhkjUZ/Ob87/iz//AX/Pu//Av+3S/+b/63f/d/4BvsT89wL5NLUyzqlplfm2dsZgxtdwdllRUkJCUTGh5JQFAI3r7+uHl48fDxM76/cw8XN08iouMpLqviVVs7TS1a6pta1Q2guKyazNxClUYu9T2KKqqpqm9WKq9tQJNTQFhMIq7eATxx8eSZmy9h8WlUt/YxMLfOsulATQ81K1DW7TGps6hQuWUJv9w9Zl6gbDhiwXDE4s4xiztHCsICWJEC8rbMDn7I0h+QrDO/bY+h//gBv08B16f4hs+67ad83p9iWxuUX9cLlkpnJ1A+AfKmwEZB2ajA/La1/GFQtgFZrNJ/TAt5H/2eTQJinUiSW15nINrmHZQqeTqrDcoCZkfpjEdsGA6UNncO0e0e2KSiMPZRsdtGizo+mwLjbQMb29us6yXsaos1CQdb2WRlaZ2FuWVmJUZ3ZIKR3kH6JQGi6RWt1bU0FJdQk5NDVUYaFZokciNCSPFyQ+PtRrq3KxleLmR4OJPu+gSN831Sntwm+dFNkh9eJ/XRDdKe3CLr2S1ynW+T53yLfJfvyXe+Tt7za+Q8vUrW4ytkPLxE2v0LpP7wHcl3viHx1lfE3fySmOvnibp+nohrvyPk8hcEXfqCsOvfEHnrIpHfXyD0+jf4XTyP78XzBF37Bt/LX+L69W958fVvePHVbxS8va98pSzsm3/zC+59+SseXvgN97/9LU+vfo3Xg1t4P7mHx5MHeDk9w9flBf4eXgRKJTXfIPx8g/H1CcHHNwRf/zB8A8Lw8Q/B2y8Yb4mgCAohOCyC0KgIImIjCY8KIzQiiMDQAALDAhAwp+el09DaSGdfF1393XT2ddPe3UVHTw9dff0KzP3DY1TVNZCanqUs2qi4RErKa1RyiUDbyy+A/+Zf/Sv+6b/45/z3/9P/yD/7r/4F/+k//c945PyYjv4O+sb7GZkbZXJxksGxQarrakjPyCAyMgp3d0/u/XCf58+d8ZOICScXfrj3CFc3LyIiYykpraS1rQOttku19Q0tlJbXkJlTSGlFLW3tPQyNTamkFqnTMbO4qlLEC8tqVHGlpy6ePHbxJjAqhdL6Dnoml1WxIil2Nbd9pKA8sWFRs2Kvmo9Z2j1m0XDMwvaRkvSXDEc/Ct/l7UNWtg+R1rEvwBYoLwiUtz8eyALGTwHVWcH6Kdt9yuf9KbY99zpF+KT05GsomySDz/Y4/hrM4saQspYOscqOccfiylCzW58SfSGRDqclYvxDLlMV7fYkqcWmzf03fd3e21DWWaRa3tvalApr23usb++fgNkG5S3jAXrTvjoWUtjG9iSxy6ZAeUvPhk6nQsFWJU53Zo7lyWnmhseY7O1nWNtOb2MT2qoqmgsLqc3MoCIlieLYKAoiQsgL8SfN6wWJTo9IcX6Exvkh6c4PyXC6T/qzO6Q9vonmwTU0966Qdu8ymQ+ukvPoOgVPb1LidIsSp5uUOt2g5Pk1ip9dpejJZQoeXSLvwQVy7n1H5t1vSLvzNZpbX5Fy83ck3ThP4vXzxF87T8zV80RfPU/i7e9IvnuZhFvfEXPjGyKvfU3UjW+Iu3WRmO8vEnHjO0KufEXAhfOEXvua8O8v4HP1PK6Xfov79S9wufYFj7/9Wx5/93e8uHmBF7ev4HL7Gi/u3cHjySO8nZzwcXHFy8Udzxee+Hj44ieWs38oAYFhBAaGERAYin9AsLJAg0NCCYsIJyomkgiBclggfgHe+Ph7ER4ViiYjleqXVbRoX6HtaKO9S0t7VwftnR1oOzroHRhkcHScplYthaXlpKRlkKRJo6S8mvrmVl5p2/EPDuV//bf/lv/iv/yX/JN//s/4l//df82//jf/My6eLrR0ttA11EX/WB+dA500tTVRUlpMXl4uhXn5aFI0hAWHEhIUTGhwCM5OLty+9QM+3n4kJ2soLi6nrq6JurpGamrqqaioU6qseolW28PU9BILS5usbm6zumlgZWObydkVtF1DpGUX4RsUzRMXH7yD48mvaqV9ZEHNSrIkrontY2Z0+0xtWFk02GowL+8KhI9Z3D5Skv7S9jHL20cs608k/XcgLFC2g3llW+o/H7C8fcDStsxY/hnKPwVwP2Qf5zbNFuyzZqhWYOwgNffcCZzVY7qKMngzZZI9u01amU5JgdnyZtole0jcHwvKAt/NvX02RPu2Vl5vquWHah7CTevbMLbDecN4yOr2ngLzhmGfzR0JhxMgH7Bt2lfZf3rlczeiMxjY1NuAvLGxwfrCAqsT4ywPD7PY18tUu5bhpkZ6qippKyqgMTOd6uQESqPDKQj2J8vHnXR3ZzQuT0h68gPx926SdP8mqQ9uonl4k/SHN8h4cJWM+5fIuHuBzLvfkX33O3LvXaTg/mVKHl2l/Ol1yp9cpfzJZcofX6Ls8UVKH16g+MG3FN37hoIfvib3zpdk3/qSrO9/R8bN86TdOI9GdP08KaIbX5Lxw0Wy7l9Bc/s7Ur7/htTbF9DcvUTavSuk379G+oMbJN++SPTVL4n//gJJ964Q//AKMY8vE/HoIv53vsLpu1/z5Ou/UQOHTle+4tmVr3G+eQU3AfOjB3g9e4rHk2e4P3XC+4UH/l5+BPoGERwQSkhgGMGBoQT6BxEYEEhQYCBhYaFEi7UcEUJIiD9e3m64e7gQFOJPYlIshUW5VNdWUN9Yy6uWRrTtbbRpW3nV2kJHV5dKrnml1VJZW0eWgDQzm+LySmobmmlu0xIWHc0v/vzP+W//h3/Ff/JP/nP+9b/5X/jl3/4VAWEBNGmb6Ohvp3Ogg5ev6iirLKG4uICq8jK0Ta9oqntJmURepKWTFBePp5sH93+4T0hQKFkZ2eTnFVFcVK5UVFhGYUEZVZUvadN2MT4+i05nQrdlZnPLhE5vVlqXabrm1qlt0BKXnMUzF3/c/KLILGmktX+WOd3+CXiPmdMdMr0hr6XE6jErO8csKxAfsagXC/mYJf0xK2/pSAHYDuJV/SEi2+sDVvX7SivbUjRJysF+hvKHAPWnWOfcmsnMmsnyWutqOiMrMq2RDdZ7bKrsNVsRd4nDdZy/7kOg/EcBstU2kCdW8sbeHut7e6wp7bO+d8D63iEbUuDfeqy0aTlGpDO/0abUId45YHNXXBeHbJkOVX0QW/afhP9Z2d49AfKWjrXNdVbXVlhbXmR1aoKVwT7m2tuYaKijt6yYtpwM6jVJVCdEUxkdRllYAEUBXuR4upDm/IikR7eIvXOZ+DuXSbxzheQ7l0i9c5G0uxfJvHuR7B8uKgjn37tAwb0LFP7wHQV3viHv+y/JvXmenBtfkHfzC/K//4KCE+V///fk3/x78kQ3/p7cG39Pjuj6F2SfKOvGeUQZopu/I+/eRQofXlVt7r1LFDy6Rv7D6+Tcv0Lu/avkPbhBxp1LJF//Cs3tC6Q/vEqOyx3yvR6Q6XGXeKdr+N08j/uVv8fzxld43PwG1+vf4Hn7Kr4P7xLw9BFBzs/xd3LC18kZX2cXfF3c8HP1xM/dG38PH/w8vPFx88TbzQNvd3cCfLwJDfInOMCXAF9P3F48x9npMZ4eLgT4exEWFkBcfATp6SkUSaRKbRUNDXU0NjVQUVlJXkEB2Xm5pGdJ9TkNKWnpFJVVUNvQRHNbG5rMDG7dv8df/91v+N//r/+Tb69cIDAiiPyyfLQ9WgVkaavqyqmqKVOZkiP9fYz19zMhpTzHxhjs6aWtqZn8rByiI6JITUolU5NJQlwi8bGJ5GTlU5BfQnZWPlVVLxkcGmd+fpWNjR3WN3ZYWd9mZd3A6sYOqzIp7fIW3f2T5JfU4eIVygvfSDT5tTR2TTK1LvWvjxSY57cOmd08UFbx6u4bKNvBvLB1yOLW4Y9C2Q5nO5QFxqLlz1D+JPfLWSB9bmnXdDLLhJkVk5lVk5U1SYCQzDQ1L5085otOqsGdzFVnA/PbadbiylDRGA6W8h8DyOISUfWfxUWxJxC2AXl1b4/VvX1W9w5Yk5m7rUesW4+VNk6Bss50iMy/jgAAIABJREFUjPiVdSpx5AiDJJJYDm0FjsxWDDsm9PptNnWbCsaLS/MszE2zMD3G/EAPc9pmxmor6CvKplWTSE10KCUhPhT4uZHv7UKu+3OyXB6R/uwuKfevE//9d0Rd+YL4GzbYab7/Bs3Nr0gT6/XG78i++SV5t76i8M5XFIluf0nBzS/IufIbMi/8FZqv/wPp3/4FmRf+kswLvyTrol2/IvvSX5Fz+a/Jvfw35F75NblX/5a8a78l79rfkXddgP0FOdf/XoG66O63lD64TOmDS5Q9vELls5uUPblBwb1LFN67RPGDa+TfvUTWrW/JuXeJ/Kc3qPB+SG2IE+VBT8jxukvMwwuE3PmGsPuXCLl/mcC7lwh5eJPw5w+IdnlGrPsLotxdCXdzJdjlBQFOLvg5v8DPxVXJx+UFXk4ueDx3wu35c7xeuODv6Yafhys+bi44P33Akwe3cXpyD5dnD3B+/gB3t+cEB3qTEBdJdqaG4sI8qirLSU9PIyIyguiYaGLiYomOiyMhJZXC0jLqGhtpbmulsLSEoPBQHjs/4+L1ywrIL1te0tL5io4+LW3drTS21VNaWUR1TRmjw/0sTk8yPz7O+vw8Jv0WW2trLE7P0tHaRklBIXmZOWiSNUSERhASFIYmJY3M9Bw0KelUVtYxOTXPyoqO9Q0Daxs2t4VAeUWgvGlkeX2Hidl1aps68QiIUlBOyqmkTjvK2IqJua1DlpUL40hZy+KuEBAr7RwjgF6WMDfdPvO6A+W6eG0tb79tKZ8GZQXk1xPofh7oOwtgz7LNuYVtI4s7ZpZ2zSwbBcxWVmXmDMuBShfW7R2qmXhlAtUt6QugJdxL1YCQ2a3fSGpD2HzMb+pTnOYzFl/vP4a2FJQlu05AvM/K/j4rewes7B2yunfEmsww/C6UZRYWKVl6oi3TsYrAUECWyVclFltCAw276GQwT6URzzEzPcH42CBjgz2M9WgZbKymuyiLjuwUtJoYGmKCqAj2JN/zGelOP5Dy8AaJdy4R9/23xN/8moQbX5N040uSb/yO9NvfkP3DBTJvfUX6tS/QXP4NqRf+htRvf4Xm21+S/t2vyPjuV2Rd+BVZ3/2SrG/+koyv/py03/170n73Z2jO/4K03/2CtC9/QfqXf0bGV/8PmV//v2R/++fkfPcX5F74S3Iv/Yq8y39N/pVfky+Avvobci7/muzLvyb/xhcU3/mKsnvfUvnwIlWPr1L+4BKFt7+m4PbXFN39jtL7lyh/eJXK5zeocr1Njfc9agIeUR38mFL/B2S43FSheZnu90h3u0+qyz007o9J93Ymy9+DnGA/skICyAgOJNXfn3hvHyLdPAh94UawiyuBzi74Obng/ewZbo8f4f70MR7PnypJ/9m92zy4dZV7Ny/z4PZVnj28hcvTe7x4/hB3l6d4u7sQGRpIWmoycbHRhIWGEBllA3N4ZASxCQkUlZXysqmRxpZXlFSUE5+STERsFKFRYeSX5NPZ34G2u41mbSOVdeUUluVTVJZPeWURjfXVdGlbmBwcYEHcVHMzrC7Ms764SH9XF9Xl5cqdER8dS1J8IonxiURHxhAZHk10VLxyZYyMTrG0vMmmzsiWwWIriGXcQ7+7j25nnzWZBWZJR0NbLz6hcbj5R5GQVU5V6yCDCwamdTJ9lERWHDNvH9TbtlnP4leWKcBWJKVaZ2VWt8eSXgbxxJf8tj/Z5ls+YNlg1z7LBnGH7CvftSoZ+k4Ro/+Pvbd8a3Nd1/XHX7PXHFqluENxEjx4DdpSo95SiluQQIJr8EJpodTdqLvQFnd3b7+dv+N50w6Za6699ppzz7GP9Vvzw3U8byAhjHRw5s713M99/Vc20v4eMH17zH/lef5v3ffbc/+/Wr/rGJ+mc2KW7qk5eqbn6ZtdZEAkWy+sSAGaowLGy18YF1oSnQoriIE7o3MCzgLIK79KGtjzu4MZ/y+BrNvkE36ygLIA8TL9IrxycYX+xc8SlCUw/y0ofwWzmCctWuLESFPJsphZZGpqjonxSUZHRhns66e7o52P79/w5sUTnj28x5O713l84yItZ6u5pc3mZkEa19UJnE+J5HT0QSqOCBgHS5tqms2eaDa5k7PZg4JtXpSG+lC+U0FlmILqMAWVoV6Ub3GTYFzi70CxYiPFPtaU+FhR6mNFmY8lWoUlWh8rtD4WaL3NdfIxR6swp1xhToXCkkpfK6r8rKn2t6U2cCOnguw5tcmBus1O1G9xpn6rK/VbZRKkBajrQtxo2OHFub1+XNgfyIX9wTTvC+TMLl9JAtgXDm7hesROrkWGcTUqjEvRO7kQF8bllHAuKg9wJm4PDXH7aFYepSnlGPUJR6hPiqBBeZJGVSLnNRmcz82iOU/D2Ww1p1QqShOTyIuJJTsqGnVUFFlRooo+QdKxIyQePULCscMkHj9CwvEjRB0K50T4Lo7v3cGJ/TuJPb6fk4f3sn/nFvaEBLM7JJjII/tRKZNIT0kiNSUJVUYqanWmBOeikmIamwWUb3Djzm0uXr3MqQYB3bNcvn6Zlkf3efX+hQTlqzcvUV1XQVFZPlW1WupPV1FfV8mFptO03LounbgUR8o/vHlJf2cnTx+00Hz2DKWFhWRlZFBSVERpSQnpaekkJylRZaiprW3gybNXtHX2SScLh8emGJnQpbMMjopOnnkGxub41DPCjZanKDVFxKXnUVB1jubbz3nWMcrHEfH3+kWKHBP9yF2idW1c5C6KbD+dLScG5LeNztM2KlLIhcWh66b4wyq1yInH6SD816uA8j8CvH8Ebv/I8/69j/1Hft//G4/9TpwwaxufpWNyni4RgS5ijOY/M7T4mZGlL9IBiLHPX5j4/IXxlS9SyvWISCMRYBYSvb5fwfyfQfnPqI6/PYdUJS8tM7y4LNkVAsp9fxPKolr+zPD8Z0Z+l1Uo/OOx2WXGZ5aZmFlkcnqeyckZxscmGR0eYbC3l662T3x4+4pXT1p4dO8Gd6+e59b509w8U8XNygJuFqZxOTOacwmHqD2+k9K9QeRt90azWY46WIYmWEbeZjmFW90o3uZO2TYPtCEeFG9yId/fniJ/e0oC7CkT8renzNeWUoUVxV5mFHoYU+BmQIHcgEKZAUVyIX20XiZU+VpQ5WtJtZ+QlaQaf2tqA2w4JUHZjlPB9tRtsqduswN1mxyp3+zE2VA5TTs9qN/mSt1WVxrDvGjeo6B5t4JzexQSpAWoha4c2cKdyJ1ciwjhwpFNNB4JpOFYEOdjt3MxcTeNsWGci9/LldSjXEw5ytm4g5yJP8yZxOM0p8dxOTuNa/lZ3CjK5UZxAZcL8qlLT0ObmEBpfDwliQmUpSRTnJRAblw02TEnUcdEkh0XRW5CjLRq4qPITY6lIDWeooxEUiIPsd3fkwAPZwI8XNi1JZDIwweIjjhKXFQkifHRpKUmU1RUwKm6WpovnOPqjWvcundb0rWb13j09CEdXW18bH/P63cvuP/wNucvnSW/SENyahw5eSpKSnIpK8lFW5JHeUkBNeWlnDlVzd0bV2l9/ZLrly9SXlpEVkYaSQnxqLMyycnWoFQqSU5OISMjk/KKam7cvs+LN6109g5J0VnioMvT1608ffORTz1DdA2O8/pjN1duPyAjr5SkrEIKqppouvmEx5+G+DA8S//cF0RvsmiP65pYkiribtFFIWy3pS8Mzi/zaXRWSqfpEqf8ROr535RudGzXlBikr1P3t+t/QflP9ZW/+zA2w0dx9Hd8VhqO0zEpTgYt0i0APbNAv7AyhA2wrKuYpc2x+RVGvkH5d6tkZQhbQ5q5LEZd/tFzFj7vn6Vv1oUE5QWdbSFBeWmFgeXPDC5/ZmjpM8NLn6VPBCMLAspfg2NFH/K0+Bi5yOTMEhNSdTzN6PAow/2D9HV20vnhPa0vn/HiwT0e3LzMrQtnuFhfSXNlEU2lGhqzE2lMOcbp6L3UHttG2V5/8kM90Wx2JSvQgawAB9QBDuQEOZIX7Eh+kCMFQY4UBjqS77eRXIUV+QorCgWEfW0o8bWmyNucQk8TCjyMyJfrk+uiR56rHoVyfQnIxW4CysZUKsx18jWnSsjPgmo/C2r8ragJsKE20JbaoI2cChbSAfpUsANnQlxp3OFG/VZn6rY4cWa7G01hnjSGedK0y0sCc/NeBUKXDwZy8/hWLh8O4twBP84cUNBw2JdzkZs5HxPCuahQmmPCuJK0n0uJB2iKCacp9gBN8Ye5oIzkSmYC1zRKbuSouJGn5kpOFg2pyVQnxlGREEdFUjxVymQqlElokxMoS46nNDkebWoSlcL2UKVSrU7ndIGGprJ8LlQWU6FREh2+g/1bA9gdrCB8WzCHd+/g6L7dRBwKJz46kswMJdqyYs6cqefS5fPcvH2dew/uSa1091vu8urNC/oGxES+dzx59oBrNy5SW19OanoCx08cJDbuBCnJ0aSmxJCaHENyfBSZqYkU5ak5faqSW9cvU1upJStDSWJCLDExJ0lLSyEzM50UZTJJyckoU1OlQyeN5y9y4+59Hj57Kc2HPn/1Ohdv3OH6vYe8/tRJ58CodAT/2r2HqPIFlPPJr2jg7PUHPPrQR+vQNP3zIkRBgHZJymdsH52nc3xRCtDtn12ib2aRzok5OicWpDGxYlTsN30b/ymmzOmkG2wkps8JdX2T+P7faV/8o5Xj3/u8/8jj/tHf+R99/HdiME7r6AzvR6d5PzLFu+FJ3g6N82ZwjLeDY9IEs67JeQYFiJfEpthnKS9saG5FCn4Uyc3fJHxmER/1mxZ/naA2JsH6j3bHtwr7n7FKNsuisGFE5S+gvET/8gqDK58Z/vyFkc9fGP2qseXPkm8uLJmRmUVGxJD/8VnGJ+eYEVXy+Axjw2MMdvfR8/ETn16/4u3jhzy7e4OWK81cP3uK81Wl1BdlU61JoTwtitKTeynYF0jRHgXFu7wo3O5B/jYZOZud0QTZkxVgS6avNSqFJSofc1Te5qi8zMj0MiPX14qiwI0U+lpSoDCTlO9lgsZVD7XzenJlG8iV6ZHjvI4CuR5lXsZovU108jKmzNOIMi8jtN5GaH2M0SpMKFeYUuFrRqUAtIBzoDW1QTbUBtlSG7yR2mA76rY4cnqbsDOcJJ0OdaVhu5wzO+Sc3elO4y4PmnZ7cm63F+f3+nAhXEFzuIKmcB+aDiloOupL0/EAmk4Ece7EJpojt3IhegcXosNojt5Nc+w+muMOciHhKBeTIriYfJKLKdE0J0dzNjGa+viTUidKddxJquKjpDbB6uQ4qlISqElL5lSGkgZ1Bo05WTTlazhfnMf1qlJaztbw8lozD8+f5lxpHlpVMpq4EyQcDeforhAO7NhK+I5tJMVEUpSnoVJbwpnTp7h27RItLXd4/PQBj548oOXhPZ4+e8jbdy94/LSFW7ev0nCmhoJCNVHRx9izN5S9e0MI3xfCwfDtHD4QJm02Cg87My2R/NxMykoLUGWkEBN1gpMnI4iKPkGKMoGMDCUpqQLKiSQkxpOpyaKypobahgZqz5xFW11DQZkYD9pA87UbUkxVz/AoHQND3HvynIz8QuLS1WRrazh99Q4P3nfSOjihy+2b0h3lbx+bk1JqPo7O8FEE4I7orMmhBVFYrUgDisTIT2nspxiWNSvmsuhms0iruD23TMfcCp1C85/pEpr9bW7GPwqcfz3+t6Pu/9Fr8d37iXk+fNP4HO9Gpnk1OM6L3hGe9wzzZmBMmvUrjnUOLYqPQ58lQA8K33lu+Q9g/g3G38D8G5SlVrq/8qD/GTD+9jMFlEcElKVNvWUGhHWxvMzA8gpDKysML4s3mWVGhcTmpXhzmRHJK/OMToh+0RnGxqaYGJ1kdHCEIQHkD59oe/mSdw8f8Pz2DVoun+PmmRqpSqsvyESbEU9RwnHyIveSc2Azmu2e5G53o2C7jIIQF/K2OJMdbEemvzXpPmYoPY1JcTdE6WFImqcxKm9TNApzchQW5PlakKswJdfbmDxvE/K8jMl20ydbvoF8d0MK3A3Id9tAkYcBZd4mlPkIGaP1MdFJIWD8TSYSmLW+JpT7mlLua0aFn/lXWVDuZ0m5vyUVAdZUBdpQFWRLVbAt1ZvsqNlsT+0WB05tdaJOADvEBR2sZZzZIaNhp4zTYXIa9rrTsN+D0wc8OX3Am9MHfWg46EvD4QAajgTRcHQTDce20nA8lIbjO2mI2EVDxF4aToRTf+IAp04cpObEQapPHKIq8jCVJ49SGXWcqthIqhOiOZUcx+m0JM5mKmnOzuB8XiZXinNpqSvn5YUGPt2+xLvr5yVA3zyl5Wp1KU3afGrz1WizMyhRp3O2ppwbl5q5cfk8t65dpuX+bZ48aeH5i8eSnj59wLNnD3n58jGPHt3jzu2rnD5dRV6eipORh9kVtpmQbf5s3awgZKsf27f5s31bAAf27SDm5FGSE6NJT08iPi6SEycOERl5lOiYSAnK6Rkp0pqYHE9CUhwZWemUakspLddSWFpMdoGYA6KhpLKCMxcu8OTVK9r7ennf3s61e/dIyVITl5YhzV4+L5JU2rp53zdM28gEraKi7h3m08ikVBV3Tc4h1DExR5cIqJ1doG9uke7ZJTpnlyW1zy7RNrvEp5nfSdyeW5bUJgZpza3QPveZjn9B+c+1L95OzPNJDMie+yy9M36YWODV8BTPekd40jnAy75RqYLunlliYOGL9HFp4CuYRcLu7yvm/xDK0mlBESX151bKAsrCnhiW7AphWywxIDowFpYYmF/Q9WbPzDM0Pc/Q1CzDk7OMTMwwNj7DxPgMo8NjDPX209/RRe+Hj7S/fEnrowe8unOTx5fPc0fMXKgq4WxhJpUZcRTEHEF9LIz0fUFkhvmgCZWTt92Vwu1OFGxzJG+zPeoAK9J8TEiS6xHvso4457UkyfRI9zJC42tBYdBGshVmZLjrk+VhgMbTkBwvI/K9jSlUmFKkMKNYYUqJwpTSr2uJtwnFXsYUexmiFcANEIC1oNzfTJLWzxQBZFExlymMKVUYUeJjSIm3IcXeRhR5G1Eorn3E140pUZh8/flmlPlaoPWzROtvRXmANRWBNlRK0N4oQbt6sx1VW+2oDrGneocjVZKcqNzpQuVOVyp3yqnc6UZlmAcVYV5UhPlQEaagIsyPil2BVOzeROW+bVTu307F/h2UH9hJ+cFdlB/eQ/mx/VSeOET1yWPUxkZSnxTF2dQ4zmUkcV6dwtWCTJ7Wl9N6+SxtN87z4do5njfX8fbaObof3WHw1WNGP7ym/+0LOl8/ZaDtHcPdbXR+eMv71895/eIxr1485s3rZ5Jev3rKq1ePefnyIc+e3udRyy3Ona2lKD+LmKgj7N65iU1B3vgr5AT6uRPg6yZdb9vsy/6924k4tp/Y2AgiIw8TEXGAkyePERd3EmVqAukZokqOJSEphqSUeFRZaRSV5FNQlIsmJ5MMdQbKzDQKy4qob2yQZmu8/fieh88ec6a5UZpYF5+aSvWZRm4/ekJrTz/vukUOo8ha/MST1jY+iKDa6TlEZSzsRvH/fd/8Im3j03wan6Zjep722QXaZhf5NLvIx5kFPs6IdZFWSQu0zi7+qg+zS3ycWabtd/OX/6Pq7l9f/88r4P/T1+i7xwPjvJ1Y5KNIMhAJGdNLvB2d48XAOE+6h3nRN8rboUmE1yzGBfbNfZY2AgfmVxDV8m8V85IUmT4i0q8l/a5KFkPgpQMoYnNQbBL+ORqRepGX6J9foH9BaJ6BhUUGF5YYFrMwRM+1+N2m5yUYD4uYIAHiQeEdD9Pf2UNX6wfaX73iw9MnvL53h6dXL9HS1MDN2nIulOXRkJNKRWoUBVEHUR0MJSXMn/it7qRtk5O7Q072Ngc0m6xR+VuQrjAh1dsQpZcBSk99Uj0NSPMyJN3bCJWPMZk+xmR5G6PyMCDNTQ+Vhz5qT0M0HgbkeBpSKIDsa06hjynFCjPK/C0o9bOg2OcbqAVEzdD6maH1NaVMkgmlCiEBWyOKfQwp8hYyoNBLpwIvA/I99cnz2ECeux657hvIFdee4uuGFHgJaBtTpDD5+oZgRqmvOWV+FtLvUBZoSflmGyq32VEZYkeF0DZ7yrc5UL7NkfJtTmiFtrpQtlVG2RY5ZVvcKd3iSelWb7TbfdHuDEQbFoR21ya0u7eg3RuCdv8OKg7vpupYOLWRh6iPOcbZhEjOCcsjNY6LmUncLFDRUlHAq7NVvGk+xYvGGt5daaS75QZDLx4w3vpKAvPIpzdM9LQx2d9Fz8e3vH/xhOcP70lJK08e3OWJGNT/+D6PHt6h5f4NSQ/uXef82Vq0RdmkJp7k2MEwwkICCPbzQOHljJe7A15u9hKgw7YHcyB8BxHHwjl8cBfh+7Zz6OBujh/dT0x0BPHxkURHHSc6+jgJCSdJFyNPc1VoNGmkpSWQoownSRmPJjeT8spSLosAg5ZbNDU3UFCcx4mTEcQlxVNdd4pb9+/x9tMnPnZ309bXz5u2dp69b+Vddw8doitoZpaRhUXp3IE4h9A9M0fX9Bwd07O0T8/RNiMKsfmvUF7gw8wCrTMLvJe0yLuZRd7OLPJuepH3U4t8FIP0v6aW/J+C5V/3+/sh/d2ttn6eDs3wTrzwS1/4NPeZ1sllXg1P87RvlBf9Y7wZnOTTuPiHXZI2FfrnVhiYW5Y0OLvMNw3NCjAv/qqR2YVfj2xL8BOe85wA8ud/usSmnRg2PzA7T/fUFD3TU/TNzjA4Py8dux5fWmZyaUXK+5sQobDj0wwPj9HfO0BvRzc9H9tpf/2W1idPeN1yj+e3rvPgfCO366q4rC2kMVdFbXoc2vhj5EXsISN8C4khPkQHuhLpY0NKsCMFYW6oN9miVBiS4KZHjPMa4mRrSfLQQ+VrTE6QJfmbbcgNsiRLANtdjwTHVSS7rCVV/hXKXoZkuuujdteXvOUiXwvyvU0kQGsDrSkLsKZIYU6JqGYDrSnxNaPIx+jfSVTCQgLAv5cEY099cj310cjWkem8GpXLGjJd1pIlWydJLV+Pxk2PHI8N0v3EffMEyMXP8zGiUGGMAHPFFttfJSAtpN1kK6ks2JbSoI2UBNhREuBAsb8jRf5OFAU4UxIsIC0A7UXpNgVloX6U7QiUAF2+bxtVB3dQe3Q39Sf2cybqME1xxzmXEElTYiSn447TpIympTSHZ6e0PK8v5825U3y6fo6u+9fof3KfIVExt75ksusjk30ddL17yatH92i5dYU71y5wWwDwxiXu377KresXuHLxLDevnufezcucP1NDVWkuORmJJJw8wuG9oYQE++Ap24iLgwUyJysJ0CGbFVIlfWBfKLt2BBO61Y8dIYHsCdvKkYO7iTgazrHDezkhqumooyiTTpKlSiRdGUNiXAQJcSeIT4gkPT1BsktOndJy5ky1dB0XF8mhg3uIiYmksrKMa9cv8/zlMzp7uhifmaazr4eX79/x+tMH3nd10Ts2xuDUNJ0jo3SNjSNmvohe/a6pGdonZ2ibmuXT9Bwfp+f5ML0g6f30PO+m53k7vcDb6UVeTy/wemqBNxPztE4u0i6qZbFJ+Lvxn/+6/ue8Ht/daOvndscw97pGaOkZ4X7XMHfbB7nzsY+7H3t52DnMy4EJPooU3ZkVKclAqpYlMOvg/J9DWcBZBI0K71bX4TAyt8I/VV87RPpn5ugcH6d7coL+mSmGxbxoAeTlZaaXdafzJqfnGB0dZ6B3kO62TtrftfLpxSvePXjIi1s3eXTpAvfOnuZqRRlN+WpOpSegjYug8EQ42QdDydgdSHKIN3GBrkQr7Ij0tCRBYUVGoA1pvqakeOtLIE50W0+yhx5KL30yFEZk+Zqi9jOX1gwfY1I99EmWrSfVbQMZHgZkCUvD24QsTyPUnkbkK8wpFH6zlwkFPmaU+ltT4ic6NCwo9rWUbguLQ1S4f61cD32EctyFNvxB2e56CGW5rkPltAbVVzBnua5FLVsnKVu+nhxRRQswS1W0vg7uAvY+RpQFmlO+2VpSxWZrKjbpVB5sTXmwDdogG7SBtmgDN6INsNO1+Pk7UBbgiDbIFe0mOdrN7mi3eKLd6kN5qC/lOwOp3L2J6n1bqD2wnfoju2g4vpezkftpPHmQs1GHqI88yNnY49zUKLlXkMXtfBW3i9Xc0+bxoLaMJ421vLzUyLtbl/n08A6fnrTw5OZlXYTW5XPcvXKeu1cvcPfaBe5cv8j1S42cP3uKK80N3LrcxOXGUzTVajmlLUCbm0l2ajzJ0ceJPLKX4wfCiDi4i5iIAyjjI0lLPEl6UhSxkYc4JjYBw3dIEveNOr5fekzk0b1ER4STFH0EVfJJ0hJOkBB1mMToIyTGHCU57jhpSZEUZispykklLvIAh8XG4t4QEqKPUVmWz9WLjTx7fJ83r57S+v41re/f0Nr6lvaudrr7e+kdGqB3eIje4RF6R0fpn5yid3KK7okpOiem6JicoX1qlrbpeT5N6yyMD18tjPczS7ybWeLN9BJvphZ5M7FAq0gy+ReU/7Q3pO9utA1w8W0XzS/baHr2gcanrZx9/I7mp++5/PITdz/286xvgo8Ti3TPfaFHtODMi97Iz/x1xfy3K+UFXUeDsDREd8M/G8a//nzxXEv0T83SOTpGz8Q4A9OTjIqUlaUlppeWmV1aYmZunsmJKUYGhulr76b9zXtanz7nTUsLz65fp+VcE7dOVXO5rIgGdbo0SrPwxH40+0NJDwskZZs3CcEy4vwcifHZSLSnFVFuZsS6GxPvYUCipz7JnnqkeG1A6a1PmrcB6d6G0pomVi+xyadTuqeR5C2rvISNYYLG25RsHzPUXqbSdZ7CgnyFBbneZuT7mFPkq2uZK1BYUKiwlG4LYGvcNvw7qeV6/CqZHll/0HqpIs50XovKcQ0ZTqslMGe5rEHtulaqoAWUc92EtaEn2RyiwhYVd6GXoVSVl/qbog22kFQebElFkJVOooIOtJIDE/UGAAAgAElEQVQ2ESsCbBAqD7Cl3H8j5f52lPvbUxHoJJ1SrAiWUbHJjcrNnlRu9aYq1JfqHf7U7Ark1N5N1Idv4/TBUBoO76Dh6E5OH91F3dE9nIk8yOWkKC4rYzmXGElj0knOpERzTpXExTwV17X53KnV0tJYR8v5M1w5VcH5Gi03z53m3uVz3LtynjtXmrl1qYnLTfU0iu+fruJK4ymuCjXVcU2A+nQ1TVVl1JUVUFWUTYUYG1qooaY0j4aKYuq0hdSU5JKvSiY1JoKEEweJObaPuIj9xEfsJ1YA+fBuog6FER+xj/TYY6QKGJ/YT1LkflJOHiAhYi/xx/eQFn0IZeR+9m9TsCPAjUM7g1BGHaaqSM2Vxhoe3bnCw9uXuXftAi8e3aP9/WsGejoYGe6nt7eLrp5O+ocG6R8ZpmtwiM6hEXpGx+ken6RrYprOyRk6puZon9F5zNKm3+wSH2aXeT+7zLuZZd5OLfNmcuk3KP+rSv5TwPzdjfYhLr7roflVB03PP+qg/OQ9zc9aufyqjXttA7wYmOTT1BI9C79BWQQyivSDbzaGWAdFT/Pcok6SjbHA8KyQsDSEtbH8J2uJoZl5BqamGZyeYnhmitHZGcZmxcD+acYmJxj5ejJPzCxoe/OO90+e8vp+Cy9v3aLlXCNXyrWcK8jhtCqVirhICo/tQ713G2mhvqRs8iQpwJUEXwfiFRuJ97IiztOCOHdTEtyNSXI3JNlD5x8rPcVqQIrHBpLd9EiUrSfRVUiPFDd9MjyNUYvOC38rqQMj09PkK4zNdT3LfjYU+NlS6L+RIj/RLmdLno8VOV4WaDzMyJKbkOlqiFpuSI67kAE5bgZky4UtsQG1qx5ZLutROa8jw3Et6Q6rSbNfRardL6Ta/YzS7ifS7VehclgjgVlUzFlOa1E7r0Xjso5s1/XkyPTIlW8gz010gBhQ4GFIoedXb1p41D46FfkYSN51iY8RpaKKFvaGwhStwkw6aahVWEgnEcsVVtKx8Ep/O6oCHKkKdKYqyIWqYBlVm9yp3uxJ1VYvqrYJQCuo3i4g7Ut1mB9VYQFU79lE3YHtNBzbS2PkAc6ePETDycM0JURyRZXI9dx0bhZnc7VIw6WibK5VFHOjtpyrQnWVUtbhrfNnuH2xUcobvHK2jnOnKqjXFlFbmk9NcQ4N2iLO1Wi5dKqcK3UVXKzVcqFGy4XacpqrtZytKJHUVFnCmfIi6kVLXnY6+co4NAmRqGKOkxF1lLTIwyQd3UfC4V3EHwoj5fg+1DFHyIw6RGrEXtJP7EMVGY7y2C6SDu8gVawHQ9nnL2OXwonInYFoog9zulDFhcoCLtWUcK2+gluNtbRcbuL5nWu0vXzCQPsHhns6GRJzWDra6Ghvo6Orm66+AXqGRukZHaN7dILu8WmpQ6NrepGu2WW65sRm/wpt858lC1OkrrdOr9A6tcJHEbb6L0/5TwGysIS+u9ExwpWPA1x638vFt51ceN3O+ZdtXHzVxtV3nbQI+2J4Wmqf6Vn88jsw66Dc/9Vb1sF5SRpmJAYaCQ39zl/+86Gs87eFrz06OyfBeHRmktGpSUbEIPrRUQYGB+jp6qLjw0c+vHzFm4ePeHHnDk+vXePxxQvcqK6QZhxXp8SjjT5BweG9qHdtIW2rguQAOYm+ziQq7EnwsSXRy4okT3OSPMxI9DAh2d0YpYcRqR6GpHoaSqvS3YBkmR4JouvCcQ2xDmuIc1xHsqs+mV6m5IjKN8ieXF9rsjxNUXuaofG2kA6TFAU6UuhvT6G/A6WBzhT5OZDtYUWm3ByVzJRURwOSbNeR4axPjpsxOW6G5Mj1yXbdgNpFjyzn9agEjO1Xk7rxF1JsfiLZ6kcSLb8n0eIvklJtfkJltxqV/WoJzpkOa8hyXIvaaR0a5/Vku+iR66pHnmyDdHhFOlEowVmfXLf1ZMvWki1fS458LbnydeS7rafQTY8i9w2UeBhQ6mmI1tNIOnWo9Tal3NuMCh8LqhTWVPtupNrPnmp/B6r9nagKcKYqwJXKQFcqAl0pFxZHkCtlQa6UBskoDXKjbLMXNbuCqQsPoWZfCDUHhPe8h3Nxx7mtUXK3IJO7xdlcykmnQZVEY04GzcW5XK0q40Z9FdcbaiQwi4r5WmMdF+oqJcCeKslDm6OiMC2JitxMTpcW0FxRwpUaLdfqKrjZUM3ts3XcaDjF5doKLlRpOV9ZQpO2kDOledTmZVKemUJpWgJFyTHkx0eSHXWMDBGldWQ3ysO7yIzYR37MEXJOHkB1bBfqiN3kRO4l8+hO0g6GkH4whKTdQez3cSTcy57EsECKog9yNieFprw06jXJNBVmcrWyiBs1ZdxpqObFjUt0PHvI0Md3DHd8pP3tKz68fkX7h490dXbT0zdIz+AIov+5Z3SSnvFZeqcWpX0iEbAqPgV3zX8N95VS17/waVokr/+rT/nP9M+/u9E5yr2+KR4MTvN4ZJqHg1O09E1wv3tU8pkf90/wSsx2nVume/ELXQtf6J7/8jUpd4W+2RX6xdHs2SUGxNwMMdBITJqbXWBIaEYnXbX8Z1bKou94kREpGWSaEQnG4wxLIzZH6Ovvo6uzQxq5+O7Zc57fb+HhtWvcaz7HrdN13Kip5GyOmpKYSAqPHyLvwG7Uu7aSvtWP1CAPUvxcSPF1JEVhh9LHBqW3JUpPM1LcTUh2MyTV3ZgMLxPSBZjdDVDKN5DsqkeSy29Kdt2AUmZIursJmV7maHwsyVHY6ORjTba3laR8XzsK/BzI9bEl19uWAoUDuV4byXA1I93ZVJLSwYBEm/Wk2W8g00mfTEc9Mh3Xo7JfT4bdOtLt1pC2cTWpNr+gtP6ZFKufSLb8kSSLH0gy/54k87+gtPqRdJtfSLf9hQzbVag2riLTbjVZ9qtRO6xB47iWbKd15DrrkeeiR77rBvJlG8iT66ERG4POqySpXVaR7bKaXNc15LuupVC2niK5HqVuG9C6G6D1MKTc04gKTxMqPE2p9DSj0sucSi9LKr2tqPS2ocLHlnKFLVqFLWU+tpT42FLkbUOhlzX5XtbketqQ6y1eFxnFwZ4UbxYzoQOp3r+dxpOHuJ4ex/XMZK5mifGosVTGn6BGGUe9OpXzpXlcqdZyta6Caw3VEpiviXnMdZWcr9bSVFFKdb6aorQkKnMyaSjJp7m8WHrMzfoqbtVXc622kkuVWs5rS2guK+JcST6NRbmcKcimLltFtUpJRVoiWmUs2qQYSuMjKYg6Rm7kQXIiwsmPPEBp7FEKIvejPrRDykgsiNhN/rGd5B3ZTu7hUDL3beJkgIxIPxdUe4IoithNZexh6lNPck6TxLnsFJo0Ss7nq7hUksvtWi0Pz53m+bULvL13i7anj+h8/ZKOt2/p/PCR7vYuurv66O4VcB6ld3SKvvF5+qeXpWPZ4rh2j4iTmvtC5+wXOqa/0D79hQ4p5VqA+Y85f38mqP4nPdd3t3smeDy6yMupFd7Nf+b19DLPxxZ5NDjNg95xngxN8VpMq/oK5c4F3bupiC+XIsxnBZj/PZQlMH8Fsg7MonJeYkgcQvkTNDyjg/Lw1CxD47rKeHB0mIGhQXr7e+nsbOdj6zvePnvGs3v3uH/5MtfPNHCxsoJzJYU05mkoT4xFfWAfmbu3o9q+ibQtvigDPUnxcyVF4Uiqwp40hS3pPtake1mQ7mFKqpsRKTJ9Ut0MUXkYk+FuRLqbAWlyA1JlBii/KlUuvia+Z0KGuxmZHuZkeVqi8bQmx8eWfIWdtGZ72ZCrsCPXxw61myVZMgs07jZkyaxQOpigdDAmzckUpb0RyRs3kGKrh9JmHUqbNSitV6G0Wk2q1WqUVuL6F1KsfibF8jclW/5EisWPKM1/INXyR9KsfiLd6mfSrX8mw/oXVDa/kLlxFVl2q9HYrSHbfi05DuvIdVpP3lc4i+PeGqe1ZDquIstpFWqnVWQ7rybXZQ15rmspcF1HkWw9pXI9tG4bKHfXp8LDgEp3QyrdjSiXG6KVG1IuN6LczYQKdzPK3c3QephT5mFOibs5RW6m5MtMyHU1JtvFmCxnYzJdTMlys0Hj6UC2woWCIC+0O4I5dSiMc9FHaYo7wdn4SKqjj1EWeQhtbAQVyTHUadJoLM6hWVvIhapSnR1RI6rdMpqFKsqoyddQlJpIhTqd+vxsGkvzuVhewnVxAKWmgkvaUppLCjlXVEBTYR5N+dmcFZmKGhW14hi4MoHypBi08SfRxkVSFhNBycmjFEUeojAinJLIA5RHH6YkYi/Z4dvIPxhC8ZEdlBzdQenR7ZQcCSUvfBPKLR6kbHYnb98mSo9sp+zoTmqjD9KcFs1ZZRR1CSeoT47idFo8TZpULhZquF5RQsvZet7duUn740d8evqUtpev6HjXSueHdjrbe+juHqRnYIy+0Rn6JxYZmFphYOaLNOBIhK92i6ipr0DWQfnL17Trf07Hwf8k6P5n/63ftQwv8GRshecTK7yYXOHxyJxUKd/pHOF2+xAP+sZ4OTpD+/wyPUu6Sll8xPl7oDw4s8SfpaGZJYanFxkYn6JneJiewX56+nvo6u6ko6OND+/f8vr5U57cv8u9y5e5crqeRm0ZtTkaKtJS0CbEkHvsEKk7Q1FuC0a5yZeUAA+SFC4k+ziQ4r2RVG8b0r2tUXlZovIwI8PNmHQBXRc9Upz1SHbWI01mIMFZ2BA5CiupGs7yMifdzZhUV0OUzoakuhiRLjMly92CHC8dkAt9Hcjz2Ui2pw0aD2uy5JakO5mSam9MqoOAsAkpG42kNd3JnAxHMzIcTUm20iPO5GfiTX4k3uQHEk1/Isn0Z5LNfiLZXAD4Z5QWv5BqtepXpVmtIt3qF9Isf5aUbvmzdDvD6hdU1qvItF1F1sbVaDauIdtuLTn268h1WE+ek56kXMnaEL7zWkk5rmvJk60lX7aOQrmokgWQ11PmJqCsR7mbHpVuG6h006dSDFFy0aPMaT1aZz20LvpoXQ3RyozQyo0pkxtTKjOmyNWIfBdDcp0NyXYyIMvRgExHIzQyK7I97NF4OqLxcSXHz4P8TSLiKoiSPaFoD+5BezScshMHKTl5hKLoCIpiIylOiqFClUJVdjoVmnQqszOozs3iVL6G+sIcKtRpFKbEUZqWSLlKyamcTM4W5tBcks+FkkKaC/NpLsijOT+Pc3k5NGarachMpzY1hfK4GIojj5N37CCaQyJlfDea8DCyw3eSE76DvAM7KD6ym4rIcEqP7CRvdzAFezZRFL5ZCrbVHtpG6YEtFO0NIme7QlJp+CYqDodSfSyMmuO7qYnYS82JcGpO7Kf82D5Kj+6l4uQR6pJjuJyv5m51OY/ONvDs0kVe3bzJu5YWPjx5zseXb/n49hPtH7vp7Bqip3+cvhER8LvEwORnaT6ziJnqmvxC5+QXOiZEDqDudte/KuU/xVf+7uHIIo9GFnk4PM+DwVnudo9xs22Q6x/6JLV0j/JiROcpdwsoC99J+pjzx0q5b3aJfsm+EBaGToMzi/xeA+JU4J+kwelFhqcXGBibpGdwgK4+AeR22tpaaX33mlfPHvH4/m3uXL7AldN1nC0roUaTRVlyAoXRkeQdP0TWvjBStgWTssmX5ABPkhSuJAp/z8OGJHdLlO4WpLmbk+FhhsrNBJWwIlz1SRMwdtlAuswQlZsxWZ5mZHtbkvPVklB7WqByMyVdZkyaizFpriZkyMzIcrckR3ws97Ilz9uOHE9bNO5WqFwtpGo41cGYFDsjkmwNSbI1IsXOmFR7U9IczclwMifT2VyCcozhD8QYfU+s0V+IN/qBBOMfSTT5kSTTHyU4p5h/BbPlL6RariLN8hfSfycB4wyrVTog26yWgKz+ayA76pEvoCyqZWed15wrOjTk68mTrydfvp4C+XoK5XoSlEvk6yiVraNMth6tbD3lQq56lAsgO66jxGEtpY7rKHP6HZjlAsxGlMmNKJEZUehqSL6LAblOBmgcDVA7GqJ2NifL1ZpMmS2ZbvZkejqRpZCR5eeOZpOC7JAgcndtJX//DvIO7Sbn6D5yIg6QH3WM0qRoSpWxFCSepDApGq2ojDNSqM5KQ5ueRHFyjKTS5BiqVMnUZ2dwJkfF2ZxMGjWZNKqFVJxRpVGfmkyNGKYUc5KSiKPkHwpHsy8M1a4QVDs2kxEaTEZoEJmhgWh2BFIg4rWO7KRs/1YKdvhRuMOXop1+lO4OQLs3kJIwP4p2KCjeqaBslx8V+4KpPrCVU4dDqTm4jfJ9mynfJ8JwQ3R5iru3UCJiw04cpCk1nqt5am6WFXO/pprHTU28vHqNd/daaH34lNanr/n05hMdH3vo6hqhd2CSvpF5+sfEIHwx2vMzXeOf6Rj/TPuYbv2WjN09JYJQ/z6Jx/4t/WeV4/+073/XMiBAPMGtjlGufxrkamsvl952cfltF9fe90gbfS+Gpvg0vSR5ycJPllrjZr/QM/sbmMWkKh2YBZx1+msAS96V8K/+d5oR/tZ/cp+/evzA9BICwn/UAsNTcwyOiYidAUQqSGfnRz6IgwPPHvDw7nWpBepiXTVnSgup0WSgTY6jMCqCvOMHyD24G/XubaRvCyA12JsUXxmJXg7Eu1kT72pOgosJSS7GpLgakyYTFbIRGa6GZLjqk+6ygWxPM4r97clT2KD2tEQlNyXNxYhUZ0NpFZtzWW7maDxEpWctVcNqdyuy5BaSMmUWZMosJSCnOpqQYm8kgTnN0ZSkjcKqMJZgnOZohtJBgNkMlZMZydZ6xJr8SJzJD8Qb/yBVy6JiFkqQKmcB5x/+oGTTH0g2+0GqklXWq1HZ/FYdq+3WoLFfS7awLER1/BXGBc56FDhvoMBlAwXCW5brkef2VXI96Xa+TI8C1/UUuKyjwGUthc5rKHJaQ7HTGkqd1lDiuIYShzUUS1pLiYCyqJZdN0iWRoW7sDJMKPcwQetuQqm7CSVyY4pkAs5G5DgbobI3JM3OiDR7UzJcrFB/tTKy/eRk+buR7udGqr87KQGepG3zI2vPVgqP70Mbe5zK5JNokyLJO3mI/KgjlCVGUp4cTaUylgplLOUpMZQmRFIcG0GVMpZ6AWZVMqczkmhIT6JBmUBdUizVsZFStmLpsYMUH95H0YE9FISHkbcnlOywLahDA1FtUZAe7E1aoAdp/nKyt3ij3RuMdlcARSHeFG31oHCLG8VbPSjZ5kFBsCsFwS5oQ72o3uVL7R5/Tu0NpG5fEDV7/KW522XbFZSE+lC60x/tnk1ow0OoOBRGTcR+GmIjuaRScqsonwc1VTxvauLttRu8v3Of1pbHfHz2hva37XS29dHTM0rvwJQE5t7RRbrHlqUkk3aR/Te6QsfYCt2/m7n860jPr6M9O6eX+Fv6NgJUrOIxfz2n+dvt7n8w8fr/b9D+rqV7nLsdo9xpH+ZO+xB32gYl3RPWRdcIzwcmeTcq+hmXdVAWGwESkAWUv4JZwHl2RZrFLPzlX/UNsN/Wv4Jp3/QKv2pKRNus0Dutk4ixEbclTYv5sCtSioJIUtB9fZm+qWX6p5YYmFpkcGqRgckFBibm6R+fpX9siv7RcXoHBunq7qCjvZW2D695/bSFh7evcKO5nuaaUhpKcqhSKymOjyQ/8iB5R4XHF0rG9gCUm7xJ8pWRrHAi2dueZE9bkt2sSHI1I8HZiHgHfRLsN5DosIEUJ33SXA1RyU1Qe5iR621Noa89Od62CNiqZGJTzoR0FxNUrmao3S3J9rSWqmJRHQs4Z8otpM07lQCysCtczFA6GpNkb0CinT4pjsbS7UQ7A5LsDVE6mZLsYEy87QaS7AxIFfe1WUec2U/EmQoQf0/c7yRuJ5h+T6KAstn3JJv/oPOTLX8iVXjJkoessyq+wVjjsBaN/RqyHXRecp6TgKweha4bKHL9CmRXAWHRJqcvtcuJjT/RpZHjvJ4cp3XkOK4hx2E1OQ6ryLVfRZ79KgrsV/+qYqd1lDjrUeq6Aa1MH63cgHI3IwnG5R6mlHuaohVg9jChzN2YEjcjiuTG5LsaS9WyAHOGgwmZLuaS357tZYdG4YDK255UTzuSPDaS4LGRJIUzqZs80IQFUngwlNLjuykWXQ8HQ8k9tJ2i43spEZbCyQNoow5JSSklkfspOrFPuq6OP05V3DGqY49SHX2E6pOHqDxxgPJjeyg7tJOS/dsp3hdC8d6tFO/ZQuGuIPJ3+JOzzQfNJg8yA2So/JxR+YqRrS6UhXpSFuJOyWZXioOdKA50pCRIpyI/O4r9NlK+2YXqEDdqQt05tcNTyl88FeZN1XYPykPc0W6VU77dm8pdflTtDqRKhOqGb+PU4V00Rh/jYkoc19Tp3Cst4tnpOl6eP8/razd4e7eF949e8OHlez6+76StfZCO3nG6hmfpHluka3yFjvEV2saW6RCD86UB+Uv0TCzSNbEgjQLtnFyQxi90TC3SMb1IpxgT+lVdM4tI7XbTi3RPLdIzqVPv5KKUaCJSTb5JwPmPFfhf+daTK3T9lyU2Jf976rv7bUM86Bzhcc84zwemeDk0w5vReVrHFvkkneQRs1VXdNXxVyCLTYA/aPYz3bMrEph7Zlb4W+r9A1QFUFfonfr8B/VMfqH7q8T1rxHpU58ZmP0ibUToknpX6BlfpndcBDsu6jYqJhYYGJ+XNi56hsbp6humo7uXj58+8e7dS96/fkrrqwc8vnOZG021NJXnUZOTQmVmHKWJx1Ef3o5q7yZyw7eQGaogzseBKJkFkQ5GxLiYkuRmQaqHFRle1qS5mZPsbEzsRj2irNdy0mqNdJ0iNqA8rSj0dyTHZyMZMgtUckvJD1a7WUnAyPHcSK6XnWRPiA4KAWQJ2nJz0l1NSXU2IVPYGD4bSXUxIW6jHrG2etLPj7ffQIK9Pt/WJEdD6euR5r8QY72GJAc9EmzWEGf+E3FmPxBn+hdiTf6NGOP/JUlcx5uKTosfSLH6kVSbn8nYuJpMe13rm8puFRm2P0vdFtmO66ROi2zHtWTZryLL/hc09qvIdVpHoUxYEhsoluuT76pHrss6CcoF7obkuxlIo0U1znpkOayVujeEJy1tGIpNQ9tfUNuuQrNxFdkbV5PrsJZiAWIP41/B+8drHYy/AVlAWajU3ZhidxPy5WLzz4QcmSnZMjM0cjPUbuZkuVmQITcnTWZGisyURFdTEuVmJLibk+BpRbLCjswtcjShXqhDvdDsUJCz04/c3QHk7w2iIHwThQe2UHhQp+JD2yg5HELp4RBKDm6lJHwTJfuCKd0XTNm+YLT7gtDuC5Ssh7I9fpTuUlCyw5uiEA8KNsvIC3Im19+BXD878v3tKAywozjIjpLAjZQG2EinMcv8rdH6fZWv6OG2+hrpZU2FvzXVwfac3i7j9A45dTtknNruSk2okIya7W7UbveUwnNrRZDuniDq9odQf3gXdcfCaU6M4k6+mgcVWh431PPswgVeXL/J8zstPH/wjFcvW3n3qZf2wQm6Jxbonlmha+Yz7ZPLdEzoYNwzvkDP6BxdYuN/bFYKx2ibmKNdOoQyT8fcAp1zi3TNLdA1N0+30Mw8PVPz9EzO0zs5T9/EgvT3KjYXxd+uDtIC2LpqWldxL9P5tS9aNxd5hc6Jz/8lCbtF+OL/HfXd484RnveO82pwincjc3wQMJ5YpkO8y4g0A7ET+3v9NZCl25+lf0TxD/kfqedbVfytIv4K5J6pzwh9g/G3F7F74gtCXWKdFPD+Qq9YRQbZ+Aq948L/WmZgYonBiUUGxxcYGJ2hd2iCjp4hPrV309r6kfdv3/Du9VNePr7Do9sXuHWulvOVBVRpkihMOEZBzAFyI3aRGb4JVZgf6h0KVJvdSfG1J8HdkhgnI+KdjUl2NUEp+oHlZqTKTFG6GJPkZESigyGJDgbSdYpoUXOzJNPThgw3K1JdBGgtUMksyXKzJtvDlhwvO6mVS4BZeMY6IFuQ5mqK0tmYFCcj0uXmqD2tUbqaEO+wgURHfRIc9Ymz0yNm43pibNcTayfmZGwg2nYtEWY/EmnxEzE2q4i1+pk4ix+JM/+eOLO/EGv2b78qzlz0I38v9ScrbX4mbeMvZNivJvNrL3KW4xqyHASkV6Gy+0VaxW2N8xpyXNaS57KOPLE6667zhS0hLApRJcvFjGd9clz1yXbZgICy2nE9aod1qO2FRMUttE6yQqQODkfdZmGx3FAC7TfYCuCWuhtR6vZHlcgN0cmAYjdDityMKBQVs9yEPAFnuQk5chM0MmOyZMZkuhqT4WokbaSmuBiS7GJAoosBCUIyI6mnPNnLgmQfK5LFvBLFRlJ87VD6O5Aa6ERasDPpm11I3yIjY6sc1VY3Mre6oQlxp2CnNyW7FJTtVqDdraB8z1eJ613eaHd6UhbqRslWF4o3OVEYaE+Bvy0FvtbkS3OyxSlMC4rF3BIxXEo6WCMO15hJMV4iqEAKKFCYUSnmYPuaS7OwqwKtqAq2pnKTDdWbbanZbMeprY7UbXOhPkTO6VAPTm8XCeYK6sICqN0dTNWeLdQd2UNzXCTX1Wm0aEt4dLqOZxcv8ujKNR7cuM2jlsc8f9XKB5F4MjYrfertFgdKxPB8Ud0KgI4v0Ds2T/fYHB1jM7RLwRjiuPYs7TOiQ2uejvkFOufnJShLYJ6Z02WAihzQyTn6Jufpl8As4LzwK5hFJS0N6peskN9DWQD574Hyf08gC/5997p/gndD03wYnePT+CLtE0vSu1TXtADtF8T6j6p7+jM903+sinVV8tfQx7/xjiZ2fH/V+Bc6x0Qq74qUytsjbUgIIC8zNLnCyMQSI+PzDIxM0d03yqf2Ht69+8jLFy958+IZH18/4cndy1xp0HKuIo/6glQKEo6SfjiUjAObUe0LRL03gKydCtI3yVAFuZC92YUsPztS3S1IkZmQ7GxIkqM+ifYbSHYSHRMmZAgAe9iQ5WmLysMGpdySRGdTYuwMSXAwIdVZwNFrZ38AACAASURBVNZCqpgz5dao3W1Re9iiERt4HgLI1qjcLEiXmUk/TwA5ycGAFGfhU5uidDUmxcWINLkpSpkJsfZ6RFqvIdJyFVGiInbUI9p2DRFmP3Dc9C9EmP4bJ82/J9byB+IsvyfO8i+/Kt7yexKsvifJ+kfp4Ig4QJImKmOH1dIJvkwn0TkhTu2tJ93uJ1Ks/yIpw/5ncuV6FHroU+yhL3VUZNn/hJDa4WdpyH6pl7F0oETttB61k54kjbMA8wayXURCigF5LgbkuwrpU/BNMgMKZAYUyg0p+oN08VaFMn2KhFx/rw0UirQVYZ3I9KUorAK5IflyI/LkRuTKDMlxNUTjYkCWiwGZLgZkuOiT7ryBVOcNKJ30SHESb2jribJdzQnrXzhhs4oT4tp2DSc2ruWE/ToiHfWIdNYj0mUDka4GRMmNiHYzJkb0oSusyAtxpWyXJ9rdXlTs9qJSaJcnlWGeVO50p2KHG9oQF8o2O1IabEdxgA1F0pwSM/LEjGwxy8TTiEJPI0o8DSkVY1e9DSn3MaLCx5gqhTE1Qr4mOvmZUq4woshjPYUeehR7b5DmZVcFWHAq2IbTWxw4s82FsyFyzoZ6cCbUi/pQb2pDFdJx9cqdQVTsDeFs9HFu5WbxoErL83ONtDSf4875C9y5cZOWh09419ZF5+gkfXNL9M6LIUQixUQHz/7xBYR6xHCyiVk6JmZpn5ylbWaWtllxlmGO9vk5OuZF1TxP5+wcXRKUxSEVnfon5ySLUdiMktUowCygL9KOpha/etPLdIjAV1Et/xcr5G/3/1bc/Xdcv/soQhXHhTckYLwsRcV0z+iA/A3Kv36UEGff/w5I/++gLCrk379wog3nV30Ds4DyqC5GvXN0me7RJXrHFukbEy1vi1LqrwByT/+oFET59n0bL1685vHDRzxuucOTu9e4eraKmoI0tJlxFCUdR31iD2n7t5IRvoms8CBy9wf/f+y9V3SUZ7au2/d7nHOWu3uv1cHtCALFqlIllSoHqUpVyhmBCAbjhEkCIZRzRCIHJUR0wLHbdju3A20bG2ObLHJwIJlk43D3nDG/qiK41x57uffeFz28L+b4VQUSWFjP//7vN+c7WfFQKR1lGbQX++gu9dJT7KGnwE13rl3BsTNkoSOYQlemtLBJb7GX5UXpqvoK0hSUW0N2GtJTaJHWtUwn3dnyCO2kVw7tcj305bnDJf5xjvy6XUFYrIi2iEct0Bcl3plpoTMzRR0kdmWn0pieTK07kVpXIvVeDc0ZehrStFQ7YqmyxlBpuZdax3havAm0ehNo8yXQLpWWQEd6Ip3pMlKtUTCWyT4B8g0oy1i1lPaWWp6pU4Mh0ua2WlrdssOtbtLuJiWbT6RWZhpYHtSzIiResonV2QJwC+vE/41YDYP5VqVuwwrXEgaqQDfXopSvqN+bK7x3MIXBnBs1kGNiQOyTHBMCbdlPuE4O/nIsrJHKFiinqJvB8iwzyzLN9GWaWBIy0hMy0h0yKjC3Bw00B5Jp8Ouo92up8+uoTddR69dRIx9nJFMbNCgw12WbaMi10JRvo6XQTnuxkyUTPCyb6GPFpHRWlftZMznA2ikB1k0JMDA1g0EpgXF5GgMC5IkeJOFP4lclG3ttkZV+ycAutjIc2Q6zsVT2KzrYOtHJ45NcPFnuZttkN9umeNg21cOWiQ4GC4z05xsYKDAyXJTChlKbUtFbJ3l5fHI6T6p9i1k8eV8uT0zP57EZRWpEfcPMMoZnTmLLglk821rPyyv7+NuGYd54bAuvP/00b774Eu++9Q4f7fqMPYePMfrlGZWRceyCKNyIuo1AWV7LomUJ0D988QqHLl9h9MplDl69okrArFSzgPnSVY5djKjlC1c4dUFgLGc/4brZxlBK+evwaiqBsgyrRCH7c683M+Vf7eNfCWTDB3Y/ckIWMEYq2kAuvy5QPizekuzp+ifA/HOhfFj6IyOl1PItUL7GUdnMe+aK8rdOnLnMiS8vcOz0GUaPnmLv/sN8vGs377+/g+1vv83fXnmBV557jMcHl7GqtYqltXPoXvAA3fNm0DNnGn1zp7Jy3lQGKu5j5UOlNBd5qc+y0iTKOMemoNyTJ5aFje5sK91Z0mlhp098ywLfTVD20Znj5jqUM1LpkoM68Ylz7PRkO+jJdtItqlisEAXdVNpDFtqCAnGTsiea0g3q4FDA3xEy0yEgybbQmZWiQFzjiKPWGU+9J5GWQDKNaUnUOMYrIM833kmtYxxtaUl0pGvo9GvpDmjpCepYEkqmVwY8QvqbKhxAJCFEUkv8iUoli1qWTIuBIovqqJChkF5/Akv98WogZH2xhZESWTWVytocsSg0LBebI5jMKmmTyzIp9SsQHi60s77IobZsy1VeDwmkxXoQoGabFIiH8lP5aUUBfcO2sCgfe1D87ByzgvWAKO2csAIXFS6KXJS5KHRR6stCRvqCRpYEDfQEjXQHjXRJhcJ95O2ZRlpDBpqDBhoy9NRnJFMnQFZQ1lOfZaQx10xLgZW2IgcdJS7ai+w0ZZtoDBlpzjLSlp1CZ14qPQU2eovsLCtxsrLUzeoJbtZMcIftigluZVcIlNeV2OkvsTFYEl5UIIsJNpQ52TzRyWPlbp6Y4uWpaek8c5+fZ6f7ee5+P8/PzODJqV7WF6UwkC+j60b15DJcYFF7GWUd2MZSWZjrY+skP49NDvH4tBwem17AlvtLGJlRQv+0YgYfnKp6tx9vrOW5pd28OLiOV7Zu5Y3nnuOtV15l+zvb2bFzF59JFszpLzh57iKnBabnwiXq9uTX33DiovjO33Dk0jcKwALkA1cvq5KPR69e5dCVbzh8WXYDhn3lKNxPy7BKpE6dl3Oh8KGfdGFEBWAUyv9qQP3f8ff9lbS1CYhPSvJbpOR1FMpRIIutcbO18XMVcxTMyj9W23TDPvJRNcJ5Qx1HYXz9Kj2TylP+gRMXvufYWYHyFY58eZHDn5/n0MkzjB7/ggOHT7Bn/yF2fbqXDz7YyfZ3t/P2G6/x8nPbeHpkHZtWdrKubTHdCx6k7v5Smh8oo/3BMtrvL6ZjegE99xXQPTmbtuI0WvJctGbbaBcLQTzkXIeyEJbk2unNdahakuekV6yHPDc9eaKm3XTlehSYO3KcdGQ76BQVnG1T1ZElFoiV9kwBcYryocOHdsYIjOUwT/ziZFoDRgXk1oCe5nQdHSETnZlmGuRR2xlLjSOWWlcc9Z546lxxSh2LbdEgWRbpGnpCBqUM++SwTfb65UpqnJmVcgiXl6IyMSQXQ+38yzKwLFOvanmmXoUPCZTFsoiWvF6VrVdKWQ2EqDyLMBhEJUvrW7jM9MtW7bxUhgps14F8HcYFtogPLDA2X+9xFsUbBfDNV6WUb1LJopivK2XV/WGmPztcAuS1WfI1zayW/I9MMytCJpYFBcoGlmQY6Mkw0J1hoCvDQGeGgfYMvbqxNfm11KdpqPEmstiTwCJ3HJXueCo98VTJTS+gpTZkoCHLTFOOhaYsM3WBZKWqGwLJNAUNtGbKGH2KmujsK7CzvNjJyhJZ6RWGcn+ZG1UTXCoXWyJWZVHBcKmTkQmyJcbFpkkutpZ7lB3x5NQ0nrovnaen+3lmhp9n7w/wpCwSkAUGpZH1XsXWMJCLbJE8EQcbSlxsKvWyuUxCnkIq3GnjtHw2yDKBmRMYerCc/oemMlQxiw21VTy5pJM/D67j5a2bef3ZZ3jjpRd5562/8cGHH/LZ/gMcPvU5x7+Uyb8LnDxzMQxnsTMufctx6bC4/K2yKgTE+69eZr8o5iuinK9ySPxlBeVvOC4gj9og568hMI5WGMrfcTOUlUqODLH87wDdv9LX+JXANwrlU9/cCmaxL/53QVkgLmBWMFcRgOHT0SMRKF+H8E0q+fB5aVyXTb0/8PkV6b6QxvZvOXrmMocl4/n4l+w9fJI9B47y2d6DfLxrDx/s2Mm7727nb2+8yRsvv8RzWzcwsrSD4a56htoW0zH7PirLcqifWkjL9GIaJmZTXxKgoTCN5kIfHcVpdBR6actx0J5tv37At0RgnCdDIjKN56QneuCnfo+c8LvoyhO7w0dvcRrdBW71udLL3JZlpTXTQoso4oyoIjaqA7vGND03SpSvjha/nrYMgzq4q/ck0B6UCUGTgrLYE6KMa+wx1NjGUGuPod4ZR1u6liXZRvpyzCzLTWGFBBLlp7Km0KpC8cPqTALwHQwU21lXaGVNvoXVAuscowL06lyz2v0naXCSZSElQF5XYGagMEUpMwkYEgsjWvJaPNGhwlSGCwXEURiLQrYrMMt7oo4F1uIhr80yKSCvCkq7nF6p5ahVEb2GrYkwcG/2lMN+spF+acsTRS590lkm9TXXZppYEzKzOmRiVcjEiqBRQXlphoHegJ6egJ7ugIGugIHOgJ42v47mdA0NvkRqBcCOWBbaxjHfOpZ51jGqKhzjqHTHUeVLotqfTF3AQF1AH/ahvUnU+jTUp+toDOhpDYr6NtOTk0pfvl0NDa0olpQ/F+vkcE9VGMqyEFdWew3JBhe1cisKZnd4qe0UL09M9fHEtDSevC+dbfelq9dby91snuhis+xULHWyocSOhDutL7SxXloH5amkyMWGEi8bSv1sKAsyMimLDdMK2CzDKTMnsHJaCStnlrN61kxG6hbzZF8Xzw+s4aUtG3hp22O8+pfneOfN1/nowx3sPzjKkeMnVZDRia/Oh8eyxYK4JAsvrnHsyrfKQ1ZQvhKG8oErVxkVlXz1W45c/pajEb9YOi0EwFEYR68nz38XFlwXxLKI2BYC5F8qlOWbIB6yGgSJAPpmpSzryKPWRdS+CH/jot/A//o12uR98zdeoCydHlKHLkTq/A8cEiCf/57D52UKSNZOCZSlDe4bpZJHT55h35FT7D5whE/3HGCnsiw+5N233+WNV1/j5Rf+wkvPbGPj6mV0Vc5madVsBusX0Dfvflrvn0DPQ+X0PVxOW3ke9UV+anPd1GU7aM5x0pRpo8FvoiVoUR0X0gXRKXaCshTESrCq96U1bkmBm95Cyb7wsaTQR490TRR46MxzKvujLUu6N1JoDpppDBhpSNdTn6ajzhctrTq0E4XclK6jya+jMU2jACxKWKor08iS7BQavQnU2MdSbR3D4tR7qU69mwbneDr8OpbnpTI40adyldcWOVhXLGuj5HTfw3CZ96aWKw/Dcupf4qC/yMbagtSIejYhLW0DAvE8s4rpFDjLQIjYGLL/T+AriW9iWazJ1quS18NFsj1btmkLFAQQdoYLpGVN+okj3rFSsiYVZBSdAoxe12bJkEm45zl6lfeuV6aRtbeUgbUhKRlgCZf69ejYd9DIqqCRFZHuj6WBZHoDySzxJ9Mdqa6Anq6ggc6gnraAjqa0JGo9CVQ7Y1lkH8dCewwLbOOodMZS5Y5XEK71J9MgN8sMAw1+vfq3bEzX0+SXbhgDLQEjbRnGyE3UTFeWmW4ZJsox0Ztjoi/XzLK8FFZItGqBhdWF4ZJDv3VF4c0wsi9R9iaq2NPSVLVPMRx9KvGn4QorZQcjJaKMpQTOUi42FrvYUORmpMjN+kIPQ4Ve+ot8DJeF2DSjiPUzSlg7rZjVMyaw6sHJ9M9/mPW1lWzpbGbbqj6eH+nnlW1befflF/ho+9vs3rWTg/sPcOTYCY6dkoS5C5w4d4lTl77hxOVvOHY1bF8cuHKFfZcvs/fSZfZfvsrBK9+qaIYjsqxVBs8iwyMC4FM/qZPnv1edVdJlJU/FUaEmUD72T9a/kjL+6d/1V6Pnvr3FKxZ1HLUubj7oi4L5nwXyP35e+JuvYCxAjtaF7zl0PlrhHklpLD8lE4PShK5U8jkOHPuCvaPH+HTvQQXkDz74iHfffofXX3mFF59/jueeeIynN46wrrOZugem0DlrOusWz2bl/Jn0PTKFFbOmsvyhSbSWZVOb66U200Ft0EqDlD+FOp+R5oBZecId0voW6Q8W77dNDuJkNLrAzdKSNJaXprO0NJ3eYh9d+W5ac+wR+8NGS5aFppCJhoCROjmok5N+TyI1niRVtd4k6nwaGhWQk2nJSKbBl0StSyyKWBq88Wpkuy8nhQZ3HItT76E69R5qrPdSZx9De1oiy/NSGCzzsGVGJiPS+zrBy3CZj/UTZdOHX9WGyQE2TPazUbZ/TPT+A5jX5KXQX5DKYJFNXQXQ6wpSrnvLUSgPynt5pusHfAP5ZgXrMJRFpUWAnCcwFkshMoYdMtwIMRLARkAcVcTXYSzTgVEgy1BK5PMVwG/+OBQe8xYYC5gF0GrsO2hkddDAqqBBtd5JK96ygI6+gHjmkpSno1tKIB0ysiRTPOZk2vxaGr2J1LrjqXaOp8o+nkrbeKoccVS74lH/TulaGvzJNAUMynKSFkXVR55uoEnaFNP0NMnNNVJiPbWk62j1a2nza2gPaNWf1SfZ1rkmlt20eGCFHJbm3VwGVuXpbylZMrA230R/gTy1yJOJ2BeilMNglhhUBeVCJyP5TobyHPTn2lmTY6e/WLa/5LB+aj4DUwpYM62IldNLWfnQZFbPmclg9Tw2tNaybUUPL20Y4J3nnmDH6y/x6d/fYd+ujxk9ILnMJzlyOhz7efKitM2Fe5HlUO/A5SvsvXiJPRcvs+/yVQ5cucbhb77nyBU5uItC+TsEwKd+UielzTUynxAFlID5FwvlcPfFT1vh/sfdF/8I1/+6UpbPlTaXw19LH7Rcb4Lx1z8wqoD8HYekT1rVNY6ck+mibzh67ipHzoiPfJaDx79g3+ET7N5/iE8+28OHH+5k+/btvPnqq7z43DNs27KJzUPrGFm5lLWypLLiYZbOncmqeTNZ8eg0lj44iY7J+TQUBqgK2qn0W6jPctKU7aIxaKNFxpqzHHRk2mjPsNDqN9OSHv4BFCiLYhaVvLTEx/IJfpaXBegrTaOrwE1LlpVaUcQhM63ZqTRnmdWBkHiQNWka5VlWueKV+qr2JFDrTVR+ZlMgmVbJVs6SH3gN9Z445RE3pyXSk2VkSZZRgbjS+Cdq7WNoS0ugN8ugVkOpNUtT0hmRmuwnDGCB8E+q3M+GST5Gym5Vy1ErY22+RQF5uEQWr0oQvYvhEruyL9YKEHLlcCmFkRKbqvWyTDVfuiyMDOalKHUsh3ViQQhkBaiSJhctAau8L78uv0/UdPix2xb+3EIrQwXWGwd+cpPITw37zfkWBqMV7dKQP0fsC1HMAuWgkTVBgxoHlz5oSbSTycRlfp3KiZZBmZ40yZOW0tGToac7I5kOv5bWtCQa5d/DGadaC6tsMVSmxrDIOo5FtvEsjsLZnUidJ4l6j5Z6j456t5Y6l4ZaVxK1zsRbqk66ZNwJNHoSafIm0OxLUHCWf8u+HCNLbykDS3OipWdpTjJLc3ThytaxNFvHsqxklmeJ7x/Otl4jrYGqeyXcty193RLgpEKccq0M5dgYyLGxLtfOQKGb4dIAgxOCrJ0QYvXEbFaW57FyegmrHipn7dz7GayazcaWap5e3slrG/t5789P8unbr7F3x3vs+/RTDhwYZfTYKY58cYYT52Xv5WWOSueFqOOLF9nz9UX2XLzEXlnKqqD8A0eu/MCRi+Gn3eMSeHT+B06du1EKyOdlUCw8OPZ/ofwjv1L9yWe/UYd4UXtC+b+RIZHogd7/Koyjny9APqTqe6WOR7/+HlUXvmf0QhjIcqB4+Py3HI4A+bDkOX9xgQOnzrD/+Gn2HjrG7v2jCsgffbST97Zv563XX+evf36Op7duYmP/GgaWdrOqrZGVdYtYVfmo2hbS+8BEls4so296KU3FGSzKsLHAZ6ZKWthyPbTneWkO2mgN2ejJcdMZstGcZqI5LQxkOZiTbgkZIllS6GZpaRrLStPpK/XRVeimJdtGXYaJRT4ttaKmxHLINFIf1FPj11DlS1D+ZKVzPJUueSyOo9aXQINfQ0tIwu6N9OTJnyFqKxEBcmt6kvKKezINLLbcRaXxdlq8sWqdkyxL3TwtwBMPZLNpWoAhAWl5OpumBq/XxikZCs5KMU9MY70CsptBWScV8ZbFwhB/eV1EKQuMN5TJNJmH9aVOBmSjdb5ZKWSxMKJQlmsUygN5ZobE/siVbgjpRb5V5SplLO1seSkKvErhlThVx4A8eo9cL+nUCNf6YgfrxS8VS0QUeOQq9kjUIpF+ZWVjCJgFyhkRKAf0rPBHoCxTi+laetMiUBYwS/l1dPl1tKdpaPUl0uROoM4ZR419HIutMSwSKKfegHOVdTxVtliq7fHIFGWtUxO+OhKpsSdQbZOKVx/XOsKti3XuRBq9STT7NLSkiVrWqZtsb7YRKVHNUr3ZBnqz9fTmGOjN0dObnXxL9WUn05cl3TMSkZqslg+sUJ585AkkcmMayDQxmGVmKDtFhTgN5kqni53BAhfDxV4GinyskXjYYj8rJ4RYNSWP1TNKWP3QRNbOuY+hyofVGPlfVnbw9pZBdr70LJ++/QafffA+ez79jP2jhzl08jTHZIPJ+a85evESB7/+mn0Xvma31NcX2Sfbsq9c48i3ESiLRXrhB2RK98T5Hzl17kadPB9+T0E5mkYnbbH/Vyn/o4URhbFcrwM10hYXtTJ+9jUC5NGL33EwWl9/x0GpC98xKmPdkS6PQ9I7Ler47FUOffk1+05+ye6jJ/ls9Aif7D3Ax598xo4dH7J9+7u89dqrvPLn53j2sU1sHlxDf18Xy2WRZfV8lix4hGVzZtJzfxltZdl0TcqjZ3I+TYV+ZVk0ZLlozZMIziA9hX5aQnaa/BZaAhYF5AaPQV1FMUtPcW++i75CD31F4iN76Cpw0ppjpTFkVgq5Kk3HAk/4UKgp20x9poHaoJbF6YlUeuNY6BrHAmeMulZ5YqlNS6AxqKU926jC8JcWWenOMdEuj9QB+SFOUqqqN8tIrfUealPvojdLrwD8+IwQTz+Uy7MP57FpSjprClJZX+Zl87QQm6bK3rugsi7ExhBLY1D2+InXXGhnbb6NNflhP1k6MqSkE2DjRJ8CsdgY4i8PiU8s3QFlLjVpJuo4al8ohVyQgrw3LEMQ+SkMSomdkif9x5HKkzYuS+SR26ZAq/xQOaiSG4BaDxVW5mpVVATQ60ucSAmkBdCi4OUahba010n3xdqggXVBg7oKlCVaVCJGJf9ZIkcFyH1pMkKuZYlPS49Po6ActTI60jS0+ZJo8SbSKGCW7hZ7LNUCYVHKN8G50jKOqtRYah1JYYV8HcwC6XCJem7w6GhWnTSGcFtjlhwAprBEsrbl5pst5wQCYiO9OeHqkw3muUaWSuWFa1mekWX5RpbnR/YuqkNYI8szDQiUJZMkPCmpY1UgmTUBPf1BI4OZJoayLWHlnG9nRCyNIjcD+U5W5dhYme9ihQB6Uhb99xWybmYJax+awNqHyxmumMkTTQt5aWUH724dYscLz/Dx23/j0w8/ZPeevRw8epQjX37J0bNnOXL+AgfPX2Df+fPsPn+ePRcusv+iHPRd4+i3P3BUlPJPoCwgPhkBs1xPnIso5f8LZTWzcYunfPPQiHwcBfLPhu9/Au+wOv6OUQFwFMhy/fpauC5cU1AePS9WyrccOneVwzI5JHP2X5xjz7FTfDp6hI/3HuDDXZ/y/gc7ePedt3nz1Zd5+flneP7xTWqv2vDyHla01dNTU0H7/AfpeGQa3fdPpKO8gJbiDNpLQ3SVZqmAmqZcDx0FfrqLMujO99OZ46Ut00GrhPwIlNPNNPmMtEn4T5aD3nw3y4p9LC320Vskh3kOmjMtCsaLfToWepJY4E6kwp3AYr+OhmwTdZl6ajI0LEqLZ4FnPBXOGCocYxWYqzzjqfUn0Jypo1M2WMv26lIZ1TbTHtTRHtDQkaFhRUEKqwottPriaPPGsrYoVUF428wsnn4wh2ceymXz5HR1aDdSJuO3ITZNCTFSnqF8ZTnsk4O/NYV21siqqBwLK2XAQkais02szDGxKsesoLxpkmz7cDFYZFf+skBZFPNGqQkuBeCboRxVzuuLxIpIDVdRtFVLrnIAGAaxUr0C1ghc5fVwsZ2hQjuDhXITkMdsUXU2BgrE2w6XDJ/051tZF7nKx+q9XMlYNinLQsB8s0oWKCvrQqAs2RsCZZ/mBpR9Grp8Gjp9Gtp9SbR6k2jxhKEs3SwC5RqBsijllLEsNI9hgeleKoz3UmmOocYuUNaG1bJDQ62qMJTl/TCU5RBRJggFxBaW5KYqMHeEDHQEk+kM6egKJdOVqac7S09Ptp4lopQFzgLlfCkTywrM6v+BlQUprFYdMxZW56SwOjvcxbI6JDZR2LqRm1N/KALlLDPD2RaGJf4036bAPJzvYJ2Mpec7WF0o7Xp+1pVnsm5qDmvvy2ftjCIGH5nE5soHeKp5IS8sa+Nvm4f48JWX2LV9O59+sov9owc5fPokR7/6kiNnz3Lw7Fn2nT3HHqnzX7NfBkquXOPYtR84dlWgLO2vN5SyqGWBcRTI/yegLAeEUSvkX+36K7mLCXyjB3xyyBc+6LsVylEF+88AOgpkuf5nUBaFfL3Oi5UiQL7KkXNXOHb2Moe+OMueIyf4ZP8oOz/bzfs7BMhv8cYrf+Wvzz3Nc49t5PHhtZGFlY301VfSufARWmfdR7NYFWW5tJZm0lkSpKMoQHuBn85CgXGA3pIQPQV+GtJTafDJAZ6bnlwP3dkuOjMdtAdlYETa4TwsLUpjmQQNFXnpynfSnJlCrd9ApSeJ+c545jriVM1zxVElva/ZRmpDyVRnaKj0xVHhHsc851jmOcawwDmWKu94agOJtGTp6S5IYVmJndVlbgXllkAirf5EOoNaNQU2Uu5VG6plI/XIRA9bpvpVPSb2xfSggrJ0VWyYlM6WKUE2Ts5gREJvSr0KyKsLbKzIlfzh8ECFWhcVMqrhimWSUyEtZoU2RqIhOBO9CsYjE9xKOQs8h4tsyEi1KGOljotSlccsFoZAeaRUA6+RNgAAIABJREFURoEdbJwguQ0uNou9MtHD5jIPm8QOKXWpryWgFxUuh4lrclNYJZtL5O8Qrciotgx+qFKrrcLrrcJrrsKtbpKtIV0WqyOHexItqlSyWBdRP/mnUPZqlFLu8ibR4UmkzZ1AizuBZneCsi8anHHU2cdTax3HYksMi8xjWGi6hwrjXczT38lc3Z1UGO6lxib+sY5ah1YBWSBdbUtUFkaNPVEpaVHMTb5kdR4hSYIyDCTtjU1pWhrFLhGLKj2RFn8SrfJUFNTQmamjK1tPj4y75xnpjYB5eYGZlYWprCmys67IwYBEw0qXi+p0EU9eok2tDOdaGM5JYSjbrNTyQNBIf4ZRWRoSfzpSKE8aYmW4GCx2s1ZyvovdrC5NZ+2kEIPT8xl5qJTNcyazecEMNlQ9zPPLOnj/z0+z8+03+OSjHezfv4cjsjH7i9McPXOG0TNn2HfmDHvOnGHvuQscuHiFw1eucVxBOWxFyOSuWBQCZIHwT+t/ZF8cv/gj/0z9S0M5qo5vtitu/jhqXcgIttTPhrI61Av7yDKlI8lze89d5cCFbzl06XuOXP5ebdM9eP4qe89cYq9YFV9e4MBXFzj4xTn2n/yKvUdPsefQUXZ+toft77/Pm2++wV9feJ6XnnuaF7ZtZdtIPxtX9zLY08yKpiq6Fs2idfZ0mh+YSPPUIlomZNFZmkXfhCyWlIboKcqgpzBAd0E6XXk+WkMOapwGap0G2oN2ugXMOTfA3CWj0hKlmS99yB46ch20ZKZS5zdS5dVS4UpgnjNeVYUngYW+JAXl6gwdiwNJLEpPYKE3VkF5viuGClcMle5xLPbFUpeRRHOWnq5883Wl3Fcgq6MM9GQb1OOsTIGtn+RRLVSrZAGpDByUycFNdPDAg8BzqNTJcKlAVKwKD2uLXKzKt7FcwvYzTfQGjfTKzr6Anr4Mg9rjJ5BekS0tcGbWFcjIr3xNj7IxJJlMvq6o5gHxm+XEX8E3HJwjEJb+5P48M+tlomyCi41lbjbJTWOil62TfGwtT2dLeRqbJ/kU5OXvLECWbg9R6WriLkMfblkL6FkSCA96qOvNrzMM4V8LGFkSkP8Oo9o/uNSfzLJ0HRLCvzxNxzJVoo7DloVkQ4cVchI93vC2FbUmS1ZliVL2amjzamjxJNHkSqBeJiat46lWQB7LQuO9LDDezXz9XcxLvgHlausNKNfYNVTbwlBebIsPe8sCZmfY4pBDwQavtDpKaan3JlHvTaTBl0BjWiJN6Um0BJJozUiiPaSlQ56cspLpypbS0x2BtNgcy+Umlpeqnnj686TtUA5Hb4KyhDjJQapMSmYaGRDlnBGORt2Qb2VjkZ2NYgEVORgqdLCuwMbqfBurC12sLU1jcHKIkRl5bHygiJGHSxmYNYknWhbz5uZh3nvxeXZuf5tPd37A3r2fMXr0EEcEzGfPcOT8eQ6eO8+B818zekmyL65x9Kr8bIu4C7e2SYeFUsmilG8qee96QmTES5bPiX7eL60tTg2P3LApwp6u5GAIfH+qosOWxs/rtpCvocJFZJb90g/sP/cNu764wD5RwTJJ+O2PnLr2PfvPXuTjE1+x89gXfHzsc3af+JJPj5xix56DfLT7AJ/tP8QHH+7k1dde4/lnnubxTSM89/gmtYH48YGVrO9tZW1rDX01c2mZfR8NM8tonFZM6+R8uiblsLQ8l9WT81k1KY+VZTn0imLOcdOQbqHapafKpqXarqPBK/nINpbkehWcOyQ4PtNBR5aD9iw7rZk2GgMp1KYZWezRstCVSIUzXlkWlT4NVZKdEDQoKFd44qjwxFIhtoV7nCqxMCq9sVT5YqlJj6c+qKE5K5n2HCNdeSaW5KewvNjK6gkOVpfaWV1iY61UsRUB8sp8M6vzU1iTLz6wmbVqm3SqOqQLd1Gksio3leWS7SyDDBlGuvx6OtJ0dPi0dIqnmp6s4CxAFitDLI11BdJlIXZBBMylbkYU4MMQ7ZdDvHwJzpFpshtesLwelFHfEodSwxsnetgkMZMRIG+d7GfLZD+by9NVDKXcOORgUZR5b1CvDtrksE0O3br9+nAFDGrIQwY9ZAJPRqNlRFqyK5aEJMfCTG/IzJIMI91eLd2uBHpcibdUtzsRKVlx1e1JpEt2E8qOQreGTtlX6NOyxC+gl++PgXZfMs3uJOrt8dSIb2weywLjvVQY7mG+XqB8oxYax7LYKj3jGqpvqSQW2xNuqWr1Op7Fdqk4apzxKr9EwCytj43pSTQHNLRkaGgNamgLaa+XvBZQt0gFEtUZQ6ccFGaEb6oS/iRLbGWasV9NO4YzQoZyxE82qozqoZBBLQ+QxQGbC21sKrSxQVrpZKxdpexJmJNErlpZW+ikv9TL0CQ/66eEGJ6ey4BkNVc/yp9X9vDGYxv54LWXef9vr/OB9DDv/oTDJ45y+vxZvrhymWMXL3Hk4mU1MHL4kgixa+pnXz2FX/xRrZo6eeFHTv2k5D1JgRRFfCxa0mggYP5JNs4v4bXKvggr4/8ZbMNK+YZy/p/9/lt/Xc2yX5ROi2vsO3+FUUmfuvJDBMoyPHJVKeRPTnzJR4dPsnP0GDsPHOHjfYf4ZN9Bdu/dz9/fe4+XXvgLTz++hS3r+3l64xDPbxpi88oe+ttqWVYzl85599P0wEQa7iumZVoRHVPyWVKew9JJ2ayYmMXy0pAKP+/M9ajWtzqfiRqXgRqXnjrZb5duURBekuejO8dDe8hOa9BGc9BKU4aFBr+ZunQjtT4D1b5kqnxaFnk1VEr5NFSmaViUrmWBN4F5rvHMd49XUF7oi6MqPYGaQBJ1IR1NWXpac410FqTQU5zK0lI7y0sdrJogu/ycrJKPS2ysKkpFvMQVeSbEupCx6WUyGp1lYHmWgRVZRlZmG8O+sBqdDofw9IZMtwBZ1GC7V0OHQCwtCmUzq8WXzRc/18GgqKdiJ+vVwVsUytIW51Der3jA4QO68OFc+IDOGe6QkDY6gXWZh83laTw2NcDj0zLYOiWDjRPTlIJfV2hjZW4Ky7NNLM00ImPgfVkm+rLM9GWn0Cc3kqxw9WZZWJIZrp6sFHokmEmVhZ6QhSVSQbP6b+lSa62S6HYl0eVKVHsIO1yJSMmS2A4pj9gVGjo8WvU96PQl0+M30qOgbKTNp6fJraHOHk+1ZTyLzDEsMI6lwjiG+YZ7VYltIZ7yQlMMVakJLLZpqJKyRyuJKnvC9Vpki2eRLe6milVglkAp1VanoKyhSbpvMrS0BqNA1qmPBcoC5OZAIs3+MJS7gnp6ggZ6g/KkI4d9RlZGPOVoz/ZAlpGhLFkaYGR9tqzXMrIhx8TmglQ2FVjYKBvF5WA318xQbgqDMhovrYySS1LiYniCl5FJ6QrMg9Pz2FBxP9s66nlpYBVvP/0E2//6F3ZIR8bHOxgd3c/xL05z6vw5jl/4mqNfX+bIxasq9F7Ffl78XsH1+Nf/CGWBsQKyWBsyJBIBclQlq+svEcqiiAXKooKjfrJco+pZvGQZMDl49ptImtyN0JCfC2gFZgnE//YHjn3zg4LyCcnb+OZHZMT7xKVr7P38DB+NHuO93fv5cM8B9h05zv5DR9i9Zw/b332HF559iqc2j7BlYBXbhtfwzNAqRpY0s6qugq6599M8s4z6aUU0TimgfVohPVPz6CvPZmlZkL6S9LD9IJN7MiSSLkMiJmq9RurTzDTLRuiQhA956FWpb2FwNwVSqU9PodZnpMYrI7YGatIM1PqN1GYYqQkYWJyerGyL+e545jpjmeMYxxxHDPOl28Iby2J/IrUhHc05RjoKLPSU2FlW5mZVuY+1U9MZuC/A0PQM1k8Psnail2WFVpYVWFiWb450XxhYkikDDzp6glp6Mm4kvEmYkAQNLcs0KNj9FMjtPq16RG8TKF2Hsni4YSiLSh4oEutDbBAvI3KNKGV1VT5z9LDPzcYJ/1hRn1h6oLdMDfDk/Vk8OSNL+dtipwj8+yQ2U3qEA3p6xTfOtbK6yMnqIheriz2qVhV5WFnoYbkM5kini2SM5DpUCJTsMpRAKMmd7pZe8VAK3X4j3b5kur06tblblHCHO4k2V+L1ancnIdXmke+DTqnijjQ9nX6jqo50I61ePY3ScyytbamxVKWMZ6F5HAtMMVQoOAugx6rXC83jWZSayCKrhkrbzZVEpS3xRlnjWWiNu16LrAJlyb5Oos6jUQFTDWkCZS3NAYGyjrZQsioB9C1QTk9S7XSyakzdxDKNLA0ZkRFyWSawLKBlZUCnlgasC+kZzDKwPsfISK6JjbKg9qbamGtS74/I+USeWQF6vfSNy5lCsVP922+IgHlociYjs8rZUruQZ/o6+OvIAO8+t42P33qNz3ZsZ9/uXYweGeXo56c5fuYsx89f5PD5S0pkHb10LZw6KSpY5aHfaluodjhRyTI4EpncU6PVEr1wMVL/wgd2/6yq/5VA94ZN8Y9DIzdDWcActTV+LpBlXPuY+EuXv+fw5WscvfI9J67+wKlvf+Tzaz+qcJNDZy8p2+Lj0WN8tG9UdVp8tu8gn+3ew8c7d/LOG6/x5ycf46kNQzy2bjlbVy1h89I21jVWsqRiJi0zS6mfnEdDeQ4tk3PonJpLz+Qslk4MsqQkTR3OyRqnhnSjmtir9RjUtdGfolRze5aTrhwPPXk+evLTaMtyUZ9uodZnpsZrpNproNqTTLWAWaAs+cYRKKtWOHcCcx3jmZU6lketY5ltE/94PIt88dQGdTTnmugqsrF0godV0i0xLYPB6SGGZoQYnpHJepnImxFS6WI9OSbVNtWTZVAn9J0BLR3+JNrTE2hLi6c9LZ6OtAQ6pdIT6fIn0R3QqEk1sSs608WySKbNq6XVo6HFnaSut0I5hdW5YeviZigPl7iVYh5SbWgRj7nMy6YyLxsF1tGeYmmhmyAesoDcpaYE1eaM8nQ2TvYrtTU8wce6Iicrciz0Sp6xDGxIaptYEGp9lkDWrLamtGeYaM8wq7AmWRzQqkqyqf+xZLmAZE93ZZjoDhjpTjcg6rfDq6PNraHFlUSLK5Fmp4T+J6r//haPllZvMq0+PW1petrSDbSmGWjxGWjyJFMv3RSORBZb41iUGsfClFgEwNdLXqfEscASzwJLAgtSE1mQmvSTkvfk16TiWWCNi1QsC60ywh1HtQyZuJPUlGC9muYUKIs6lgEigbKetlBYLYut0SL2hkwEZiSr/Y9RKMtNTp0NCJQzdKzIkLVbyawN6RnIMjAsUM4zsjFfwCxq+abKDW8V35BvZkOBhQ2FqWwosrFBum1kZFsdynqRtVRDM4oZmfcAm+sX8eSSNl7fPMzOV19g1ztv8NmHf2fP7l0cOHSQY198wfEz51Qes+Qtn7j8HSdE7KmFFmH4RtVx9CpAVn6ywDfiI18HsoD5lwjln45Zh1Xz/0gp3+hn/tlQvvQDJ76RTSbfcfD8FRWerYD83Y988b3kXFxiz6kzfHrkNJ+MHuOz0aPKtti561M+3PEhH8jE3l9f5PmtG3lq/ToeX9PHhp5m+hsXsXTBg7Q9MIG6iVnUlvppLAvRVp5JV3kmSyZl0Dchne5CF21ZFurT9Cx2JlHl1LDYJelgRlqCVjpz3XTn++gpSFNA7spLoznooNptZLHbQJVbT5U7WVUUyjV+g1LJ1X49i3wa5jvjmG2N4WHzPcyyjFEfL3DFUZ2WRFOWkc5CG8vKRBkHGZyRzfqZuYw8kMvIzFzWS2i6gHl6kBUlDjpkmCSYrEZzZYBEpsGaPLE0usfT6BqnqikSYt/iiaXVG0ebL542XyKijFs9WlrcGppdSderVVSkJ2pfiFIWKNtYm3+TUpZDwiJnpB3Nqg751MFfmSSU+dhQ6r4eMiR+8gaBcnmaGt+WacH1E32qJ7q/xM3aIierJDEtz8YyUcrZKSyRfl3xujMllzqF9qBJqcYqm3iuCSwWKDo1VLt01LiTkRunPMnU+kzUpZlVyVNLg7Qr+s10BC10y0CPdDdI7Kl0O3i0NLmSaHQm0uBIoMEprW5JNHm0NHuTafHpaZGxaJ+eRq+eBk8ydW4dtS4N1Y5E5O+yyBpPpeVGLUpNUOq40ioQTmS+JYF5KfHMS0lUNd+SxHxL+H35NVWp8cxPjaPCGqtqgXU8C22xVDkTqJZc7OiIfZpknoRH7GWqsy1kiIBZIK1T1kYUyrIlXUL7lfVzHcr6CJSTVcDT2kw9/dkGhiJQ3pAvytjI+qxkRqSy9WzMNbIpz8jmghQ2F6WyudiqalOJnY0q5EgsKxf9JV7WTcpi3f1lDMydyVDNfF5cu5Qdf97GR6++wMfvvM7HH2zns892ceTEcY5/dYajX53l+LlLnL7yPackTycKZbEwIpZF9KqgHLEuBMrXgSxhaL9UKEdb3aJXUcI/VcOico9eFJvjn7cujsjXuPw9hy58w94zFxk9f5XjV0Q9i1K/wmcnv+TDA8fYNXqc3YdPsPfwcXbt3stbb7/Dm6+9zrtvvM5rf36WZzeu58n+lWxd3kV/UxV90ov84CSapuRTWxqgrjiNtokhOicF6ZiQTmepl+5iF+15qTTJNgmfjsXORBa7JIMimYaAWW2m7sxz05XvpTPPS3uOh5ZMF7VpFhbadVQ6klkkh4FuQ1gti2L26qny6ZSXLL3JqiXOHssc2zgF4znWGOZax1EpuQlpWjVu3V3oYPkEH2smZ9A/LZOBaZn0Tw2yplymq3wsL5HBFBtd2UZa/JKboFFTfTKi2+iOo945njpHDHWOsarqHWNpcMTQ4BRIj6fJHUuTK45mVwJNzgQaHTeqyZmo1GO7RwYnxFOWdjPpupBOCDnkc9Cvyq42eEhQvKx3WitrlyT5TQ1wOBWQJe1tQN6Xgz81XOJmkxzmTQuyfmI660pcrMizslS6PrItLMu1srLAwYpCWXMl4f42OkMpKqq01qOlRmCoQBy+US52JbPYpVc3w/AN0UiV20iVJ3KVG6VHtrAYaclIUZtgRGW3SgaFV0eDeMMyyKEm7eKpdcj4dLivWADc4DXQ4DNQ55GlAQJjLdVOLYsdWqocGhbZxYZIYqE1kYXWJCrFplBWhZaFNi0VVg1zzPE8aorjUbNUvKrZKfFEa05KPHMtUnHMs8QyzzKe+anjWaDUcjyLXYlUK7UsKXWy4zGZFpU0Z6AtaKQtKFdJC0ymNUNHa0BLW4ZOZUGHDzzDnrx483JoKucKsqxWdibKii5ZBDCYY2Qox8Bwrp7h7GSGMrWsz9Ixkp2slPOWAjNbiyxsLbHyWKmdraV2tsiBrahl1Won/184WVMaYM2UQlbPnMTqWTPY1tHA3zb0896zj/PRay+x8903VUfGqKjlU6c5/tVZTp6/zBeXv+fzS+Il//APMBYo/1QlC4QPS12K1C8ZyqKWb/jG4eGNsNccTpCT1LhwrKe0t9x6gPdfV8ySd3GNA+eusOfLC+w/I77Ttxw8c4k9n59lx8FjbP90P7sOHmXvkRPsP3SMjz7+hBdfeJEXnn2WN196gb8+9ThPDa/jsVW9bOxuZsWiR2mdWUbTlALqS0PUFvpokJS2iUG6JwZoL3LRVmCjPV8yKEzUSwauT8NidyI1Xi21EiATTFFLNTvyXHTkSZiQm6aQg7qAVYFgXmoSFTYtlU49VR6BsZHFAmSPjgWuROY54phjGx+pccy1j2e+I4759ljmyTSYK5HatGSVFNdd4GR5qY/Vk/ysKQ+yelKAFaU+eguddGVbVPRjY7pGpcQ1pWlUL6tkJNe74iJTZhLXOVZFdkogUY1M+NnGUGePUVXvGEe9fTz1tthIxVFvC1eDXfb2JSpvtcsn4TxyUGRiRZZFqWUB8+qcVLW1Q8Lh5WRfeodXSn6FhNFf34lnUfGbsoppnYxUF6QiNsemKQG2Ts9meJIshnXSK9nCctiYmcJS2Z0nnnGJj1UlaUgMqmwCFxgvSI1jkSOJagGxW6eeRBa5DERrocvAAqeBCimHnvlS9mQq7Mnq36Repfml0ByQKFS9yqQQAIvilkM3OWyTq7yucWqpdYn61qta7NKFISwgdmiotGtZaNdevy60aRSEF9p0LLQnh8uRzHyrhlmmOB42juehaJlieVjKHMcj5jhmpcTxaEocs1NimZMyXtVcyzgF5kr5OzkSWCx5GR6BsiQESrazgdYMAXI4aU62o0jms4BZkuykOgLJdGboVWa2THkuyzGyUvYj5oVjVwfy5dBOxtllua2BgRyxMnQMZGoYyExiOEvLSE4ym/KNbC1K4bESK09MsPPEBAdPTHCyVXYDCpSlzU66cnJsaix7dVk2K8oLWTq1lA2L5/LnZR28tTk87ffRGy+z6/132b9nN0eOHePEl2c4ff4yX176ns8vCpCjdUMpC5ClrnvJEZV86NKPREsA/Yu0LwS+UZUsYJaP/zMgi+97Sg7npLc4umn2Z1ylzU56kaVEJQuU93x+jp1HP+f9/UfZsf8oOw8cZY+o5ENH+fjT3bzzznb+/Myz/GXbNt54/jle2LKRLSv6GOlqor+hkt45M2ieVkTTpBwaSzOoL/DQVOCma4Kf7lIf7QV2WnJTlHXQENJTl6FTa38kra0+YKAxaFITeS3ZVpqzbTRmSnaFlZr0FBZ5jCxwJjPPpmG+Xac+XujSU+lOZqFLS4Ujkbn2WGZbx/Foaoy6CpArnBKQnshCaZOTlDGBsjxSh1LoynOwtMitQLyiNI2lRR61aqotZFZqSdqlKlPHUuOMU1nKDd5E6txyMCRB9rFU22JYbB1LVWo0ulPS4sZQa4sJl32cGnqotcRQaxlHbep4VXVWgXQcTY4EWl1JdHolLU36lcNqWcC8KidVDZaog6NgdM9eGMwC6VUyOSe5xdJ+JXGcUUjnpyqrQ1LpRuQJoCyNVSUelhXIdhYbffLfLDejQjd9+S61MEDUba03mQW2BOaYRUEmssCuocIu32st8+w65tmSmWvTMceq41FrMrOsOmal6nhElZZZFg1zrBoWib2humGSqfZoqHImUmkXLzeeCrEOUiOeri2eSnsSi0QNO3UscgpoNSywJVJhT4qUlgq7/Nvqwlf52C4fJ1Nhk6tO/b8gf67A+H59DDMM4brfEMNM4zhVD0ZA/YhpPLPM43nUPI7Z5hjmmGOYZxmnDv4W2eOVjVHjTqJO9TAn0+zXKyjLgEmHVIYhUnraA2JlJdORkaziRrtDBgTKS2XsOs+k2iTXFqSoZL91kiSXb6Q/10B/jlgZOgaytAxmaRjO1jGSq2dTgYnHSlJ5otTOtolOtk108WSZm8dLXWwpdrCxwKZGtPuzpd3Sw0BZJqvKcugry2PdI9PYXFvBy2t6ee+pzXz48vPs2v4mu3fu4ODBA5z84is+P3eRzy98w+kLkp8cTodTS48lEU4GSKJesnRXqIO9Hzh86QdGb6rDKuLhl9cW9ysB8M0lwFWHcuIBRzaSnI4cxv2vQllgrKb1vv6WvV9eUEB+b98R3v30AB/uP8pnh09G0t9Gee/9D3ntldd49sknef6xx3j1qW08MzTAUEcza2orWbbgITofnEjz5FxayjJpLvHTkO+iKc9BZ7GHrmIXbXmyJcJIXYaWugwNdUEtDUE9TWqNj5nmbAvNEq2ZaaEumEKN30SVz8gCt4H5Dt2NciZT4UxmvkPLfIeGefYE5ljjeDQ1DGSBstgW8yQk3ZVAlSeJRa4EFtrilBqqEw9TFqJm21mS72RpQQRQOXa1CkqUUrUjgQUpMcwx3KWSyRo8GiTMplbsD5VcFt7Dtyh1jFr9JPv4qlLvQeUqW8dSYxUVPU4NPSw2j6XaPJaalBhVAmgBc6M9nhandCJo6fLpFZj7MmRSTpSxWQ1jLEnXqWB4AXG01DJUySiWJDaZFIsMLMjQgow8qz7nYjf9Ys2U+lhV6mVFsYflRW6WFXnoK5ApRScS+N8YMFHt1lFhTeBR0zge0o/lIUOMgtyDxnE8YBzPA8Y4ZkbqfkM8MwzxTDfEc59RKkFdpxvCv2e2TUOFS8sCp8A1nvnWWOamhtXp7IhCnWOJZY4ljrmpCcyzJjLflqRKXs+RsiYyx5bEXJuGuXJTcOjCJTeHW24QWubYtDxiSWSGPoZp2nuZqruXqcljmJY8hvv0Y5luGEsY0DHIf8/DxnE8YorhUVMMs01jmZsSQ0VqLKKWFzkSqFbtcVp1U1ZQDoRVckeGUW1HkQ0pN0qvgNwV0tOdaYgsNQhvlpH+9VX5ZtZIal++kXUC5ahaztUzmJPMUI6O9Xl6NuQb2VycwuOlNp6c6OTpcjdPTfLw1EQPT05w81iJk00FNkZyrQxky9CQm/VlIdZOyGRZSYgVU4tYN2saz3bW8/bGfj54/kl2vvkyH29/m72ffcKJU6c5feY8p85e4tQ52e8nK5++44TkJkegLId70YERGcOWziwZJjt4OVyjl77n0C8Vyjcf9IXb4gTGYSBHoXxjTdQ/b18cla0hV8TCuKqAvOv4l3xw8DgfHBCVfIRdB4/z2egJPt13mJ279vDuu3/nlZde5tnHn+DZTZt4YfMmtqxYyvLqhXTPeZD2mZNov6+E9sl5tE/Mok0O+HIdNGZZaMu10ZFrpT3HTFNIT620o6n+YC2NWQZac0xKQTfnpNKYlaI2Fy9ON1DpDcNXfjDnWJMUlCtFMbsN6odUfngftcij6XhmWcYxO3Wcsi0ExhWuOBaoFUIJLPIkKttikT2BGgmn8elpDciWapv

200

Four of the signs of life of living things

Needs Energy, growing and changing, responding to environment, reproduce

200

What is a resource population?

 A population that is eaten by other organisms 

200

What is true about births and deaths in a population of moon jellies to stays stable overtime?

BIRTHS and DEATHS are the SAME in a stable population

200

What would happen to the Moon Jelly population if the sea turtles increased?

Moon Jelly population would DECREASE

200

What is the capital of New York City? 

Albany 


300

List three living and three nonliving things in this ecosystem? 


Living: Shark, Whale & Fish 

Nonliving: Sand, Rocks and Shells 

300

What is the flow of the energy storage molecules in the system? 


It goes from the deer to the coyote pop and wolf pop 

300

What is true about the number of births and deaths in a population that is increasing??

There are more BIRTHS in an increasing population

300

Algae---> Zooplankton ---> Moon Jelly ---> Turtle--> Orca Whale.


What would happen to the population size of Moon Jellies if all the Algae died from pollution? Explain 

The moon jelly population would DECREASE because there are less or no Zooplankton eating Algae.

300

 Something to wipe your feet on?

A mat 


400

Living or nonliving? 


Living because it was once part of a living tree 

400

What is the name of the sea that we have been doing our research on? 

Glacier Sea 



400

If more deaths are happening in a population than births, what will happen to the population's size?

It will DECREASE!

400

Algae---> Zooplankton ---> Moon Jelly ---> Turtle--> Orca Whale.


What population of organisms would be affected if the Orca Whale population got bigger?

ALL the populations would be affected because they are all connected.  

400

Which sport used the word ‘home run’, long before baseball used it?

Cricket

 

500

This is a picture of a virus. Is it living or nonliving? 


Viruses carry genetic material and reproduce, but lack key characteristics (such as cell structure) that are generally considered necessary to count as life. 


500

What is the definition of energy storage molecules? 

A molecule (such as glucose, starch, fat) that organisms can use to release the energy they need to survive

500

A population started with 50 organisms. The next year, 15 died and 10 were born. 

1) What is the new population size? 

2) Did the population increase, decrease, or stay the same?

45 organisms. Population decreased.

500

In order to count how many moon jellies are in the world scientists must collect a..... 

SAMPLE!! a small part that is meant to show what the whole is like

500

From which language did the word “Ketchup” come from?

Chinese 

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