Vocabulary Words
Name My Variable
Measurements
Miscellaneous
Scientific Method
100

This is a prediction or educated guess that can be tested through an experiment.

What is a hypothesis?

100

Two sets of plants. One is watered, and one is not. What type of variable is water?

Independent Variable.

100

What is the pencil's length (include units)?

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oSUq2igx1dxV/JrPADmW09OaIHOk44pPWu/+reBIXTRgTo7Ow9eYZ2LawUOqsiwXOr6C1L/kXrhCjS2txcbAlk66srw0IEambkse1ZmGZZwigHAHEw7clr1Dr9CiuTP7Dk8azKcQTlQvWc7DPwPv0vi/tKG9GsPOWGsbEyoCzrLvj4PoUSGeTpQHUd6iUvX49lP5tnWSn8E+ulqJStyDXhuUmgjW45xoEwDJUbR0GeCfa6jkrYt/4ZMy3kgZQlDdJliZCV78APOAFLqlyCFr4EseEW9IOyrBjra8DyXZ3Xn0ZnoCANntY5VIgMstuht6uy6NmUIq+K0le8Njs2SzTxMw0toVtmKC0XtIk11z4bOE+3IxSzww1Mp4jMo0oAUyMu4GhoZVM79z5wzlBwKhph0zxKHIinEydCfwhKdyDJZnAHQj/1sQ0GLH4HXKlAhI4uD64T90kEeuhSkM1Q2wArlCvLg+Ety5fUSS46SqaLgmIWFtq+UM3h6VkAUT+y3Ok8mJ/bjzKjt3mKUh1YhrTpQfY67VAxLTvK6uNQlQUhQHrbMkVK6qK9L4ZGCJZFOwb5bsKbgQA050qm/onWWKrimDWVtaBpLXjL5ueBQe/Gg8/RegPbMqu+f2KlZnvnzX/7qEpOyQmQDaee4XSFLZDE3oKUelwhpzovazVEtMfRfSayCqdJNKzgprAswFEpfV7TAk7cVENlg/UY70hDehr+GNfzkwwfKgaqFG6ZQBFHWQGfPcx/Wnvm6YPBM7Q7U8fFxOzw6bLOTaRttjdr29nbb2dlJfjAhlau/gDR0uHL3Siem10NYnePiqLGi5DiGJ7RZOVFFyxJRvyq2LK46SJR10W7HVEoYnbhmcA4vszH8u/hNcPAwIbdQ/DoqoT+i9IT1aiOLTSRBOU1tf932NNoYlGplBSIyw5Boc8yrhdagQWPrCMuuBsMFwEXYtnRiPVvUjSPSj8ki38VdBQ+P8y0cKMqk3QSrHS1Q94oL+t6d2ESJu5gqnSzA8ueZdW5u1doTWbqksbhijE+J4WpaAkylhSOcUODVZI1+m7JU/IBNmsuipKmzlmOFUMuToSiaBLIVCF1Q7wcoExEO8S5GSXQaGadDem25LIjNlsIIYXCeSnLD2LIlWWwKVki+DRYZX8iPP5EyJg3QqN+hLLxU/Ztl/xA7x6t20dyeSsek9MhXkuesFxiCP5VRAO0pDq+l65Q2yENvw/Lgn1C4naOe83YHqvioVgjiU6rLVbaMOqaFvAFwuwScxkXCS1jKArC4xsZAhlB0Mx6Il2zyAzlkcaEtj4QU5WcoO5CqNCCmXiZnQekPjwOi88kDHdRdYIlFtVDMvF56qKKg0Cra04BhqocFIXWlPk5MTF3QFC8YBebnZji48jKfq1+9EFUO1EZm4DCrOkPCKhHA07kOlJOz80ewZe8PxDsjmvnOeX5JLgkVrTijKwK5WIP3yNXZKOKhD8BxnGQyrkAEZsMHZyTZ4hOWEx4w6piI4hog9Q/0lrwAoZkRdk4PiJoWZLxaxP43dxBqaHd6JX8SCUoho+ns3LFzcQZ1fkTpdAKprKIZ1yW7cgqT6M+Ac5bmPMtcMyh99YO8Uy5jCLw0xWIduszSLg81zwznHCgKFu/iQTfo8MVRPyQbNTor/Cq3iqmxVmVhuvyVA5WQNgrVzsKxNl2SU0azblbHsaw95bHXMvQZP2qplE8GP6SpT9NvgyyHzBpCFX1PcEz3S2ihkDFIvcPklJM4mXDqWM/oJCu6nAKZqyTN4GPunJUOicr1NN5WsXImt7eDOSNoBkOaHgq9wEKENJXQs5YiXSYMx8jQYH97nlZwCkLwl4h/a1Dz6/3BmT5ZwxreP3ygHSgVuFthdHY87w6UDorgnSZn54MH99vtO7fb0cFhHKhL+/vtypWrbXd3N0rbsn27nt9rWTpQ/S4VIihlVirH8zhpqUfnRgWlUiNfMhyF4AVXQbKg4WBIJYtPO0pYbB5hnKIEMfZO55M2xYlqC+9AodBHUwqCB42NDdJwrGasHsecq3usS1W7QdjiZMSfHA7LfSDrm0G+LGNa/lxoyAABjggiCWJAQYUdre/CmAwLDga3Q0IH6gi+cPjwUDTcs31Pp5QCuKFQlHZrE+iMZpay3bhBmyxSroSSwXI9ZfXUTFwoH+/6UV8WUXhICfBxI3E5PZemZttm24a3SfgZTHAMonBPU/o2q1RBXTpRm2QoobTNQ7ANtWSWTeIPZ/alie8HUq6iy2OHTli6Q94CwomSp2hzFufJ1Fo4a9EeCoRIQchV9G0QBypbLwcAUVm5UNVvh+prZZ7mAra10zXNMZvndYJVi2+g43XkR0D1fLXHP8tb/3noKV5vtc1nYLplVsH8otLp9BIcu2wThghj8XRz+1wfVqsLTF6ltCrtnEuCWL84UoSq9uqz9wESWkHsshaM5nRIqyo8kZOqSyYsE1l0Oh6HhvT2DNgFqyfLRABkuzPVkZ76zos4OLZ7lU/xohqlRcZ8MThQpDkkvISxfLZkpdy5+ADOwdlKnZZZ1VU/CjjCapYMMoLR8ADUKPGsUnp6Bw3lauwQxLAx6eNVAM878d0xSvZQ9py3CJh8zskZjiqaVbIRboVT6jTWwXGWsbaEjiv0dI/W3dON9/MK9bc63zu8PaXSerq0V9rQqxB69UNarYnUGx0B3zpQA+8RKXiOkbeJdAXKCStauYBh+6P+q/ckovbwaIrTI6qUzNLfFTo4FrAA+JUBwZnjmlDnhe+c9kyK1JSKSgaORVfoM7Dc0JgO6T/BxnVZlbzLLuA089b0cM0RyLo2xN8BzmphbXY9SF0EL1CGrj9Fty74Dno9QikuzLYfLKoG1oHKqohgM0dyAWPJVYCUapYBWkUT6l6Q9Fz8BLEHEBc2rVMbJ7IkKTgJ1jPEg3wmx6ortRABIXhB/FuFku/7g/Pzcg1reH/wgXagdHRUwssPdpI/M42jD2V7h0n233rrrfbqa6+2e3fv5Ur6tatX21NPPd2uXruKk4RiGRwwYeYdLGh4NW0TZ8vJ7ZVXn9NwyvsXkRD8U3nV3ZSiETKWgS/5Vbn44gjdmjhB1KWaPz3FeSLMCCPSxqNdCu3gwMGziza6ZWsLl2HzOPV5z6UtttsJtI7khVN8rNCCI3JdALxLZV0roJJTmeuwgG+eKrWCTpTBLlbNDsxLBWNAw0jKg2iCFmUZIseQO4E/DKj5Fn2hA8VyNfb6rlS7obXRJtAZe4kRAm7tigNVjKT6BXkznKz5ZjlQtks3wK1S4ZTzE+R8SJp3orwzMGZB2KHMtv1PWvASt6m0ZD4wzSEOVNYvXQwqJV+JmunRq3O2Pe2XJ2HZ6PcJvVw/JkJINRzhOSce4cczz89qqbFdIF9iyJ0tO4N348q+ss9WsSq2Ws/7BCpdrdchJDyKjmmruILjqxww+nFY7B8NZwvrGaRXhngdxSoKqxxYbijbxRc5G8DOrZOkviesctApnOfgPKzmC++zmvcBnRMo2pZURPxiBZ2BFfT3hI4rvBP+Ck6v4gzXlNK5le6v4+1C34r2qLo4qm06mNzDjwq9CueJx5q9VenF0f7O9MHPeAHSlouY5pNWFZwH5/Q5EBc5PILEubRlMSI/ko7pA3y1jHEJ9iB4fNScEne1n3q+afbhXxXs0Yu03y+c8ZyLOcSktNpCoacHVk7OSleo1cy1QNdBNFdEW7dUDpUevaTOL70vZraii7Ls14FqzoeQ+TjQUqfp7QFZ63OEvs7TcHtMitYQYG17ZH+vJFlLynmHcXMmway37qzod5+kEXsFylWn6yGB9BrCoUK6KwczgjHpZUPbW3erXL9rphTmsL7wk6kAjfAdYtItXew6vqyj48oXf2cO1JAvgjbRkh8CR8ukbo7y599QYdJXYdXsvJj344LVOt4L/qZ4WMNPN3zgHKiaxDWYZzPMadK2cHTimMBqttYBnvsM0wyH6LXXXmvfe/F77cabNzDOt9pT159sH/7Ih9tTTz/VJtvbwRV6+SgrFYY0Se/fcXHCi2laFAz/FjWcTbASV15NTBmv6OZqS64AwafeAYb8YnFCXSc4fDpJG217sge5HepG3etUnE7b1ugQ2lOrASa5Q3VE3hFuhA6UjleUHHW4YQPXI2rM1K4iT2e0QYXe97URovSiOF1ofP6keLaeUmqlcKV63iC3ZMGG/FF+E6dwMThQc2TgDRBf+DCf2zcz1pitNoHPSfqO0lHIdV0xdOHNLjvBGZrSjz5HNSJ5m75wC0EqRD5TCjzk5Dg8nyKNzbYLBzvpF9JCqrgrByrRVOH+c/0plxTrHbAqM7+9Zz2vtL8adOkInXmhjv7a9pK50OtfrbviSqlK9HAGqxyez1ntq0fDO5e9ACuZka1HwjtRP0OnbznxbqDzyHTHqeNgWbgjr56fEah0Qtc81u0QVjIxWVZxBSfZMq3HKRA6/tTpMlyEi/SEVbwLKtDn8UypuVJgzIsXHfpMEaf68v0ALdVAU+AW7/VqrGWun0HoD+NdWOXlDMQqHA2pIhdpDmKhX4j0shf57NRtQdFyUlU8UzmO8SPqDUovDeRqiXBu5j8aLsh62X+PhN46Qe5XcXtcjPM01BhhMaEoWPa8hCs/+lt4BzZ6cj8O5ugSOk/+dvqrdT4KzlLP2rex1NPm9nl+obzZdq/jUwM2iUIvd7GFBcFU7h1tReYlqVUwr9Lk7vwFnpXxEFqrZc9aW60yyGyHztuK4u4AakrnDp/BhCSGihGPXkr0+UudqCrhpve6R3oGxDPHoNPnhMEkDyTb/D60Hbr8F4IY6LRA5qM5g5PDUftB0qLJXq3FQ7vf6SJSEQ9Yv/zk5VIb9Dd1uZtmjkEgbSnlTp97/oE5lc3mM/KwgWDU4BobPtQh0UjuwsF2MA7tEQO6uLZF4g0M13/4CdfQOvXB5YwjUtTh6gqFI64TA956u+siZG8f5RiDabIw9JXyFs82pp2r42wlLkizw8W8NazhJwU+cA5Ud3aEk5OTGGm+EKK/8EEcoU94cV566aX2jb/8RnvtlVfjbH3o2efaJz/1yfb8hz/UdnZxXMArpVMhszuak+WBuNv6zhyoaIKiD47srLAEVP3iz/O6Z5VOKY7sWx6QT0/nUX7TmZvTUHPjHRTgJLpm7h2ZxUMU5QHp3jWxbdsEHKhpawenJ9HFW14Bgz9f4rCJ5s82QXkM6/CLctzAsYnx1B0oKtAYVfHVm/RYsMQ3K8HfuvNUBVIoqWGOCL/o1XkWJhcp3x5oU7P0ge6D3fPZMX3DQqADNcaBclEwP6UtJym5pTz86UAdw7g0rHmHsC2qipp0eT7g9BDO/fOuli6nUhlqzq9Finavo3qkekKgj3O0XQW2Tl6EXv4iVJnz0PHMq/zq+wLjvVQdq2bTcSxz1nnw2I0iF70ay0Oxc/CIpCXUOiNG1dRbujqFRUlvkpZU+7T+C8/xZEmd0NDzTK7LUEpS4IzGct7kjNYwHvIclT/gdQcqVzGXaPw4UF1U7dyebFKChon1apzYtyWtel6woI7Q1CgA13JJk3dKbVB/f8V/MhKGUv1oMHs4LyAeRgXbBgf9lEi/ubkKJtlz/qVMcGoUpnnL8sK5k4DyCzZ19ep6v2WrV7dGBj6VT97gmTN+STerukGeOfiXiImPcqD8sRx9kATjFYRePq+ZlynrJE9OIh7LSXQpK8Bo6qzTVGE/Jyo+pS0S6kM9xVgg9IBlSqEMcHZyxuPwu0IjMJyeT62zGXpzrjylUQ0Z/s5DtX84ucBHeCevStWv+DXmzyB0ybSaYHIiXvKGtF5FQNwhauU9z5cOFaYU1Q/2QnqCP4+Ag86xE8JV8uw3tedvCYlqnNfFvjSWcnW3gWjyTfPYD/bfkBbhMF45uk46RJbIQMqvlK3+Xik78Cj4ttFccDnVITBPHmiZx5pMHJlhjjnikbOR4FGW4xwaM9J1LJSJO1O2N0asFSAWiRydz/mcCHRdt07njnE1HNLYqnKjERRYiLq+6SF8G7fexCKBhJprptBDxHvvFAzHsyYDpPXsDuZnTaa/Z+U8VXtI6nqU7rf92g8nXvClrtEIR5F8d8R45980x4kb3d0D4nZ8TILalkee1Ygj56m08xWW4JwxsBiRiN1gG8ruUtYgiE5ZOzyUelkLB0x1HA0pKSKV6j/xU0Raw0mfzx1Cf4CLeWtYw08KfKAcKFnpk8l4d6DcqtffqhdHZ8DxeHDwsH33u99rX/3qV9srr7zSxuB95PmPtM/8vc+0j370I21nby+4dceo6Kd8guk6Qqt3oCpdZyg7hAbUaAFCVCm85TXQ6CZpqXzyWvIllDHjG3J8O+Aci2xza4xzV4vDdHpM+l3QDtr2Nk7C2Cd+fIHEGAeKNkVpygZ03BrnwwU4ShvDAwb6klsxruZta66bAx6KMG8Cgh8NOr/j5J0iskrRke7SLlVNwXJjimdTEiRPUOWOaFwcKI0R9D1NgT8ygMWCNs2OjKTd4+3NNtqufslig0Pqi9eU4XiEgt+axKWgRMM1pIo5DtSi7YIzkjDyW7BAHMLvIXka00gLB2qULXw6i5otXqP1aDvcuNC5l61irVoysBnocWUpeC5WhOSinj+4HtaZwCCQ2uYAPepfuODZKUukIV4dlUMt0Q6K4WoyC3gVgdMF/RcePHruGDGzO7LvAzaOCUpw4JryfSwKQ/cB8i3YG/JWOLnzap1pLFi2zyCSeRcg/FmWYDyGicYO7Vkgv5ozjse6G5yLDsVKgeSzsHc5m6Y8qQ5EH4L2iQb7W061w707WbMkxfO7CV7ilM0RAhn7jEPLddp5xmIldPzIxfMBkjowmjZJxfZVQvLFTvtXwJ4LXaDoO88w6go56YLlCqugZGcaYYj751hODBqRJP+2IYXhz+cIqzrTqFsBUY39mP7kzz6w7qpRHohb19C+tMV+oQ7HX78wJF1pRP8RpGnaJvPdLZkWt6w912lJF0aN5Twga9CsKPR1oByP4WkAy3UwXv+VL9sDWF8H5ZuhljMLDIUGCC8rxwLbjn5F187RS30c9HARzpftUHjRqWHA8xqRebHFqY7OGZgT+sT9rViBI6tD9Ql5+a/ektkSJ+cYzGrPUEH+w6glrpFsvOg6dav0cL5SR0HngRCUE3g+Hu5yUJg0u8tgNdnCVaSGUrbbM2UpPxzpT415XzyTvLSXv5QXV6j+Ko6Kp7M86mOw+4bHvKQEusUDjoz9lFoNtHUYezoQoQJi1lbSvVA4zZ1v5qJyQeds4wWN9YSgB4kcnVc1rhkLhpnOiI4KPGzhcE122s7uNuuWdkW5qxbtR6GT61AtOgNxxTkHg7wKeWBmhYjJdaowZqyh2B3w5VIUG2JUY1YHec44U1Yntpc0HagJMihNaj84Xpir2Ay5C5V5B/0oFSJ2VMaXPA319h/7j8NiTF1hEdnbIYVQkI52DKQxOe/9KvS52ddI2+pjCI+aZ4+C1bn3fsusYQ0fNPiJc6A6dNx79+62b33r2+0rX/lKe/XVV9sEZ+SFj77QPve5z7UXXnihTXa2g1tvl6IMikJjr9PKokgdGolZDKMMirY6pdAUkcqoFiHpsR5FT/nwvfzVoidW1Ao4Wyhu76LNOUrPbYjkYYifnDxsx9M74B22nZ2ttrM9QRGN4GGzneBAHRJ0unLlbGqA3hSV7ZG/EQbraOyLJZANCvSUxSRGfnQgZTlqoBo2vOKG8o1RBI7NO82LCLz1b4tNKoWaFwnAoyp3hCZ2Y4BSmUNY+Si/TR8ynx/FgdqAP7dMjnZp2+5QNwr/5PikTWn3Jgvb7u6lOLHK/ZC8I183z6I+YeHYQy7b0DBPB+p4i3wXD9vI4pCXSMgyabOEWhyLKx2oWnhtgwAlUpWRJzWs6xcwQpp9l6O3GSDmAmNatix4FJes9D+hrn4uqHtwigwdb3mek9DyN6ZxoQ0BOsgw3Lpi6VCRVgZad2QHIivQ29VjpxveoyPYt6B75TJjm/Frgt0fcyRjUR79gyvHETjeMYxR5KLMX+aA7YTWFmnWEi4GViIX6dNXFbc+XZcxzo9jnDKWpf9G3YGqoqFRd6RI6w6UmdSnwSAH3ptlNKW/bYvy9oUr1af+2aOMX2lZVHohbtoMB8rnDG2h1KnSfNuTdkGFo/gxdoZ4KCUejvizTTX/02zk6IVZv70SmpWaspbqBkPmCvEpbX6UA7UKXY5SUxKd5xh09iXlNYeMlwNFTXRhbdmRuEmmEadM9NUySFtqTpShXutyrg+gAVpbjDU60QX2E7jZPkS/a2BKS+NVw9S3fWqq6ew5kvIQu+AhwfqKryAMPNtvo/S3Mh0kx0+XYYkgP+fylzC0VbC9NV7qPFtGU7Yg89WjBJbJ4rQ229puCwzl0nn2VR1FO6uBYgMviefX/DSIczRMLrIQd86SphMSBwrkTqd0hCOj2p8+4ii9KX3g0RTrEs8Tc3tascDPqgOVXH7lPf1W5xUosxiehbQ8KUlLpOpI+aHtbopeoDPqIiF6ib7MdjB9DpoVltK/8uSf81p+ak6Y7tiYTqf1/PAwrGLwZ3yKUZAt1hkbBcW2P+A7xk6gMThQW1uum+M2Hvqp/nw+1mONcSEf8gZHOZy6DrmWorsdo6494zFrJ+tvXXmhvdD1OuOMtp7A/9FswVo7b0fw73zbxHna37vcLl91XdqhPPVTLs8pp25lUOO+xkJBmlLRHM3puba38owtW0+sl1jFMc7co1ecezqlErLdtke8bFLMnbpB3sjQeaurVGPEVdCVjn70ApUEHKNmGZCvBTO++LPejL0wPHDBYQFNt9Sn16uzKi9c9HYULHXMkF4YVbbkJB/qmU7j3aHmXsH7LbOGNXzQ4APlQK2CbKm0vULzKAdKEOfu3Tvtm9/8Vvva1742OFCT9vGPfaz9yq/8SvvYx16IcnXhKOWPMtH5IE1jITT8U9EQShlYByKhLqtTYZW5g8LLoqLVjQJEkWuYqtjKeERhUiCKX9o4NtPZVjs+mtEO6ZGGEX7KYnZycr8dExaL4xiMo7F5dsM8zopv6nPb3Ck8z4+pF8dpgQN1euKi3trE2/nbOlI4UBs6QuVA6RNodFA0i5k6VWfRV6bHafT1dbYOo33D71GxCKlVowbhA11KmylH2MKB8iXwuilzn9tymOA8bc5ZkGcH8HbMQkb9OElbuzipu/BA5cfHs/bg4VE7ODiB/JiF6mq7dvUa/TKKQ3x4+JC+OGwj+nYH+W3Dkt8gOqVNUyzlLH7WD/NZJDVibBNpti8qnHgtchpsZ1cQzcNt4xeQXw+J8hv+7TOwiHvM1T8XBs511GscVKk42i6o9Jty1NDvBsWAdA4oyW/RiDEew1ZUj/ILtxDKdpVlsKAOlNw/Giqnfk/zlJhO1NBWeJb/bCXlqKMhvxnbIT+0ifx69o/xZxkHUSoHkL27P30JiOXDkr+USzs8Uj50LAvhGWPuvRwo052vmU/0YWjWhArvUFw6UPa320JdxEfhv8rZk3UMldArg1U5ThmLOFDhKdRlpOokWFePSydjRCLSSqTKpP/5S1vljDE5QhZOFVNIDqT+oazFbbPzfUadM+aO2LaZQ/hZhRoLpIFmWevSafSYD0iTFpMo8dIjyjKOTGh3ngvS5mWQjtQw7Jco1l9SNrEcKC/gqAegC21xdQhmGJhnDhRjAbwxgZpllDTHlDQpMrQvbRnAuZFGWRai4+BUeytwmoJJ7j/he5VOADI9xfYa7+2Wv6XTFLods+ooAIf46YZ3veuFPgmOl4HOmYyKjk6iNJSUmTVaSrt4QcsLLW4Hc9yXAzWrsR18ZVN9Qy0r8TLij+lP1VfmlXXJA4WrZZVm9eEB2pU6nFtOnSw9aEnT/5RZTMBS34pdpc7kAVraW8G71ovTw+IdHWD9Oi9MV9YucQ3QtMXy77oTnWiodGU/nZ6gv33uVf7lifa6/w2w5uApxcynSpO2614O7sRA/89ch6GbLWms1ds6MI5z2qMjpRNhD9g4adSdJndocFSYDPPNuc7E4Ohvj9spAe+HhYQ+Q51OkdsJM+oIXh4ytg+ms3ZwTN0QHG/vt2vXHmuPPf5Y27+838YTd4boiI3aDiF6jGrCw7C22ppyFoc+Nit/1U5hk7oMzmV/SgaeCP2oOHyOyw2bjiewaKdySl+TpoXgXTbHshdcWamTPvwT1BSucvQjMUMxQe7yqI1S+sGklFMHpFGipadgU5tK3eDoFcSsPq9YpfirxiotVeUzimlnxhhcoLnJkFZQlnDh9AKEYeDdsdawhg8qfKAdKJWtRlu2BxGWi+AA4ty9e7d95zvfaV//+tfbazhQXtXqDpR3oNSG3n2K4lb5Dw6UilooVVDQleJ5UNmw+BDcf51FCInNUMqzk1Ionqt0xIoh4lW1rd0sdNMTHUENRPLyZr778PKAxei4nRxP28kRC9P0CKXpM1FHbcwisLW1HUXuojo7wYk6QVmd4MjoSLF46EBNtlkvvPBGXSqxLGAshK4xcZ74s+1bLlS217cRjkpZL+aDAxW16YJRyjV2FYv+MiDfOfkzHCiNl42FRushKxSGfBwo1y1o7+y1+c5Om2FsPLh/3G7cetDu3GPRZuF77PEn2tNPPNEusVAtDo/aMQ7v/OBB26D9PvDqEjWGJ68Cuvh4F8E2lFItwyXxGB7DwoQss+hw7gIzpqASsDcKHxgOGd59iOsIxBnQoXCLRL2kJIasi40LIPGMA4RRVwWROZW56LneyYB4YWAAY5E3tVvVAjnU2kiqxq00XWxIS6khHuRh6XoUiFu11K/jxyvKidteeSbkDhS04kAhvyy5ORYPixjIjCPGE41OW8mpQDssN8ZxCE9Jle+zULIhTqMsOaPX+gd9LRNjn9ANSPntv7m67b+45lWx8O+9SOdMHCjwLc9oCp59q2SkYboxj0lzsGrILjAO4S1OkCjwQGbKV111dKY7PkySzhCRrfAhP7mb5xlt3JyiczhWE8VKqfz2NjoupDPnmLtG5opKoGTOU2qg0enIo/HoCupcIPw6p/Y4UOCHvgYihmOnnWPF0+ZloJxjzK2dMKC8qlUVLJP5TcjFFPTFmLER3ik/Y2xMvVDjxSCSvSAyWXGgpLfkYWjCsi1A51d6ylmtAkJwnFeJi5PkMznYdvNWIehDXHp1qGONQdsz0IG3DpydxYjW21BXHChCp9OPQngZ+Ahl8kp+GoflQGUu60CBmv6CD6vrVJBs5ppOmt/qi7wIcaA2wQdx1YEaNFjKhm/IqWe7XIS8RU79Cw2WK/iHJscgA6dztCbG6mqZc+UpmDmSo7MMXXfOgXKNgS4OkOLoDhREqNa2Ow8cP/JYcbeiT7sDRaGLDpTYVa4cwcxH2ysPpqhvdaDQQ2aOWI8mEx0oHJg4TcpPXEMR9ejYNd+/TfpiEwdqi+OY9utEQaDNdjlOGHmTzTZnMWGpbEfIz+dpHzC270+n7SHrrNcxR7v77fEnrrcnnrzeLl25jAM1aSMcp20W1N2dbY6M/TAA15ssss4dmKlx5EUIeKBdp3YM4Ayxrep350/pAuVuYrW/Hy0r0hSaJ8yUsy4zX/kxZuij6UznifZNtto+RXxe2J432B+uiuozRkDi5lirdMTIHzrBC2vGM+6gV2MfXTPc2UJrk66OQfYDhfS3jHBKqfz19M5F1ZBeBewvZ/4YGdjW4qLDavzt0AXw7lhrWMMHFT6wDpQw04GCPY0VHSjB81IEBffv328vvvhi++Y3v9lefeWVKKoXPvrRbOH76Ed1oLQZvdLKQmLZLB4qQjJouepAalEy+TsPKo568w9KJ9sAXSRYUFhMjo+mOFIoPJycE5T0dO5+8wWKb7vt7KKcR/sQGONAuY3gCAfjAfTug4MyP160+3dP2ltv3mk333oDBf9m2xw/aFcub7Zr1ybt0j6KHRatc44TtjhhcZiOOEexsviMfe6INWMcx1J1Cg5KmCUbJV6qlgxwfIEFiwJ4+JZpnzTq+yfKlKWJ8oo0z1zkDUFKRbn50K4BZanCxYHamh+0DRwoGr50oDa3r7TZ5HI7wrZ/6+bD9oPX77TX33qYRcLF6kOEx8e05yFO1Vu32sade7QJZ5JafOW5WwV9EFjjyzsQcaKIezXumKAxo6Ols+SLg9I2wC6MA7WgT+nb8Ew7avEqHEEDJWn2nYsKx/nCBXUwwDEelwYauAojiwpjxXHiFsm8ht08DQy4W44U8BI1zxZBwruHfhA5ZrGGi/VLlpTOmrKrVnIcSD0KVrO8X0MLE7efs0DGgJZ3ZEl6rrbz59EF2/TcgcrWS8oSyhCVX0PVUfwNKZbpfyk/HBOo23Gj1eAJoEFhv2UO9UB+tQve+Ov0e2OViU6ErdGBkqPQcSnnqNFpOxI35AycIS10fQZqkG+cbg0U8wiFY7SW95K9RInBq5wbIgkiMY79s60aiZGReWJ1gFZoK1tP4YaxKU9hbkB1vFVEnq25ZBckDBnjy/riQA1xCcCjoo3RuOGsKMK2o+IDr/DoOM7Rkj6jx1EQS2pD6zhXptCLAzVuE8a19GaU99kQLwZJR/F5Vb/fgfLlHVKT3lntZzLxN0HeKGxLFUuNE8MQp2ANlyHdv2RK5Qwqp0PV1uu0j1MGiKE+xIWVaEBONEBdM2L4wl/1hYdhvgI1dxiBkSHnaUOwONdpOnOgrCPf3KHuFOfc4SRtZelc0wjN+OTXXQAz+9aqQ1yyUq0QSDo/OR2Y8kSewHXrpHeLaEri9qdl/SafFZyXQcWlHh2wbHONAR2ojiO9olt1ihoJKIfMdcoE19SS9Yy12GBcGcbpyRwQa8C0X9A1qdE8IHMFHLc+LoYLVlYYB4o1wS33Wd/587MWEqyLXFJVkqRbn3+sR1veHSaw6qD3t9pie9RmezQIZ0MHajbBgWIhOaT+Azh5wPoZB+r4JN9XPN3dbY9dv96uP/lU27t8iXVUB2qC87TT9vZ2285knHU3zyVuTmChXIsaT9TqekuDTll862IfwSProPsiMw/AjXwy/uoYm8N5R1tncH+CXRDBE2qstTZFNofKme7fGuFc7u60q6BdVpCA2l/ZCmowOCTmmPCOlFx6lh7L73y4eGcdGfcDxkwHin52+/8od2qVruWrD9P3KeP4KbrmVe3S9q9S5H1YhTmCbVFjvdgAF04HkILw6Nw1rOGDDh9oB0rHR3ARdDLLqiHTWq0MHB0d5eUR3/3ud3GgXkVBz9vzzz3fPvOZz7QPffjD4DHtNRRU/k53lbWGMRlFrya750IXRgy8XKmpN+klrkKClgtMOVAn7ehw2g4PTtqBd1dODsmbR/FdvvJY29+71iaTPRQiivHoQTua3qayhyhXlPzRVrvx2lH71jdebt/5ztfbrTvfa1u799uzz+oAbnO8THl3PXuni4XH7XszXI2FztAo2/5qH7ltUQnDexwfeNQstWHEupMlXt48RFsXM2h5B4pF2GUfFc8Rhazz5MspOKJf2wnGwwk4XrmT3Bay2Joftq3pIU7ULFsqtrzaO7nWZluPtwcPF+2Hr9xp3/r+W+37b9xvD6jn2pXr7SNXn2hPs8Ds3j9oWzfvtu3b93IH7mAL45egA7WHbt6Hnq8utyuO0cS6WC6CKth9FtcdeBmz0nSHSLyobvKG3YllsNiVHJWAv56WEU6K/Ud/zFjQp7h4uYKfUP0qhDZEuvHlYjpDXlk+glL1FwxjU9oaEKmiDPSYxDFcOJFnziFZzkFsJMejtER4Z+g1WW8HaYdnjZ4hXTx70r9+5dZ6Y2jDW7Yvws/QCLDqaGkN+VWo9tQxdUjHDOXPuOgLpaCMXIDzRzxG5ZBbY5J2D/g9R3qVo9MLbcuRI520IZVxNJ1BW/RJkQ5pZpcj4VjlmEz7ioj/HgPS89eCKRyjx/KhYSASJ0x+ODqDhtaGz1XQgYquGOrQqBtZea8OKN4rv/NRdBwr5UD11ue5J8dNzsHx4sdQR97CORC29au04jhZrvd/LppUf9qy+uMc3EjU8Yze2PIOk4YdtOJAKT+daugopzwLQl5MqtRBvZAf1G2gi8RD6iFP3jyPiW/7OEm+vFqWENzkhTOTzoGyfyewTIdOYxXO03JeOW5qDne5LftjQI4DlXlftOruQeGZkosgzGV1oVMG1LQhWKRlOPnnnKaM47bGmnUQPBkgY4I+kvJyfAxH689WqpwpGYNp6G/bobOz0r+yq48lLx3O5FHtXbY5VBnzMj+AOijPxhpZAeXBgAit6iHOnb+cW75oFK/ZWpfGnnEhXm0rJi3VVx8on8Um6+ewLtk32TbnM1DujgDHC2M2MbrYt9Opq0LBtjgXKENfbHl3hg7R2Rox907HW22+C44O1HZ3oE7bITI7hLeHjO8HMx2oWTuk7unOpF1+/Fp77NrjbfvSfhtNJrkL5Uf3EzynrM8G+SISmZcH7z5tGJhDeB1tPmE9oA3iLMCf4/Bs+DIo5UqbdEzcDeNaveXWQOPuArEMjot38fPpB8r7IpoThOgzwofubHHOjbfb9s5+u7q/2y7jJDoO7B51VwHyySBw3R7GCX+kDD3nX+lGBJg2CPZrHCjkOMEBtQ9yYWXIz24GQjmCUuz1CUW1+tujfW0+MnElljcyHRYUPwcXToE+aoS3565hDT8J8IF2oDprfTHI1WaUZxkDLhToexyjGzduYrj/sL3x2utxbJ568qn2yU9+sj397NOZmyrl5e1sFY1KjgzpW4OTXQWj4vEqowbFdI55PT1uM8KxDtSiNhwJKo7T2Tx7wo8O5+3g4ZRw1A6PD8ibtZ29Sbv62OPt6pXH297e5Si+g8N75N+k/oM2QTkeH+y0l75zv/3RH3yl/ekX/7C9/uZX2+TSg/bJT221X/7cpfZzn7renrh+CQXn1onjNnfn1mKHMEFhqnxdmFhUfIvQsA7WnSd4lNfBUPY5KR+OzZ7zQWbu6/culB/I9S1pPgNj631GahPLXgdqSjsOkfUxuFOUpIpyRNpofoQDdVTbnE5Z0FwIxk9Q65Pt9u1p+/b33mpf/vab7Zuv3GtvHbR2afex9gLheRa/q3cO285b99reg4N2ND9pt7Zm7Xg8a9tI7eqstceo6zIU7Y8D2nIPng5YHDQjr2GFXSZ/xwXDTnNRIJjncxd58D8ySFaOognixPAlRafFfncRcZ98xgAhiz5BqPHmolkLj4bVHDmZbV9KWYOpQJnqjA/LFhXH4OKM5aVo9jIpV/zYVd7l8FwjpEOnugo9rbgpco7cGJwDbSGk8mt7lSOL2pAf/mC+2liGXC8nLT9G/HaAFvhl4Bd2nD5IdYdIsM60yRA5r/AZA6v6LAvrgBu6IA1Si4zNX3WUQpmTMk6rvOme2wIde6+y6vCEjgVJr2OHLpFwk3oMVW/VH6NDWkmru2J5bqf+z4G8977P+NOoGxyoXpNtE6KnhlTbaMvdNpO+QIgD16T3+MAVBSInyhdIo/4Eqde4gurQNxFUINLMXzDDCyXlZRgTbuGzDdF1yC8XhsCzNp/F95lEOc2QICiKroMD1uthCENnITef7SgjLtUCche8obj1VGurvlVw3qzUMkARGsgVcFJUC3oZj6Z6Zd55FSMQvpf5xgnhBcTM+Uxo+0BeC9OmJhVEQ3qFBLst9Q7lIxf/OLe+3tdJ4y88cC7UEb5yLCixQZE6aqwIwxgAdKCit8jod6ACRJe8DGA8daCT5adqNM2j+gncoWGRA0Sts6D4DU0NaOVCXRmT1pvGm1b0ilf+It+QTJBALmZIY+Chf9doPmaMMaDEz90vyurM55kjZ73rM0a9d8nnOlDGrdMCsKle0Gny5S55eREVupUPAbEskj4BCeepO1BHDGRfSHQADZ+DOpyyTsPWFEdr9/Ju2798uY1xmDZxIEbb23GednZwoHB23EavjVDPNqbFyB8ngXAK/gJHaTYheMRZmtuewVnyTXpuCRzhUG3Faap4f45bZ2XB+r3Y3G6blG/SQA5H9NtD2iavJ447HLCxbwu8tNd2L+20bXdw6KRBwx0ZXvzIm/hgcYwT6TPGyhOBx8ky3fGibhR6T9urU+c89fj88cSLsfJFG+3fMwfK/rWXQ4icyk9fI9OuszJ9wMo9wWE8+RsdX0WX0ClVWM28gLiGNfyEwAfagVqFLLwo11LOqFwUs1fmPL9//0G7efNmu/XWrThQV69ebc8992x77InHUjYOVM30KG6D0FuusjHFV4YeT3Gcjk/iDPnCg5OTI9JwYHz7EhM/VwOlQQkXX3wr8Bft6HjWjk7cwjdtkx2cBXi4evVa27t0ORUcHelAvUX5w7Y9udQO7++2r3/prfZv/3+fb7/3e/9ne/2NP2t7jz1sn/uVSfutf/QETtSH24c+9HjbmfgA7yH1oLROdwk7kPMhYupXUaIzbY7qzdsaLFU0GAcKB9DnRLY496ryCL69smZby4FC6bmVj6PqT8PYO1C5CwWd6cZRe3h6kg/7zjAQFdUW5tEYT240Ox4cqDFlcei2nmyz+ZPtxpvH7avffKN94etvtK98/0574+6ibY8ut+cJHznZbE/cPmyX7z5sV5HxIby9OcJJw4GasNA9hgN1fbrRrkFRBXwf5XyX9ENY9FtQT9DtOlj7cKJyHnrT9RPnSfU9KO0BWIOWID2DSQbHkvcjdYk7OBZqeRDAqv8BXC5KBjVmkJeyN8qvoyHGBlAGVy01ppzRLB7k0WDZOCPn6im4eN6h2jDw0Sn7M9DowTQXM11ey3TwdeAFtQAK4ndue25oLCV2Pi8g/aQUpr+r8u1B0LcQs7c9RxIqX9rGOCKI1bxe3mON75KyOLbMkX7sEYOt7i1rHAwFBjCtQ493vC6Bs5CZM5ydx1+Fqr+gqoKbGMCeDzlaokB3oEyVTrklSsF8OShuznNSdC2jUdNhSfsClOPOEeeoSpVhs+R7iNR4lSK6YJB1OfrixuVJbZh3w1wqTgVtaEsv75RyqBYUhAaFdZ5OKHXegSI+NMMkQ+4cQutiiwYVHViJPgLO555JqcB7xZiZxKpfOhgdbLww1tuwbNYK7moN8uX5alpoVTRHyda5kjrL79Ulj5+kQyjngaJqqfPyGPqDH8dQjZXCNr7KS+L8hOYZ4SHqLyXSIUNKhFBUC4wPvR1ifQwhIVEyxqpGy8ipv+6kqIsZPZcy9m3WaM/BigOFwb9DHo6NFwV0CLtzW889UbdOk8/7uk1+Ss2zMubdCmiwjB9Qj97hP3esGGgZ9u6scEccwVdzT8en7QTBseQ0nxo9hNYR68sRZVzyxttbbbyjA1MPEnsXansHJ8Uj5xMcEp28bIlXbhkYFKSyBY7NgnJzHSjwpzgubuEb0w4vVHpXSQdK56m2/JXjlG18ODh5dpK80+2dtrW9y+IGDc4PoW04oIU6ekfaFjR8voMTdnUXO+Jqu3T5Wpvs7sHXqE2ZvO4ocEuuz27twP9kss1aj22AvCPj9I3CchzZY9Wzfj7CT42MF/PcjfZumfn03OBAaQtoY5X+qhUgA4Ejv+lsZ7n9ne4gDI4waFSXcA6QZc2zwpa3Ao89voY1/GTBT6ADNUefMbGZgLkLxd/J0XG7//Bhe/DgYXC8mnT12uUcY9BS1lbGoGFma5CF5hCiFFAaOkAPDw/bAXTuPbzXDg7ut+Pjw2zhs16KN58nGk1GbQel5wscoipOUaJYin73yWdNvCu0u7/dLl3aQ/HtUydKfXovry7f2Dpp49GV9vDuXvviH73W/tX/+9+3f/d//O/t4f0vtAlexD/8rdZ++59/qP36r32yffT5Z9r+7labUf9M/63pPBFOUfy0K8orl/ZdbFFxOlA4Jr7s4RRHx2dEfN2zBlM5UMgLLXaK7suD0TpRMyQIoXKgvHI7o0Wzdrx50A42abvyHrTmJibraHbYtnyFOYvS5oJFCJ62Np9s8+n19tprJ+3PvvZa+4O/eKX9xbdutddvydN2ewKenzsetWfuHrcnj49wkuZ5tukm4RB9P6E/rrHAPQFfV0qi7QHhLsFm+yWv64QnCJcJrpn2m2B8NQh2b89fhZ5mc3ro8Cj8VYhRWNFAV/s99LxVnIitogHb1fns5Tq8U3wVevpFuqZLu+evlu91DWZK4i6JHd+j8Ciaq8fV9q3i9mPw+OnG4UW6zjnr7zLoeL284HnHMS50Wj2tx30ewC9iebRvajkvHIN0V2l3PgzGhdXzni9Iv0NP67DKl9DLF2+V2s3bntbpGatQxnGl9drPaAqPksNq/kW+znpUE+mMg45XZat+t736Z16ZRBX6uLDufkHCcuKZ3tshWKLT7nH7I06tiUDRP8PzWDVVyiq9Veh4vVzx2s/OIG0ahNL59OgHur3E1M8Fj4aLbegg7ttrKFjFW63nYhB6Xqe3mpcjP33s53SImNZ5W8XvfdDDKi/vBeJ3PgwdenrF/PXPOwgcSSppVynPHSMJKVTYmc/8ZDQHR/AXPD3OEJIeGIMDtcDBKQfqrD/j2OMo6HTNpzhQU++OQAnFz1JevguCWa7bHJMGuC6ZloCgvJiowNydztKWF3lMyfNdTwZIp9Y4F+C4Te/UC7E4OL6Nz7s4Pl880amCqPdvckeNQnVhTCYoOMYBwonK3Sja5h0fL03ESdHpgMaGQedRxkgrh7Eckg0dLByh0d6l1na32wn1HUF3ikN1vL3d7lLXW0cn7a2HR8SPWRR32+Wnnm7Xn/1w2338cerF6YqMttr21n67tHul7e9fyh20Hcq7VTA7bVI3beVAUtotOIZ0ULcwBHx21d0pitR5qwPlWNR50nk3PXYGEWWX4HlRyW/1pW1TCqkyR6HMywrLdCp4uwPVzwtbOEs5gz7+V0uvYQ1/V/CBcqBkpE+I1XgHr5rk6iXKIFdJmPxe1fF29DHOzwn5zksfUB1PVABuu3JDB7RUcipLidLkmBmkeSvct95M0a7edbr/4EG7f+9eu/fgbj7SO5sd56qYV9bcbrC9PUFRbbc9b/lPtuNQuSVvtOUDpyMUkLzDGzxOcH529ybUiyqe30cZP2ynbpPDTbjz1k77g//wYvvv/5+/2/79v/s/4ePP2tWnjto//edb7Xf+m4+3X/vVX2gfefZDKEecQIj6SvS2tUMdOC04UBs6P8hg7lYgQjlQtD8O1An8EuaYNDhR6Hj4q2cb8oIIeFSOfmtq4UdsutIkbys0pu1466AdEbyjtsVKpiO2sThom9OHOE8Halp48I7YPovNdap5rL3y6rz9Mc7T7/3J99uXvnGrvXmzlPIucrs+nbTn78/bcziD3hfUMbpP1VN8QXdfXGJBuAK7+/YVwZd1PyTYd6bpPBlYcmJUdFApG0zrCtog9KM0LhragvnvZ/CLYzmP1tHB8qt1dlr93Hp6Wi/bQ8e5CO+WJo1Oc7Uux7TH4JHhsePY98rGoH3hldtef0833tvXIbRWjh0iSxL7nSXLdYKeM4QylsIT6Z1fUXq9y3jPHA4u8MnjRBrinsNfObp7xyvM6VNwnXfGrdM2OcYN4vvOC/k1352tvU7pGO1B6HV06OnvBKFJWC23pEXiub4ZIjGjjIvIHPYO+RJnAGkZeprtWsYJb+erclXnXaNL9Txe4bhhRx4CJvXL+epUwnKs9HyC8T5WJGodGlW2Xfl71IGyT3qdy+PAu30knumel7lV5pcxgwALDftuKI/O4u8UHuscAHGJPzSj55m2R1PcnmRdnaZohmU5wDKPCj2/g2lC+mwlM/07tM3xmjFHPLLhmO+DAcsiAwOZH+Dapzmvw5I/j8IyDfyOE/mlEsIFSBIFxBOCT6Kho8f56AgDeFprqUb3kEaicvfcHspWWSsHRDFd3eL4Ds2LEAKuNwSQZ3SIjk36nDRJxfxOWfqXRvlhWZZal6wsEM5VszOnGXyS7M5R5jNBXeHzr+kHzuUpc2XAkTeW93xQV3qbTlggY5fg2C36rI9jd2pgO3jXCGK5u2274c27NspQJ8g32+ZNuaz34Sn0vDfGCf96Ht05CwJMiiMB2+k2vsnufpvsX26LnQlr7WY7cTvflSttceVqewtaL9170L7z5q322oPbbbE/ao995IX2zM/9fLvyoWfb5t4udgmSPN5uu5vX8K+utyv7V9s+6Xt78KW3RB3e9fKYTxeMfQ46pzU+Xb9pX55/GsEvbM4YKN7V0i32DlxkKdsyb9MIysDTtIffnEsQBPvW/qZYIOne0aqGh5bjJbQG2qREbv51kANhQF1Cr1vo6av5q/EgO3HeN5wr/d4Q+hX924TeotWqHVNnDul5eLe8Nfz14QPpQHlMx5sI9AGQN/yo0LZQZsSZ5ig8lBgT3ysn7vfddBM/Zf0InQ7Gqd4Wyqy+f0K8KMXZ8s1EhzheB0fTdnR03A4OH7aHDx8QHpJ2gFN2RPlynrxqtj0ax3Ha2/ONPfttzys+O+Nc9dme7FLHBH2xlZdGzE+P8acW2c63tTmFxgMacozS9o7Spfbmaxvt3//bb7T//v/179of/sF/Iu/r7WOfOmi//S8ut3/+33yqffYzn2rPPP5c29u+RPt8bfQEQ3AXvAmdhhPFSuIbk+YYPgvvPEXtlPPTcJ68hLfQkYoDhdJWBrFYWUGUD39ua0RMUZDqGjffbPo2L8rONo8whg6p+6SNcMT8/lOb0YbpvRz9qrwOVDu9BG1cm+mV9sMfLNoffvHl9n/94Xfbl79+p92+iUKmO1wbrs1H7UOHp+35k3m7Vp3QTrxMTB66ve3A1i5sb+vpwIvGmI99ORb2aNlj9LnlNI56LzosDCpsvwflKMmCHS17Nn5cM2tNVkLlUIOZctKvX4IFKmEl3d9yuM22zKqyl5eeLoYl6ndJKvVV+lCesXSm04ysUgTSP5Uj4jKPjqK3k5F8juZpPLgwZb2wMhqcOkl3EfRKogaxx2yRkwTHGB+kS0Mt8ChDKEnQyBGcGMucx4ghqeohF2bIIsGFeeBHI8JUiQOdvMfkD3z0epftMW5eUut8Vc4e06ecSFkeNJKMuzCLY6J3WpWNV2AXZOQtaoQUADr9rPFA+oQQOQ6wEg3knJ8cwZV34xat67ieVyl5Cb065Ef8XIXmLzKXT36ss+OsHM7ServeAYoiNGmMNE1xPA5NOweYTNAaqEnXwaHA1amU942WyjvtYZDIc70JbeBBvg2kq3NjeHHunHVcBMJ44SkHDpIfJNP70/FxxmGXXwxWkitHggR0XH8uTbCvHENmmdTpmqYuGRNKDkLNdfMc81VLtUv+RDNeqQMYcUyLUymcQieVKln+IFrn5IGU9YZj9KpHyw50U8ofEMX1eR7L9zHvzoAyJe0ZG1VmpGapvBee6x8nYZgAmD5ES17S5GAQ1FuO78KhvBkSXAGbkGetNJqHguqopMkKaXGgnPxA5Gg9PVhmKLcEkcgoOTH3WAt9UY3bXW1lmkGbSz4c+cv8dD3S83SCcy6rcexkjPJeR3TeTynrWHPY6hRFpuA6lPFv0o6QBqpPOBLywhfOlZWy0VH33DbE38B+0E5wLNY4nON8FZ6oNstPTvlipglYzhUzZrTRrXy2Q/2Yt/MRbJ8XOKsfCDAxhtPdMfbCzl6bYVMcg7PY3W7j60+0zevX25vU//Wbt9uXfvBq++6NN9vx7mZ74pOfaB/+7C+165/4aNu+doUC47ZxNGl7p4+1K9tP4kA91i7t7xF24izpwOUqbhwonEIdKHfPICAdp2z9RZ5uNRy5QIM7I81nzBVGXlBFyJy0Ef5DUhkYlJ9QcXsUEgSPHbThrCd1OXA5z11O5KROFt9fL3KvGvl/9w7U+yg3yORvGzpn57hFru/kJL1b3hr++vCBc6ByzMTjzEDn19YCBkEU0BxlxTRioruk1za6lCplRcw35/nyh9q/7JUXlYTPg9RAUok9PDxoh0eH7f7BQXvw4LC27hH3mSe/jdIfrnbRytWp0RbOzHbb39vLK093dz16y3ycu1KT0Q54ODkoAx2o6ewQRXrStiYYJX6jpeGMYL77tM7ByW576TtH7f/43/6i/av/7v9sf/HlL+CMvdw+9/cX7b/6f1xv/+y3P9F+7uMfbVf3rrftLRwoN7FtupHtEuV9tbFPBaH0bF4+zqtaUe2U8+PRJ3x0oLyDlNfhqlAHN6KkRECeGpldK3n3qsmrDhjm0Hzht56O2+ZM5+mIpPuEOyxwd5G/d6R2wL2Ekn6c9Evt1Zem7ff/+MX2u3/wvfbVb9xr926zYCHyXVi9SnVPQ/YZqrgKhyOVG+l0TR5qH7OwjWFtNCyc6nFbpoLdQXNfRtlf5nwba0AjKCqEdJvlCyTiQDlGDObT925LNGrzynlye1Ff2GoRDynSMjIUEciWqj+XBnJDyy9ieeYoKnyDReShp/T6im4dq3cKP0EegdCG6lD7ClA3BVywxOj12S/eWexGSz+6qBtCcOjPzoO8aVhoHGjsxUgjI1NLhOGoTMOWAbB8z+tpguVstHOt16GjJlLy8lNFbGf/y8PpgL/hHcIaU0LdofDPY4jEMEr9HCSfdiYOHnlm+/a+JBonasnQtpznhFxFJUAxxkHWcfFSquKraWGpZwKmGzokzk+1ZuCN8+KvCjpyBNM69Lj0jcaQBC2Bv6QNef6YUkHihmVTA9YQXI/mSTjBsbPkIMd0SSXkIJ/qVAlo3EaFUocXovwYaBwoEMWLkcvYqeemeiiafrfKK/Ne3ddAXRqZyrxYSUic9C5nyzsml+0TxONP6A6UQ9nU5CgDsQfB97E/FAmVnFK5zz85RgpXqnLNL2VKd1hZ1Zw3VIY2ANGKkZf+GfqgZysDDM3UQ9yXI2jcB8Dxglbu7Ct/QsgO2R47bZPKwIeeR/mC4apNbpFOhFdnNW+NkwS/NW8Mlgvaci6mH4eaLJF1AM0n2GJxU3wFpOE8iXzMp1zXF6ZblWupwaLiZE6ZR4g+K8GeQTonkfSJdxAtb58UppUlm6YODoZNtiGsBTbf3lC+3hWKE0bbsiWPzBPiaZVyZvBZm2PWFwr5XUGHdHQawQo9+OPFA6XpuZej3IGiarI+54FB1qUnP45DzIGMcRNtu2uaL/1j6aqXF3GeC0pDe3Sc9dP6nbLIXHrQcEznYiHC89XnxxRiZW2bl3bb7tNPt9HTT7XX4e/Lb95sX/z+D9rX37zbHrDMXv/Ux9rHf/WX2rO/8Il2+YnH4QE74Girbc8utUtjnKe9azhPxHd3siWx+pl2EtxC6V2pfhdKByrdQ3zks1Pbe/hPO9GhOsleqNhCiPmGpBeoHY92OGPUMZQGB2rEFhhTSGcQXATrnOivx8+IprxzJ3ZdH0SGgZSyEjrlwJCoPIU6nNUu2IdLkPYQ7fBupu5yuAKFV7j1vKAg/708Ml0t8LcI55o4HNfwdwcfSAeqJhwB1hyoXkHJgAXBSYh7lJlUXynvAzxDHCWAWpz6fabjKJGtzXEbZ4ud5i80meOHJ4ft9t3b7e7de+3+g4ftAOfp8Oi4HR3rOODioGV8zim36pns25Nx25lM2j7KyTtQnk/GPrRZ37HIW2xUaF5WAVwoZnMcsdNDFg4N3hOUhU8HyOF2u3N/1L7x5Zvt3/7rP27/2//8u+3F7361Xb9+u/3mP91t/9X//dn2G7/54fahZ55u25uXoXuJcLltjq8xb31CSOfJWzcGp5DLiIrL0B0kXQ+3O7p4lsOUq4m1ySbny9CL5hxc91yL4/a/qQH1bjg+JNxt8+PbbYEDtTn3+Spfs45jt/UYftvl9sPvH7Xf//yL7f/6/Rfb17+FXO/h8sGi37K4Rv2+KMK36V2hY3ZQxhNWnx1E5j7svMkMPjR8/JgjHR2eVN4T5LrHargDwmihC6QcKYjytX9cyFw4lYdXAW1KlDU0TLZ5lqrvt1us9q0rpRTrCtGhBHKMBf76r0al9Z45UBg1oAseDaapsquusLAEz003rYrJh60w9ggHiowYYEU4+alzcUCbcMRdfODVoH6X7VCTIBU5xhWfdZguGR3oDfe6D4ugqEtDmx+vSUiPAgGNh0LK6TmoUV78J1jO49BIRSkZg+ZsnAUNFc4NJMSgsk0iW15Oejv8cxxwCHS2BsmXcZzxQa8WiY4avFWInEhMGToiZCXokeB5Dx2SPxASpwchcWl5Ao7bh0YWth7TgI57kZdzIA0Qg0vByCxHI2ST4T12K7PHhIv0gtrLQS/GiDSRdZUoOBsPFaRjufCMgLza3MdRd6A0Pg3qUDs8Bvbyr8C7oVNwc4WeOtwipcGacdRBvjj0uoU4ZyRenCeC9dl2n39ZzQ9JTtLtQPg3rEBmIIyqA5zv1l1ItX7IVxWpMSap+vAr2Aggr5hPLvJDB/nm0W70C3mGJXcn5L/qWr4KXN5gPM/yKAgMRsdG6ksBgnQgZh0lT3ka+Bqs/WGmV+MB9UP6yPr40xCVpvHkS5fowCJQLRCCw7pzuqmJXhAWqigg00Ujy6joJvPTHaj6zIKJnV7pk/QTkXw7y3wVSFXbDwOYL3HyI5+eSuslpC5AxpHzSkFphi8Yy0VS+sYLYDoyx8hAJyrjI7L28hi4lM/FNOKGiNT6zBTSf/XdI+nHkpj74ooaDWmz3pHsAvZULgywbnmUjjyJIm6OhkF2XmjIFCTe79Iburwzp4lvz1j/WGaPZqftwKWV9E3ftvfUk23z+pPtDZj72s1b7SuvvNa+dfuw3d3bbU9+4vn2ic/9fPvwz32yPfbkU217CzvgaN5GJ9gnW7ttf+dK29u71HYnOxmXXoRQpvngOfRqqx7tt420y75tO5ttsnupTXaukn+J9o5yF8o7Zr6UQ4drG9spF4aRnfLInVLKpryCkmCARtAjyvEMquHac24NjM6GH2WYueOci8BMkM+gPxokawD1DFbrcvysEIDeRXLvZupafYF0emWO3Z5h+hBN+jlG/tZgtQXvJq41/O3A1n8LDPG/c1gOVUZqjIBhxDqIu2HhCDLdyZfFi/SgDYVdwHyRhIrVJN9S47cOVNRTHIJDHIE79++2N2+82W7evIETdacd4kBNfdMeZX0Ac2d7p+3vu1UPxcTxyqVL7eqVK+3alavt8v6l2rqHotKJGo98rbh7obsiKX7hBFZxYHBIUPfgaA456bbb/Xun7fvfudG+8ud/2b77rW+22fHN9txzG+2XP3e1ffazT7YPP/9429/exSnx+S7dA68QXUH/X075cp76XSjqzdOzBnnw+qthjLIetfnGGJ1V+DodFYay3s0yz5DXGCnjMmh9JCLvidYyOsEZOybgZM6ODon7EolyYjd8Uvd0gr81bvffOmkvv3i7vfji3fbWTRwsUHze6To9cY169wgT+m2HanboD59tukwVu4Qx1ZQNoYGCYgdvl/7dg8d92rMLX7bCRUse890Uwgj8vAvQMUA9rnNLALd0qpmUGf5iaCWfccRBYyiLtcZA0vmPRVrlXXCUWo1DDS2VP/FhIYmhwTk//icvDuuAa41S8Vhx+0mKnCtDKrG8ufVX2NLq6crE59A0I+QzD2Mnz78BXzoJlOO4SUfmmPLIK1fPpV5BU6ymmOe1uNedORdL4uQldFzSe9zRfDaeiFsYq8E7sL2tDiS3mm6Q7kLZy8cwJZ5tddS3vDNIML/HgzPQTxwaurHiu1jaznSQ8WoCWBVAGeRHAE/7LnJZTSeI10M/X+ZzKgzJAatMfEjQYItDQKV0y7Ks8ZJCSdyC8lUGAycRcIWMKwjEoFwS4h+c9I84jwrSyw8BiChSEPmEkcpLVcY9EjyvvibipJMxDeUeSA96GIa3GDtEY3gqa/qRoxchYiR6lJ79kP63tAn8hrwyqEsFeZOaePzJy4C5rDNHI4FK9LxTXR6HdOOCx9AnqPNm6DTHpjrQK/0+j3JKuvE5Mvb7PXP0h58ncFt16UuCZaCyOFV3QgsmDRmPA3MZ+x6hs5wTtEmVqeFaxisnBg8yl3ImkWeigpHrgWbuFiBn36aY8U6hpGmgKvdY97YBCWSMDIH0U6z42rJlkF7R8txt5Bso1/QhwWMF8HScJZtxV3xo+JvmcqJzlOFqmvmWG7wGZWH7I4PgyK/pNbaUxaAS0l7vbi7Hs+fgkg2QQGIf5yZahXeRqC66rvSoDMHYgvbO0SlzHAKOW1Q0Zo1yB4Pb87yY4S4G16/MeZnIqCBEPr411ueSiZOqQ5dxy5+vIa+XP4yDm+fuismc5/uL7mbhqE+3yeTPsunC5HJq3P19E2j4ZiQf7t2m3m34JmxuU4igI+NdHt+0dwCfh7T7BFonk3E7oL1vTaftxgl2yuy4HWNfjK8+1p54+on27HNPtqdxsJ7Yv9au4kDtYePsLI5YS49YK6f4Q1NYOGRNfgDBe21BmB/fZb0mnNzFnrjXTo/v4bFxnN3H3qldMU7e05NT7BDfQHyIw3iIjFnjWW/glCNjFptq7pt93XmCQ1RvdB1C4vZyZkLys2uDlOrnId0/zxPUKfYBIUeRCZISBrm/J6zgnUWrjrA1AKf+vi30P/8Fyxgsb6HkDZlJC25PPwNt0sr/a8J7tH/gIPBjqG0Nf034QDlQQgYFgzED0nMHK8prOTgd3IQYrSo54nkI22zLoRFr8qLcyNfBUfnrID14+KDdu3+v3bx1EwfqjXbr1lv5EK+0vJu0s7vX9nGWLl++1C4R9rOneK9dJu2Kt8f39tvu9nYcsv4F701WG1Rv1x+9AQQUzuKkzeYnnGH0sujADSzutFtvTdt3/vKH7Wtf+lp79QffRqfeax/72Lh9Dgfq538OZfk4LoNGgB/PnVPPxk7bmlxmYXMbH1qaxT0rnPXGYOlKKOoOVjxSdojXS33FN90Fupc3eBfJFVPGdVoXGAAcZzhAJyc4UMco3yMU8RHO0wHHB+Q9pHknkTNF4AFeZ5N2//ZJ+8HLd9v3v/+g3bk1zUL2BGw9jowusQC6t9x+2qIDNW90nHYp75Va+1t/bUp75FEHZEL/7dLWHfiesPrKuc10UYshQdAYixFLntfqZ67SxPP9oeBWumCvlOpzvCAdQiTmkcUyV4GDW3n5rlaCUk3hhIxFRe+5YueY+gjiMpwSRAuuZAttOPrX41VX8TIE6wud3oseScuCJq/KcaACE3ZDHQkYDF4J99wRl6oHRuPMIRSdql4mf6L75zF5lIPGufMcKyw0OgmnCRioSYOzFQcq9Rm0oIa0uooJDUTanSdbPLds6ur1RSppdfVs0ZV+DMukk0OBOIz5Q5ac68xEtvxU2nBuNw7pPU/ox+JwCJTpwfIeQ3cl9HzHrrMn/c2xh6KlDPyTT/GVSPFOUgWgjDvwsBjropB5lFGXQV+8Xuc5HsBLPcGvYgbnRcYHJ9kq2dMF8PjPkKh8TlbinV7OzXKOcVK9abxitso+8jKRfefVbglv0kfmpQLPSdeRXzpO/cifnKUtvU7rs/lD/Kwd1ePneBtwVkNpMceY2kW9Ji/pHfArXs7fQA2+yrkHl3Fcc8N0qYkvh/bdUL98dF56PO2reZsGu+07gTT7EBwdkjggmec2eKBLh8pKOTDoYh2UtNf6QTOZvDgR4IkbWg5GBp7H5fmgvxJM73GNfEh79znfP7SOBIgPfPVQDbN8pVupoihxVDkdJad09X2XkH8VVwrLMUE8zicRnRlIp02u27kARX7XOxwCin9gI/lWnosz/XbOFD5mODOzLZwmAmvMBAdqAs4ExkZU7Id2M29Iq/6mQRGgxxFRL3hKF5QZ9etwce5LF8p5IlDOZ4vlT07qm1WE7Dhh3R9TB7I1uCS7lJ7i+eU7TWMD5Q3IfWEaTtUp5U6Jz5HjCfUdMA4eEg5g6wDn6f54q93i/K3FrN2zqbuTtv3YtfbEM8+05557qj337PX2zBNPtsf3rrSr2DX72Bi7OEzbG4dtdzTFjvDzvIfI2vUZJ8qAM7Uxf4g8HjJkHpJ3WMfTQ5rlpSgOtH9+Ms/bjKcnrPGzA/CPadCUo5kz/qcEbBlfB+zLuuDRcR8hKkBd5nijht6hdnb+CchKGdvvQ/+npzOoB6RVeLdzSQvnyg3xBMfWMiMQ1EeEZZmzSCD64hxC5Zm2Srtf5BcK/8cE70Hqx1jTGv4a8IFzoIQoLf6z1jhgVfB9cPZ00nK1vFAzoIKRRct8dFpuW6OwUAD3H9xvt27fam/deSt3nm7cvJk0C12+tN+uXrnaHn/8iXbt2mM4UJeT5t2nfZ0qXxyxs4uCmjDxB+M1Ac2XFYZ/dQjxzqYKZYGTMZu7dQ8XBqfLx04Xi+128/XD9o2vfrd9/atfardufrddu3zUPvWpnfaLv3i1ffSjl3HUcPqgBds0x29I6EDVPuXuOLFMcLT9LBA2Qn48J9Vz888WOfjs+ITENRaGuIuVpXzxxoLgN69OcZx8295idtQW04M2mx7iPD1s8+kD2tCV7yB82qUD9QAH6tUf3G8/eOmg3bt1krtKj7OAPEZn7GZVdvG1nrpH5uuG3XonCTcO+uY91H/uMLjY5WFb0raRpR/3rSuCLM7QcE11oa4WVYBz1ldxyAPHj8O6bz7LoI1UV0cMxF1h8/SxR0L220jX8pTgmGcjzCcoKekaSZeTJ83uOOWbIUO86FfZpMmpdDlWffAbfqRLa+WD4HEZXNWWATyPDjKK5Q1PlIRSrnbHSOHYnZBuvEA0R05JP2M+0qpGZJyZLneWLQeGIwU9SiOWFuBp0XP8GfpYtAw8ZSwyrhxbw3i0DulXD1WQRp5DM38lPc4QlXgs/qTV04e0AbdedKDhWlS6YZuRLg2PwZZe8R4gIXkk9OAD/T5D149xyB8ROn7hYAyYTmP67Or5y0BNCcYZsJhtZUBwvrxCm7KV3u9aip8r9t0QXOLV8awcgUjSww9hJa16g2N4qWPqJt9QOOeDbSkZSq/i8p32y1/w+JUAkK2Z8Op4kbbyEEe+l44HYSkj0zlm7HUepE2qwXGzPKIDdCCsNzxQgXZ/2tfLEpY858ivzhCxfHhVnjhWCjjWRZDXxDHC80Hwfg7P9n9dckJvM+ccZ2POxxQa0zDjI47JT96cY4UtBDEi9LG5CVHs5SFwDg1npW1Z5tlWDfu0GR7Sb77QB1oIzLCFYH2bq2FjC52xRV2EzRGB881lvII6xOMWDRth2GcLFyFOlDIluIamzuGYDgE/d+IN/BUoGPsEZkmKnqEfc7HGcUzo/e/s9D+HAY/m1p0ior4NNh+c5U8ky2deU3fWc6u0DGW1x93K6TNIHk99AGoGr9Ka13OzE3AmMDShDzOHKepcU4JFD0lS50LnRf4dE+DIsw/tLXC+3BaZ8e6FqThP3koS1Zc/2T54Jm9MnhdP3aViRQsHexwnCGZgUgdty6vNkZcf4nUt8y6ddz1Nc1Qcw8cB5w/BP4DewwlrJw7UbRi7iWNyG0Ge7O208eM4T88+0z70/HPt2WefaE8/+Vi7fvlqu4YtcJnye+2Elfdhm2wewde0TbamsHFEF/ryJ8LpEbXhMLG6mj7ePGEssS57ZMwoiPTxfIEDNW3ToyPW+QPkYdlj5OjnUGbIXefpOA6UF1M3OG66wycXeOwYcPL2D+JIPmPAfhQcU5wmibjS14FSgGIOHOR4DnI6FFwGgYwqVnChmFhF8XyGbLxfsLy8LgtBdEn3XFrnqSBlflzwYyS1hr85QI+oSf7uoQZogSy5FS/Gg2PWVWYAr4yr7FRYlvHbSw5qUbzql+81oYAylgkq5wcPHrQ3b76J03Qjrye/e/9eu0OYoZXdmvehZ55pTz7xdLv22JNtZ2ePCQ55COatREx2vwkx1nEKh9Y6MKYG8vY3p6U7KJMtDk6tkzbF2TieP8y5b+oboe6m00n76pdfbf/mf/3d9rv/x//S3njty+35Zxft13/jevvH//iZ9vO/oAPn957GLFTb8HClTXavt539p9po8jiV+CLvHdrFEu8dAN/rSpW5g4KR7YOx5TJ438WzuA8yB7e+XOKEKAsxbc8iTUp9+tJvXR2gSw/aVAU6u9e2ju+0BU7T4vhBmx/iPB3eI36PfnmI+P2GxJi+8F1E11C+19obLx+3P/3DN9rv//4b7Xsv3s8Wvmcnm+06/E3oEGpuJ3SqVwgv0b+P05eXkJ296y59X1uOakZOW9m2d5WOuI5g931RBouV3U4nh1t6mV/KUt6rkBo9Oiu+oSnrJHn2km03nqL81QI7JNAvMQaIZhsMR2n3ctaR0vynDFBj4AyK7hmEbI6VGtpDxGNSXUCGAerV6uRwWikEcYf6OkjPhZ5VeJgPcoZMkGOnW2U96+f+FsRARTBnV9b68lX4vs0xxrB1m8BP5UdiSXA81fKoOVpGkH89R7BMlYgJQ6g0QQyDuDZPJ9hM+9X0XLGn4R2/ssvgCVQVgGNk7mxa0nc57vE0D2A61nElCEzn6BYNZumfqwOQvxo1Z2U81rgQijNnlimeWb7jVi5AP4e6Ql2mYURxHod3SQ080r3GUIYqddEXvoym0xRS/gKI63jvTmaQaFjhVisyJAiOKe0d7yDUXCr00CA4rEYGTqJjKaRc1XxpofUMY8hs2z9Fj5zIq22EfhyozrRHzi29GoRzUuuJnhKXdgLyy7Y5s3wIhQbkAgUwDPO0qRcXHK/zU+/0a9X2XkQ2fc5Jd0gvuSB0BmK59SY4/ghMeB0YjUNHd+qwuGQqCjllXvEAEfnJs1CcOl0dg+WMIDPiqRl5OU/tbx2XLUazW8tqvFgXnZR5gJ4GH7+HLPCUPXQX8OYFIpKSLtXAkhHAajhg+tOvzNe0335z7EkfThJAop3yk+eQrB86RQoOTKOM7dahlXDmbxoHhojpE1povCZVIOpKJgg6OtsgjLfhBSfDet2dcQIvuYNNXlCtLwWrVcVqjUc1zgiH123bI4TpudqoSgK2DT2WZ/M4dXc56DhQuLNjcOnnMePIJVpeT3WgpqyRroXIZ2uM84Qz4/68BYvXfNP1EBdIJ5u08ZYvo2Js0V1zHJDZ5nHwvLBXjij1ICPnly8S7CEXvKgw+ojMI84PwJ9C94j1G5enPaDd93BW7uK0TP1UyuNPtCtPY5c89Uy7/vjjbc+XTHghd/tS29vaRZbwyzo9n9+FDuuzF90cKMjDMeiLTHz+KTL0KH8ZSMiOiW4fTDf2YWcPhG36YtJOWDzdiruJEhjRT2P48PmnbJ8cKRMvT9APHLfHu23ix4AjD+ac40u6OIS+xMJnzfihT2w0IV0qcZ3UupzhymeGXD8a5P5MBzqHanAZOqSFBNvqn1D5zrpVzEfBGe0BesIKOFYNmReyIA4Jq9o5ukCEFei578XD2+CM7Psu3M34izys4W8WPngOFJElSz2RYNTtZerKXGXE4FVtZvseyskLQAEthKzgTii/7XTU3nzzZnv1lR+2t27dbEecn8ynhDmTf6s9/tjj7cPPPteeevKZdu3K9TYeTyjVzfOi4uJSU7f4ylEET+coR5W82wvkTEZ0oDamKCWckcUR/G22yQRlg8o/PtpsX/yT77T/8X/41+0//of/qR0dfqt9+hcm7R/95vPtN/7h8+3DH95vEy/Vuahu7bTN8ZU23rnetveuo8N0oK5QNYoPx8VXpuc17SpH71BoBEctGZzeLih1lFmvKp16rweGN20/sionygb4xj6cJBy+ExTzKQ5UO7nV5sf340Atjg/a6dGDdjo9QLxe0ZLDbWiiZBdX2+LwSnvjpZP2p3/wRvvDP3i9vfjSPerYbE/iQF1lkfGte8fI0TtN2iX7VHmV4KZEQQfKO1A6WZo+l5DWY3D2JEuhLiNrQBYgxW6/28L0Mj/ue6+lg/QBz7g2nUeDvWPI4ikB8SjkUPM09DmW5M7iHq2zO1CevxuI24PgsdOIAvZoO4b4OYLEe5p8Jb4Cyi1bjDSE4C4GEOlDc9I+wfhq6FD5Z4q+8isexxtive3CWb5BM7LnaVJjVECxjOtaTMT1zL7IvCHVOk3rIMfSOKvjLLeX6SkeDefbVSlexdeJMs9gnb2uTtujTfXY+1JIGU56mX7s0MeAYJmLoUOXR6/3IhSnF/Lkh0JvlzOBn4wN4tqQg41aCf3QC3UgUWPQ8VkOFAgDjXMgLXCsN3VfQPC0O1DObSXc+6KGC5LPCf/oM51f735OsZBPIKh/I2EdKOW5hIFfD0PxJazGV5sV3uAjDpSNA7wblwYAHVc5GkBdgtheWDJVvF5HjC/+Y+sDHhKYTzVypV2pxuOQB7nqDN2BrxzIMtf4MJ0KBjIeMo5kjnxrKB1TBVOEn/SdfxiV6XxKFS/KvtYd+yV4BFmK3hK9p4kkyFA/QKI4F6e2m4tcDhQ5EV4dXK+8eBHnRY8Hmh3MDx3rMZ0QX1k0Gpj6h2AVGb/DAMgYHiae27knGNrbuzpQGM8QOfEZHwjNQOkOlG91dJdYHH3rIdM4LOYOlo8bZUs3jPhdw2x5ZcAWb/CPktSBmpHgxbQ4UNCeU7dzZDLzwh99DD07KE4Ug9eLAptjeNMhoCELHJIZa3jy6Djv3uUtdnEYNtqMBk1Z12YEHdrc0YNGbU3uzhP1ylgcl3Ki1N+HdOgBaQuc5hlr/AlOykPafW9+3O776ZGdcbv85NPtqeeez8Xd649dzourJOVY2WZ06kDVroQj5uAxzhCOHPleeLHP4jQhI+dqtjAScuEN/kzzecY5q29tpt/MizJO3J1H2U2cqxH16Rz1canzZNvSlzhHO9s4cdv74GAvQXeafkB+Ol0TL/zSS6TnxSwGZO9qoOO2gSPq+mF/w3LW+0eDGLWyCGcO1CrYkQbbW7EAkTg1/WQF+pl5Z7QLlN1F6NNF+SuCjB0SskOlokP/dyoFndT51PcBvaDwPgq/l/Nk7o/MwxreF3wgHCgZcGGpgVkhY2EYEF0x+GrxXEVSIahwSa/BuzpAnHRF5Gh21G7dvdN+8IMftFd/8MP24ME9FiOU7x7OzI7PPO22x65da89cfxol9WTb3b6SKaoCLpAO8W4dUJmDVKWdveyuIrkDhZJSU7OydQcKVdRmKLaFW93gd4RCUcEePJi2P/xPX2n/6l/+f9rn//B/bJPtH7R/8GuX2z/5x59of/9XP9KevO6rwXFmoLAx2kUhXW7j7ccJT0D7cfi7RluvwMp2m89QbK7Q8FJ3MlCiWYBrEZbHciaUDr8LnCDdFOXoVTcdKJ2prCQ4V96Bmj/IHagpDpRv3Jud+ACqjpNv4SPMTlB9szZGoWaD3WK7jXGgNh5ebq99f9r++D+91v7oD19pL//wPnnjdm2y1fa2cCJR9ieIxeAWDJ99usTR11koLR0rnSivHLpQ+oIJX3d+nVzj4tiKakl6o2Q0BPvNo2k9X4kInptPD4W28eBQwGMPvcwqDUPok1AG0ACeD9FVELenp1xFY2g4TsOncY9miNxpDQVDg7jH4AxgmXJYXCzOHBrDKm6Pr6ZdBMsKLjHiuExdpCd0Gj29g3x4HZGZwF/MwuDJY2+bqcq801ql0OlWmcLQaO24q/mCx067zgrXYB0uwh23t20V+lgQVmlZtoeiWmOw43eZCKvtN2444+nt0OvpfAmrNDqYv4pjGfFW6xZWcVbB9FX+V/EulpHmxTaJY0hb+IkDpaGlBQuGOkQoncw/59JQRjpPPruoKjRR1Se6uKpIKQxZy3oEj8EjVC0VhOX50KjEJUCk4wt95RrYW0I/N1v8PsbDk8ehnIdyU0x1BlS+LpU0Op2UIaQYEeMBEpIH4jJNPgFxuy7pmV1/ZM3iuOSHUGtKZUZvExVMqv4gbn0G5KIDZV+FhkhDvgXTbVQ8sALQfglIiP/MdHEEmdKBIkG+Bh/1LNs0j6AFqLP7snGgiEevwZO2tr6C/IkXBwic4EJgPBq18U4Z8u7+OGIt8Y16zjeXsTgelJmSkO3rpPveAp0oLx51B2oXvB3wtznm3RJj2mf95Ck7myAtr2mq43XOdKLCAw2KwQ5z2SZrPRYAr64eIAmCW799f1J/62F2o5C/lfeX43yM3e2gE8WKGyGASx3hmRPrWyAMnTFfTKFzYUepMY85PfZ8vAPve9DaxonaYGWetUOctk1sk8tPPNGeevrZ9vSTT7Rrl3ZhC6cNwfhxfLeP7iBLn7eyY3wVe72sHl6Qq30WzeyYivNm3fABL7bGCxNxGL0AasdR1sccjnEubbMOt3eeNkf1LJh9rzNong0ckbezvYftcgmcSTsB5wScU+JbO7h35G2Od8HTWao7V9nuiZaKAxW6bpL1LuK7OVBKs88Fe8HQQWZMqVxpKd2c8ePRs8yNDggm1JZpZzQtm3IhcB4cxxnDoGSuZ1JAyT73yKnzt+4Gn0EndT71fcCPUHDVfH9nB6pw0sY1/Fjhg+dAZbTCmINxGJAm+2rYWW6n4wCplBiwKkfBiWIzymkwwSuj03b7/t32yo3X20svfr/dfO11yi6yZe+x60+0/WtX2u7+fr6dcPXS1Xbl0hWmt88YyUlNTmN5za2bsKXNr1fy6rXqpHl5TefJlX5woIpvjFu3fmSF8X8UpSSBu3cP2n/8v77Q/r//8r9rX/yz/7k9fv1G+ye/9TgO1M+1z/7iC/DnNr8j2gsPKNYNlNRo+1objXGeNh+DR92KqyjSnbpSh7xy1+l0WGlQo3GKULJOdle3PKuVtjwAx41y8g2OTpTOlO312084UIuZDtTDdjx90E6O77bpyR0cKJwh38qDAt9AFr4hye0MWxt70Nxp4/mV1h5cbT/47qJ9/j++0v70j15ur76us3ap7e2OWXweooSPWTRn8UW3WJR86HfHJqKdVdBeLVQJ2x7T9gj7cHYNKjpZZCFHx4jtLaheQi2YCahCM4TyV3QLXE7KmHcJcb0zf55tPkqGYN3E/JOuCtljbWuplzdU+gVIHcuKAg5hwVS7wGOMoIwFx2kdzZPo2QzsbclPfitWCN7xkXdBLmPygXCGV5BzCPW6hUwrwxAv2ZkvJ5wzXjxaLkczjfCTOOnyFtqkKUe3TaYNQuZfzz8DZV7TmJo41jJXOGV3lBw8D+5QecfpQQhueCrWGMUBjXbLhjL/cjKgFXBydl4xaVpvAie9vLkadNI+GwurUNz0tBpTj4DI46ytASLSrNQzHgJng4B0ZVLcnXHQqQm9985Ss22ZY9E/g9W4ZKS02qZ+rNqgRSTPwxD3ir13/d0u1iFZCEwaykiNo7G6GK5G5K2SwYMPxxKIJcsK5iXGf8m8wDxPPBZ//HkOHVukXjBT/OAKjklOanwJFjhz2i3vUfblu+YfcQnYNg+k9/nqQe698yROH0XSMAxoAc8FNH5kFrkAoU3wDkCe80MAaQvJ1a4KJe+CxMPYGd3g+QNUFjmc6wRkHmkTkyF+lQVjqMByCZxae7RhKhGPIAxHD7XFcIBBLgbBnGV/eIRG1yXeFXTMWD/LATzpZBCnA8q4BFd6BtdGHJBNnR0qm7HuHLP+eAcq8420OUrSurwwaMdYn0usTpRem/M8z85S5zYobgncwpFZTOCDOu13koHiVZoeSwbyoOxqZsV5gjEv5gnpPwi4jItg8nSGlrONCFb67kobTWjx9ginB4cCfvNYluw6J6wvgXk7ODgGt7TFcbAS8nQWda62cDI2cKDwRNoc2U2R3Yz2jFgz965eblevPd6uXb6Es0IGDfEblQvW4dHWou1O3E7oHSScr/lWdm7keV880LSTTolTrrOivaSnyTEv8nGscPRNt/p2G3iRC+9iYTPlWjE0Nzd83tuytqs+V3Cid2sf4Ch592k83sfkGbcj6vMCqA7UJg7UyDtTk708L6YTdorgSitBz8HhIJEXBO6aVlsx4cM/I8Yd5APYm32OhgFtm8QtYYZnGYlJFTI+g7QsCBivsVFwVoeU/LWcP6ulPDlL6bWQQpFyoBgj4beonDWiH4bI+4UwAXQ6wsBTJZ2ld/P9nPMUxIoKjn9Pf2Q+1vCe8IFyoMqyIzggmdzZu0Cfm+cVq2kcKN/ONkJJo6QYtHLvw40z3xjHUPENOSrvg5OH7bW33mwvvvKD9vJLL7WjO/fb1b299uzTz7Znnn+uXX3i8baz53Y5lMF4p+2MvPPD5Iagk1ee8j0q6lzgNJiS/eo4I7k1rYrVYUkZFRzBqYUS0+D2ewry7r7jbHRitqk437p5r/2H3/2D9j/9D/9d+/o3/k17/iN32n/5XzzVfus3f679wqdeaHsoIN8MOEWT+faeje29Ntq5grLEidq4CqUr0LqMU4ejdYLC9EFPP7DKKmNADbPQzOtiI/WFV1db24MDdTp3oxy8KUsXEBawuAo6YOT5etPZ7AAHCifq+D5K+w4L2H0WmmNkDy5KdIRinmxNOKLAT3dxiK62k3tPtBe/vdk+/3s/bH/+py+1N99CPqMn22jfr60/wPl1eyB9RD+OXAzpxxEyc3++WmGOteYb9ORpgqx26IBtOnKHgNrFCHIBlWfkO2hTeoS+tn39TJGjbO0D+5CMOBIEy4V/+s3FU4NsbodkfCksjwNd8F1H4jwRvLaX63ueBwOAx1oQh+MK5NsbA3S17nLhQ+O5U0gbrcG0csClASkXPXmG9zQJCCXQrNsyhuKDY8oUEqOweEmN1Es87ba41RBcXP3mSU0xJVX4nGK80GLrtYx0h3LFK+cMKPsKFBY8n1TT+eZECynyBM8gcoDCxH1A3ru+WdBh1m03fvdLo9a3ONkXmzIE2IbeDuuRVu9T+69Iekzr2wljAxJFI7hewLA9lAo60gI3Rm3OJFZ9asul39NWZZWrx8QdI9EB4iTXMhZKqaSPKKAj2dNMlcayDlLq14j9Vnykr4nFuLc1ysCCxG1jHmqPbjFZbpZUKCuevPCbMc6p3s6GW3g5DjT9DYhuEDhqHPrcSYcUt0+M1X9YidyG9q8UJ6PK5i2K6uEwYk8xKjKeh8KhpcFW9CwbCeSkdE/QKB8jPjQYo+T7JtDMuzBBXVV4gBDmX+oEZBmQLOXyHSvyC0dZ2j7xHF+UEk9xgaLENDzVz6E48FCTpOaq53krZ7wCAqg13hhxyi28gwbkYJEcqiLHUHqG9pKSeRt+iNsGy/gMq4wVGcctB2UJljscap0xz1Fe80pWq/0W4Sjh4HCwao4Lt5Ln4+jInew0z0qqouIBAkmSpu2jZDUBmqTViKx+yctwIBT6tMv8fFYBh2JrjDHMMfwQ8sbMzCFXRI7pbMpz9K+eyDUPxwHGdKD0vrZOWVsw+L1TJY2Z65y3PxQK66LzbUKdE3HzmvYp65z6lLrB6WtE/jjWx3IZTZTzbkjaynm+eQZOOUiUQ7DdgSIbBwr+daA4j2M4Yb5vU1bvbTLCgdoqBwqK0RkS5pi3+cXBGbbBYZP0+W4/KS9fKjXG5nCrm1vaYkL46nNoj/bHbXt/t+1qn0DH8eXbAqcn9UmUCQ7j7jbr7vgSfbKHAzWKE+rLKjI+rUk+vOuk4yY/rrN6gcjVrXj2W6rzxSObR/TJIbTcsmj52iQpLmjp8ymy0oHikDtQY+2SMWs7OIdME3ePLGjH5vYE/rSr9tPGLZwqnbhT6ve57vqcQFbh3J2UX9NrPiAb+jwv/xrDawaSfTEf9AGVy4B3TJVn2irYVuhnZtgJq0Cnn4Ozc2P9rFNyXJ+ldlq0+6zYME8YG45n8hxbAU/NM84x842/2LJAshMLxSEmnPFszHlF6dAIEM0FJCKZqwO9t0EmpTKiHP3fy/e6Bs7W8GOED5wDlT3YHF0gcimLgeCAKgfKBa1lC58fr1VJeKfm4OH9dnD/PspuzuRFQYxbu4vx/8M3Xmvfe+XlduP1N9s2RZ+7/mR74fmPtGeff75dfvyxNvKjc1EmLkrUNa+JocJzSuQDcDga0nXI9m/vOH7LEJZzysV54ijPpPvgqbx65ccP+UpfTBXA62+81X7vd3+//e//5l+277/0u+0Tn7qLA/VM+42///H2MfiajHbb8dG8HbNgzFAmbXunjXcu0a4rbeyHdX1qaLHbFlOU97EfAjzMValTnMh8UBAlmG8FwYr6Jw5cnBQUPXheaZKTvD2HYzkmtodlDMep+X2I2cNc7SoH6m45UDhqLtDeVMtLNVCKo9EeTd6hyY+3e3eea9/+5m77/H96pX3lL15ut+7h9uy/0BB0O9p6iEP4AD4PKX+SK5eslshl2Cs9Qj5eCmSxV/Ju0/AulE6Wb8lSUbpje3NBG+HbjyyXAkPmLk421rYkoNC0mJCddwvTfjuMcXKqs+neEGjoFLu/PWC/+Y9CTF8R19RRaTke58hGRzXGtB0JiOedvVJo1l9kzPa13IUX9QnvmkEZUZGzbzt0nJTjCm+OOWTq253yjREXkIGmhGIMhI9pQl72YE1OD9qe7SXgZyzzJz+0OuNVHjRgNEBmxwSOdbegK+Iam6caItDJ4mUyUA+KO04YI/I21mmm7zeP6RPaQFa+DzJFPjPalflJmWFhsQkxrihrmybM2W3a5x3k2Ivi2wcGmyM+JdMOy8GHaeHQhYF2qxvkySuiR8zXfASTNtkfPrhsPTQEdNttX8CH+sSj7R2MN6VbXEJSZoCzfqyjtPNKf5HsS8pn8YzcKEtGvQ0QhCEt/TWElBn+kuWfxpopjJvoE4vSHvs0uo/68lp7xz/ts9ldRUtF1hz2xYfjBlkiq1MfZvc5CE11aWS8FUgjDgJkpJWH9j0fIHTkhT/B8uIKuULPqdRMkrKgBL144fxzjil3rzTHtXZ+SQOc/uxNynDIVuy0Ff047NPSwc6Yt+9I8O6EW4pmjvehHcOID0DVn/DsOE8dQNiGbhwzObRdHG1VDP2cI7fIoXpFqjaxzvwVGxkxrv0QuReWxLBPHInqeshE5vkAOHXXukD2QIUCkWHcJtqSizWc2+5qxWAABr/KeHElg6GK0w5a4PO1OE6LBWsaRnIcOEp5rUNzsS60EDhWWz0rCkWJ9m2eYOSyRihzE1MZB0ktT02QhxqTImaGQNNxajxOoG0yT31EWj6GrVzlA8fJZ4TysVbOM9zgs1+EmDbvcOAuoTeUgc7RKbi58wStGXL0rswmDscOxvfuZBd6tBl+3AAy9WUPRGZTZMp8t9/zWnEdJ/WR84r2bahLBr1im9XxU3TTjJDnraCng6Xuda3RcR35jC6L4JaeWS4k2U6WQh0oyvi2Q1SXG0ISNnc8GbOEsdLKP421TbbZtWwLvkfb4zbBmbANyidryyDwHebJLp7YxK1y2ZhIeQcl9W/somf3cUJ2yZvorZXs3W2iDvdtjJPtURyozdE+enAnd6CYSbFbvHOUdcm+c0zg1MSBSoBvvUDynQ+Mqry5b3PLt+oSdMNO5Ue7yPt8KhqSkEeeTdOBopHaNCP6Z5M2TKFyiJ48Uuz0oY7jDo7VDraBL97Qgdpk3QCZ4J0o+hPcKWWmrBvG57nbRbsZa9vIdXtC+3d0vChDiRl2jRfP1Qu6297p1InbwmlyTGfkR/fLu2Vg+n0ARWsscrQH1RkF/fhOdEy3N8XTTnCsEU+xoSzyFcW1Qj6FTlVwBnWgp4aYcWXM+KVh9p/gfJs7roH08aDvig9RkQqy1LaxfN5yqS4V74z0Gv4G4IPrQJmRQZAhtXSgxFXt6ECpqKdMrts3b7Rbb77ZZkfHOBujNp9stDsnOFA3X28vv/56O3zwsD21d6V98rkPt499+KPtqWeebjuXfBnDhGlj3U4e6kEbupho8Jmu4vKNRQ5g+XFxURE67bxTUqOTHK8OuvB4ygLhhPclFd42H22iCFgsXKTnpyftlR++3v7Tv/+D9h9+939tN27+Qfv0Zx60//yfPtV++TMfas8+8RTTfx+npa7q5I1y2yja3Usolf023tqlXpQRCnNxglI7OWnTkwdtfuLWOx0TFhJUmuoUXRT5ONlcBJ3Q/Upc8S9HQ7tQijGIdaCmD2gCDs8xDtSRjtS9OFTZFhhjnzKsVC6Wk/EuXTShrU+1N25/sv3lXz7e/ugPXmtf//oP2v2jK23z6i+1+bVn28HWEYuY36Z4yCR3e6LOnEp1H526Xwuvr+JlIZxgBPotQl9AIYvzGPsOA/Jx/vJaVe8I6gCgKLJNQivbBdT947TNIjHqyPMKoAaaTnC9ihWDiMV0QXzhZntoq6ey2FCvuPYjVFh8HY86WizclIvhJz4yi7GB0rae6Dl+PDg6woURV1Rlazb0YojpkMcJyjXD1Oufjot3T32Jic8KuJhYKs6S9dLm4wV9stBhznKdtSKy88ov/ewiFGOOsnCHjByb1Ez56Qnz52jKmEH44anwaQmBmqTFwjSGB79ZJqQe+LVVzrcJC/qEuiZj0kifY8y4L//k2DvAXr0s504nQXBKOIXTLsrvsDDu+r01r1TCQ70it/pTcclJfzC8rkQSYCUOSuYh/UZf8MOYW7QDRHhM+QV8ZK7p4HnFk3ZpgPpmOPUGEy+vOc48qObCnIadPUKAX7uqjA7FqpFFMerQGShj27yaS8aFqE6CYy607S/ONZ67kRl1MZToV95DwTbSZ168sD3ZKozsbKdjhQjRgU5oyF+FOM29nxFwDOhNZO8dKOZxnBPbxF/+ITeordCCLGOi2hCupaOeQEbh3z60DVQ28kLHDH1DemQFd8WPjNCGXGlnzDLPTglH8OVLenSoZbaMKOcI5SiVrdiZi3SeARhhXGXME9SvM3CmwycgfO7VquqbPInCM4PKrqQuJBgZmJkLHtDewNh2AtZV+DJc4zwpJ6Uf8VafGLVNuTBmHulxFhibc+bb6akXnDBMoJO7ZIwOj7mL4HyzD+0LygsZXtKA6gKHIWuI49B2I1d7RWZDw/o4k6rnVThNoQ/UWeoRX7gwZohg7i4Y1/SRbzH14lLaR9mzO7yk2U5IdVktNnBcWjlQkY8DgXoGdqt+9Tr/mXOOcUpn7BrX0VG2tMM2eMyYpKA3xsIDwe15I3SDuiN9TVB/xoGi3PHiAePiIWmlT7zD4Ng5pe/cUuaHjU+9KOdH7Peutkt7lzGid1gfaDcyOEFHnDDXj45nrE3llHrXwW/VjnNxL4N60O3MBeduHCfqRjcdq6dYI/McNb2QV8jDxwjnaGzAeRmNoemdKAZIrfuMPeaTTgtDG37cbYe8t5E649ptezPowAp1sz7Bg+3yIu5kB0cCJ2isQ+XYYTyUnjhtuxs77dLWftt2Bwb9qP5Sd/pa9M0d5LiHHHAg3PrnThZf1KIz5+0xdek2NsE2DhTI5I2ZK2RRh2vBeIRjkwumtgM+6UNfCqEc3U6n0wOTGTdezNtifHgHasOg3aADtomdgQNFI2u8EGyBOiPjD/qbPl4AHde6I/qZ5QUe6Az429naabvw5gURHTgdqNxlg57r+TEMH5/Msm74DNyxDhT9P4G/Pdq2t7vTdvaq79VHJ+iCY/pUJ8pnykvGO7GtatJoC+pAQcfgYiYv8PxuYLcZBPvHcL6McTEu0vH8LE0eY1dxLP2vzMhXTamjfHxDvPwWKNEO9MQQM+78Uo9nBgYvcxfnNToD+UbfAWJYlWvwwYMHzIuTXKTc29tr47xNMgwEdw1/M/CBcKCEMAEruSvAgMnwdxKgkLPIqURU3vy58MQ4ZpAez47amz98pb360svt4b27MQTnKLl7p6Tfv91ukKa6+PiTz7aff/5j7SPPPNeuXr3aNid7UWkZhPlloKGkXJKyPZBTa9NwkDuXlVruSIUPS5mikgmDThgvgTHJXfzdgufVytGml61wa8j22aKXv/+D9oe/98ftj//gd9vBwz9rv/RLD9s//kePtU9/7In2+N5jLI6XWah22yGr04nkUSg7Oyhb9xSjhMIYtBcnx22GkzM9vMcRB8otdgRv5m9tarzAjoubMuRYxfzSvpKVYdugeFHYZLrtr03LgfI4P8JYP8SB4nw+P6RpGiIu6By9Ykez/PjwGCV3uHiu/eD259rXv/mh9seff6P95bd/0B7Onmybj/96mz/28XY4whjxGarFfdp2iMKlCtrY3JI4ucxk927WFDEdtO0c6REWC22wkqMLHifZqohRMjhQKucYZ1rZKHkdKM0hF2SNCp0RjTu3MWqs+zFlnc4sVlOMI7d90h67zkU/3yhBVjUiBsWlAU593mXJa6UdDuDnTo3168QpSH66ZH2olnUhhpqGvNnmQDHjwy2X3tEKsU0WXfDH0FOWbilVrvnoMKU0Zn0w2DYf4uAe5E4etFwgGVdjFuvIT3zGoo6Xbc+HQRd1hc42nPiV+SPqZaVzXmkoZaGlFusZ03YX+6UDxX+uwiMrede43WbR2t6GR/reOSpNt5UcQ3d6jEOqXHWKhkU3xhzTQ8dMxe5HqHcxinbsE8acuHkwmraphhxfY/mHF/si/MBHda/OE/QZFDpSxxjJB4QjeNAgd9HU+Bq7sCt/RB0HT9pYOBPloYw08LKo6AxonNC3/Nmt9qFtHzO27LtsHaGddltmPzKLA+VkcoRoHFqS8VrGigvakK6uKjFUP0Oh6gBdWkM/qTJoGChwk7rsn4w+2jU4pJYD5NuxFmO5l3ccJl3D1LaWA1VeAoHCqb6fwnvu2nkOOGbLCSun0/rkQw6sbDSnrzDeo38hUHevMpJTZqRTTdCoO90et2MM0GPGhFeXM6fod52jcjDhkL7yWUgvSGjsKkkdqAkWqlfrRTP/xLnqBQ/+FKJXwQVHq/KTN2VQ45hBBk9xeL2krTXHMfIC1e5mOJUutEZ0a/pFKdMeTE9o1PxVUdp+X7E99yVArCMQozqNa+u0PjiwbcTLgZIr/2TVdcE1y3YyXpUV4yF31ZQt5/6JCxcJtiUTBR5kK0G+4DMOVOSvA4Ue02vBmMpWNet1Ljtf5Mn2+idxwMMp42KGI1fPEDvOoQ6JJU7kQBnKlgNV5TkjzVA8pf8pH53o2AbHbdJipl637lE+3QwB2GMoqz9tP/pndrdNZ+ouZAmOW9N8TXYcERjK9jP0whjHYP/ytbZ/5Wrb3dcQ3KGeEeXRNxjdB8z3w0McdMaRBvk2Zf2Qrrsa3C0yn9JWgnXPGF8njDN1xCG6fqbOZx3SqXbO6NiUA4V+QBUy/JCBfSOtKc0A9xQXgUk6xrnawa6IA0U8Y5I5losv/G1B17faejFrMtlqu7sj1m30F/S8+BdnhTEhrT0clEsbtI1+3fKuDjrQC6CO9Y0JtHS8kI2Oj9SZKel7L56Ot7bhBecBPadV4rWC3J3YmMeBcgeLa5L8pR/RizpiW64pyHfLW2g4KuQgI9cg2rnlfeMTcP1uGDhbrs3g0SfVz8qEOYwONVZ6lDpwWvK2Q8c3LMSioHO36S/vsulA5btawWUMQ8y7WEf0o07tlKPOl1+qcm667u3pQOtAEWyPOvqEMdMdKF/YYTvyVuNROVC5sOBGf9q6gb2lM5WLg0sHq9YW51d0An/2GeoucoicWJPVodmmPuAsAYQ678EZsXouQJF5Ed3p4JcoVTo/V+9AWe9FWK1ruRsBPSHAZfrXeZS79KzPyrgoocvBO7j/oN1880Y7OThsly9dbtevP9F29+hD8KP41vA3Bh84ByqDD+WYoelAYTA70FXg7lV30MTtGRax4+PD9tpL328v/uW3283XX0MNYMyh5A7Hi/YAh+IApfb45avtFz/y8fbpD32sPXXtiUzUBYN6qnZQGWSCoKBmtaS5lsmAtZWbUdPQmGlOFA0fyyVH5o26v43FNg6Ur6byChMTeoEiOKbA0exOe+m732t//B//rH35i5/HgPh6++XPHbT/7NcvtU88d7ldGV9uG9PL8LXXDjHijpnMG5Pdtr2z13ZRmhqXufPlVryTAwzYgzY7uM9pOVA+pzTanGZR0IDK3TJkGCUIg7O2Q3tUnrSB/Bhh5Gsw+vHHjZNDjI9yoE4PcaCYkCfTh8j+WBWXP6YyTaaenVmbeLVsgqxPP9JevPObOFCfan/8hdfbX37vpfbw9Jm29fg/a4snPt1O1GPU3k7vtxOcKG/5T+eX4O0JFPq1MspHx4QHOFDQHmEMedXxuBSu5ogfj3T/95w25rsd8sxCUFdkUIjIN/f5GEOOnrRLRYthZ77OwPQEh5OF1GexvPtUd6CkryOpsacDwghQbqS78JcDheLGENeBKt044Fo/i0MZMhGykrWlwZMdhm3A09yBWHGgxLWfrHsMnQkr+HYWB++kMC5pUd05gw946A5UtstBaytXOjFeMUY0gsXPlXbaTgwZlQOlvPzKfO4UEdfwHun8Mb5gnHIsP6T5mmEdKA0hBhp14pwQlL/p2yzqGspjDGWNwqKJsawDFcfUq/by5oLOP7IsQ6XubO3A6w4OlG1U5ho4lvNqsSDfGoIj+kuj0GccfOkVfhRtgW4cKOTG8YT5dYiDdKRhhJBd+MfQLsMC2srNK7sEZVDPVFTbNHpzp4PFSgPLl9Pkooh5BL8x48c4zxwox4hlKA+PNTzUA+WEeaPPZyNjbJoOfl2ph5HgEpEpesUQbUM7E0wWNw6UvCo7zqEbg9fFtAqHvsMs/UtZ21HOj1SlYaAttCfznzQS+KeQUyOnOlDgMQcF+ydXlKEl3/2uW6qkTVtekc5dEA1w8mwzeY5vDanclcTo2dnZzdXzKfrn2As7OFDyWXeWGJ/UI03nk+MxBnAYcnxABwdKXNuSO/g4UFMcKO+qqWyLWyXnKK9f+yrPpMq7fDlHnSt5HzNaAGJe8Y9zBN2sJ0A9y0Rf2a8Z/9V32RZs3xHkYZ4tZ8cUVJ4aMNYpj/Zb9WGcWPlRHnJom4jZtrQVvpSVenPpQBnAyhoiQ3aqz4eoxziNniAin9kehoE494KSDpTbOu0AEOQ9jlzGtGNiGF3Sk2x+NW51WHWkHK2OL7DCrNml/8oRKz1oVzkmsu2Lc3lyXHQHyrs4sEWhYaGEXy9iWX8nbDt1Zn1duXKYHd/l/CH1OVc3orO8WKSTkPHkmB6hWxhHO1eutL2rhEv76JsdmGKtBukExzgOlHfSoWmFE8bmOF6E9bnuDg4UfIpzjE46jAPlBUe/b8j6Qv15ox68erHOCzT1cj3S7RR4PmXN22z1yQ51hXeotlnrdLS2vNvrxTzfXMv4zDfD3J6ukwQd1HfbxQbZ3oY2uJs44RrotDQy3kX37jd0/Jw1hKG6yVjNvHW/rHfBvJOEHovOQi7lqDrOtqkbx2EDmSD7OLU6QYxTeym6i7nmxT2Hul3h3PDuzyh6m/I6UPStNpXyQWrh3+862o/ZcoeTpvNR369CFhzhqG35fTWJSpy6QISOfZ1hBC35rDFUF8JobNYY72DjaOkEH9MnXthSz9BnaIl2Ik3KuwZuswa6U6G2P9JG9NgJ486dRq6r3qXUgRx7Fc+xA9vHJzpl2ArMjQVrnlfR4/ApJ44SVxfBGPJwfCsT6qQN0aXUv0U92h39Q8nqlQBomefRs86bPr8MDviLQEOcY0sQR9zzIFaH87nqRPSzQgXUu+pKC0T3wHPmlmnw5Lx8C+fppe+92I4eHrRnnn6mvfDRj7ZL1y7LeIL6xkrUdGv48cIHxoHq0O9A5Uqeg54B7z5pDRInq1pBw8Bb1i4WR4cH7fXvv9S+9ZWvtZdf/G67e3i3HaOEFpdxkvaYDHjizz/9bPvlj/1c+/lnPtIu71zKxVns8ryCV+WiEpfqpttVHGRUa9Xhpw6mng16eKtpsTogHaQqJA0yFl8MPCfzJpPYb1AcbnnF/EZ78Vvfbl/4/S+1b375L9pk8zvtV3/5sP3Gr263F57abfubl9rp9FI7XkxwSrYwRjBe3OI2cU8xxivV+SIFt8LNfEve0cO2SPAZqFLSYxwN94XnLYE0VJmp2FykZijgBQaRbHshU4XgFVzv0I1B2JgelQN18rCdHrAYHRxhyBzSDq9QIZsoQtq4edRGuzg8eywQLBKH7YX24r3/AgfqF9uffPH19o0Xv9Put2fb5mP/vLUnPtsWu058lMLG/XZ8egeaKIWZDtRTKC0c2m2N9yPCvbYzPkTJ2z84UCcoC5wo+2RzTJkNjWWvTOtAaZS7bUvatNFFnL88+0KnxbBA0eqMJF8lrFHGQjrXOHJxj0amLwkakhr5OlDqVqUWgxbDI1c2kXsZQNQi7dStE6KRUQaJOi8GlHgxHEIeQImRb5RayaP+OJSVAoUserZHQ1LDohwouGA+xBCjzb5e3g8zT4txxoXbRGgjDo19KTnHtry4AIzhy3pVssc4TycaF/SfC4Rb3byLSxW2NLjZRog8lQWl4jzN3BpKm8Zjlm8WtQkL8BZyVX93x8mv2OvUxeGAPgWWc4ilCPmySCFUrzq7MLrdS5hCf+odKOc7TDu+cgeNtUsHeJsyrKHZphMHgX7L1kf50qCCCcdSdAEy0/hykbGffO5hHsOqZnDuPNk+8mNgKBf6VP7lQ4NXHpVJPYzPOIJ+HBj60lHoXa6lA2X/qpM0uLQTdEJsMNI0T8MxiyCdEoOZAHXy1TXKphbvXOSwzOBA5SOndiJA1WalHsdJHAIKp5zjlLFnvxsKD341xAjqyJQpFpDdEGxXeKs6NHbqQ6vlQGlUaSjb/txxQx55wxj4caAM0DM47usihQ7UHuORGjcOMsd8VkW+8qxk5gj0lAPlc2citSuvSBaDyztV4CFPjcIp4867QOpUxdrvyDgn/FMGddel5K581Qv25Zx57ny3/g3vKMB/HDiFB+iY5E4a7XWue9fFSqoOjZOa+7kY4HNQ8kCfWJd3na0vnENf+Sl75Wz77DTI2Bm5nkYPpK3qp+gEcJbONQWLI2KbGKfQIze4EhSFmuHHO6rqcPgmUR79U6ZxeOQDhtR5GRtFso6Qsj3Kxb6N5JUL+OYrt7RFWkSUh7LKhaHME2QiDSruDlTGvbSH/pPXcu7lW3zaDE6eu7TNKotjdzfolKC3nNMayeofyotjOzXcNY4nV3bb7tW9vETBu97KWQfK5ze9e3HkxS/5di5TbksHhDGVl0mh42bMfdslDxrfljn04tmxFxnRZV3P0WBnpMGtw9k+TNxnrHJBcnHAVGRNpFlj1q/cpcLJ2WzebT+gH8hnvd/Ig4LoQRxtL+KNWau2x+J7jmO1cAv8EfQx0qlsDzq7yMpNFaMZax9YNCVBByqOEA61z0iNvZPjPJe3OFTIA/tA/WJbF4t6rtgbtJljjPfcGVXf2ceWVU7encfpUE8ykmNTISUHDfQdQ/YjZegTbSIdH8cjfjtx6FFnHChOKZ5ycewcb5bjzzyHgPpLPmp9qbtWOk9uvzz2uW0viloOvpxTvjbeC4V0mGQzr11ft/BsveNE78Irv8517KGt4S6b16gPoXfvwXG7c/+kPTyY0tfqXhmk7lNfDCYP0oWw80TZQrvuyiGXzOmtto1D7YVcLxDW+mtnUFS5U6ae+dZWpL9yl7F0ZgnjIkRKA1DvO0BEVdEVMNVJXmeZs8oGKMeYucD4zwUq1lHXuR++9FL7Ovavj6p84hOfaL/4mc+0K9cfl3l0Sc1F61E3rOHHCx84BypGh0aPnW6HM6PiQDmoohGcqDFDwTltx3jdb/7gh+1bX/pK+8bXvtJeufFKO8CJ2H7qarv87PV29ekn28eff6F97qOfaB974lmU2CRG8TF1aF/5HYM8N8HitMXEc4ipGPpY68JZPWYwEjk/+M1hkm+g3N0yoT5YlMKboTUPUbL3D19v3/nmN9oX/+DL7cVvfL3tj19uv/arOFC/MmkfemLSdtoexuhuO5zhPHj1ceTdk314ZFFBEfnJu5F3LlDes7zoASXut5lYHLwK5fNP7ucehTkWYqXmBIJT9y9PUcjeeVOGCxSsV6d8EBp1ki+0b2L4xHkiLAYHyleqa5DVG9g0PJA9DtTWznEb7y3a9g7G+ebH28sPfqd97dufbV/4szfaN77/nXZr9nQ7vfbbbeuJX2lbl7yaBDdbD3Gg7mHgePdnD66eRBleY8FhQXXrHg7UZHKYczc8TN3DeCyPGnIoxs1yTlUqNjHbg3Sgosg1QlXEGhsqaBWO24voW/IdV1E8LLLeKVEeeeMQY8h+RC+CryHnokr/Kz8NSY0GuJnFOWbAJE9FrIJ3oXIBkQ6975ilHrdyaKxmGDssNMwctwkaINIy2E0uZ4wnFw1kHCdOBU/fuCg5DyRUBh3GIQuxW5w0VnTgtndU+GXoxDCOrj1lHJQDojEXQ4Ix77MpOhtbeCQavj6QGsMOfHlwIdFxizwhpPNkgDDpOkDy5xa5XcY3hg+OUx5exYCxbhCZO85b2gVBj5GmV85tI/Rzx9B6OXdLhs6gxpALQ8YihYhmwcvzDaxRXh1OCeXm3RUXFcqoE7JlAjyfdXM7mYu948MFJtu5+A8vjB8f8PYqpwuRolWmMbhsA7TtyzLIqYrqSp7QzxghD0Ie0y/kKddsbxnmUl+gHGvy1+8UhNZAQ6dECK70kL9jV1oulOKVwU4tp44ByzruKG9aguzzh6DiPBHvRmuNKwZBLwM5wXHhcJY8iMUbdOoOofKouzhul/GOhZnhkT5XVyjrOE+U9eKTR/nXIc1zexhoE19EcnqI3Bmn5OcihjzazvQfadYvkBbjyXbwp8PsXZS013HuRQ4dwViG8q+DV/kCpYOfMUXcdmk454UBGL91hx3KNi2iVmhVWlnlzg4y8KOq3uF0BkQnOGSUDxHlacvVpcFIH3u5yZ4EoJeWWTlllLXjUVwmGkatFdccTBvAy7iNHAutQz7eGv5qTBmcq3KQu37g22WST7E0R7nZT44F+lKZmrEKIHvXSt2XO48mKGcbICq0nVuhwXmeGSM/faHBNpCTh/4MbRxBE514AmVqXBa/8hcc6osDxcDbOpq2EU61d3vG9IV3261DPJ9nnCEvt2B5J3m0jyF7aZy71WPWZvVmxp5OVGRH7aSpqxiaMMf8tW2OXcZeLsICyt1t/+q+o2Gee+VQHZB1g/apmRxixtzKrv7O20rB38DhQ8ml3xwn6qIx6/vp3DF+H35wjFhzNxn3Ppvjn9vMN1mnxltTePPNtayn4DovxtLA+N5hrZuQB7N5BspvOvm8lC+H0G73Ih7uSttGHj4vuq1MGA9Za3AIFjhd3l13J0XulHmhAdlU/0JT2aiTEoa1Kvoe4sQX2hbgnCI/35DXL8TUIAKHc8eI2yq9K5rx4lZe7Bn72nFJw2tOkef8zvhB5v7mWUwv4mb8eNHVbb3z3Al0654XOUesy+oMdyNYtVvUvRCnbYYQ0x+52+KAgb5TybtimyMvvG5nPjxkTN15cNhuvHW3vfHWvXbz9oN2/+Ex/e34o1549lEAdUEcNipyjct2Yevf8YKgjlHd9drfxXEnZJeFRojtoV3KLw6/ZUjfodzunmXprwnl007H7xDkNdIYoEfJq8NwzN85zLcDitvnMS3Sdf0Jc9ntrLbh+OSkfesbf9n+5PN/1B7cu9c++9nPtt/49V9vjz/zdBUneBcr7SjG1vBjhA+oAyVLpZSdqOUElNL0r0wEjSmUIxPorVdfbd/+ylfbn3/xC+0vX/xWnn+6+tGn24d/4ZPtuRc+0j6F8/Tp5z7ant27pppkYqFQXWxRmN6ydl+xi52KVIXqlZcyymsACsVRnWUYq53V01EmInIknOb2vi87UNEzCQcH6gilcuf+a+2bX/9y+/PP/0X74be+1a7uvtZ+49eO26//6rg9fQ1FNpu0k+Mxyl4FhwqBt7zmlEXbFz1sQXMjDtQRk8oXIvgihIcoN6+WuTVL58nb8coO9mDJrRFZ1FBaUxSjdM2sNqJQyPcq3kinRAcKh+wUx2zqq9QPXChwoKBQe4OhxYI0o40bkxkKf9F29uiL0SfbDx/+Tvv6i59tX/yLm+0b33uxvX74ZDu5+k/a+Povt519FCWO1mLrGAcKmixOfsdqoz0G3d3obO+ajUYPoYljhtg0aOa+RYPFwj3EGr8+SO5VYW//K3YX0DGrWil/ytBGF1kXEsFtahNkmDFEklfBphr7SgTcbpBlmBE0V2NQcsy3YNLBLEo6PdkWKS4jkGCdjhEXqXKgqNdKkI+oMBslr4FgQalpCOQV1NCuseTibY5/0h76hJB6TIWupeuqs4S9bohxCI08N+VVtLIA00aNQk/cjrJLV9t2nSQfRJ56d4Lzka/KpZxvM7KFGkfKwHpdeK3bOzI6T3npBmVt4hj8PKh7ukM9fr1eHOehbeIfHJ8hsDsyfWyUTq2y1oDn1EQdDhfwGWPV1+Nmay4F4AjDwVZDg3xsjRi3Gi7ZWkN6v8NX8w6+wOuGggaC0pKvk2kZXMrFIa+R4xVNHdRyeiUDznD12n4rQxQ6HGPspip/hj6yf3KksHOdoHy1N3qe9fFPOfvMBosqbsWlLWTMGE8R6zIw1oI3yFCKqar6R+R+zK+H+oHFjBIp1a99MtCS9y42aeWCubKhaMbwwIvjwLt6vv3OvDwLx2TMFWL/yF86UClfMqmLCRilzGGfGbGyOIJA5lGqKmFo3HnlNg6ThocV2YTEiFhMRznCc9xV233Bj+MoyMqDvxhu4T8E6EvGo/x758h6Mz/JyDwoHKGcTatxnGGs0XxiSxnFOQz7pgI2gDjU+JPnAaBj/rJ/7UPGUuLmMfZzZyZEpCCKOOqo3l8FufskYfMd6wSNRtN89qzegDfQtt3KMTLgNzJlbiZtAPDElXUdKGXj+IqoUiaHINnNiqfSlIn0qFz5iRO00j7lADoOnCNDJpV1evaaksoWRk50oNQfk2MCAwdVj/OgE6NsvIjCmCM9r8hWZjpR28z7XZ0sLyDm0kl0qzzYIMt1XRX+Ugd5rIGRP/Fwxk++jUS6F2q8i5Vt9dBUZ9addnCpd8u+ooGOiXKgODlmHGL4W69rqvrI55l8m+x0+oCx9pCEGTzKlxeRvHjKGtpwonx1vC8hccv1FAfKZ6ToU7dJ+xKefDZ3dshx2na2t9r+3naeEfVOiB8J3oW3Xdq3w9zaxsnxItLE7X2OT/tSRwO+XN05gda0TXVAXMdpk2Pa+es2uNwBdnzB2dyji4ATQ/m6o4B4raEqMvKDTx8mjozo2FNsGZ0RezjfDCQ9ax/looNpSY52TvIx2kPTdRAHCufV59C8wKHO8K71ttu5cQKcg9lhgYN1ShsoMKzF1Efbs70VWu6eOWXt8fXyBwcz7KmjduPWvfbqmzfaD157s71281a7fe9h3YWijbMZ9o56A56z9tI+L/jk+TsdIhyh7W0cIByhHfjZ37tEcNvodmwLh5trhfrNLZWm69T7kovdPe+6T3B8vUhbY8ptoTpYdRFSWVk342tUsnDMlt1Q+cu1Hsx0DpCpb0IShfTacKzEXORiffNOmZ+8+dKff6n97u/+u3bn1q32D379H7T//J/9s/bMh54PrqVq3ts3S6Jr+DHBB9OBMgAxVJiDGQT+pv8xkHJeho9G/t3Xb7Tv/uXX25/80efbn3/tz9stnIqnPvXh9gt//3Pt45/6ufapFz7ePvb4M+3xyR7kvEMxr69uE8+zE26VwyDUCYmaUYGogaivOOng2aCcXcwNfcRXFmXkDsWJUtOBOt3cyetOj1hQ3rr1w/aNr/1Z+/M/+mJ7/bvfa9cv3Wi/+Ruz9g9+ddQevwLu8UY7OkBv4zh42z13CXBcsoqq/DX+5ygYaOsEWscCJV77q1Wapeiz5Kj8KIdbNXCMQoFPDVfjPoCbCcypU30LeuVA+XzVEY7cAVHf7ndMaWjCTwxf4n6vyStMOjqX9ig8+fn22uFvt6+9/Evtz798Oy+R+MH9J9qDy7/eJk/8IkrJ57jgF0XilgqvLquQN9olRIcjBQN5McXoEMWKY6bOVKbeIdKxHZw3xesC2R0k72b4ooFS/uQxbvKcEotIFj3K5cUbtNkirokaf9JJtykmCfHjMedElIfVh6x5jkGNQxJjEJk2hI7jLPJKq/V6x8WxkaHMj/2QPuCfoZAyAtlVJ8HynoMSME26iXMciqSsfewxe/k9J6R+DYCBjndvXIgdPhZOv6mI4b8cKNoBLw6rQZyho8NiezV+aqsjfaVlCdj+LLaLbfKZh8oz7asyWbB1ho3LOyF8UVze6oFyK7Jr6RNw58R9wUoeDkZOE5mXHofQIXh0PYrM5YPgIo3VExl45zB5ZChzbYusw9YpKmW9O6ID5Z00aQnhhSBNe0i6ZQyUDG12OSI1g8xLCH6BdVqg96MFc6higciA1KJRaaHCv1PbApHRMFZMSD9LVxyxTb4AGWse+bUpQ3WJ26e9/pQlHp5I14GKsUhyH78G58aJegtH2wYx5ZFVPZzd+ZSGeDFoJS4ghE5DYyhMAY6bvJIXXDmsMaIDiyHDSQwKcUkP/xKUP45xvKQnf/xJJsNQnF5x6is5Scb+VjdgX5bBRKZ9XxN6ydZSDv0unHUYqT4wVAXSLgelqkzT5AEIBj/y6jEHyjnGQ58g33HwQr9A0s6FPjYtJyjfZRz8HuTPi4W0CprKkyRlF756UI4aSEFf1p/xAeFcLJK45+JYhtOBfOaqjlPlVX5gOA8S4HInHWWkUWxbJCv0sst2iEdQxEYmzMcJw8rvpvlGTO+yyAC2bpynY0LuHEFAnbXlx3GJKAPlVBeG0MFeBKHDvahS/VPtKCSKU1f6iXQzix+dOdd7Uco5qLlVNJVG3ljqGLNvoLOY0o8shwmgZV1FUL4u3bczup16ytE35znG/CTDqXdefb52gfOEE3XqTpTZQZsfexdKpwp9xZrlM8pzHKgTHKv5xgHG/Gnb2560PYz6PRTovusqYZfgG9O3Rzpep21nvGCdpxUw6c6F2o6M3UBt2Q7ti3xQyhsMruxQgF/veGUrN2MnjiSN0YHKmoo9tOUuF+RRjpCS1DYwjuAsl07VIak7V1oAeXFGytTYRuL5K4dA18cOQJCAvOn8+7IeL+I5knUe3D3hHR2dDieEMs/FrBPkyUlebJUXUPgc04RW+yZGwlFr9x/M2u07h+3mzfvttTdvtVdef7299Nqr7bUbN9rt+zhQOBczyrtVcEY/lq6CQzpKm0CHyTuQPss7xnm1T3TWd3cvtUv79e0t2+P8yR1u5TzS2ZrkDtXe7l6OuzhSe7k4bFugAb0d0nPnFNstI1M9OvHisBd7qdML9tTldkC37NdFJEWMpBi7o1McMOXoZwGcB6xbJUWxgonLXRcntpGPDtSf/ukX27/5N/9bu3HjzfYP/+FvtN/5nd9pH/nIC+AWiNvn5xp+vPDBdKAGjmoSe6oKVMFnakYJeBUkt9sPj9uDm7fai9/8y/b5P/z99idf+kJ76/h+e/bnX2i/9Bu/1n7uM59un/zox9uHLj/eLuMoYf4xThfNr6DrXGyS5n5j/Z44UCpVJll3oIQzARlzKgKuJi5MTJAY+5VFGdW0DhTK1Lfe4UCdMgGPqfONN19qX/3yn7S/wIG6+dLL7ZnHbrff+s/m7dd+Zatd3t9q84eLdvgQRcNis8UE8/a2CskuyneL8ADqORCOzgqPPqDq1j1qzatZ4V81GOWHEnHBMMVQH/sblGJfSIiLXw4U2kkHCkV8fHJIeBgHSpzsZ0YhUyO1KX+3I2y0y3tQ3v6F9trR77Sv//Cz7Utfvde++a0fthdvP9bu7v9y23rs020fhaJj1FgAYtxgpJ3mexO7yLvuELXNKQrjOHg+rBuj2NVTpe0dKJW77aHP+xaNepbHdlRXmZyHU4errZZxW5ztNM8901Hr4MeuOuvYZf+VZEAh4uKgqCCRRbKfR3zCCo5lM3Q1cnD8nFUJtpdjCBOycLvgEjfZK4pGxLFLezkNtbQLPIP88I9chjsyhDg7Q7r1aJSlLOfi4CfVBTziDtfcaYKQafEryVcuBoqFtwx7gvSUtQ5U7sIAJRMyF26N0HmSZpW1jAa39XbHR0bMY5gmDLY0RDjKE/iGmbyRpjHqeiFtIfyQ13kyhAcz/UF4XkmOMZXEaosOlLt1dPBiIysL6skQJp72kS4vkKsrywbiS3lKjJ/wIg3zQOj54laiEc4tMARp52iGUSJDk6ockGL8DKjLvu+F5Ke3W7DeDh3P8dbP9dkD4FmXckg+ofMcIN2xZV+s5nkU3zuCeQ4L2epw+gpejYnhP7TlNfNYEvxopIYfjurDIJJQd0zsdAw6SkbfdIOEBubZC3HRJep36UnEeRlnHaYiA+laXyrnGMQCx0fmE2lps2NWvUxeZEdeAnjSCQy0Eob0tD/lz+hnrHW5CqRHdhxD32BaZYVe5qA4Q77lO/2OYx1vc6CSSRDXOg0SIIjXHSghzpJZHkHW8O11WCT1Q0t8TV5Dz/OYdhnAMa36oPKUp8clX8M5/4lL13HSx1fHC475huG845rgXfkRc9L5jT2ZfrURLHXNlya67UqZpLHSYq5Kw1PncPWLTr13kUvPhAQ4uWDIv46ikD6RBgiRJXH5oorS/yCUg67zZA1IyO2yjhtJGUDWeWIZT3scQulLgsuS7tgM7r3wkzbrAOa7jG4xx4Fy3BN8LmvOmjo/MQ3+HfcIY3p6gKF/r50sHkD4hLV+Cwdpq+2jpC6juC9tb7Rd1sGd8RQn6hC9z7o4nhGf0XbfHLjJuVscfUbMt+vSPupYuLsDne0gUA97wch55p2p3KXi6N3qXAgb7ZLvHSDGh4KMsAzGh2Ac4fdvGzqztL1yl1Qg23RxpVk7VUzQRtExAte/dBQ0COVoedSeYGR7MRgJR8/YQcheHTDyW1Sbu9DAUWCReHiwaPfvTNutW4ftzTfvtVdfu0240X6IA/XKjdfajVs3272HD3HGnS2QYRFwh4R3y50TeaaTkG2NyoXFNJ8AYdDrrE22yzFyS1+t4+hA9JW7X3Q4dfh8EdLe7n7b3SHEgdqOA+XzUz6PvH9pv+1fvpw7WnFSXZ92NqosDtjONo4XwbcI6qjpBCvl7F5hssBR3aXEsdveqZCtnRohkb5zxt52m2dt5/vCn/5p+1/+9b9ur7/+Gg7Ur7f/+r/+r9sLL3ycXClX/6Qr1/Bjhw+cA5Xe7hwNvV6L65kDdeLgZhJniwST5OHtO+3lb327/dHnzxyoZz710faLv/Gr7ec+/Zl8++npvSttvzEQURA2+cSFFoWhA+Xbyrys6rMruc2JInjfDhQzPY5eZVHGqVsO1GzuvvZdtP24HUP71de/2778Z59vX/rjP2+3X3mlPf/k/fZPfnPR/v7nNpmQp212f9YOHsyyfcArFCpIJ3v246sItAyz8uo4IQMNE58TQBYj5cGioAO1nDgcXUJ1nnJEaXnnKd9rIGQBBic2Bk7NRt/ChwN1Mj1CaR1S7wmTV2Wj9emOb2UHP9Tn1a0reyxCO59urx/933CgPte+9LX7caC+f/tqe2v7s23j8qeiOCbb8IoD5bMHxb/3zPxmRb3Uom359r1jFBGLBMojW/NUquDJYfpeHUO/GRR5jDEUlHEzfdWr38uI0oRH5aBS1ypwIc+zdAQN6hjm0Evf8iPtGCiELJbKBnlZr45BjDTKLGcL7fe8cCrJcSWNet1wJVZalY28oUMR4rqiHFm4q+7eNvuV9g1lOg9xfMDXcNCAOOdApSztY3yEJi1wUfCui30k/6bnVj5/5skH0SrnWs8IyaI28KeOlo96W1rMjuKHcbPA+Y08rTcCqf5wsZCnyBY6DrOq1x+DZ0CQyZMHQvrF8wEv+IBrrqyUvIZixMv4ga84UIwVx4GIgIad2zSnzGfb5bmy286CWe0TGIKRh/QmpMcgkz5BuQzNimyrFdZtP3AkHjTxOBpiM8g3x2ATL61V/W9aZlsyc3IOTE6dIVLZtT30AiIQlU2I7AkWWyCAGNIwJ4XcISCIknE3VGj9wUc+0vEiVORqNhleqdfxsUF1h6gMm7DBT20V9IIE49y6pUeeRWYQnzKpMuYllnHjkXHHYbmNBV7LQQrJ4GTLHSfZTkVK9bPjCT1Aes0j8plXfXxYNH0GrvHwQ4fnZQumBIEAQeupuorXBHgSep5kpW1eihP6eAiIn7lyBj3bIL0aV+YAaVMioZP8HsDxKLXwkYrBpID6KReMKGPxejmI+UrevpBuzeXcfUIAKaeQ/Q+qdNX61K2sCTGUCXWhjXLhzDr9kbZGqzghE8iRc/MEz5WzL4upZzkLLFN05NtxUyUyRon6DJuy20JpTOxjs0F17nthy4sd4Vu5WHBgThnFWTNIinR1jEESrncjdIFN7w6UELmo56Qz0PIOPC4PPCu/walPCxhjrDOOdRHDuoy5/Uu+QHEVjezQpTp30VvIUY3rhSmf1/X7VPl+GE6U/CiD7Jg4xhYgODYk7TbA2elhO5w+wNg/oH1H8Imuhu4Oemp/stX2NKA56jxNRrdpJ+vj+KTtTGY4VqfYBqO2hxG+O9nDEMey8U4SwluwZuu0EQnP6nplZuV+MkInKjqRPx9f8EKG+rGc8EFQwtB/iidjCeFHX5jO2NPxcc1QNoJz2zGbP2yiPAeVdZijpFCwPoe1YSOlkfF+il3ks7kIBgdGh8Pk+YntoC5thMV2O0K29w+n7d49nKcbx+3mmw/b62/cbq+8cqu99trN9sbNG+3GXZynB3fa4dFBLgJly6tthfYiC4xcOmi0gTykU8NK2Uyuk75RdHhmOuWwB5WNupVj3/63i6OVT8t4x8lnkL2TRV/pfF26cjkOlN9iyoUibD9xvHtV2wT32h5lfWtpd6CE8EnjqSbO2O7upO1d2m6X9nc57rbtPb+7Be+w7XjT9tkbb+dTNl/68pfbv/23/7bdePON9g9+7e+33/7t324f/cgL6eM1/M3CB9uBcjRx7oDxz4XCrHKgUA4OehTy8YMH7ZXvfa/9yR/9YfvCl/+03Ty61576xIfbZ/7Br7RP/cKn20ee/VB7YrLbdrDYNMcdVu5Cxk1hAo0RAnRnGGMoiSh+Fu285nIYf2cCqliSnZDMxNyBsoxZhgsO1FwngYni1rWXf/iX7c+/8PvtK3/ypXb/jTfaC88etH/6jxbtl39JIw5FcmfaDu/7/NQMZeptYT9GRx1MrDgFeQi2VposqJlwukeKanCTogwKwiKp3pKP04SCYurlXGcqTQXbqz06jy0vkTjEiTpux9PjduTD2CwGOlDuGdZIc8+6r4b1Nr5vo/EO1MbOZ9prR/8CB+qX25e/9qB9Kw7UlXZj9PfaYv/jLARe3WGxQvHHAFOpegtiw6s03gqBUV+NPj5Gyczbng/U+oyO/eCLOGIBpdk0uQxDh0auJMVSV8GX4+Ke5zyb4yoBZGsCKDHQrUd0jWnitluF7RirbX8GaJPe6buoZiG2fvEcizISB8oFWhwJV34tKjpFStbz5IBHEdDSDY6ZPIjCeRaJetA2rwGH79xdpKD4Gpw+M2I7JjBh8M6fetd+sb+pkLIsGl7JkzV41t8dx4Ea7tLJGW0sAxWe06Bqv2U1JmxLvUiBOSJZ5JwFEKK2MIEGuI8+JVI1/HrmuKNcv6sAmbQZlATLcprxVouwgRwO9SILF4aBH5tPmywo30t0ZK7spB9jkUjdgXKskAi4COVtbLQVcYSmfE0cK8hBPGmLozziaLKob5OnPK3HiqvnqNuDbfOQvnCpTdVnuPBrmv1QxRzjyak/0kMGyeeuqjCU7RCMpA3jIr9Kq04k3fFDbyUkjTHdF3q5jYND3zmu5LiMm9J91pBx5pgHj0WA+WCfmw89SYIYo6qza4Q0eiD0Mw+H+mO3cu4L7481rqCZF7AoN+iWrQJt5SfN0DZvGDfJK1yDJoVjx7GfN4pRxmYanMjZ5micH+nG0cypc0/jjvEpnokG53zqFCloCUUDGPJCnvQY/Z6FR/PtHdoTBOY2+UXPn6Ft/KU/LB+BiKwMOAz55XySw085t6vBXnFs00+OVfUOf6YpS/FhI3VKxb/IVnzkFD0w0E77+Kl5W7pHNenYr37g3HIpL037pHBzPTw8Sww+Q9c6PVSGjlM5dQTOgxE6BCuD9zw/J4SGTpLOBLww7sakWb9rrFvB4sqQlq3OiKEkQaCc6Wcv96h02yp5a/D102OMdTOWDpR5XS6KUJYI5UBlAxT4KAf1Scoga5+98o5BytBeK9LwTi0yIVeQQt9s4dy4bLmm6Px594wls5347A1Kx76y/3RObLwOwfRIB4Zeg8xmODlqR9Mjyp40v9Ply6f8DpHPME+Yy3lBAePAbyOONt+CiwPWrWPWRZyo8QJHahNHa6dd2b3UruxfYR2+Eh3WTn0+uu5Eoamjhw3y7wW2vOZdpQjUGmILI7DITBhaHHA85Yfyef5UHIRTY4Axxp/jKHPb/nOc0obaI2wuwODb8IIoFeYiriTBc3xqLfnpfwXq89nHOKEHB8ftkHBytMAk2Wj3Hs7b7btH7dadw3brjROcqIP25o277Y3X77QbN+6QdwcH6247Prnfpjqk9K2cyXOtpbbLVpXuImEI9in5CUImSaG6ePSRmHFvu3SivLjri5t2OY6wi3zmaYxziMOLg+Sr9/cuXcrdqTw7RZ4Ol5978BuIOlZuAdSZ8hkm19sS7+BsYhds4zxdvrxH2G9XrlzCKbuUtFzUB3zWV6fs6v4+Q3jevvvd77TPf/7z7f7du+2XP/fZ9o9/67fah7B5qyFwblOBNGMNP1b44DpQ0cZEmWhOVCeEys1074L45xKjMl7ghb/x8g/an/3pn7QvfOVP242Hd9v1jz/fPv1rPgP18+25J59qV71Fy5zQ6ZKOb5jBZaIiNKHKXQcKWuZnf2/X0MCqgFxkAmp3ozWmA7JeT2iVAzXVgTrdbaNtvxY+a99/+WvtT//4P7avfeHL7eCtm+0Tzx+3f/qb8/ZLn/btRCft6DaK474f5DsZHCgfooUflEB94wTaamAq8q9/3LYMD89rESwevTpGLArPNmlF2F6UWM45pQkuqDoSmyqaOFDwjjxV7EenJ1Ek9ZHXMbbDVu4+HenMsfhMUOI6UG37F9srB/+ife0Hv9y+8vUH7dvffiV3oN7c+nSb730sV8t2duANUefqMArObW54VPSFV55ga/MEJXSUO3H7+xMWCJSSCgMHoxQg/QyLZXiATlIMAkLlkc6Cp97zQXIXCceMiv2UjpVE3hCnjtSBohzRGl/qWBc++eJc8UnWBawvqNapo+FboEBKnTFgyI8hFQDJOpFzHtTNuXiOXdNdaOAhDhRH0nGHIKdRVg5Qth/Cf5Ur+tlXjuy36TffrJcHg7P4aQDZ51VGp1HWdPq2aPPWyFfqqsSZKQP/eUsgvOUKtwuei6mGDbzW3QFwpUv90vJKXgkIujLFTy4mD012HJY8CI6n8OSiDU2OThMXXBfZbBelLY65FLecxf0j7pu48rrmob7cCUHwJV4SNHioP/KEf7+sX88BaGSTLx3a50JUWzfSNIc/DtRg1EFMul6NLQfKrTBjjI8yWMLzML9Snw22n1IUzjk9Mzztv6AN7anzyJW0RPkrg1w4GyuVZB3SrrReT8DxLB1Qwos8Lel4OtA1nXM/ZJqggIA4ULTPeSFkHMk8YN/VOPMZSgwjcNM//Nkz6X3O/XOrjkNZp5xT6nK02b6So9T9VUf5naIT0vPqXe9oQyP1KkWOkZ9l0w4mKgZj78vIVVyOdlMCQs4dKPkB0hLod7nwG3qWixHnGBSFfO90RzzQkXUyEzxkWNlnIThAVRF5VbswZob+cLdDDEL7xLkKnukaVDnyZ8tSH6hLB8oyAc+VF6mpU9yaq+WEEkcW9mQZ8sjBiwL2B/l1UcVyGUEpb4g+IdR4DOHQz/SRZhhCzpu+RVV52gfFc81F5W1Z05WlusFjgfwoCRNso3/WUrQZP4MDZX4O0rQi6DqXUpH8cDimv/3u2qY7PSibXsV6V69lPZKGfQbvDM3IyrrzZlXSc267CAMXqc8ngLwDFcl0uQM1V21bsjK+GJVt6ltylbnGsfxYZ0a+z6Mgc/jOS2akRGXKRZpliNM/6FJff+3WL6vzUyh+k+6IUC+uEc+LOupo6qf4fIqTcEhwS6DmgWOLtTUvtggvyBLD2c+FmG7LKVltwJbYaLfJO0A8h4SHSfN16pdZI5+8fKU9/dhj7alrj7MW71AndHCgZqzjG1Tmh3xZLsK764t6Lzza6i3HRXo47e0OVE7kK02vo7TKgSITmVTf0wcIOM4w6fUCDtKxffJtKWTlW/701Prdk/4tuVwEccxtTVifLyGHzfYQT/TO/cN2+/a9duvWvXbv7kF7cA+H6c5Ru3n7IM893X3rpN27c9zu3j1sd24dBefgwDt5D6GNjJRTZCjT/tsHgwKAzxrlgtzXGLA/lPkZiGFHraabZlA4rpG+0pyxQPu8c+ZFzjzX5d0mH1mgb1wLHVO74z3WYF824TNUO3G0vKjs89nKTbran97VnTNXJ/Tj1SuX25WrOFCXL2MP+Skbdw4p7822ixN29erldv2xq9n2eePmjfbi976XCfJLv/j32q/+8q+Qdx26UEbWDl2KDXWt4ccJPwEOlEoJpUDcAelAdWg77Z0WmOCM83m7/frr7St//sX2xa/+eXvz4e32+AvPtZ/7lV9qH/nYJ9tTKJhLTNARCs4rbNnj6u3iOstk9pbxeQdKHgjAqoCWQ7AnLhOK9XKg/A6JCrIcKB9W9OO6L7741faFP/699vUvfrmd3LrdPvmRafun/9m0ffpTOk3H7QAH6vjBYRtT1m9k+JrKcqCY6jEKo

9.9 cm

100

The group that is not tested or changed in an experiment is called the _______ group. This is the "normal" group.

What is the control group?

100

Jeremy wants to know the average pulse of his class. Which step of the scientific method is this?

Asking a question.

200

The information you collect during an experiment is called _________.

What is data?

200

You have decided to test different brands or microwave popcorn to see which brand give you the most popped corn. Identify the dependent variable.

Popped corn.

200

How is this tool called and what does it measures?


Graduated cylinder and measures volume.

200

Why is the control group important?

It is allows us to compare our results to what might happen normally.

200

Marcos thinks, "If plants are given 8mL of water and sunshine daily, then they will have the best growing conditions." What step of the scientific method is this?

Writing a hypothesis.

300

The variable that we purposefully change in an experiment.

What is the independent or manipulated variable?

300

Joe wants to see how tall his bean plants will grow with different amounts of fertilizers. He plants four bean plants. One with no fertilizer and the other three with different amounts of fertilizer. Identify the Independent Variable. 

The amount of fertilizer on bean plants.

300

Measure the amount of water, including units.



43 mL.

300

True or False: If the experiment you have done turned out completely opposite from what you thought, you must prove why your hypothesis is rejected in your conclusion using that data you’ve collected.

True

300

Alex wants to know more about Newton's Law. He goes to the library to research and decides to make a procedure where he can test out Newton's Law. Name the step(s) of the scientific method.

What is "research and create an experiment"?

400

This is the variable that is measured in an experiment.

What is the dependent or responding variable?

400

There are two types of fuel poured into the same car to see which one works best. What type of variable is the fuel?

Independent variable.

400

What is the name of the tool shown and what does it measures?

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

Tripe beam balance and measures mass.

400

Is the first step of the scientific method.

What is ask a question, problem?

400

Raúl wonders if there is a relation between how long he runs and how fast his heart beats. Elaborate a hypothesis.

IF Raúl increases the time he runs THEN his heartbeat will increase BECAUSE he makes more effort.

500

These are the variables that we keep the same to make sure that the test is fair.

What is the controlled or constant variables?

500

Two different colored cans are placed in the sun and the temperature is recorded. What type of variable is the temperature of the cans?

Dependent variable

500

How much mass is in the picture (include units)?

<img class="fr-fic fr-dib" style="width: 315px;" 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

265.7 gr.

500

True or False: Data are the facts that you collect from your experiment, while the conclusion is your interpretation of what the data means?

True.

500

Name the 7 steps of the scientific method.

1. Ask a question.

2. Research/gather information.

3. Develop a hypothesis.

4. Experiment.

5. Analyze data.

6. Conclusion.

7. Share results.
M
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