subject
stringclasses
4 values
grade
stringclasses
15 values
skill
stringclasses
445 values
pic_choice
bool
2 classes
pic_prob
bool
2 classes
problem
stringlengths
0
1.12k
problem_pic
unknown
choices
listlengths
2
4
βŒ€
choices_pic
listlengths
2
4
βŒ€
answer_idx
int64
0
3
math
grade-3
reading-schedules
false
true
Look at the following schedule: Which activity begins at 12:20 P.M.?
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"
[ "the intermediate ski class", "the snowman competition", "the beginning snowboard class", "the ice skating class" ]
null
3
math
grade-1
which-table-is-correct
true
true
Ben went to the zoo and saw:He wanted to know how many of each there were, so he made a table of the animals. Which is his table?
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U+tZsNgmdHr7TQ7cqyHGIboHvRQQiw+91CZx8X4ChqRiaClhAjUFZQ9Mser0uAIlIURQVWc2jsLgf2pWrdWzfJ+x6jI5NEAkJXdEJvSMEvsPc2LHeqKPHgl5Wxu3uoznbodubG2V2AGi183PZtGkzL3/5zbzgpp89o//TlR69LhYrzb9uNQ3A5ihEZ4nxxdu+wvtv/XUGFcFQSSXJUiqqRCwSHpv12DKg40cZlgpTQYrb8dBUGUFGSaTUDRk/gkjkC5EiVVDlkHotX4zs9Wu2TNoBmqogKUp/UVKCJAUkDBLCRFpwXhESmqoQiwSd/OblJfnxL3/mU6zbvoOJDVuesn+zzSnk2EUCup0OAA3yqYOePYvwXWS9ii4JwlhQskzM8gBJ7BP155vKA7ktjGpVCMJovm3TMklkmSDO+6gbFTzfIRIKntOh1+sR96MHTcn7J6sG1VLuaNDtOWy/5CrWrR2hWh+m0RhkZHiYkeEatfrw41JZT5eVHL0uFivJv261DsAK0VlCfPOL3+L3338LJU2mWjKJgBkvZMjU6IQpdpiPUu0wF5dOqHDUiakaEgEpkqIAKUQxk5lMyVCAhJIqY2hzN2eJNMk/kJIQZEBMfgPWVIUICURMpqpIfX+lCIkImUhkgEwEaEiITCISKfc+dB/f+b//xC+/7f97yj7GSUYWJ4g4wu7a1CyDnqEjC4GmGqhlCbvTxgey2AeGMMsglRqU9BS3fRRZs9CsEpJRW9C2FnaxBQQ+WFaNOJXpuQ5x7JKIBEk2KWsJVjkX4DRJSUVIzwtQSmPc+ge/fdqWHqfKSo5eF4OV6L6+WgdghegsEWYON/lvH/kdZt2IStlEDWLa/ahEVWSCQDBU0Wh2PXqhzmjNQGT5hyXJUshknFDghFBWZdq9AFcYVAwVS07ouGDpErKiga6RZSkZx0w0M1XFyyT8WBDLChoSMQqaKhP303qD/iK0Ism4QQbzr0/5yYMPnlI/67U6B/btJ01Sju7fjZjYwlipAah4XhsR5V8cQ9NA0+i0Z7Edj3qlxNC6bfiaRdu2yRSdslJD63+CYwEoNSRDp0SE53u4bg8Rh8SxQFczSANQNOIwQJFkwljgBhG9bpuXvfTl50xwVnr0uhisRP+61ToAW37pKyuUb93+DfbsewiA2V5A241pVMrIikLbjbHDBBGnTPkw3YvZPRswG/RFIJOJ+vf/OJPoximdVCbOJJxQ0IokojhBZCnC9UiDAEORkRSFQNbpphK9KMGPBYqUv64dJDgiw4sz/EwhziQ0CTQJwiTFDSMyUsJMoiMUNKV0sq4toFarYndDZg7u4eDkJPl0AYg4oNftcHR6kkhAz4/JFB2zVCOLfXpezKHH9uD2bOJMwfbB8wOQjFxwgDSJ50dtkGdoxfFC913htgnsWXqeT5QoBJ6Pbg6wY8elT+N/7+TMR69y0o9eVaa9BENVnzB6NTWFVpDgxRndOMUXYIcpdi9kbzNiqpfQdCO6fkbgRwR+1O/7cdFrkvSjU4lMVQlVjTDJf59jLnp1RUaEjEMe5XqZjBdn89HrUmCl+tfVa3W6jo3j+Rzdv5tWz8/3yqDieQ69bj69ZWgaZqlGpz3Lvsf20Jl8DNPQkfsDMLvncfzHPBYglBqS0aBUaeBHCbZtE/gegR8iZXE+AAPiMCCNovmstXM9AIMi0lkyXLT1mYxWSmwaKnHPlEcvFoxWRhmo9Hj4kQMACKEh6zoDjUHq1TJ2a5KaJqNoCnKS4fYjEjcUzPgpQRajKjI1EWOpGngprhflI16V/IYjjgvJZYk4yyMnCZlwbnrtONv0qqECKaoi040zJnsBcSKw42PtPBlxnNCzW7SPTlIxDQwzw48TQs+n27WJo5As7Y/oo4haY5BM0SmVKpjlClPNJpVaDVUr0el0iMKIWjUXLlnRSJIQ3dDxnA5CJIRR3yDUzb/AVdlDt+ocf7YXXXzxOUmlXS3R67lmpfrXzQ3AgtYBDk5OMjSxAzg2AOt2beqNYSIRU6mUMUs1Aq9Lz9PwH9sDMD8Ak4yAeq1OHOef97kB2NznXFUVfO/xAzABpHoFZPOcD8DmKERnifCMKy7l+htuZveD32PH1nH2Hp7h83/xFXbefR//6TdfjaXlN6M0inBin4/94efZ++heHnzgu3z79u9C3J3fcWxHErKi0AsSLFNlwFRoxQrCc9H7GSyRyBCKhq7KRCK/ycXZsShBkVN0VUZCpqSDSPMIqzO3eUTT8YMQOU2pagqmeWpFzer1Gk6Yv48ThLQ6XYaUMmEQEEchmp7f/Ku1BopZQtc1wlBB1zXMxjpoNum5gnI5pmSV8JxOPnWmGDDXtzACRUfELo7jEnpthgYaDJUVDH2YMMpv/HHsEwiJgcbTSxA4GXPRqyKpzPYC0kSjUSnT9fNINhIpdWAqASuK6cYZZj8amYteNRZGrwP96BVUBknQNBnZ9UiDCKNf4sHPFNw0gCi/Hnn0Ck6QPzayDIGCSoom5SLjJyleKCgZKlGm4CfyKUev55qV6l+3mgZgx1OIzhJBMxT+5GOfYKY5RaMxhEgjhoaHGVk3wvW3PY977vs+/QxXej2fofog199yLfA6Hv3pbt75jl9n9vB9ZJIO/ZwURdfR+xsALSmBsokTCiI/JE4FAQmGoeOFgrKhoyj5fUqRc5FRZRBpiheldPwEO0wwjfyLbZD7RNVNg3UNk5e85MWn1k9Np1IpM+uNQHCIwPMJ6xlgUW8MoOkl6sMjmJpGpujImoKsyERRjBbnIpVJAiES6vU6qlEmEhKIfB1nDtf1ONrssHv3I4wOVdASFbW8ngSI7CZHWy38rIZumOiGftLzfTqsluj1XLKS/etW0wDseArRWUKUahYbawutwqtDJT7zV3/Fn370E9x7304e/OlOLLPGwMDQ/N9sv2gbH/7QR3jD61+MoYIXp6iaMm+n4YsMV4AqZX3ByUe3diRBFKNqMqoQhAJEkt985iIaO0xwo4SyrmD1M1tqpSozPRtDUdBlmeE1Ezz/xptOuZ8TE+vyL0B4rJJnmGY4oczE6FrMSp1M5M+FgY/vuGgNg+bMYWaabTQ9QJJVgmCaSqWEMAzCMMRxPLI0v5nOtlrcd9+9xO4MYc/CMHYQK23wZ2m3WzhBiJATRsa3sOkM7NlPhdUSvZ5LVrL7+moagB1PITrLgLXrJ/jQH38Qu9Xlbb/6Nu6+5w4Ma2EIfNmzLueSy5/P/Q/+W75vIwjxAVdRGauY6FJ+M54OJECirmeYpko3lujFKUd6IYYk5WF4Cp53zO9J02XQFZIoQigqdq8DSIT9xeuJTZecVn82btjIfffeS7WWj6oC3yOOBUY5F9JOxyZwZ5HikNBt0nNDtloWk61p2h2HUgkSOmRJRBCUMc0yQZBvknQcl8D3mWnOMDu1D9fzWVNXuf/HRxiZOCYuE8N1fNnkxhue/7iqomeL1RK9nktWun/dahmAHc+yF53l5ib7dKgP1njpC19Oo1KmPPT4edcbb3oe995zO5ap0+v5xCIGCxyREKUSYSywnXwEZGsGspHR6+WPjxeZE4mjFFdN0FUZPwgRioqc5hGQr8kcnj56Wv2YWDuBVamTRnY+veC6VMq5VUe328nnuY88ihTlG9/Gx9cAoOq1/rk6mJaFbdtIio7rdwDIkgjbtul2bVqtFq7nL3jfmcP7kMwBhocapNYIl11yxRntqD4dVkv0eq5Y6f51q2UAdjzLUnSWq5vs2eA1b3oVr3ztK55wJPayX3w5n/7knzDTsxlulJlsduja+Y23UbYIwhiRqbkYqRn07dGfTHAAnn/9DVxw0Ta+/o0vge8TA5qiEosAz0vRTRM/9LGMU5uikBWFn7vpBr7whdsolUBVoNEYJAhCgl4L/FmcIKQq54KzZv1FmKUKcdueFxJFzcXlRGZmjuK6HrNT+wAolywgRjIHyII2w0MNBkcnKFcHuP6655zS+Z4LVlr0ei5Zyf51q2kANseSFZ2V6CZ7NtAMFc144v+2tesneMOvvJP3vu+3GRqsUquUmW316No+SpKily2I8g+fpqjEicgF6Am49oqf4aU3vZDrXnAjV133TDzPZdeu+/nJww/jBxGaApqqEUch5coQwWmIDsD69RvYsHEThw8fwUwsOp3WgucrpkHWH9eXGiNYlRqHDz9Eq9WiXC7R7UIYBnTz7yJhGGAY5rzguJ5PuWRRq+Yjt+GhBtCgXslH9uvWb1pQJ/58sVKi18VgJfrXrcYB2JIVnZXmJrtYvPnNb+S2z3ycXQcOoqkatbqF74eEKejkN6KXveQVfORDf4wbdJmenuTg7qN0bZdI9ZgYWcfI8CjXXHcVpdqxm7JhGPza23+Lt77tzQD4QZ7ZpOkyD93zQwLfh9oTndHJ2bHjUpozTQLfx7ZtJibW9ts0aJj5l9lPTezZGaY7Drse2UXszuAyguvmN1bX9SiXS2y/8FKyJOLRh3YyMzUJ5F+yxuhGDMMkDAPqZRXS/AYzNnZ6JXbPJSshel0sVqJ/3WobgC1Z0VlpbrKLxcDAIK9+6Sv5P1+9jSPNDpvWb+P97/4Q73rv24gTF02XsdstJjaMo2gTXLzjYrjx1Nq+9uprGR2p89j+aYYGq3T7I8R7du3hkYd2MTI4gqqdevbLpo2bucO6g9BrkwjxuOdL5Qp+Cj3HJjU1Xv/6N1KplNEUad43StdMqrUaYyPDfPELn5kXHIBatcItb72FI5NT/Nvt/4xhmrSmZxksscC54HyzUqLXc81K9q9bTQOwJSs6K8lNdrFZs3Et60aHqJcNDrRaXHDJNibGNrN7/31oqsaDP93J4QOTbNh6ehb2o+NjvPKVr+GTn/pz/CCavwHGUcjffu42LrjkQsbHTr1N0zSRlFykkqiH68eUrQok+eY1z3WQLBNV1RgYG+eqq5990rZ23vlDvv71r7F73yTbNo9TqjV4w5vexpYt25memSUQKvasgwoMDq+dF63lwHKKXs8VK92/bjUNwJac6KxEN9nFZnh8AlWViQIfPwjQTZ3nP+dGHt67E8hvLvc+eO9pi46qqvzmf34vd95xBw//5EFSYP1YnSCMuXvnv3LowL7TEh1VVRkaaHC4l68f+I6NggVqBb0+QWQfJvObSPJTtykpBq7ns21zbvw4PjbCxs35wqjrOnSbB/B9H8uyMNUs3zS3TFhO0eu5YDW4r6+mAdiSyzH2ugE7/9+PALjg6kv4yd57+NonP8KDO7/JwXu/ytAJbrK7p7pMd7uokrFk3WQXm7GRbQDUB0pcf+XVbNg6wfOuuwFNUSnruS1I9sQzME/J0PAwV197LaahMVi1MDQVXZXZvGkrI4OnL/hbt24miPOP4UxzBpHA0OAa4iikE8jYXYfQbdKoaPi+f9J2rrzyKv7681/mQ3/yF7z81W/h6ue+hIG+7fvdO+/E932GhxqsHa0zVFaoaiHf/+7XufvunTiOc9J2lwpz0evFG8eYOS56FXGyIHo9Xeai11LJmI9e4yjF8/LodaY1cw56c+oc71/nxtAOYvbOevSCBDtO6DjBvH/dPjvmSMAC/7o0zf3rZvobSdu9gBlX4AvI0oSOGxPOuWXqGpmqLjBGzf3rZHpRMm+K6qAQqhpR//YZpBlBmhFnEp0gwwlToiQ3YT1V/7q5AdgcvmMT+C6xkg/AgP4ATHvKtk5lANaZ3o/rhedlALakRGeluskuNtu3b6dezlMrN6+7DIArr7uCDWs3kcoKqiZTq5lP6z0kRcFzPcJYYJkGqTfNwOCZzQ3XKvkIr9s8QKVSZtO2rVTLx+ayD+7dRXPyIFEUPFkz1OsDXHnlVfzGb7yTX3nzm+b3HGzYuInJozM0Zzu5x5WuEXodBiplRkZGCIInb3cpsDB67c5Hr3GS3zDnotfTZS56fdYVl88PSNaP1RlplOaj1/PJanFfh9UzAFtS02sr1U12sVH1YyaHFTP/EA+sqfDcZ72Az371f6MpKuPj68+4fUd00WWJUFEwNBWhKMhmBbNUPqP2qvVhet28KmHPbpIkKZVSmcqGCyjNHsFzHdqtGUpn2P5rXv06DN1A01TqjQEafVNE3ayjagaDA+feb+rpsiB63fyM+ej103/7UQwpT3V+utHrvt27ME2DLElIk+SMo9ezyWrzr6tVdJpefwB28cVs2raVqLObzE+xo3wANjS2keG1254042xuAHbllVctOL5h4yZ+8K/fAmBieOOCAVi9PwA71xtEl5TorFQ32cVGlmVkTSNKYMOGZ8wfv/AZl6J9XaVsaijamQe5G0YnUCoGUjfL94n0PC545tUYxulHTxdecCGO42LoBtOzDr1uGyWaxfFchG/juQ4zB/dSKle440ffZ+Pm7axfv+G03+fmm5dm+eVTZS56DaLe46LXA0ceQ9Wysxa9yorytKPXs8Vq869bDQOwJSM6K9lNdrERx6XMrtt47Ab93BuvR/1wvgv90IH9bL9o2xm1//Mvehl//49/j98NSJN8emPdxNYzakvTdJ59bb4oevPNr+Av/+LjfPsf/456rUKpnH9hR9ZvQbXqdA/fz4zs0ZnZz/iGixleRfuxllv0erZYTf51q2UAtmREZyW7yZ4PssxDU0xG1h/Led28bRPXPONKfnj3nez88b9y4wtfcEZt16oNAttDnqsV7cXUamfn5vQf3/J2DhzYx+G9D9A+cP/8ceHbNIbWInyX4bG1HDiwf1WJznKKXs82q8W/brUMwJaM6Kx0N9nzQeD7GMctZKqqyktu+mW+d+ePODB95llJ+x7bg6HqGFWdTquLZZ69lFpVVdmyZTtbtmwnDF/C1770OfBn2fzM56CXBpiZPsoju4+w44prztp7LgeWU/S6WKx0/7qVOgBbMnfcle4mu5iIRJAJjWq5Qq1eX/DcC1/2c/y3Twzy0D0/xO60qZ9m0SYRR/zVZ/6STquLrKmESYofRFhW9Wx2Acg3L77mDbcsOHbhRee2lO5SZrlGr+ealepft1IHYEtGdGBlu8kuJtPT09juFLJWQj3hvjG+ZZSbnnsTP/zBN4ncBBqn13av10XqtahpGVp1jPWDXe7bG2IkZ190Ch7PcoxeF4OV7l+3kgZgS0p05liJbrKLhe95fPrPPowfxZRrj8+cmTk6zWOHdmGaFdQz+C5MTR4gjH0GBmukJNSsKo1yj1DpnYWzLzgZKyV6PVcU/nXLhyUpOrAy3WQXg1Zzit0P3YUmK9z8uv/EwNDCfRaPPryPI/v38OzLrsE0T33j2hybNl/En372a/huiN3tsmZ8BFlWMK3Tb6vg1Cmi16dH4V+3dFiSorOS3WTPNWNrN/CeD/4pzamjXP/cmx433XD19Vdy29/+X9asG8Mqnb5QWKUSVqnEwCCMxmPEcYSm6ys6IeN8U0SvT5/V7l+3lFhyd4qV7iZ7rlFVlauv/pmTPq/pGpc96/Kn9R5Zf95SUWQSsXRKBKxUiuj17LBc3NdXOktKdFaDm+xK4PhMvtWy7+l8UkSvZ4fl4r6+0lkyn6rj3WQrZRM1iGn3oxJVkQkCMe8m2wt1RmvGAjdZstxN1gmhrOZusq4wqBgqlpzQccHSJWRFy91ks5SMY5beuZushB8LYllBQyJGQVNl4r53U9BPoVYkGTfIYP71p+4mW1BwuhTR69lhtfrXLTWWjOjMuckqkspsLyBNNBqVMl0/d5aNREodmErAimK6cYbZH4nNuclqLHSTHei7yYLKIAmaJiO7HmkQYaj5LmI/U3DTIPe5gL6bLDhB/tjIMgQKKimalIuMn6R4oaBkqESZgp/Ip+UmW1Cw1FgN0etq9a9baiyZHY9zbrJXbWjkm7jiBL0yysDIANNdj44XMOtGBKmEWR2kPjhOIAS62neTVWRcIRElMOvlbrKTbswRP2XKjfFTCddLmepF8+s1rsgIwoVusnDMTTYSaZ4+Gkb0QoEdpqT9SzbnJruvHXCw3T1tN9mCgoLF5cn86+JEnDX/OnmJ+dctNZaM6My5yXqSwY6tW6mVB/n8X3yF3377/wB4nJvs7//h/+Zdv/VRrr7hZUxFJu0gJswk7Dhh9jg32SCRURSVVqywvx3SDRNCIei5AZHIHWMVKb8MJ3eTldHV3HfpYCfMXWVFXs9DTpMzcpMtKChYXJ7Uv045i/51ikIYC1qd3pLxr1tKLJnptdXkJltQULD4FP51S4MlE+lA3012y2bqgzWG+gZ2c26yb3nTf+bqZ16HZeondZMNkrw7XpzmWWh9cjfZjDBJH+cmO92LCTIpj35CgRtGeFHKdC/miB3zaDPgoWkfO0ywSiaSolCvNujFeSbdmbjJFhQUnB+ezL8uSCV2/vhfz7jt4/3rFD3fl7Nc/OsWkyUT6TwZK91NtqCgYPEo/OvOL8tCdOZYqW6yBQUF557Cv25psKSm106F17zpVXz0T//spG6ytVIVP4gYbuRhbdf26bg+UZrNu8n6cUaYZfin4Sb7htf+MkJRQUTEiSCVFWIR07X9eTfZgoKCpcup+NcdnTma+9edJsf71w1Ux7hgbR1Vk1eUf93ZYllFOlC4yRYUFJw+hX/d0mHZic5TUbjJFhQUnEjhX7d0WHGiU7jJFhQUnEjhX7d0WHZrOqfCnJvsxRvHmDnOTVbEyQI32dNlzk22VDLm3WTjKMXzcjfZmdaZZ74UFBScO+b8637+pa98wiSBOf+60TVrzvg9sjQlS1MURUaWVqZ/3dlgRYrOQjfZ7rybbJzkadNzbrKny5yb7LOuuJxy31Jj/VidkUZp3k22oKBgdSLJ8vyPYVlFlHMSVqToLHCTvfLqeTdZTVHnxeLpusmahsZg1cLQVHRVLtxkCwoKCk6BFSk6c26ywOPcZFNZQdXks+YmG8aicJMtKCgoOEVWpOgUbrIFBQUFS5MVKTqFm2xBQUHB0mRFis6Tuslqx9xkz5Sff9HLMOt5WuVycZNN+5UM0yQhEQG+7yP65bifbrthGBKGIb7vE4YhcRwRhiEiEQgh5o/PvZ/jOE/7fQsKCpYnK1J0oHCThVwQHMchDEPS7FhpbkWR0DUJCUEiAqLAJgpswjAkEQFxHJEmC61AHMfB949Z/YhE0Gw28XwfwzAwDAPLsjh8+ACe52IYBqqioqoqlmVhGAZZlhKGIUeOnH66ekFBwcpgxYoOnNxNNk7EWXGTrVXztpeKm+ycWMwJRpImlPo3fFVVkRUFWcnXuxRFQlFNFNVEN+voZh3DMPJjcv43xwtPpVLBOq6MsaqoDA9VqVSOWYqIRHDnXXfxxb//PLbdnj+nKLARiUDTdDRVpdWePefXoqCgYGmyIkXnqdxka+VjbrKn3fZxbrLdnrdk3GRtu40kyQuERdP0+d8ByML8Bwi9Dpnozf/MP5eF820seG2fNEnmI6MkyeYfh+5RkmCWS7atY+34WuI4wfd90jRDUQ1cp4dtt5EVhY0bNy/KNSkoKFh6rMjdS6fiJvvDH3wzd5NtnF7bx7vJatUx1g92uW9veF7dZNMkoV5fuMs6Ez0kRSdJMkRok4YhspGXg0jDEBEHRI6Nqpn94978a3WjhKToIB0rHyESQRLM4ochrpObGJqmhaKqJIFPIAQpOo3hNTRGNqJpClEUMDvb5MjkFFu3XkC1Uubb3/kXxsbGGF9TpJcXFKxGVpzorEY32RMjkkwcO5dEhKRhSM9uEmf535mqQpJEtNs2ZdPAqvTXvVSt/6oOimkhKVVMNTc29cMwF5cgwHNzz7kw8MgSiOK8PLhmDWEYGmHg0AV8P+SfvvF1ZmaO8tZ3vI+GWaFpxzjOPi7dcSyrsKCgYPWw4kRnNbnJdloHqNZG5x/L5Fl7UeihGyWyJCJLArzAJ/ID3H79oMCqIHyHQ4cOMTDYoByEyJqB3BedKA5QJYVSvY5QVQIhSMIARVHxnQ5hKNAUGZElCAGRcMiEhOIHJPVxpif3IillHD9gy+bNXHPNNbR7Pu2ez7OuvY7JfQ8s+rUqKChYGqw40VktbrKO45AEPj2mATixjmoQHitMFwQB061Z/L4rtmF16bRnmW1OY+oaaZJiGBZZmkc1kqyTKEouQuUSCEEsUiK/Q+C7RHFCRD4NF8YxfhhDImj1PKpdj8B36AUuplnG7JcV78xOARCHdTZu2HhuL05BQcGSZcWJzpyb7MmYc5N9OmRpCoCiyCTi/LjJTh95mHqlhtKf2up5x/a+RH4w/7ufwPThAxydnqRUKuF5HiPrt2JUGmhdmyCKCaIY6FK1NMxyBV0/FvFI/aZSEWM7Poasosp58oQbu8iKTBgEuEHETLNN0pshVioEQoLYodOWSIYTjjb38dVv3A7Axz703kW5RgUFBUuPFSc6i4EkH0v6M6zFrxZq223SwEPvZ+ZFYYRilEHEJElEEvvEUUAiBNPtLjPNJnavBUCpVIJEsHZiPUQuulkmSkEWEbJu9UXExTDzDIwkjBFZQtAXsliEpLIGRIRBfiyKYwLPp9dt0/FmUUpDAIRBQLUxjmm5PLrrQX7y43/u96AQnYKC1UohOssQEbapVav4/ehGUXR0RSJCQwHiKMB12kiKhaFpjAwPM1wv43guml4idDrAesbXbUC3KoRBiKxq+E6XKPSIo5hEMVBREeR7dTRrgNh36LohmhqRJCmGptLzfHrTB9l3tIvbnaU522F4KEAodcLeNIpeJfAtXNdj2+Zx3nPrh9myZft5u3YFBQXnl0J0lhnNZpPQ6eE7PXSrghyH6Bb4XkQgMvxel8DJ9x8ZmoqhqYAF1BiUNTTNotfrApCIFEVRkdV8ujDuTxuWq3Vs3yfseoyOTRAJCV3RCb0jBL7D3ORdvVFHjwW9rIzb3UdztkO3NzfN1wGg1c7PZdOmzbz85Tfzgpt+dhGuUkFBwVKlEJ1lxmxzCjl2kYBupwPkW438BHr2LMJ3kfUquiQIY0HJMjHLAySxT+TnUUt5IM/oU60KQRjNt21aJoksE8R5FpxuVPB8h0goeE6HXq9HnOR2OpqSr2XJqkG1lBuddnsO2y+5inVrR6jWh2k0BhkZHmZkuEatPvy4vUQFBQWrj0J0lhlxkpHFCSKOsLs2NcugZ+jIQqCpBmpZwu608YEs9oEhzDJIpQYlPcVtH0XWLDSrhGTUFrSthV1sAYEPllUjTmV6rkMcuyQiQZJNylqCVZ4zO01JRUjPC1BKY9z6B7/NBRcUU2cFBQUnpxCdZUa9VufAvv2kScrR/bsRE1sYKzUAFc9rI6I8cjE0DTSNTnsW2/GoV0oMrduGr1m0bZtM0SkrNbT+JyAWgFJDMnRKRHi+h+v2EHFIHAt0NYM0AEUjDgMUSSaMBW4Q0eu2edlLX14ITkFBwVOyIr3XVjK1WhW7GzJzcA8HJyfJ12tAxAG9boej05NEAnp+TKbomKUaWezT82IOPbYHt2cTZwq2D54fgGTkggOkSTw/bQagqgpxvLD8gXDbBPYsPc8nShQCz0c3B9ix49LFugQFBQXLmCLSWWbEcULPbtE+OknFNDDMDD9OCD2fbtcmjkKyNF+TEVFErTFIpuiUShXMcoWpZpNKrYaqleh0OkRhRK2aC5esaCRJiG7oeE4HIRLCqG8Q6uYJAlXZQ7fqRMed00UXX4xhnLg9taCgoODxFJHOMqNer+GEeTTiBCGtTpcoTAiDgDgK0fT85l+tNTBqDXRdQ1EUdF3DbKwDoOcKojimZJXwnA6B7xFECZ4fECcZURiBoiPiEMdxmZ0+BMBQWaFaH54/lzj2CYTEQKNIEChYPcShYPdP9s1vEi84PYpIZ5mhaTqVSplZbwSCQwSeT1jPAIt6YwBNL1EfHsHUNDJFR9YUZEUmimK0OBepTBIIkVCv11GNMpGQQOTrOHO4rsfRZofdux9hdKiClqio5fUkQGQ3Odpq4Wc1dMNEN5ZGPaGCgnOFPeNglgyMssan/+v7cZUG/+UPfid/rtXFLBtFtH+KFKKzDJmYWIfjuIThsUqeYZrhhDITo2sxK3UykT8XBj6+46I1DJozh5lpttH0AElWCYJpKpUSwjAIwxDH8cjSfA1nttXivvvuJXZnCHsWhrGDWGmDP0u73cIJQoScMDK+hU1FfZyCFUDoxniOy8BYY/6xPdNjdNMgR/Y8gq7k2Z53/uBTPO8X/gjIxegD73477/8fHytE5xQpRGcZsnHDRu67916qtXxaK/A94lhglHP7mU7HJnBnkeKQ0G3Sc0O2WhaTrWnaHYdSCRI6ZElEEJQxzTJBkJuBOo5L4PvMNGeYndqH6/msqavc/+MjjEwcE5eJ4Tq+bHLjDc9fUD20oGC5EjgRMweOzIuOrMrse+h+RjfdgK7U+NZX/5KGNsOW9VtJZBe71eXrX/0sjuMwNDz85I0XzFOIzjJkYu0EVqVOGtn5+o7rUinnXmndbidPNDjyKFKUOw+Mj68BQNXzkZrnOZiWhW3bSIqO63cAyJII27bpdm1arRau5y9435nD+5DMAYaHGqTWCJddckVhaVOwYigPGrj3+yRxiqLJyLJEbbDG3vv28+j9tyMf/QauNcTw2BZi+xHe97b/wKN7dvGb7/nU+T71ZUWRSLAMkRWFn7vpBtodh8D3CXwXVTMQCfTsFvizOP3aOePja1iz/iLMUoU4Friej+v58+LSac3M/9i2zczMUVqtFrNT+wAol/LMNsnMo6rhoQaDoxOUqwNcf91zzs8FKCg4B6iaitvrMPlIXi5kz70/BeArf/wKWg//DZXyKJOtfPp5/yMPcPTATxkom1z17OvP2zkvR4pIZ5myfv0GNmzcxOHDRzATi06nteD5immQ9avslBojWJUahw8/RKvVolwu0e1CGAZ082CIMAwwDBPX9ean1coli1o1nzobHmoADeqV3PJm3fpNWOfBYbug4GyTxP1SJZrM6Ppx7v/x9xhc/zLu+s6XqNYNalqEoRp0goh2x8FUJ2l1PEolneuv/yVGNw0+xTsUHE8hOsuYHTsupTnTJPDzyGViYi0Amm7QMPMvkp+a2LMzTHccdj2yi9idwWUE180z1VzXo1wusf3CS8mSiEcf2snM1CSQRzmN0Y0YhkkYBtTLKqT52s/Y2Nh56HFBwdnH6wY8/ON7uOYlz+GCqy/hH772OTqf3MWDO7/JukEYGxkHYHraoe0HuFMp090uDcvkha95+3k+++VHITrLmE0bN3OHdQeh1yYR4nHPl8oV/BR6jk1qarz+9W+kUimjKdK8caeumVRrNcZGhvniFz4zLzgAtWqFW956C0cmp/i32/8ZwzRpTc8yWGKBc0FBwXIljmJkGbJYMP1Yi9FNg0yMb+b+b/wh1aERWl2LzcMa7W7AoVa+xtn2PCwp4VVv+QBbLi+q4J4uhegsY0zTRFLyPTJJ1MP1Y8pWBZLcPcBzHSTLRFU1BsbGuerqZ5+0rZ13/pCvf/1r7N43ybbN45RqDd7wprexZct2pmdmCYSKPeugAoPDa+dFq6BgOaOqCt/6ylfo+B0kTWV0U75OWapW2TzY4Pt7PawjbY5MebQSAAU1cdlxxYv52de86rye+3KlSCRYxqiqytBAY/6x79gEvkusVNDrEwBkfhNJ1p6yLUkxcD2fbZvzqYTxsRE2bs4z01zXods8QGd6P64XYqp914KCgmWOJMtc94sv4p5//xf+5RufJXRjBi2FgCoPTuVTyXfts2nmzlJomcfElsu45Xc/iGYo5/HMly9FpLPM2bp1M3v2PArATHMG09rA0OgaZg//hE4gI0Vdam6TRuUifN8/6eL/lVdexV9//svs2bOXH/3oh1iVOgP9ujt377wT3/cZHsoTCYbKClUt5Pvf/Trl+gQXXHBhsVenYNkxuXcav+ez5fKNvOs9H+d9v/kfuO3PPoqZ5tNoh9t5uULNtEAIdFWjZKzhHb//54xMFPtyzpRCdFYAtYpO04Nu8wCViy9m07atRJ3dZH6KHcHBvbsYGtvI8NptT5pxVq8PcOWVV3HllVctOL5h4yZ+8K/fAmBieCOGrhF6HQYqZeojIwRBUIhOwbLjf37gNzCHJnjnu36P6miF1/3K7/K1L30EAN8VeJmMECnEAkvKQ52pSOcTn/wYctRheHictYNr8bMWUqCyZnADMj1SqtQHJSYuvIzxzRsxiizPBRSiswKo1ofpdfOy0D27SZKkVEplKhsuoDR7BM91aLdmKJXKZ9T+a179OgzdQNNU6o0BGn1Xat2so2oGgwOF4edqJU2S+d+zLCaKMzRNQ1Wf3q0lTRLifnJMmqbIcr5ZM00zFFWBDOI4RpZlFEVBVVUcxzmtwc8vveIdfPCj7+LjH4NGZQ2HDj5AkukYUkqmmVga+J6HloT0koipZkCU2Xjf/CxDZR1VyvCBoZLOmuESD0UCU4SUhiwMbYDsqyHVkS1svORFbLnsekY2rKU6VHna12a5s7p7vwK48IILcRwXQzeYnnXoddso0SyO5yJ8G891mDm4l1K5wh0/+j4bN29n/foNp/0+N9/8inNw9gXLkTRJ8HwfTcsdzGUpz2RUFIk8rUWQCEEi8g3KmWSiKhlpJqPICrJybC3EcRwURZmPwEUi6LQ7mKa5QED27n2UoaGFJc/nbt5xHBGGIUeOTJ5WIcFrb34+/33jF/n85/4Xd9zzTWaPHsG0LCxdQzYrGHKKH8UcDGL8nk+r5/OcTQOM1ktoSUa/+jvVuk7dNEnkAFCpSBKSFKKUNEim2P/AX7Pzu5/EjTQqw8/ghl94PZsuv4DxiXEkWUYIQZZmSLJElmb9vilI8spccpc+8IEPZLfeeuv5Po+Cs8Rf/sXHSaZ/Qr1WoVSu4PXr4NSG88SCNeu3oZUajG+4mOHCL6rgFIjjCEXOhUJWlPnHx4sHAFkuMkhPbHx5fFT0uNee2M5xbYhE8OUvf5Ge3eRVr34j9foAcRyRJT6yVkZVVNIk4d/vupNnX3vyDM0nw+k57N21h9lWk7u/fydf+IdPE8Y+HdtBiISJobxE+7Yhk4alU7Zkwn4G55qBKjUDojBCk/NjcSrRaAzNt9/u9vCCfI1oxo3pRiUu3H41AFPdGZKgR6k0iJBz2R4cXI9pgWQYXHbplVxx7XNWzDrSqop04lCwf/dBtl68ccWOIv7jW97OgQP7OLz3AdoH7p8/LnybxtBahO8yPLaWAwf2F6JT8JTYdptyubpAJDTthFIWc2IDhF4H3SjNP55L6QeQlZO7MKdJgojzAZKiGkhS/jhL8hv1JdvWcfCIThwn+L6PLMuoqoHj9IB8PXLj03A7r1QrXPasy2kf7fDJT3wEu9dhSM9YN1aiJyQMKUNWZCzNwo1D3BjKmsqICUkUkMkSShoyX2JHNglFgO/kGXCZSJDCiI4b44cpNdnjp/d9Dd+XyVQVQ5HpAFmSICkKPRU6Yd7Yv/2jxJqBQa75uV/mxa99PWvXT5xxP5cCK150VlsdDFVV2bJlO1u2bCcMX8LXvvQ58GfZ/MznoJcGmJk+yiO7j7DjimvO96kWLHHSJFkwnQWQiR6SopMkGSK0ScMQuf/9ScMQEQdEjo2qmf3jx2o06UYpF6ETopgkmMUPQ9y+gJimhaKqJIFPIAQpOo3hNTRGNqJpClEUMDvb5MjkFFu3XkC1Uubb3/kXxsbGGF9z5k4ZM4eb/N6vvpQjj+5irGIxUtYYKim0nQAd6KUSihQzWNWZnPEQsoxqmRC4JLKGJEPJMnHdgDRNSOKYyI9QNQXf84gEtO38eviyQhJL6GSgyFgqEMUggSwBCRhCYGkyvqLR67X51j98gju/9xVe+2vv5vm/uHynu1eE6BR1MJ4YwzB4zRtuWXDswosuPU9nU7DcOHEKLBO9+d8TEZKGIT27SZzlf2eqCkkS0W7blE0Dq5J/71Dn9ol1UEwLSaliqvk+Lz8Mc3EJAjw3jwrCwCNLIIr7KcvWEIahEQYOXcD3Q/7pG19nZuYob33H+2iYFZp2jOPs49Idzzijvt794/v4o/e/hWj6IDXTZNKPGClrTHUjzFSwZY3FvnaC6/iAhWKoWJnA6waoMvS8mGpJw3UDglhG1SCLQ3RLJxUJh5oRpqEhmyZemFBRwEgTZFkhFQGkCmmaTz/O/QsSfpySqQmSEMiGQWwf4s//8F2Ylsa1L3jpGfX1fLMiRKeog1FQcPbotA5QrY3OP5bJ04Wj0EM3SmRJRJYEeIFP5Ae4fUfzwKogfIdDhw4xMNigHITImoHcF50oDlAlhVK9jlBVAiFIwgBFUfGdDmEo0BQZkSUIAZFwyISE4gck9XGmJ/ciKWUcP2DL5s1cc801tHs+7Z7Ps669jsl9D5xRf79421d4/62/zqAiGCqpJFlKRZWIRcJjsx5bBnT8KMNSYSpIcTsemiojyCiJlLoh40cQifw6iVRBlUPqtXyasefmxyftAE1VkBSlf80kSFJAwiAhTBZaS0VIaKpCLBJ08qk3L8mPf/kzn2Ld9h1MbNhyRn0+n6wI0SnqYBQUnB0cxyEJfHrk9v4nzgEE4bH1myAImG7Nzq9bGFaXTnuW2eY0pq6RJimGYZGleVQjyTqJouQiVC6BEMQiJfI7BL5LFCdE5NNwYRzjhzEkglbPo9r1CHyHXuBimmVMKz+zzuwUAHFYZ+OG0/dB++YXv8Xvv/8WSppMtWQSATNeyJCp0QlT7DBfY7HDXFw6ocJRJ6ZqSASkSIoCpBDFTGYyJUMBEkqqjKHNuXZIpEm+PiMJQQbE5AKjqQoREoiYTFWR+mniERIRMpHIAJkI0JAQmUQkUu596D6+83//iV9+2/932n0+36wI0Tm+Dsa6HWsW1MFYO1qhUh5lbzNkZHyuDsZBBspWUQejoOAEpo88TL1SQ+lPbfU8Z/65yA/mf/cTmD58gKPTk5RKJTzPY2T9VoxKA61rE0QxQRQDXaqWhlmuoOvHIh6p31QqYmzHx5BVVDnFDyLc2EVWZMIgwA0iZpptkt4MsVIhEBLEDp22RDKccLS5j69+43YAPvah955WX2cON/lvH/kdZt2IStlEDWLa/ahEVWSCQDBU0Wh2PXqhzmjNQGS5WCRZCpmMEwqcEMqqTLsX4AqDiqFiyQkdFyxdQlY00DWyLCXjmGdhpqp4mYQfC2JZQUMiRkFTZWKRi1TQT6FWJBk3yGD+9Sk/efDB0+rvUmFZi05RB6Og4Oxh223SwEOv14E8BVgxyiBikiQiiX3iKCARgul2l5lmE7uX13EqlUqQCNZOrIfIRTfLRCnIIkLWrb6IuBhmvkE5CWNElhD0hSwWIamsARFhP7U4imMCz6fXbdPxZlFKeQpyGARUG+OYlsujux7kJz/+534PTk90vnX7N9iz7yEUSWW2F5AmGo1Kma4f0HZjIpFSB6YSsKKYbpxh9vcGKZlMlIEGxJlEN07ppDIDmYQTCkBlkARNk5FdjzSIMNS8FpWfKbhpAFG+dqNIMnEGTpA/NrIMgYJKiiblIuMnKV4oKBkqUabgJzKaUjqxS8uCZS06RR2MgoKzhwjb1KpV/H50oyg6uiIRoaEAcRTgOm0kxcLQNEaGhxmul3E8F00vETodYD3j6zagWxXCIERWNXynSxR6xFFMohioqAjyG6xmDRD7Dl03RFMjkiTF0FR6nk9v+iD7jnZxu7M0ZzsMDwUIpU7Ym0bRqwS+het6bNs8zntu/fBpl06/aOszGa2U2DRU4p4pj14sGK2MMlDp8fAjB/JrIjRkXWegMUi9WsZuTVLTZBRNQU4y3H5E4oaCGT8lyGJURaYmYixVAy/F9aJ8vUYFV2RE4phZrilLxFkeOUnIhHPTa8eVKqkaKpCiKjLdOGOyFxAnAjtenqa7y1Z0ijoYBeeD5Wz78mQ0m01Cp4fv9NCtCnIcolvgexGByPB7XQInt1oyNBVDUwELqDEoa2iaRa+Xl6FNRIqiqMhqfkOO+5tXytU6tu8Tdj1GxyaIhISu6ITeEQLfYW7yrt6oo8eCXlbG7e6jOduh25ub5usA0Grn57Jp02Ze/vKbecFNP3vafX7GFZdy/Q03s/vB77Fj6zh7D8/w+b/4Cjvvvo//9JuvxtLyqbQ0inBin4/94efZ++heHnzgu3z79u9C3MXsJ0TYkYSsKPSCBMtUGTAVWrGC8Fz0vsBGIkMoGroqE4lcaOLsWPKAIqfoqoyETEkHkcJ0L6YzZ32g6fhBiJymVDUF01yefofLVnSKOhgFi8VKsX15MmabU8ixiwR0Ox0AGuRrNz17FuG7yHoVXRKEsaBkmZjlAZLYJ+rfFMt9V3LVqhAcV/rCtEwSWSaI8/US3ajg+Q6RUPCcDr1eb74+01xxQFk1qJby6ahuz2H7JVexbu0I1fowjcYgI8PDjAzXqNWHH7eX6FTRDIU/+dgnmGlO0WgMIdKIoeFhRtaNcP1tz+Oe+75Pf38mvZ7PUH2Q62+5Fngdj/50N+98x68ze/g+MkmHvmQquo7e33huSQmUTZxQEPkhcSoISDAMHS8UlA0dRcln2RQ5FxlVBpGmeFFKx0+wwwTTyNfCDPI09rppsK5h8pKXvPiM+n2+WbaiM1cH44/efQuPPXQXl99wzQl1MCTu2mej99M1tcxjTVEHo+AUONH2JUkTSpb1BLYvAkWR5jc7Kv05+zmkflSUJsn8a0+MTFRFZXio+rgNk3fedddJbV80TSdNElrtWeDsiE6cZGRxgogj7K5NzTLoGTqyEGiqgVqWsDttfCCLfWAIswxSqUFJT3HbR5E1C80qIRm1BW1rYRdbQOCDZdWIU5me6xDHLolIkGSTspZglUv965WSipCeF6CUxrj1D377rInriZRqFhtrC50MqkMlPvNXf8WffvQT3HvfTh786U4ss8bAwDFbm+0XbePDH/oIb3j9izFU8OIUVVPms/18keEKUKWsLzi5qNqRBFGMqsmoQhAKEEk+dTYX0dhhghsllHUFqy+8tVKVmZ6NoSjosszwmgmef+NN5+SanGuWpegUdTAKzhWrxfblROq1Ogf27SdNUo7u342Y2MJYqQGoeF4bEeWRi6FpoGl02rPYjke9UmJo3TZ8zaJt22SKTlmpofXvLLEAlBqSoVMiwvM9XLeHiEPiWKCrGaQBKBpxGKBIMmEscIOIXrfNy1768nMmOE/G2vUTfOiPP4jd6vK2X30bd99zB4a18P/zsmddziWXP5/7H/y33HUgCPEBV1EZq5joUj5dOh1IgERdzzBNlW4s0YtTjvRCDElCiIQwBc879rnSdBl0hSSKEIqK3esAEmE/9Xpi0yWLcyHOActSdIo6GAXngtVm+3I8tVoVuxsStA5wcHKSoYkd+fnGAb1uh27Xpt4YJhIxlUoZs1Qj8Lr0PA3/sT0AxJmC7YNkBNRrdeI47F/XGE2RmJtwU1UF3xML3l+4bQSQ6hWQTQLPRzcH2LHj/Dpo1AdrvPSFL6dRKVMeevwg4sabnse999yOZer0ej6xiMECRyREqUQYC2wn/0zYmoFsZPR6+ePjReZE4ijFVRN0VcYPQoSiIqd5BORrMoenj56bDi8Cy1J0ijoYBeeC1WT7ciJxnNCzW7SPTlIxDQwzw48TQs+n27WJo5As7e+4jyJqjUEyRadUqmCWK0w1m1RqNVStRKfTIQojav26S7KikSQhuqHjOZ18ZB/lN9yw74JelT10q87x+VgXXXzxkrCoes2bXsUrX/uKJ/z+v+wXX86nP/knzPRshhtlJpsdunY+49IoWwRhjMjUXIzUDPruDU8mOADPv/4GLrhoG1//xpfA94kBTVGJRYDnpeimiR/6WMbyGxgvy7toUQej4Gyy2mxfnoh6vYYT5ov4ThDS6nQZUsqEQUAchWh6fvOv1hooZgld1whDBV3XMBvroNmk5wrK5ZiSVcJzOvnUmWLAXPZWGIGiI2IXx3EJvTZDAw2GygqGPkwY5dc9jn0CITHQWBrFATVDRTOe+Fa5dv0Eb/iVd/Le9/02Q4NVapUys60eXdtHSVL0sgVRLkKaohInIhegJ+DaK36Gl970Qq57wY1cdd0z8TyXXbvu5ycPP4wfRGgKaKpGHIWUK0MEhegsLhdesZ0/uOKjp1QHY7yqIhMjIh3DklH7mTJ108zrYCDP18GIwoiGVYV+9G/IkNBDNH/I333ye6u6DsZKZLXZvpwMTdOpVMrMeiMQHCLwfMJ6BljUGwNoeon68AimppEpOrKmICsyURSjxblIZZJAiIR6vY5qlImEBCJfx5nDdT2ONjvs3v0Io0MVtERFLa8nASK7ydFWCz+roRsmuqGf9HyXEm9+8xu57TMfZ9eBg2iqRq1u4fshYQo6eVTzspe8go986I9xgy7T05Mc3H2Uru0SqR4TI+sYGR7lmuuuolQ7JiKGYfBrb/8t3vq2NwPgB/nnStNlHrrnhwS+D7UnOqOlzbIVnTmKOhgFT4fVZPvyVExMrMsjkNCfPxamGU4oMzG6FrNSJxP5c2Hg4zsuWsOgOXOYmWYbTQ+QZJUgmKZSKSEMgzAMcRyPLM1HcbOtFvfddy+xO0PYszCMHcRKG/xZ2u0WThAi5ISR8S1sOouJEueSgYFBXv3SV/J/vnobR5odNq3fxvvf/SHe9d63EScumi5jt1tMbBhH0Sa4eMfFcOOptX3t1dcyOlLnsf3TDA1W6fbvS/fs2sMjD+1iZHAE9cRElyXOshcdKOpgLDWWS7G81Wb78lRs3LCR++69l2otn9YKfI84Fhjl/Dw6HZvAnUWKQ0K3Sc8N2WpZTLamaXccSiVI6JAlEUFQxjTLBEF+k3Qcl8D3mWnOMDu1D9fzWVNXuf/HRxiZOCYuE8N1fNnkxhuef9Y2vi4GazauZd3oEPWywYFWiwsu2cbE2GZ2778PTdV48Kc7OXxgkg1bT2/gOTo+xitf+Ro++ak/xw+i+em7OAr528/dxgWXXMj42PIazC7dO8IpcveP7+Ptb34hhw/spmaaOP1NaVPdCEkItgzr1DRwHR/bEQvqYEQir4ORpczXwYBjdTAADjUjun6GbJoEkoasyBhKhqXJGCKAKCZNE9I0QcQxor8Bzo9TsiSBMERO0vk6GHd8+x/Pz4U6x9gzDmHfLPHT//X9/MMX/s+84NitLmH45Aun54PjbV/mrF90RQJVQ1H0eduXMBbzti9b163H1DjO9gXG121gfP1G1oytYc3GrZilClGc4AcRXiwQAoI4X7fRrAFSxaTjp/hhhN+3fYniOLd9eWwfrenD7Nk/RWv6MNOzDtNTR/A8h8B3521f/uKzf3Pati9PxcTaCaxKLsBOKOG4Lpqmomkq3W6Hwwf3svvBu9j9wA84uHcXlpyLparnczye55AlEbZt4/oxs+0Orh/jOC62bTPTnKHVauF6/oL3nTmcuw4ApNYIl11x/Vnv27lmeHwCVZWJAh8/6KKbOs9/zo3ESR7h+UHEvQ/ee9rtqqrKb/7n9/KsKy6nrOcJLOvH6ow0Sty98185dGDf2ezGorCsReeLt32F173xRRw+eIBUUUikhXUwIuT5OhjdOGW64+F5EU03pulG+FGG7WXMdmNmuzG2K7C7HmGUkopkQR0Mr29x7gaCMMmLK4WJRJrmdTCO/4mQyFSVWOQLqFmS4IUJYZLy5c98isMH9p7Py3bGhG5M+2hnwePpx/KR/5E9j3Doof3suXM3d/7gUwz3M7nsGYcP/NbbcXq9J2ryvNFsNgmcHt1ej0BkRH5AkkT4noPrOjSbM7jH2b7UKxajAzXGRsfYsOVC1q1bR6O/WfCY7Us+nXa87YsXhszMtpBUi5gSKAah183Xa3o9PD9E1nV0TevbvszO2740Zzt0pvfj+z6tdpvp6Rk2bdrMe2798BnZvjwVsqLwczfdQLvjEPg+ge+iagYigZ7dAn8Wp59EMT6+hjXrL8IsVYhjgev5uJ6Pbdt0uzad1sz8j23bzMwcpdVqMTuV3yTLpXztQjLzqGp4qMHg6ATl6gDXX/ecs963c83YyDYA6gMlrr/yajZsneB5192ApqjzYpE9cf7AUzI0PMzV116LaWgMVi0MTUVXZTZv2srI4PIzLV6202tFHYzFZyUVy1uNti+nwvr1G9iwcROHDx/BTCw6ndaC5yumQdZPtyg1RrAqNQ4ffohWq0W5XKLbhTAM6OY2bIRhgGGYuK43P61WLlnUqvnU2fBQA2hQr+R9X7d+07xF0HJi+/bt1MtrCKIem9ddBsCV113BhrWbOHDkMVQto1Yzn6KVJ0dSFDzXQ1YULNMg9aYZGDw7+7QWk2UpOkUdjPPDSiqWt1ptX06FHTsupTnTJPDzyGViYm3eL92gYeafbz81sWdnmO447HpkF7E7g8sIrpuvfbquR7lcYvuFl5IlEY8+tJOZqUkgj3IaoxsxDJMwDKiXVUjztZ+xseV3EwVQ9WN7vCpmPoE0sKbCc5/1Aj771f+NpqiMj68/4/Yd0UWXJUJFwdBUhKIgmxXMUvlpn/tisyxFp6iDcX5YScXyCtuXk7Np42busO4g9NokQjzu+VK5gp9Cz7FJTY3Xv/6NVCplNEWaj+B0zaRaqzE2MswXv/CZecEBqFUr3PLWWzgyOcW/3f7PGKZJa3qWwdKxyG+5IcsysqYRJbBhw7ENuxc+41K0r6uUTQ1FO/PVjA2jEygVA6mb5S4HPY8Lnnk1hvH0oqfzwbIUnaIOxuKyEovlFbYvJ8c0zXkPuSTq4foxZasCSZ5s4bkOkmWiqhoDY+NcdfWzT9rWzjt/yNe//jV275tk2+ZxSrUGb3jT29iyZTvTM7MEQsWedVCBweG186K13BDHbfhct3HD/O/PvfF61A/nHmqHDuxn+0Xbzqj9n3/Ry/j7f/x7/G7Q9+1LWTex9Wmf9/lgWSYSzNXB8CSDHVu3UisP8vm/+Aq//fb/AfC4Ohi//4f/m3f91ke5+oaXMRWZtIOYMJOw44TZ4+pgBImMoqi0YoX97ZBumBAKQc8NiERe60KR8kt28joYMrqaO8Ye7IR5PQyh0HZj5DRZlnUwvG7Azv/3IwAuuPoSfrL3Hr72yY/w4M5vcvDerzJ0QrG83VNdprtdVMlYssXy5mxfpk+wfXFOsH3J0hgRRVjVQYzqMLXGIIMja4gklUqtTsnKbV9mZmZIk5g0ifNpWcg3NybRvO1LGIX07Ba9nkcae6jzdjk5S8X2RVVVhgYa8499xybwXWKlgl7P03Mzv4kkaydp4RiSYuB6Pts255+R8bERNm7OIznXdeg2D9CZ3o/rhZhqlrsWLFOyzENTTEbWH5tu3bxtE9c840qCVGLnj//1jNuuVRsEtoesqSh6PiCo1Zbf1Bos00inqIOxeKzUYnmF7cuTs3XrZvbseRSAmeYMprWBodE1zB7+CZ1ARoq61NwmjcpF+L5/0sX/K6+8ir/+/JfZs2cvP/rRD7EqdQb6CRh377wT3/cZHsoTCYbKClUt5Pvf/Trl+gQXXHDhstqrAxD4PsZx0+eqqvKSm36Z7935Iw5Mz5xxu/se24Oh6hhVnU6ri2Uurw2hx7MsRQeKOhiLxUotllfYvjw1tYpO04Nu8wCViy9m07atRJ3dZH6KHcHBvbsYGtvI8NptT5pxVq8PcOWVV3HllVctOL5h4yZ+8K/fAmBieCOGrhF6HQYqZeojIwRBsGxERySCTGhUyxVq/c3Gc7zwZT/Hf/vEIA/d80PsTpv6aQ4uRBzxV5/5SzqtLrKmEia5k4VlVc9mFxaNZSs6J6Oog3F2WcnF8grblyenWh+m1833KvXsJkmSUimVqWy4gNLsETzXod2aoXSGGVSvefXrMHQDTVOpNwZo9F2pdbOOqhkMDiydyO+pmJ6exnankLUS6gmXY3zLKDc99yZ++INvErlJnpt/GvR6XaRei5qWoVXHWD/Y5b69IUZSiM6SoqiD8fRZ6cXyCtuXk3PhBRfiOC6GbjA969DrtlGiWRzPRfg2nuswc3AvpXKFO370fTZu3s769RueuuETuPnm5W8L5Xsen/6zD+NHMeXa4/8PZ45O89ihXZhmBfUMtiBNTR4gjH0GBmukJNSsKo1yj1BZWhuuT5UVKzpQ1MF4uqz0Ynlzti9pZOfrO65LpZwPU7vdTl5f5sijSFG+03F8fA2w0PbFtCxs20ZSdFy/AzBvBdPt2ie1fZHMAYaHGrntyyVXLDnbF03Tefa1eVbazTe/gr/8i4/z7X/8O+q1CqVyfmMdWb8F1arTPXw/M7JHZ2Y/4xsuZniJbQQ+17SaU+x+6C40WeHm1/0nBoYWZms++vA+juzfw7MvuwbTPP3tEps2X8SffvZr+G6I3e2yZnwEWVYwrWW69eJ8n8C5pKiD8fRY6cXy5mxfvvCF2yiVQFWg0RgkCEKC3jHbl6p8gu1L254XEkXNxeVEZmaOzu/ChznblxjJHCAL2svO9uU/vuXtHDiwj8N7H6B94P7548K3aQytRfguw2NrOXBg/6oTnbG1G3jPB/+U5tRRrn/uTY/7/F59/ZXc9rf/lzXrxrBKpy8UVqmEVSoxMAij8RhxHKHp+rItKrk8z/osUdTBeHJWQ7G8wvbl1FBVlS1btrNly3bC8CV87UufA3+Wzc98DnppgJnpozyy+wg7rrjmfJ/qoqOqKldf/TMnfV7TNS571uVP6z2yvp+fosgkYnluoJ1jVYtOUQfjqVkNxfIK25fTwzAMXvOGWxYcu/Ci87+pdSVz/ADrfE1Hny1WtehAUQfjVFnJxfIK25eCgsVj1YvOwjoYwXwdjIf37gSO1cE4XdGZq4Nx5x138PBPHiQlr4MRhPF8HYzlJDqwcovlFbYvBQWLx7K0wTmbFHUwTo2VXCyvsH0pKFg8Vn2kU9TBeGq+eNtXeP+tv86gIhgqqSTZwmJ5Wwb0+WJ5U0GK2/HQVBlBRknk9Yz8CKJ+9p9IFVQ5pF7LM3mOL5anqUq/WF4ISJCkgIRBXizveCIkNFUhFgk6/WJ5SX78y5/5FOu272Biw5ZT6mNh+1JQsDis+kjnyepgxIk4a3Uw5GVaB2O+WJ6c9IvlqUx7CYaqPmGxPFNTaAUJXpzRjVN8AXaYYvdC9jYjpnoJTTePagI/IvDzkf6CYnlJ0i+Gl1dgDVWNMMl/n2OuWJ4rMiJkHPKiel4m48XZfLG806FWyaOubvMAlUqZTdu2Ui0fSyY4uHcXzcmDRFHwpO3M2b78xm+8k19585vmhWTDxk1MHp2hOdvJTUaPs30Z6du+FBSsdFZ9pFPUwTg5q61YXmH7UlBw7ln1olPUwTg5q6lYXmH7UlCwOKz66TUo6mCcjLlieVdtaOQedXGCXhllYGSA6a5HxwuYdSOCVMKsDlIfHCcQIq871HdldoVElMCslxfLm3RjjvgpU26Mn0q4XspUL5pfr3FFRhAuLJYHx4rlRSLNXXbDiF4osMOUtP8xniuWt68dcLDdPa1ieXO2Lzff/Ao++Ecfplob4Nv/+Hd0m4fn/2aB7cv++3jg7u/TbDbPxqUuKFg1FKLT52R1MOJEnJU6GLVq3vZyqoOxmovl/ce3vJ2fe91/YeLihaW2hW9TKZURvku9WuLAgf1n/B4FBauRYnqtqINxUlZzsbzC9qWg4Nyw6kWnqIPx5BTF8grbl4KCs8mqFp2iDsaZUxTLKygoOBNWtegUdTCePkWxvIKCgtNhVYtOUQfj7FAUyysoKDhVVtbd7zQp6mCcHYpieauTOBTs332QrRdvPCu1jQpWB6tadBaDlVQH40wpiuWtHOwZB7NkYJQ1Pv1f34+rNPgvf/A7+XOtLmbZwDAeP81aUDBHIToF55yiWN7yInRjPMdlYKwx/9ie6TG6aZAjex5BV3Ilv/MHn+J5v/BHQC5GH3j323n///hYIToFT0oRExcsCnPF8i7eOMbMccXyRJwsKJZ3uswVyyuVjPlieXGU4nl5sbyZ1plv7F2tBE7EzIEj849lVWbfQ/cDoCs1vvXVv+TOf/ogW9ZvJZFd7FaXr3/1MziOw9DwmVVvLVg9FKJTsCgsLJbXnS+WFyd52vRcsbzTZa5Y3rOuuHy+/tH6sTojjdJ8sbyC06M8aOB2fJI4X4+UZYnaYI299+3n0ftvRz76DdzZPQyPbSG2H+F9b/sP/M0nP8wrfumWp2i5oKAQnYJFoiiWt3xQNRW312HykWkA9tz7UwC+8sevoPXw31ApjzLZygcL+x95gKMHfspA2eSqZ19/0jYLCuYoRKdgUZgrlgc8rlheKiuomnzWiuWFsViWxfLON0mczkc3o+vHuf/H38Pr+tz1nS+x+95vUdMiDNXATxPaHYfezCStjkeppHPj836J0U2FwBc8NYXoFCwKRbG8pY/XDdj5/34EwAVXX8JP9t7D1z75ER7c+U0O3vtVhkbyEtzT0w5tP2D3VJfpbhdVMnjha95+Pk+9YBlRiE7BovCkxfKUs1gsT1EIY0Gr01s2xfKWAnEUI8uQxYLpx1oATIxv5v7b/5KyHtPqqpRUjdBLONTK91W1PQ9LSnjVWz7Alss3ns/TL1hGFKJTsCg8abE87VixvDPl51/0Msx67hqx3IrlLQVUVeF7X/lH9hz6KY/95OH546Vqlc2DDQ53Ex460mbn7llaCfgoqEnIjitezM++5lXn8cwLlhuF6BQsGkWxvKWLJMtc94sv4p5//xf+5RufJXRjBi2FgCoPTuV7n+7aZ9Psjx20zGNiy2Xc8rsfRDOUJ2m5oGAhhegULCpFsbylx+Teafbet5+BsQbves/H+enuB7ntzz5Kq5nv1TncDvBCH83M3SB0VaNcWcM7fv/PGZko9uUUnB6FI0HBolAUy1u6/M8P/Abm0ATvfNfvUR2t8Lpf+V2+9qWPAOC7Ai+TESKFWGBJeagzFel84pMfQ446DA+Ps3ZwLX7WQgpU1gxuQKZHSpX6oMTEhZcxvnnjqrWBKlhIIToFi0JRLG/p8kuveAcf/Oi7+PjHoFFZw6GDD5BkOoaUkmkmlpbXntKSkF4SMdUMiDIb75ufZaiso0oZPjBU0lkzXOKhSGCKkNKQhaENkH01pDqyhY2XvIgtl13PyIa1VIcqK85tveDUKP7XC845RbG8pc21Nz+f/77xi3z+c/+LO+75JrNHj2BaFpauIZsVDDnFj2IOBjF+z6fV83nOpgFG6yW0JKNf0JVqXadumiRyAKhUJAlJClFKGiRT7H/gr9n53U/iRhqV4Wdwwy+8nk2XX8D4xDiSLCOEIEszJFki61eSVVVlxTpYp0ky/3uWxURxhqZpT1uM0yQhFvnm3TRN88xRWSJNMxRVgQziOEaWZRRFQVVVHMehUnn8d/NcUIhOwTmnKJa39Lnwiu38wRUfxek57N21h9lWk7u/fydf+IdPE8Y+HdtBiISJoRLjVRWZGBHpGJaMmuQCUTdNagZEyGhyfiwKIxpWFfJ7IIYMCT1E84f83Se/RzcqceH2qwGY6s6QBD1KpUGEnK/JDQ6ux7RAMgwuu/RKrrj2Oct6HSlNEjzfR9M0FEVBlvJyJ4oikfdYkAhBIvJ6UplkoioZaSajyAqycixpw3EcFEXB6k9bikTQaXcwTXOBgOzd+yhDQ8PU68emreeELY4jwjDkyJFJLrhg+7ntfB/pAx/4QHbrrbcuypsVrE6EENxzz4/ni+WduGYTRzEP3/8Qa9aNMbpmzdN7r1is2GJ5i0n7aIdfveW13PvATob0jIGSTk9IGFKGrMisa1QQWX5jLGsqIyaolk7DlEjFsQJ8iWxiVcr4fffvVCQEfkTHjbHDFEvOsEWI78tkqoqh5FFNliRIioKlQifMXRJEJrFmYJBrfu6XefFrX8/a9ROLfFVOnziOUORcKGRFmX98vHgA0L+WSE/s0H18VPS4157YznFtiETw5S9/kZ7d5FWvfiP1+gBxHJElPrJWRlVU0iTh3++6k2df++wz6+RpUnwrC845RbG85cXM4Sa/96sv5cijuxirWIyUNYZKCm0nQAd6qYQixQxWdSZnPIQso1omBC6JrCHJULJMXDcgTROSOCbyI1RNwfc8IgFtOy9J7ssKSSyhk4EiY6lAFIMEsgQkYAiBpcn4ikav1+Zb//AJ7vzeV3jtr72b5//iK87npXpSbLtNuVxdIBLaiWU2smMCHXoddONYdC4px/5WVk5eLiLfl+YAoKgGkpQ/zpIAgEu2rePgEZ04TvB9H1mWUVUDx8mnn+v1ATZu3HzmHT1NCtEpWBEUxfLODnf/+D7+6P1vIZo+SM00mfQjRsoaU90IMxVsWWOxr53gOj5goRgqVibwugGqDD0vplrScN2AIJZRNcjiEN3SSUXCoWaEaWjIpokXJlQUMNIEWVZIRQCpQprmo/q5f0HCj1MyNUESAtkwiO1D/PkfvgvT0rj2BS89b9frZKRJsmA6CyATPSRFJ0kyRGiThiFyv/ZQGoaIOCBybFTN7B/35l+rG6VchE6IYpJgFj8McfsCYpoWiqqSBD6BEKToNIbX0BjZiKYpRFHA7GyTI5NTbN16AdVKmW9/518YGxtjfM3i+BQWolNQUADAF2/7Cu+/9dcZVARDJZUkS6moErFIeGzWY8uAjh9lWCpMBSlux0NTZQQZJZFSN2T8CKK++4RIFVQ5pF7LR+89Nz8+aQdoqoKkKLhBCEiQpICEQUKYLIxUIyQ0VSEWCTr51JuX5Me//JlPsW77DiY2bFnEK/XUnDgFloljSS2JCEnDkJ7dJM7yvzNVhSSJaLdtyqaBVelvoFa1/qs6KKaFpFQx1bxCrh+GubgEAZ6bT1+GgUeWQBTnUY5mDWEYGmHg0AV8P+SfvvF1ZmaO8tZ3vI+GWaFpxzjOPi7dccye6lxSiE5BQQHf/OK3+P3330JJk6mWTCJgxgsZMjU6YYod5mssdpiLSydUOOrEVA2JgBRJUYAUopjJTKZkKEBCSZUxtKj/LhJpkk+DSkKQATG5wGiqQoQEIiZTVaR+9lWERIRMJDJAJgI0JEQmEYmUex+6j+/833/il9/2/y3uBTsJndYBqrXR+ccyudBGoYdulMiSiCwJ8AKfyA/6oguBVUH4DocOHWJgsEE5CJE1A7kvOlEcoEoKpXodoaoEQpCEAYqi4jsdwlCgKTIiSxACIuGQCQnFD0jq40xP7kVSyjh+wJbNm7nmmmto93zaPZ9nXXsdk/seWLRrVIhOQcEqZ+Zwk//2kd9h1o2olE3UIKbdj0pURSYIBEMVjWbXoxfqjNYMRJaLRZKlkMk4ocAJoazKtHsBrjCoGCqWnNBxwdIlZEUDXSPLUjKy+ffPVBUvk/BjQSwraEjEKGiqTCxykQr6KdSKJOMGGcy/PuUnDz64aNfqyXAchyTw6ZHXITpxFSYIj63fBEHAdGt2PsHCsLp02rPMNqcxdY00STEMiyzNBVuSdRJFyUWoXAIhiEVK5HcIfJcoTojIp+HCOMYPY0gErZ5HtesR+A69wMU0y5hWfmad2SkA4rDOxg2LZ9haiE5BwSrnW7d/gz37HkKRVGZ7AWmi0aiU6foBbTcmEil1YCoBK4rpxhlmPzNQyWSiDDQgziS6cUonlRnIJJxQACqDJGiajOx6pEGEoebO336m4KYBRPnajSLJxBk4Qf7YyDIECiopmpSLjJ+keKGgZKhEmYKfyGjK0kiNnz7yMPVKDaU/tdXznPnnIj+Y/91PYPrwAY5OT1IqlfA8j5H1WzEqDbSuTRDFBFEMdKlaGma5gq4fi3ikflOpiLEdH0NWUeXchcONXWRFJgwC3CBiptkm6c0QKxUCIUHs0GlLJMMJR5v7+Oo3bgfgYx9676JcIyhEp6Bg1XPR1mcyWimxaajEPVMevVgwWhlloNLj4UcOACCEhqzrDDQGqVfL2K1JapqMoinISYbbj0jcUDDjpwRZjKrI1ESMpWrgpbhelK/XqOCKjEhE8+dgyhJxlkdOEjLh3PRa/1+AqqECKaoi040zJnsBcSKw42PtnC9su00aeOh9i6cojFCMMoiYJIlIYp84CkiEYLrdZabZxO7lJSRKpRIkgrUT6yFy0c0yUQqyiJB1qy8iLoaZW3kkYYzIEoK+kMUiJJU1ICIM8mNRHBN4Pr1um443i1IaAiAMAqqNcUzL5dFdD/KTH/9zvweF6BQUFCwSz7jiUq6/4WZ2P/g9dmwdZ+/hGT7/F19h59338Z9+89VYWj6VlkYRTuzzsT/8PHsf3cuDD3yXb9/+XYi7mP11BjvKC+n1ggTLVBkwFVqxgvBcdPIIJhIZQtHQVZlI5EITZ8eSBxQ5RVdlJGRKOogUpnsxnTnrA03HD0LkNKWqKZjm4uykfzJE2KZWreL3oxtF0dEViQgNBYijANdpIykWhqYxMjzMcL2M47loeonQ6QDrGV+3Ad2qEAYhsqrhO12i0COOYhLFQEVF9K+jZg0Q+w5dN0RTI5IkxdBUep5Pb/og+452cbuzNGc7DA8FCKVO2JtG0asEvoXremzbPM57bv0wW7YszsZQKESnoGDVoxkKf/KxTzDTnKLRGEKkEUPDw4ysG+H6257HPfd9n/7+THo9n6H6INffci3wOh796W7e+Y5fZ/bwfWSSDuQjbUXX0ftp7JaUQNnECQWRHxKngoAEw9DxQkHZ0FGUfJZNkXORUWUQaYoXpXT8BDtMMI18iskgzw6rmwbrGiYvecmLF/+iHUez2SR0evhOD92qIMchugW+FxGIDL/XJXDa+blrKoamAhZQY1DW0DSLXq8LQCJSFEVFVvMLHvf3n5WrdWzfJ+x6jI5NEAkJXdEJvSMEvsPc5F29UUePBb2sjNvdR3O2Q7c3N83XAaDVzs9l06bNvPzlN/OCm352Ea7SMQrRKSgooFSz2FhbuEGwOlTiM3/1V/zpRz/Bvfft5MGf7sQyawwMDM3/zfaLtvHhD32EN7z+xRgqeHGKqinzi+i+yHAFqFLWF5x8bcaOJIhiVE1GFYJQgEjyqbO5iMYOE9wooawrWKV8HahWqjLTszEUBV2WGV4zwfNvvOncX6AnYbY5hRy7SEC30wFyz1o/gZ49i/BdZL2KLgnCWFCyTMzyAEnsE/X7Wh7IraFUq0IQHjftaJkkskwQ54kdulHB8x0ioeA5HXq9HnHfhkhT8mhRVg2q/evV7Tlsv+Qq1q0doVofptEYZGR4mJHhGrX68OP2Ei0GhegUFBSclLXrJ/jQH38Qu9Xlbb/6Nu6+5w4Ma2Fe1mXPupxLLn8+9z/4b7nrQBDiA66iMlYx0aV8XWY6kACJup5hmirdWKIXpxzphRiShBAJYQqedyzLS9Nl0PPKskJRsXsdQCLsp15PbLpkcS7EkxAnGVmcIOIIu2tTswx6ho4sBJpqoJYl7E4bH8hiHxjCLINUalDSU9z2UWTNQrNKSEZtQdta2MUWEPhgWTXiVKbnOsSxSyISJNmkrCVY5bmquSmpCOl5AUppjFv/4LcXzVPtVClEp6Cg4CmpD9Z46QtfTqNSpjz0eEuWG296HvfeczuWqdPr+cQiBgsckRClEmEssJ18h72tGchGRq+XPz5eZE4kjlJcNUFXZfwgRCgqcppHQL4mc3j66Lnp8GlQr9U5sG8/aZJydP9uxMQWxkoNQMXz2ogoj1wMTQNNo9OexXY86pUSQ+u24WsWbdsmU3TKSg2tf1eOBaDUkAydEhGe7+G6PUQcEscCXc0gDUDRiMMARZIJY4EbRPS6bV720pcvOcGBonJoQUHBKfKaN72Kj/7pnz2hkerLfvHl1EpV/CBiuJFnWXVtn47rE6UZQRgjMhU/zgizDL+/KfLJBAfg+dffwBte+8sIRQURESeCVFaIRUzX9tFNEz/0z35nT4NarYrdDZk5uIeDk5Pk6zUg4oBet8PR6UkiAT0/JlN0zFKNLPbpeTGHHtuD27OJMwXbB88PQDJywQHSJJ6fNoO81EMciwXvL9w2gT1Lz/OJEoXA89HNAXbsuHSxLsFpUUQ6BQUFp4RmqGjGE98y1q6f4A2/8k7e+77fZmiwSq1SZrbVo2v7KEmKXrYgysVBU1TiROTR0BNw7RU/w0tveiHXveBGrrrumXiey65d9/OThx/GDyI0BTRVI45CypUhgtDHMs6f314cJ/TsFu2jk1RMA8PM8OOE0PPpdm3iKCRL+9ZAUUStMUim6JRKFcxyhalmk0qthqqV6HQ6RGFErZr3R1Y0kiREN3Q8p5NPQUa5UIduniBQlT10q87xieMXXXwxhnFyk9DzSSE6BQUFZ4U3v/mN3PaZj7PrwEE0VaNWt/D9kDAFnTyqedlLXsFHPvTHuEGX6elJDu4+Std2iVSPiZF1jAyPcs11V1GqHRMRwzD4tbf/Fm9925sB8IP89qrpMg/d80MC34faE53R4lCv13DCPBpxgpBWp8uQUiYMAuIoRNPzm3+11kAxS+i6Rhgq6LqG2VgHzSY9V1Aux5SsEp7TyafOFAPm0szDCBQdEbs4jkvotRkaaDBUVjD0YcIoF7U49gmExMBplnxfTArRKSgoOCsMDAzy6pe+kv/z1ds40uywaf023v/uD/Gu976NOHHRdBm73WJiwziKNsHFOy6GG0+t7WuvvpbRkTqP7Z9maLBKt28fc8+uPTzy0C5GBkdQTywbsEhomk6lUmbWG4HgEIHnE9YzwKLeGEDTS9SHRzA1jUzRkTUFWZGJohgtzkUqkwRCJNTrdVSjTCQkEPk6zhyu63G02WH37kcYHaqgJSpqeT0JENlNjrZa+FkN3TDRjfNzLU6FYk2noKDgrLFm41rWjQ5x8cYxZlotLrhkGxNjmxFxgqZqPPjTnRw+MHna7Y6Oj/HKV76GUsnADyJqlTJxlOJ5IX/7uduYac2cg96cOhMT6zBKA/M7/wHCNMMOZYzGWszKMFm/Pk4Y+POea82Zw8w029h2iyAIOXp0Gtd18HyPdqfN7Gyb5swMzZkZDh06yL13/zud6f0cfGwvU13B0ek2R/fv5sChSWZbXbp2vgF10yLWxzldikinoKDgrDE8PoGqykSBjx8E6KbO859zIw/v3QnkU2P3PngvG7aeXtVPVVX5zf/8Xu684w4e/smDpMD6sTpBGHP3zn/l0IF9jI+dv0qiGzds5L5776Vay6e1At8jjgVGORehTscmcGeR4pDQbdJzQ7ZaFpOtadodh1IJEjpkSUQQlDHNMkGQC5PjuAS+z0xzhtmpfbiez5q6yv0/PsLIxDFxmRiu48smN97w/AXlqpcaRaRTUFBw1hgb2QZAfaDE9VdezYatEzzvuhvQFJWynteOyZ44f+ApGRoe5uprr8U0NAarFoamoqsymzdtZWRw8Gx14YyYWDuBVcl915xQwnFdNE1F01S63Q6HD+5l94N3sfuBH3Bw7y4sOfcQUPV8McrzHLIkwrZtXD9mtt3B9WMcx8W2bWaaM7RaLVxvYabezOHcdQAgtUa47IrrF9XS5kwoRKegoOCssX37durlNQBsXncZAFdedwUb1m4ilRVUTaZWM5/We0iKgud6hLHAMg1Sb5qBwcWpenkyZEXh5266gXbHIfB9At9F1QxEAj27Bf4sTj9NfHx8DWvWX4RZqhDHAtfzcT0f27bpdm06rZn5H9u2mZk5SqvVYnZqHwDlUp5kIZl5VDU81GBwdIJydYDrr3vO+bkAp0EhOgUFBWcNVT9WMbNi5reXgTUVnvusFxAnAk1RGR9ff8btO6KLLuemooamIhQF2axglspP+9yfLuvXb2DDxk2EUYRIoNNpzU+RAVRMg6wf2ZQaI1iVGocPH6bVahGGAd2uPf9vt5uLTbdr47re/LRauWRRq1aQzAGGhxqMTGymXslFfN36TVjLoFR7saZTUFBw1pBlGVnTiBLYsOFY+eMLn3Ep2tdVyqaGop35WHfD6ARKxUDqZrnLQc/jgmdejWE8vejpbLFjx6U0Z5oEfh65TEysBUDTDRpmbt3jpyb27AzTHYddj+widmdwGcF180w11/Uol0tsv/BSsiTi0Yd2MjOVJ1+USxaN0Y0YhkkYBtTLKqS5sI2Nnd9o71QpRKegoOCsIY7b8Llu44b535974/WoH8491A4d2M/2i7adUfs//6KX8ff/+Pf43YA0SRBxyrqJrU/7vM8WmzZu5g7rDkKvTSLE454vlSv4KfQcm9TUeP3r30ilUkZTpHnjTl0zqdZqjI0M88UvfGZecABq1Qq3vPUWjkxO8W+3/zOGadKanmWwxALngqXMkhedOBTs332QrRdvRJKL2cCCgqVOlnloisnI+mM7Njdv28Q1z7iSH959J/9/e3ceZGlZ2Hv8++7ve/bep7tn656NTZDBYRlDFIxoLhG5GCVKojEG7iXR8iaVW16NdfVmKY1WbtxusCKiscSY0ijiklQZI0qCEBxgAIGBWZiepbfT3eecd9/vH++ZHoZVBqa7Z+b5VE1N9zndT7/n7T7P732e91l23P1TLrvidcdVdq3aIGh7yEcWKPNiarXl71o7wjRNpO7Q6DSycf2YslWBtFg9wHMdJMtEVTV6hoa5YNvFz1nWjnvv4vbbb2P3vkk2jg1TqjW47p03MD6+iZnZOYJEpT3noAK9/SOLobXSrchavD3rEHb3aP/i//kw3/n6Py4GTnu+Qxg+/3pNgiAsr8D3MZ6yjbSqqlx5+e8QpwkTM8c/p2bfk3swVJ1atSjbMlfWJEhVVenraSx+7jttAt8lViro9WJId+43kWTtBcuSFAPX89k4NgzA8NAA68aKkWmu69BpTtCa2Y/rhZhqXqxacBJYttAJ3ZiF6dYxn888WWzfenjP4xx8ZD977t3Nvf/xeforxRVTe9bho398I45tL8chC4LwApI0IU80quUKte7WzUdccdXrqZV7eeT+u2i3Fl582XHEl265mdZ8h47tEaYZfhBhWdWX6/BfFhs2jBHERdU625wlSaGvdxVxFNIKZNodh9Bt0qho+P5zL1a6desF/P1X/4mP/80XePPb3s22S6+kp7vvzn077sX3ffr7GowM1ukrK1S1kDt/fDv33bcDx3Ges9zltmyhEzgRsxOHjx6IKrPvkQcB0JUaP/z2zdz7vY8xvmYDqezSnu9w+7dvwXEc+vr7l+uwBUF4HjMzM7TdKWSthPq0Xq/h8UEuv/Rypmenidz0RZdt2x0ke56altNTHWLzSB1VkzHSlRU6ALVK0QLrNCeoVMqs37iBavnoYIIDe3fRnDxAFAXPVwz1eg9bt17AH/7h+/i9d71zcdLn2nXrmZyepTnXKhYZ1TVCr0VPpczAwABB8PzlLqdlu6dT7jVwH/RJ4wxFk5FliVpvjb079/PEg3cgT38f1+qjf2icuP04H7rhv/LEnl380Qc+v1yHLAjC8/A9jy/+7Sfwo5hy7Zkz4menZ3jy4C5Ms4J6HCN7pyYnCGOfnt4aGSk1q0qjbBMqK6/no1rvx+4UrTm73SRNMyqlMpW1mynNHcZzHRbmZykd51Dva9/2dgzdQNNU6o0eGt1VqXWzjqoZ9PaIBT+f+YM1FdduMfn4DKvPXsWeBx4D4Ft/fQ0jgxUq5UH2NkMGhmH/4w8xPXGAnrLFBRdvX65DFgThecw3p9j9yM/RZIWr3/4eevqOXSXgiUf3cXj/Hi4+90JMs/QcpTy39WNn8Jkv34bvhrQ7HVYNDyDLCqb14ss6kbZs3oLjuBi6wcycg91ZQInmcDyXxG/juQ6zB/ZSKle452d3sm5sE2vWrH3hgp/m6quvOQFHf+IteeikcdG8VDSZwTXDPHj3T+hdcxU//7dvUq0b1LQIQzVoBRELLQdTnWS+5VEq6Wzf/psMrl/e5S4EQXh2QyNr+cDHPkNzaprtl17+jM3etm3fyq1f+xdWrR7CKr34oLBKJaxSiZ5eGIyHiOMITdefdVO55aRpOhdfVIxKu/rqa7j5C5/lR9/9B+q1CqVy0QIcWDOOatXpHHqQWdmjNbuf4bVn0n8a3DpY8t+W1wl49O77ufDKV7N521l857av0LppFw/v+AGre2FooBipMTPjsOAHuFMZM50ODcvkimtvXOrDFQThl6SqKtu2/cpzPq/pGue+6ryX9DPyrHvRqsikyckxL+V3330jExP7OLT3IRYmHlx8PPHbNPpGSHyX/qERJib2nxahs6QDCeIoRpYhj5PFkWqjw2M8eMfNlPWY+Y5KSdUIvZSD88WojgXPw5JS3vrujzJ+3rqlPFxBEFYYSZYX/xmWteJaOc9GVVXGxzdx6a9dwxuu+yBS7xYkq5+xV76OoS3biYwBHt99mOGR1ct9qEtiSX9jqqrww299i5bfQtJUBtcXi9OVqlXGehvcudfDOrzA4SmP+RRAQU1dzj7/jfzatW9dykMVBEF42RmGwbXXXX/MY1vOOGeZjmZ5LGlLR5JlLvmNN3D/f/4r//r9LxO6Mb2WQkCVh6eK9YN+vq9Ns7uShpZ7jI6fy/V/+jE0Q3mekgVBEISTwZKFzuTeGfbu3E/PUIP3f+CzPLb7YW79208x3yzm6hxaCPBCH83sDv1TNcqVVbz3z/6OgdFTv59TEAThdLBk3Wv/96N/iNk3yvve/7+pDlZ4++/9Kbd985MA+G6Cl8skSQZxgiUVTZ2pSOdzN30aOWrR3z/MSO8Ifj6PFKis6l2LjE1GlXqvxOiWcxkeW4dxEiztLQiCcLpastD5zWvey8c+9X4++2loVFZx8MBDpLmOIWXkmomlFZPLtDTETiOmmgFR3sb7wZfpK+uoUo4P9JV0VvWXeCRKMJOQUp+FofWQfzukOjDOurPewPi52xlYO0K1r3JS3GgUBEE4XSxZjXzR1a/hr9Z9g69+5f9xz/0/YG76MKZlYekaslnBkDP8KOZAEOPbPvO2z6vX9zBYL6GlOX531YxqXadumqRyAKhUJAlJClFKGqRT7H/o79nx45twI41K/yt47X95B+vP28zw6DCSLJMkCXmWI8kSeVasyqqqiljBWhAEYQksaTNgy/mb+PPzP4VjO+zdtYe5+Sb33XkvX//OFwljn1bbIUlSRvtKDFdVZGKSSMewZNTust1106RmQISMJhePRWFEw6pCd/sKQ4YUm6R5F/9w00/oRCW2bNoGwFRnljSwKZV6SeRifaTe3jWYFkiGwbnnbOX8i14t7iMJgiCcAMvS91SpVjj3VeexMN3ips99krbdok/PWT1Uwk4kDClHVmQszcKNQ9wYyprKgAlpFJDLEkoW0p0nBrJJmAT4TjECLk9SpDCi5cb4YUZN9nhs5234vkyuqhiKTAvI0xRJUbBVaIVFYf/+XYlVPb1c+Prf4Y2/9Q5G1owuxykSBEE4JS1bn9LsoSYfes+vc3jXfzJU0RnuqTDaYzFkwaAJhiKhSDGDNZ00TEjSDNXSIXBJo2I/nZJlkmeQJSlpHBP5EVmS4nseYZyw0PbIggA/SEh9CZ0cQ5GxVLCymJKUUZZS5DTFSGIaUkpZlbDtBX74nc/x5zf+Jj/53reW6xQJgiCccpYldO67eyc3vusKDk3spmaaON3Nh6Y6EVKSMN6vU9PAdXzaToJiqFh5gtcJiBKwvZg8A9cNFvetyOMQ3Sq6yw42Izp+jmyaBJKGrMgYSo6lyRhJAFFMlqVkWUoSxyRxMVrOjzPyNIUwRE4z4vZB/u4v3889P/rucpwmQRCEU86Sd69949Zv8eGP/AG9SkJfSSXNMyqqRJykPDnnMd6j40c5lgpTQYbb8tBUmYScUpJRN2T8CKLuXuxJpqDKIfVasYCg3d1xdLIdoKkKkqLgBiEgQZoBEgYpYXrsuk0REpqqECcpOkXXm5cWj//TLZ9n9aazGV07voRnShAE4dSzpC2dH3zjh/zZh6+nJKdUSyYRKjNeiqGqtMKMdljcY2mHRbiYmsJ8kOLFOZ04w0+gHWa07ZC9zYgpO6XpFq2awI8I/KLFlKXF/RkpScjTlAiJCIlcVQlVjTAtPj6ieF7GTXIiZBwUIiS8XMaLcx54ZCf/9i/fW8pTJQiCcEpaspbO7KEmf/HJ/8WcG1Epm6hBzEK3VaIqMkGQ0FfRaHY87FBnsGaQ5EVrJM0zyGWcMMEJoazKLNgBbmJQMVQsOaXlgqVLyIoGukaeZ+Tkiz8/V1W8XMKPE2JZQUMiRkFTZeKkCKmgO4RakWTcIIfF78/4xcMPL9WpEgRBOGUtWej88I7vs2ffIyiSypwdkKUajUqZjh+w4MZESUYdmErBimI6cY7ZbY0ouUyUgwbEuUQnzmhlMj25hBMmgEovKZomI7seWRBhqCYAfq7gZgFExUQfRZKJc3CC4nMjz0lQUMnQpCJk/DTDCxNKhkqUK/ipjKasrI2iTjVZenT74jyPieIcTdNe8uTeLE2Jk2IsfZZlyHKxS22W5SiqAjnEcYwsyyiKgqqqOI6zuC2wIAgvryULnTM2vJLBSon1fSXun/Kw44TByiA9FZtHH58AIEk0ZF2np9FLvVqmPT9JTZNRNAU5zXG7LRI3TJj1M4I8RlVkakmMpWrgZbheVNyvUSm6y5Jo8RhMWSLOi5aThEzYrYyi7v8AVUMFMlRFphPnTNoBcZrQjo+WI7w8sjTF8300TUNRFGSpaNkqikQxJCQhTRLSpBitmEsmqpKT5TKKrCArRxeBdRwHRVGwussgJWlCa6GFaZrHBMjevU/Q19dPvX50O98jwRbHEWEYcvjwJJs3bzqxL36FEaEvLJUlC51XnH8O2197Nbsf/glnbxhm76FZvvqFb7Hjvp2854/ehqUVFU4WRTixz6f/8qvsfWIvDz/0Y350x48h7mCqKkGS0I4kZEXBDlIsU6XHVJiPFRLPRad480RJTqJo6KpMlBRBE+dHBw8ocoauykjIlHRIMpixY1pHlj7QdPwgRM4yqpqCaYo3wUsVxxGKXASFrCikWUrJso4JDwDyBEWRQDIAULqt1iOkbgWZpeni9z69klIVlf6+6mIZUATRvT//OXa7yVvf9tvU6z3EcUSe+shaGU3TydKU+YU54NQPHRH6wnJYstDRDIW/+fTnmG1O0Wj0kWQRff39DKweYPutv8r9O++kOz8T2/bpq/ey/fqLgLfzxGO7ed97/4C5QzvJJR0IAFB0Hb27fI0lpVA2ccKEyA+Js4SAFMPQ8cKEsqGjKEUvmyIXIaPKkGQZXpTR8lPaYYppaAAYFBVj3TRY3TC58so3LtWpOiW12wuUy9VjKipN04/9ojxc/DD0WujG0S5NSTn6tbJi8FyyNCWJHQAU1UCSis/ztPibOWvjag4c1onjFN/3kWUZVTVwHBuAer2HdevGjv+FrmAi9IWVYEmHTJdqFutqx76hq30lbvnSl/jMpz7HAzt38PBjO7DMGj09fYtfs+mMjXzi45/kune8EUMFL85QNYUjf85+kuMmoEp5N3CKezPtSIIoRtVk1CQhTCgmmSryYoumHaa4UUpZV7BKxZurVqoya7cxFAVdlulfNcprLrv8xJ+gU1SWpsdc2QLkiY2k6KRpThK2ycIQ2Sh+o1kYksQBkdNG1czu497i9+pGqQihp1VoaTCHH4a43QAxTQtFVUkDnyBJyNBp9K+iMbAOTVOIooC5uSaHJ6fYsGEz1UqZH/3bvzI0NMTwqqETf2KWkAh9YaVYEUswj6wZ5eN//THa8x1u+G83cN/992BYx/5hn/uq8zjrvNfw4MP/jqop+EGID7iKylDFRJeKfuOZQAIk6nqOaap0Ygk7zjhshxiSRJKkhBl43tE3mKbLoCukUUSiqLTtFiARdodej64/a2lOxCnq6VfSeWIvfpwmIVkYYrebxHnxdaaqkKYRCwttyqaBVakVX6xq3e9qoZgWklLFVIt7bX4YFuESBHhusRxSGHjkKURxUeFpVh+GoREGDh3A90O+9/3bmZ2d5vff+yEaZoVmO8Zx9nHO2a84cSdkiYnQF1aSFRE6R9R7a7zpijfTqJQp9z3zauqyy3+VB+6/A8vUsW2fOInBAidJiTKJME5oO8Wbo60ZyEaObRefPzVkni6OMlw1RVdl/CAkUVTkrGgB+ZrMoZnpE/OCT3Gt+QmqtcHFz2WKIfJR6KEbJfI0Ik8DvMAn8oPuJF4IrAqJ73Dw4EF6ehuUgxBZM5C7oRPFAaqkUKrXSbr3+dIwQFFUfKdFGCZoikySpyQJRIlDnkgofkBaH2Zmci+SUsbxA8bHxrjwwgtZsH0WbJ9XXXQJk/seWvqTdQKJ0BdWkhUVOgDXvvOtvOW3rnnWUTNX/cab+eJNf8Os3aa/UWay2aLT9gFolC2CMCbJ1SKM1By6ldjzBQ7Aa7a/ls1nbOT2738TfJ8Y0BSVOAnwvAzdNPFDH8sQG8T9shzHIQ18bGYAePolRBAe/Z0EQcDM/Nzigq2G1aG1MMdccwZT18jSDMOwyLOigpNknVRRihAqlyBJiJOMyG8R+C5RnBJRXJGHcYwfxpAmzNse1Y5H4DvYgYtpljG7LerW3BQAcVhn3dp1J/bkLBER+sJKtOJCRzNUNOPZD2tkzSjX/d77+OCH/oS+3iq1Spm5eZtO20dJM/SyBVERQpqiEqdJEUDP4qLzf4U3XX4Fl7zuMi645JV4nsuuXQ/yi0cfxQ8iNAU0VSOOQsqVPgIROi/KzOFHqVdqKN2rXNtzFp+L/GDxYz+FmUMTTM9MUiqV8DyPgTUbMCoNtE6bIIoJohjoULU0zHIFXT9a+UndorIkpu34GLKKKmf4QYQbu8iKTBgEuEHEbHOB1J4lVioEiQSxQ2tBIu1PmW7u49vfvwOAT3/8g0tyjk4kEfrCSrXiQueFvOtdv82tt3yWXRMH0FSNWt3C90PCDHSKVs1VV17DJz/+17hBh5mZSQ7snqbTdolUj9GB1Qz0D3LhJRdQqh0NEcMw+O83/jG/f8O7APCD4g2m6TKP3H8Xge9DbTle8cmn3V4gCzz0eh0o9jtSjDIkMWkakcY+cRSQJgkzCx1mm03a9jwApVIJ0oSR0TUQuehmmSgDOYmQdasbIi6GWQYgDWOSPCXoBlmchGSyBkSEQfFYFMcEno/dWaDlzaGUikEqYRBQbQxjWi5P7HqYX9z9z91XcPKHjgh9YaU66UKnp6eXt73pLfzjt2/lcLPF+jUb+fD//Djv/+ANxKmLpsu0F+YZXTuMoo1y5tlnwmW/XNkXbbuIwYE6T+6foa+3Sqd75Xf/rj08/sguBnoHUJ8+4kd4hiRcoFat4ncrOkXR0RWJCA0FiKMA11lAUiwMTWOgv5/+ehnHc9H0EqHTAtYwvHotulUhDEJkVcN3OkShRxzFpIqBikrSnZelWT3EvkPHDdHUiDTNMDQV2/OxZw6wb7qD25mjOdeivy8gUeqE9gyKXiXwLVzXY+PYMB/4yCcYHz+5h+uK0BdWspMudABWrRth9WAf9bLBxPw8m8/ayOjQGLv370RTNR5+bAeHJiZZu+HFbcA2ODzEW95yLTd9/u/wg2ix+y6OQr72lVvZfNYWhofEpm7Pp9lsEjo2vmOjWxXkOES3wPcigiTHtzsEzgIAhqZiaCpgATV6ZQ1Ns7DtDgBpkqEoKrJajCKMu7v2lat12r5P2PEYHBolSiR0RSf0DhP4Dkeu4+uNOnqcYOdl3M4+mnMtOvaRK/4WAPMLxbGsXz/Gm998Na+7/NeW4CydWCL0hZXspAyd/uFRVFUmCnz8IEA3dV7z6st4dO8OoOgae+DhB1506Kiqyh/9jw9y7z338OgvHiYD1gzVCcKY+3b8lIMT+0TovIC55hRy7CIBnVYLgAZFN47dniPxXWS9ii4lhHFCyTIxyz2ksU/UnTtV7ukFQLUqBOFTljGyTFJZJujuf6QbFTzfIUoUPKeFbdvE3W3NNaWYXS+rBtXu/KuO7bDprAtYPTJAtd5Po9HLQH8/A/01avX+ZwwrPhmJ0BdWupMydIYGNgJQ7ymxfewVrN0wyq9e8lq++LVPYUjFUOf82ccPvKC+/n62XXQR+3bvwjQN8jQlS1PG1m9goLf3ZXwVp6Y4zcnjlCSOaHfa1CwD29CRkwRNNVDLEu3WAj6Qxz7Qh1kGqdSgpGe4C9PImoVmlZCMY2+iaWGHdgKBD5ZVI85kbNchjl3SJEWSTcpailUuJjVmaUaWhNhegFIa4iN//ien/PIqIvSFle6kDJ1NmzZRL68iiGzGVp8LwNZLzmftyHomDj+JquXUauYLlPL8JEXBcz1kRcEyDTJvhp5eMWHthdRrdSb27SdLM6b37yYZHWeo1ABUPG+BJCoqMUPTQNNoLczRdjzqlRJ9qzfiaxYL7Ta5olNWamjdv9A4AZQakqFTIsLzPVzXJolD4jhBV3PIAlA04jBAkWTCOMENIuzOAle96c2nfOCACH1h5VuW7apfKlU/OtmtYhYvoWdVhUtf9TriNEFTVIaH1xx3+U7SQZeLRUUNTSVRFGSzglkqv+RjP9XValXanZDZA3s4MDlJ0XUDSRxgd1pMz0wWW477MbmiY5Zq5LGP7cUcfHIPrt0mzhXaPnh+AJJRBA6QpfHiFTSAqirEcXLMz0/cBYL2HLbnE6UKgeejmz2cffY5S3UKllW9VqfjtHE8n+n9u5m3/WKuDCqe52B3iu4tQ9MwSzVaC3Pse3IPrcknMQ0duRv6bdvjqac2TiBRakhGg1KlgR+ltNttAt8j8EOkPC5CH4jDgCyKFketnU6hL7ywkzJ0ZFlG1jSiFNauPTpzecsrzkFTVMqmhqId/0tbOziKUjGQFIUwTphv2Wx+5TYM46W1nk4HcZxit+eZmZ6kYhoYZo4fpzieT6fTJo5C8iwmz2KSKMKq9mJU+6k1eukdWEUkqVRqdUpWiVarxezsLFkak6VxsUEfoBs6pFGxpFEUEkYhdnse2/bIYg91ceZ84Ywzz8Qwnnu9sFOJCH1hpTspQyd5yoTP1evWLn586WXbUbViDbWDE/uPu/xff8NVmPUjXQQpSZyxenTD8R/waaRer+GERcXkBCHzrQ5RmBIGAXEUoulF5V+tNTBqDXS9WFZf1zXMxmoAbDchimNKVgnPaRVX01GK5wfEaU4URqDoJHGI47jMzRwEoK+sUK33Lx5LHPsEiURP4/S5VyBCX1jpTsrQAchzD00xGVhztN95bON6LnzFVoJMYsfdPz3usmvVBkHbQ9ZUFL2Yl1Oria61X4am6VQqZTJrAIDA8wmTHLCoN3qoN/ppDI5QrtYxzHKxvIoiE0UxcVyElN3p0G63ieIY1SgTJRJRGNFqtWi1Wt37OR7TzRa7dz9OGPpoqYNarpFqFpHfZvrAYxw6NEkc+UUleZoQoS+sdCflQIIjAt/HeMo20qqqcuXlv8NP7v0ZEzOzx13uvif3YKg6RlWnNd/BMk+fSuvlMDq6GsdxCUN/8bEwy3FCmdHBEcxKnTwpngsDH99x0RoGzdlDzDYX0PQASVYJghkqlRKJYRCGIY7jkWdFd87c/Dw7dz5A7M4S2haGcTaxsgD+HAsL8zhBSCKnDAyPs/40Wir/SOjPeQMQHCxCv3409DW9RL1/AFPTyBUdWVMWQ1/rhn4uJSRJSr1eXwx9kmLwxhFPDf3BvgpaqqKW15ACUbvJ9Pw8fl5DN8zTKvSFF3ZShk6SJuSJRrVcodaddX3EFVe9nr/4XC+P3H8X7dYC9Rd5lZXEEV+65WZa8x1kTSVMiyU9LKv6cr6EU9q6tevY+cADVGvFuQ98jzhOMMrFTPRWq03gziHFIaHbxHZDNlgWk/MzLLQcSiVIaZGnEUFQxjTLBEGxOoTjuAS+z2xzlrmpfbiez6q6yoN3H2Zg9Gi4jPbX8WWTy177mtNu62MR+sJKdlKGzszMDG13ClkroT6t12t4fJDLL72cu/7jB0RuWkxSeBFsu4Nkz1PTcrTqEGt6O+zcG2KkInR+WaMjo1iVOlnULrp6XJdKufhFdTot7PY8C4efQIqKSYjDw6sAUPWiq9TzHEzLot1uIyk6rt8CIE8j2u02nU6b+fl5XM8/5ufOHtqHZPbQ39cgswY496zzT8vZ7SL0hZXspAsd3/P44t9+Aj+KKdee+cc8Oz3Dkwd3YZoV1ONYFHpqcoIw9unprZGRUrOqNMo2oWK/8DcLQLF/y+svfy1f//qtlEqgKtBo9BIEIYE9D/4cThBSlYvAWbXmDMxShXihvRgkilqEy9PNzk7juh5zU/sAKJcsIEYye8iDBfr7GvQOjlKu9rD9klcv5cteMUToCyvZSRc6880pdj/yczRZ4eq3v4eevmNXCXji0X0c3r+Hi8+9ENMsPUcpz2392Bl85su34bsh7U6HVcMDyLKCab34sk5na9asZe269Rw6dBgztWi15o95vmIa5N0F90uNAaxKjUOHHmF+fp5yuUSnA2EY0CnqRcIwwDDMxcBxPZ9yyaJWLS48+vsaQIN6pRjWvnrNeizr9NyKQoS+sJKddKEzNLKWD3zsMzSnptl+6eXP2Oxt2/at3Pq1f2HV6iGs0osPCqtUwiqV6OmFwXiIOI7QdP1ZN5UTnt/ZZ59Dc7ZJ4Pu0221GR0cA0HSDhlms4+VnJu25WWZaDrse30XszuIygOsWN61d16NcLrFpyznkacQTj+xgdmoSKCq8xuA6DMMkDAPqZRWyohtoaOj0Xj1ChL6wUp10Namqqmzb9ivP+byma5z7qvNe0s/IuwsbKopMmkgv8NXCc1m/box7rHsIvQXSJHnG86VyBT8D22mTmRrveMdvU6mU0RRpcQ0vXTOp1moMDfTzja/fshg4ALVqhet//3oOT07x73f8M4ZpMj8zR2+JYyYxnq5E6Asr0UkXOktBko9OXzLE1dpxM00TSSmGy6aRjevHlK0KpMVSLJ7rIFkmqqrRMzTMBdsufs6ydtx7F7fffhu7902ycWyYUq3Bde+8gfHxTczMzhEkKu05BxXo7R9ZDK3TmQh9YSUSoSOcMKqq0tfT4JA9DYDvtFGwQK2g10eJ2ofI/SaS/MLbRUiKgev5bBwbBmB4aIB1Y8VNatd16DQn8H0fy7Iw1e4ExtOcCH1hJRKhI5xQGzaMsWfPEwDMNmcxrbX0Da5i7tAvaAUyUtSh5jZpVM5YDI1ns3XrBfz9V/+JPXv28rOf3YVVqdPTXYL/vh334vs+/X3FPYW+skJVC7nzx7dTro+yefOW03LYrgh9YSUSoSOccLWKTtODTnOCyplnsn7jBqLWbnI/ox3Bgb276BtaR//Ixue9+Vyv97B16wVs3XrBMY+vXbee//jpDwEY7V+HoWuEXoueSpn6wABBEJyWoQMi9IWVR4SOcMJV6/3YnWKHSLvdJE0zKqUylbWbKc0dxnMdFuZnKR3n1hHXvu3tGLqBpqnUGz00qkXFqZt1VM2gt+f0XvtLhL6wkojQEU6oLZu34Dguhm4wM+dgdxZQojkczyXx23iuw+yBvZTKFe752Z2sG9vEmjVrX7jgp7n66mtOwNGfGkToCyuJCB3hhNI0nYsvKm5QX331Ndz8hc/yo+/+A/VahVK5uPodWDOOatXpHHqQWdmjNbuf4bVn0t/f/3xFC78EEfrCSiN99KMfzT/ykY8s93EIp4kkSZiY2MehvQ+xMPEgnluMpCqVKzT6RjBLNVat30TT5hndOMJLd/MXPks684vF0D9y/mv9xWCCVWs2opUaIvSFE0a0dIQlpaoq4+ObGB/fRBheyW3f/Ar4c4y98tXopR5mZ6Z5fPdhzj7/wuU+1FPS7777xmNC/4jEb9PoGyHxXfqHRpiY2C9CRzghROgIy8YwDK697vpjHttyhtjW+EQSoS8sNxE6gnCaEqEvLIeTdrtqQRAE4eQjQkcQBEFYMiJ0BEEQhCUjQkcQBEFYMiJ0BEEQhCUjQkcQBEFYMiJ0BEEQhCUjQkcQBEFYMiJ0BEEQhCUjQkcQBEFYMiJ0BEEQhCUjQkcQBEFYMv8fRU2xjAZKWhIAAAAASUVORK5CYII="
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[ 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", 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" ]
1
math
grade-3
lines-line-segments-and-rays
false
true
What is this?
"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"
[ "line", "ray", "line segment" ]
null
1
math
grade-2
greatest-and-least-word-problems-up-to-1000
false
true
The staff of a newspaper examined the number of copies sold over the past 4 days. On which day were the most copies sold?
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"
[ "Monday", "Thursday", "Wednesday", "Tuesday" ]
null
1
math
grade-5
regular-and-irregular-polygons
false
true
Is this shape a regular polygon?
"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"
[ "no", "yes" ]
null
1
math
pre-k
represent-numbers-with-shapes-up-to-5
true
false
Which group has 2 circles?
null
null
[ "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", "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" ]
1
math
pre-k
compare-size-weight-and-capacity
true
false
Which is heavier?
null
null
[ 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", 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" ]
0
math
grade-2
compare-sides-and-vertices
true
false
Which shape has fewer vertices?
null
null
[ 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]
1
math
grade-8
identify-congruent-figures
false
true
Are these shapes congruent?
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"
[ "yes", "no" ]
null
0
math
grade-4
identify-faces-of-three-dimensional-figures
false
true
Does this shape have a square as a face?
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wNpG8qGBHezmV9zJg9960QQQAoMnqD9i3igr2Jg065hGRIiKLyJbQg50f5xEpovNyO1qDJZ6KBADg0i2hgr15q/ry4XL7r6vq9Ruq1wAATVd7wO7eLAYdDzdo0LH8XWBJG0TKAzP6rwEAmq/2gD0ZdCyq2Bsy6JhGkwrz8o7MFBVsO7ABABpvKQ3BZcDelEHHVG0QWc7z24ENALA9lhOwy5PpX21IBbvswW4tZwBxbAc2AMDWWGoFe2MuOi6xgp0/ShHjiNZeK9ov2CACANB0S0l8vTc2a9Cx3IGdLeHb0B4CALBdllZSrdpEvtiANpGygr2Eb6MccLRBBABgOywvYG/QoGMqKtitJZxJtwMbAGC7LL+CvQGDjql8i0v4NpId2AAAW2X5Few7G1DBHi9vD/b4cPL57cAGANgOSwvYvdcng47jDRh0rCrYNbeIpJMUaRSR9bPoXFvSkm0AANbKUvfGDd7fjIuOqdoiUm/ArjaIvKV6DQCwLZYbsMs2kdtr3iaypC0i1QYR7SEAAFtjJQF7eGe9K9jlHuy6W0SqDSJ2YAMAbI3lBuxbG7Kqr8j/dR+ayQ/twAYA2DZLDdi9m6cGHY/zZb7UQtK4qGDX/G2MixV9NogAAGyPpQbsiFODjmtcxa6GHGtc9JFGKdJJimhHdK/bIAIAsC2WH7A34KLj9NBMfT3YZfW6r/8aAGCrrCxgr/VFxyUcmqn6rwVsAICtsvyAvQGDjvkSTqVXG0QMOAIAbJWlB+xq0PFojQcdix7sVru+r8MObACA7bT0gB0RsfPNok1kTQ/O5Es4NGMHNgDAdlpJwO6v+6BjzVtEUp4iPUoRWUT3NRtEAAC2yUoC9nTQcT0Ddqq5B3t8UFSvX+9GVuNmEgAA1t9qWkSqQcf13CSSqlPpNT1f2X/9ZqeeJwQAYGOsJGB3bxSDjsfrN+hYVa+ziCyrp9o8Ppj8aYMIAMD2WUnAjjg96LhmVeziTHpW4zdhgwgAwPZaWcCu9mHfWa8Kdl61h9R5xdEGEQCAbbW6gF0MOp6sawW7xg0i+XEekU12gAMAsF1WHrDXrUVkesWxngp2fjQJ7N3rncg6NogAAGyblQXs7o1OtHaySI9SjI/WqE2k5h7s/KDcIKI9BABgG60sYEdMq9jrtK4vDYu/1NSDXf7y0DPgCACwlS4lYK/TwZmU11zBtgMbAGCrCdhVBbue5xsfTAK7HdgAANtptQH71hoOOhY92K0aWkRSStMK9lsCNgDANlppwO6+dmrQ8XA9Bh2rPdg1fBP58eS5Oq+0bRABANhSKw3YEWs46FjjFpG8aA9xwREAYHtdWsBelz7sqge7tfhXUW0Q0X8NALC1Vh+wyz7sO2sSsPP6LjmmIzuwAQC23eVVsNdk0LHOLSLjAzuwAQC23coD9roNOqZiyDGrYSax/Dz9t+3ABgDYVisP2BHTNpG1GHQsO1UWXNOXH6WIFNG+2orW4FK+VgAA1sDlBOz31qcPu6pgL/hNVPuvtYcAAGy1y61g316HgF38ZcEe7GqDiAFHAICtdqkV7JM1aBFJ40kwzhZtETlQwQYA4JICdvf6Gg061l3BtgMbAGCrXdo03uD9ctDxcttE8uqS42IV7GqDiBYRAICtdnkBu7roeMltIsWQ4yLfRP4oRYwjsn4W7RdtEAEA2GaXGLD7EXH5FexyyHGRCnZeVK8H7/TqeEsAAGywS69gn3wxPOcnl6ta07dAD/Z0g4gDMwAA2+7SAnb3ensy6Dicnhi/DKkooC8SsPPDSUi3QQQAgEttGB68f/ltImUFe5FLjuWAow0iAABcbsC+5EHHVG4QWWyBSOSHk18Q+gI2AMDWW4uAfWkV7Kp6Pf9TpJMUaTTZINL5xoLLtAEA2HiXG7CLk+knX17OoGNe4wYR+68BAIi45IDdffXUoOP+JQw6jssd2DX0XxtwBAAgLjlgR0QMvlkMOt5ZfZtItQN7ge16ebGiT/81AAAR6xCwL3HQMdVwxbGqYNuBDQBArFHAvpQKdrkDe6EebDuwAQCYuvSAvXPr8i46puFiFew0SpGfpIh2RPc1FWwAANYgYHdemQ465iu+6Fj2YM+7pq+qXtsgAgBA4dIDdsR00HG46n3Y40mgz+a84miDCAAAT1uLgF22iax60LHcgz3vt1AGbBtEAAAorUXAnm4SWXUFuziVPueQY3lkpidgAwBQWK+AveKLjtUe7Hl7sO3ABgDgKWsRsE8POq7yomO5B3ueCnbKU+SPUkQW0b05Z0IHAKBx1iJgR0TsfLD6Qce0QA92fjAJ572bnYX2aAMA0CxrE7CrNpE7Kxx0LHuw51hhPdZ/DQDAGdYuYI9ur66CPd0icvEKdNV/bQc2AACnrF3AHt5e4aBjuQd7nhYRO7ABADjD2gTsyxh0zBe45DgurzhqEQEA4JS1CdgRpwYdV9UmMucWkZRS5MdlD/YcDdwAADTWWgXsVQ86pjl7sPOiet293omsY4MIAABT6xWwi5PpoxWdTE/lFpELtojkTqQDAPAM6xWwq0HHFVewLxiwx0faQwAAONtaBezON04NOj5cwaDjeL4e7NyAIwAAz7BWATsiYudbxaDjCvqw82LI8aLfgiMzAAA8y9oF7OrgzCr6sIuXuMge7JTSdAe2FhEAAJ6yfgG7GHQcfrX8VX3VkOMFNoHkR5N/07nWjtZg7b4+AAAu2dolxFUNOqZqB/bF/l1+pD0EAIBnW7uA3bnWjvaLrWLQcXlV7FT1X19swNEFRwAAnmftAnbEqSr2EttEUvHUdmADAFCn9QzYKzg4k4bzVbBzO7ABAHiO9QzY1cn0JQ46lhXsi67oOygq2O+oYAMA8HXrHbCXOOhY7cC+QItIfpwiUkT7xZYNIgAAnGktU+JKBh2rHuwLrOjTfw0AwDnWMmBHLH8fdhoVp9gv8A244AgAwHnWN2BXFx2XFLDn6MG2AxsAgPOsfcAeLmuTyBxbRMZaRAAAOMf6Buxbyw3Y+Rw92AI2AADnWduA3Xl5yYOOF9wikj/OI8YRWT+L9tW1/doAALhka50Uqyr27foD9kV7sPPiRPrgbdVrAACebSMC9mgJB2dSUcGetUVkXARsA44AADzPegfsJQ46XryCrf8aAIDzrXfALirYJ18uYdCx2iIy24+PregDAGAGax2wO1cng44xjhg/qLdN5KJbRFSwAQCYxVoH7IiIwftFm0jdfdjlJccZtojkwxRpmCLaEZ1XZlw7AgDAVlr7gL1zqx8R9W8SSUXXSTbDoZlUVK8Hb/dqfQ8AADTP2gfs/nuTloxRzYOOaTx7D3Z5YKb3RqfW9wAAQPOsfcCuBh1v1xywywr2DD3Y+q8BAJjV2gfszkvt6FxtR4wjRvfraxMp92DPVMG2QQQAgBmtfcCOOLUPu8ZBx2oP9ixDjsWRGRVsAADOsxkBu7zoWOegY1XBfn6LSBqlyB8XG0Su2yACAMDzbUbArirY9fVh5+PyVPo5P1dWr1/vzrRxBACA7bYRAbt/a9KaMaxz0HHGHuzpBhHtIQAAnG8jAnbnpXZ0Xi4GHWu66JhmvOSYH9kgAgDA7DYiYEecahOpoQ87DYv2kBlaPuzABgDgIjYuYI++qiFgl08x0wYRFWwAAGa3OQH7Vn2DjuUO7OycT5/yFPmjFJFFdF9XwQYA4HwbE7DLk+l1DDpOz6Sf039dbBDp3ejYIAIAwEw2JmB3XmpH51p50TFf7MmqM+nP/zEbRAAAuKiNCdgRp/uwF6ti5zOu6NN/DQDARW1kwF74ZHpZwT6n7UMFGwCAi9qsgF0OOi7Yh53GRYvJOS0i6ai44ihgAwAwo40K2P13i0HHBVtE0nDy5/OOzKSUYlwcmem9aYMIAACz2aiAXdegY8rP78FOxQaR7qvtyDo2iAAAMJuNCtgRNQ06zlDBrqrX2kMAALiAjQ3YwwUuOubj8yvY5Q5s/dcAAFzE5gXsctBxkQr2DHuwbRABAGAemxewP5gG7JTSXM+Rz3DJMT+yAxsAgIvbuIDd3m1Vg47j+/MF7KoH+xmfPqU0rWDbIAIAwAVsXMCOmLaJjO4M5/r3KZ+E52e1iKTjFJEiOi+3ozXYyK8IAIBLspHpsRp0vD3fqr7pHuyz/7/+awAA5rXRAXvuCnbZg/2MHpEyYPff0B4CAMDFbGbALgYdT74azzfoeM4Wkbw4ka6CDQDARW1kwG7vtqLzjXLQ8eJtImlUhPJzWkRsEAEA4KI2MmBHLHbRMRU3arJnrOnLD8oebC0iAABczOYG7FvzX3SsKthnfPr0aLJBpP1CK9ovPOcSDQAAnGFzA3Y16DhHBbvswT6jQG2DCAAAi9jcgP3NBQYdywp29vUWkVz/NQAAC9jYgN3ebUXnlfkGHctT6WdtEVHBBgBgERsbsCNOtYncvmCbyHO2iNiBDQDAIhoRsId3LjbomIqC91lbRFSwAQBYRCMC9ugCm0TyYVm9PqP/+nEeMY7I+ll0XrZBBACAi9vsgF0OOt4ZzT7oWG4QOWMFdn44eY7+W6rXAADMZ6MDdnu3Fd1i0HF0b8ZBx/Fz+q+LE+k2iAAAMK+NDtgREf2iTWQ840XHvPix1lktIvqvAQBY0MYH7J1bZZvIjH3Yz7niOLYDGwCABW18wJ6u6pstYOfjSYjOzvjk+ZEKNgAAi9n4gN1/v1jV99WMg45lJ8lTa67zYYp0kiLaEd1XbRABAGA+Gx+w27utSSBOsw06pqJFJHuqhJ0fFO0hNogAALCAjQ/YEafaRO6cP+iYyk6Sp4rU4yP91wAALK5RAXs4Qx92VcF+KmCnYge2/msAABbRjIB9q6xgzzDoWBa5nzqTboMIAAB1aETA7t8qK9jnDzrm47PX9NkgAgBAHRoRsNu7rehenww6js8bdBxO/jjdIpJGKfLHKSKL6L5mgwgAAPNrRMCOONWHfc5Fx7Mq2Pmp/uus9fULjwAAMKvmBezzBh2rIcdpkJ5uEOmc+U8AAGBWDQrY/Yg4f9AxnVXBPtB/DQBAPRoTsPu3JuH4vIuOqeggOd0KUlWwXxewAQBYTGMC9hODjnefPehYVrBPt4hUG0TeFLABAFhMYwJ2xLRN5LmDjk9tEUl5ivx4skGkd1MPNgAAi2lYwC43iTy7D7vcIpIVn7zcINK93omsY4MIAACLaWTAfu6gY1ncLlpEqguO2kMAAKhBowL2LIOOafTkFpH80AYRAADq06iAPRl07Dx30DE91SJiBzYAAHVqVMCOiBjcen4fdlXBLoYc7cAGAKBOzQvY5aDjnbM3iUz3YLcipWKDSET03xKwAQBYXGMD9ugZJ9OrS47tiHQ0+XvnlbYNIgAA1KJxAbv/XjHoeOfrg44pTxFFa3bWihgfFNVr7SEAANSkcQG7vduK7mvFoOOdJwcdy/aQKM6kVxccnUgHAKAmjQvYEaf7sJ9qEyn+s7ziWG0QsQMbAICaNDNgF5tERk+dTLdBBACAZWtmwH7GyfRqg0gxz1hVsN+yAxsAgHo0M2B/89SgYz4ddEzjSaDOOlnkx3lEimhfbUVr0MivAQCAS9DIZNnqnRp0PHXRcboDO2J8UF5w1B4CAEB9GhmwI86+6Fj1YLeyyA/1XwMAUL/mBuz3zhh0rLaIZDE+tAMbAID6NT5gn5w6mZ6f2iKSF1cc7cAGAKBOzQ3YxaDj6M54Ouj4RA/2pJxtBzYAAHVqbMBu9VrRvfHkoGMaT4J2ShGRIlp7rWi/2NivAACAS9DodFm1iRR92GlYVLKLoN3XHgIAQM0aHbB3youOZR92sbGvXNfXe9OBGQAA6tXogP30Rcc0LFpFRjaIAACwHI0O2P33nxx0TMWavrJVxAYRAADq1uiA3eq1ondzMug4ujuuKtf546KCbYMIAAA1a3TAjjjVJnJ7XFWwI0Vk/Sw619qX98YAAGikrQnYozuj6RaRpHoNAMByND9g3zo16JhPHzfgCADAMjQ+YPdvFYOOd8eRlxXszIAjAADL0fiAfXrQMT2atojYgQ0AwDI0PmBHTNtE8pNpj4gWEQAAlmE7AnYx6FgNObZTdK+rYAMAUL/tCtjFifT+zd4lvhsAAJpsKwJ2OehY6hpwBABgSbYiYJ8edIyIGLwlYAMAsBxbEbAjIgbv9iKyyd/7bwvYAAAsx9YE7F4ZqpMd2AAALM/2BOxXp1tDem/YIAIAwHJsTcB+4Td2IyIis0AEAIAlylJK6bLfBAAANMXWVLABAGAVBGwAAKiRgA0AADUSsAEAoEYCNgAA1EjABgCAGgnYAABQIwEbAABq9P8Bwm/PcGq5dMkAAAAASUVORK5CYII="
[ "yes", "no" ]
null
1
science
grade-5
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch, and heat begins to flow between the blocks. The pair of blocks is insulated, so no energy escapes. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
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"
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[ 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", 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", 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" ]
2
math
kindergarten
fewer-more-and-same
false
true
Are there the same number of pairs of shoes and pairs of socks?
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kCC3Ds/6TXBfTsigWi3zyySc0m02CJjiFHG6txqIR4PNjLxN+4lv4vB7WVlcYGxtj7fOPSZZLWJMX1lc6GGJ18iOakX4G+jLb8ueaR7Y3k1avendOrz6/6lXv49urz6/Ipu76G2yA4wf3cXlqmun932I8cIGqYeJv2STTw0SGhpm6PMGhw4fhZ/83bjRG3+HnCD39HJ8eOkVqcQb/6hJeXwDXdalUa/zkJz/B34bM4Wf4ZPgYh44eY6RSovLZ+6RLy9RTe6hU9nDw5d/GND1cPvNd+t/9O9KNAtOjx6k2W7xy5OB2vTaPZu/RQ+pV787p1edXveq9997IxIbe1Ni4Pr+P+faVneeuv8GG9UuNhkJByqm9tPPXCBVWiSUTzEeTTE1eZc/4fmrVKivJvaTyedprS9RKRSrFEvHiPOGRcZKpJKFQiGgkzMjevTQSfWAamKaH/Ooy1dmr7FldZHr/c4y99Aa5tRXe/uUvmf3VWzQWZ5gae4LWjU8p7HmCeCRCfzr5zSu+RepVr3rVq171Pmq9zZWrG3onPr+4o3t3w/aVneeeBmyAF555Cm8gwLnYKEdWr3D+/Xc48+0XiPk9FN/+Gwory9iDIxR++M9pp4eYufApsdoyK8e+xcjT3+bDd9/m9OnTPP300yRTGdIHT5A7cpqBtUlWLl+gGR/g6tOvcvD4E7z1s5+yemOG4VYeAgGSh5/CcDssN1q0rAB7R7LfvML3Sb3qVa961aveR6n3fGzvrurdLdtXdpZ72kUEYCCTwufzUT74HPU//684fHySs8Egz7z8OotzN7h87hxnnn+eiQ/fIzU0zPjJ06SSKSYnr9D5f/83Rn/wJyST678F2l0X+92fcn3fKdKHnyNSrWIZUK1WOf/Jr+kfHGR4zwiBYIDlpWXmzn7A0R//T0y+8KdEYhFOnzja8xdEvepVr3rVq95HuvfQ89T/j/9y9/Tuku0rO8s9D9iGYZCMxyiUM7hA9PO3ODo/wafu/0Lf0BC//f03KOTzDA1lWa1UiMTiXL16BcPjI5DMMHHpEuX8Cvl8nm63S+ypFzFaDvVqhezgIGfPnmXP3lGMdpNOrcKnn3xMfzTGmb//1/hSWTrBEOWhQ8T8/gdysIF61ate9apXvY9UbyW9u3p3yfaVneWeB2yAeDxGqbz+W2H9h/+K5vIU/c08tRttzp//NW7/XjLZLL5Gi9h//L9IHzyJ++xr9J85w+Gbb9J8vsD8jWlyc9eJmCbUGqxMf86J516hWCxSXF3m8Lt/QezVP6FhOKz83n+D6/EQOPcfqfgihF23d6+CetWrXvWqV72PTW9il/Xunu0rO4fhuvf+zrk8NcP0zAypZALLABfwWBaFYpFYLI7pdpm7cJZQfo5T85fAE2Te7pB7+Z9w9sYyw30pGo0GqXQan9Nh5Gd/Scbrxwz4uLrnAIWOB+vgCQLRBM1GDVwXj2UBkOgbYHZungP7D3Ds0L5evx7qVa961ate9apXvQ+lV3aOe/4Ge2FhgevXJjl44CBTly7izl3D6HRx/QE6Pj9tOvhmLzE8f42A18vZrkmuWSTTqdOdvca3z7zOtckJTj//Ao1amevTMyxYPibrLaKWj6FLH+Jrdghf+4DynqPUg2lGWiUGczPkLr/Ptd/77+mGkjiusx2vh3q3oXdRvTu6d7e9n3db7257P++23t32fn6Ue2VnuadvsAuFAjMz14lFI5z96BOyb/87jibTdOfm1x/ggjU8QqnZZsUX5G/9wwwODrC6ukrHtsnn8/zLf/EvmL4xS3/Yz+q5D3EOnuTihQt0u13Gx/dRrVV58vM3SdgNMrXKhp9vDg3xeanIje/+GU8eOsATx7f3oAP1qle96lWvetWr3u3ulZ3nnk7Tl0wmOXXqKfbt20fCtelg4jpfmc8N6C7M4qtXcFbmGM4O4vf5KBWLrKysEI/FmPzlzxjZt5/K1ASR4hzZoSGazSaxWIxKpQyui+V2CZjWbT/f6XZwgbZjEI7G7rddvepVr3rVq97HsLe9y3p3/vaVneeez4MN60f2utc+58aek3Rb1dvu99ZrWJYHwzDodrsMDAwAkMvnsVcWWLh4jsgTZ+DVP2Jhbo6FhQWSyeT6Ubqui1Ot3LZMALswj4tBJhZhbGRoK6u+JerdSL3qVa96f5N6HwzDMHCnLnJjeBf17qLtKzvHls4i4gJuMk3ctulUcnjx3vaYoC+I6zgYlkU0Gr11u7e8Rvbszyk2n2fNMZjLFwGwrI2/Qd6234q7/tvAyuAhasUyD/KEOepVr3rXqbcIqFe9j0Jvm87MburdHdtXdo4tDdiGYRDotKhF+3EaVTCTfPUdWIslcIwuhrn+BXkikfjyue0WYV8M78T7tPFzKWdvPL+kYeANhTBu2zXcpZ2bJXX6Rxjh8FZWe8vUq1713nyuetWrXh5+b3PLvfF49jHs3T3bV3aOLe0iApDNpHBDUZpTH29cYCxBoFHDZ5r42s3bnhfzeWlVimAYhJtlAL56nKVr2wSM21fLCIawF6+x5s8Q9Pse+Enf1btOvRupV73qVe8D7+1L44ZjW+wtPH69u2z7ys6w5QE7lO6n6QniYmBlR768wxvA3zeAYZnsy03fujkciTDal6bfaeLLjhA59hTxTotDmThe75d/8tlfXsRnGEQqxY0rmh7ABYxwnEAwsNXV3jL13qReQL3qXafedep9sEKZgS33mon049e7y7av7Axb2kUEoO/5V/H8+Z8zf+p3yHi//O3OyS1hh/14QimGKqt4Fy4y6Xg5VlvkaSyazQaH/+y/BWDq4qe81lom7nRg6gJHnQbj+SUaXi/8xm+MnWaeyvAJmpg8cfjAVld7y9S7Tr3qVa961fuQe8+8guff/tvd07vLtq/sDFv+BtsbTzIS9bFy9BUqn7+18U5fhLbdwGMYpKorvNJa5Vmjzrw/Qej4abzxJN54kqvf+WPmEsOcoc4zy1foW52l47FI+IIbVzKRovL+v2f26d/B8njoSyW2utpb9rB6PV6veh8A9X6FPr/avup99HsjXn1+YUduX9kZtjxgAwzGgtRCfbSXpjBHRtdvdMGbz+Hzrh8Y4LW8uEA6lcY7PEpg6Ms/7+zbN85ycoRYLErE58dvecB1KLU27kvVNdfPR1kYOUm2L/3Q9oe6l95UMtmT3sFM6rHo7dX2Ve+D8zDez4/L53e3bd90KqXeHdyrz+/jt33l8XdfA/bo7/8Jo+VZJv7of6bywX/AzAxijeyllYrisctE/B4s08SxLEqfv8lSqcGe7/3TW88/emCM+ZZLa2ECj8cl7DXAcfCvzNF07PUV3DNK5YN/z6Xf/R+wPX5e/faz91d8H+6p98Iu691t23e39er9vLN7d9v2Ve/O7t0Bn195/N3XgG0YBk9/7z/BDfcz+eJ/SuX8TzFMg6Y3RrhYgbk5IqaB+fFfcfk7f8rxVBBfIrXh+U8cP8o7z/wxrcn38XoCRAtrBE0LZ+QQ1p4Rij//N6weeonpvhO8/uKZh/rb5L30Xnnlz3ZV727bvrutV+/nHd778n+m3h3cq8/v49crjz/DdW87AeQ9W7t6mTff+4jAwuecmPol3WvnCQwdoDX1CS5w7Q/+R5oE+eG/+u/u+Ib9X//PH9NXmuXUX/7XAPj3P0Nr6mPaT7zOfGyITw+8zplTT/LSc6fud1V7Qr3qVe+X1Kte9T486t3ZvfL46smADVCbvcaHv/gls944yeVLxCffp7znBNXUCHsGBznz6qt4Y4k7PrfeaPLTN99leWqSseockbnzlBMjlA4+RzsY59VvP8fYnmwvVrNn1Kve3dCbi+5h/0h21/Tutu2r3tvtpF59fm/3OPbK46lnA/YXVq9MMDd5mfriHMGxQ+wZ3Uv/wSN39dyLV65xbW6eWr1BOBRkIJPi2SeP93L1ek696t2MetX7qFGvejej3ke/Vx4vPR+wRURERER2s/s6yFFERERERDbSgC0iIiIi0kMasEVEREREekgDtoiIiIhID2nAFhERERHpIQ3YIiIiIiI9pAFbRERERKSHNGCLiIiIiPSQBmwRERERkR7SgC0iIiIi0kMasEVEREREekgDtoiIiIhID2nAFhERERHpIQ3YIiIiIiI9pAFbRERERKSHNGCLiIiIiPSQBmwRERERkR7SgC0iIiIi0kMasEVEREREekgDtoiIiIhID2nAFhERERHpIQ3YIiIiIiI9pAFbRERERKSHNGCLiIiIiPSQBmwRERERkR7SgC0iIiIi0kMasEVEREREekgDtoiIiIhID2nAFhERERHpoQc2YC8szLO2tobruvf0vPXHr///y3++8/0iIiIiIg+b4d7rxLsFV65MUCwWcbpdqtU6A4MDjI3tIxqNfu3zzn/2GcvL83i8AbrdDtVqmf6+AcrlErbdwTBMgsEArutSKBQIh8Ps27+Pw4ePbXeSiIiIiMgdeR7ED1lbW6W/P0Mynsbu2hSLJd55+y1M0yTT1082m2VoaOjmo41bz6tUyhw4eIhYNEatXicQCNBqtWg1mzhuF78vSKdrEwyGaNRruK7B7Oy0BmwREREReWi2fcCuVCrUqhWMgSHadotgIExfxsPgwCClcplms8HFz8/x3rvvEg4HMU0T07Q49fRp7E4bp2vTbDbodl26dodoJAyAaVq4rks8FqVar2N5LDqdLpFIfLuTREREREQ2te27iLTbbX7607/G6wlgGA7pdD/ZoSFc18U0wOv1AgbtdptWu41lWVQrFdrtBisra1geD3a7hWFYeLwegsEQhmHgsTzYdptgKITjdGg1W3S6Dl6vhxdf/M52JomIiIiIbGrbv8H2+bxEPBaHju5nrVgDXCYnrwDQqDcYHx8nnkgSDAYIhYK4wOryIv0DQ4BBJBrB5wti4OL1+ahUaoTDYYrFPLFoFp/Pi+UxuXFjmkQiSTAY2e4kEREREZFNbfuAffnyJRIz1yjll+hr1/EcPMHegQzdWIamA4VCgcuXL+H1mDiuSzAQpNFsMjo2xsrKMp7Zq8TTSTyOhWu4GKUygaXrtMMJ4q0atsdHCYOBSIyVlSXCp85sd5KIiIiIyKa2fcAu3pgm2m6QnZ4jNzBI+h9+zFqsD9/yAuFOk+CxU+x57jtUw3GMQIiFhUV8fj+GYeCWciQ/eJPSwDDBRgX/6gK++WkYGsXdexjmr+IFjD0HaC7Os5TIMvSVgyRFRERERB60bR2wXdel1W6TPHGc5aZN39l3yKWHsUp5nMwAjU6bbiFP4N/8a4LpfurPv0Kob4i+4XFc18Wx25imQyESo4tDOZohYUxjGib+ShHXWP8Zno5N3TXxGC6u293OJBERERGRr7WtA3Y+n8NamCeYjkFfluof/imRcBxfx6Y9N01r9jrRmUu0BkZoJ1I0Z2/QXM6RPf1tXBcIhml/93exK1Xc48+QSifxev4LSvkisUQCwwXDMEgUVjFqdYYqFfK5PENDI9uZJSIiIiKyqW0dsKevTRFtVLBurGHMXAHDwLJbuIefxLd3H56X36D93CsYi1N4Ln5GqLDKyvjArecbhkG+1SXh9eKtF/E6dUo3rkO9juE1IBCm1D9CaGAQ/BF8tTrVVmM7k0REREREvta2DditVovKjesM+j207S6+Vgun1cGxbZxfv4v763fWr8QYT1B//Qf4vv/7NOfn8dpdwMAwwKlW6LzzM9LZAQLVAk6rjscXpu4P0S2tYhlgFQsUn3yeSGkN13YonH5pu5JERERERL7Rtg3YMzPXCA0PEXr6FB7XIdRsYhVXqS3MYzVr+KcncENRmoDnrZ/h1MoUDp9k7IXXby2jaXkJJ/qwiznafVnaHov07FU83S5dj498OE7sxgyp61cwgmGmh8Zxbe2DLSIiIiIPz7YM2K7rcuP6DNnsIK22jRXyU/Ml8KTSGPuO0W7bmK/+EM/aEu5H72Itz1G2XexQnGx2+NZy4v39+L/3Q2y/hdfwYAEkUnhxyeVzeP0+/P/sX2LbLUzTg2/yIo3u+hUeDUNnExERERGRB29bBmzbbuP1mgRDQSzTotNxsKwurVYXv99PIOCj1WrTSvbhfeMP6JYLFC6cp//A4Q3LcRyXbjhMOBal3WrhOF3qTpdAwE+uVudAdohKo0693iadDhEZHKKVL2u4FhEREZGHxtyOheZya7gulEslOp0OkUiEYDBEJBLBNE26XYdOp4PP56fd7tAwfVTifRw8ePi2ZbVaNSwTfD4PhmHQbDZuDtAO4NJstjBNk9W1ApbHg+uuf4MuIiIiIvIwbMuAXamUMU0Pw3uGMQyoViuYpgUYFIsl6vUa8UQcx1kfklvtNoGA97ZvnguFPGBgWRbhcAQwiMXigIvP66fRaGIY4PV5aLebdB3odDv6BltEREREHpptGbDX1nKkMwnyuQJgYNtdwMUwTDweD8lkktxaDsfpUKtVaTYbhIKR25bTtm263S7NZhMMd/2iMh4PYBCLJ2i1mriuSzgUZig7TL3epFwub0eSiIiIiMhd6fmA7boujXqNdruL5bHw+/1YlgVAu90kGg3TareIxqKYlodUKkGxkCedTt+2rHg8TiqVot1u43TXv+12nC7Vag3XdXBdSCYTmJaJbbfotO1e54iIiIiI3JOeD9jtdhvH7dLtdohGYtTrdWKxGOVymXq9huO4NOoN2q0WK8vLNJotItEYXp//N5bk0mzU8Xm9gIPrupimgWGYtNstHMdhfU8Qg26nS6lcpuvaDA4M9TpJREREROSu9XzAnpm5RigYJhKJ02zWCAZDNJtNvF4vwWCEXC53czcPSKdTlEoV6rUad9pt2nEcfD4vpunBNE3AWP+fYWIYJo6zvttIpVKlUa/R7a4P4SIiIiIiD0vPB+yF+Tm8Pj/BYJBgMIKLS7frYFkWjUadWCyKYRj4fD58Pj9er4e23SGVymxYTqVSwfJYeDxeDNPEcRy6Thf35oGRX3x77brrQ7Zlee84pIuIiIiIPEg9HbDb7Ra23SEajROLxjAMi4A/QCAQBNaHatP04PV6MU0D227hOC4ea31f7a+qVMp4PF7y+SKx6PpQHo1EcV0Dw7RwHBdwsSwLx+kSj8cxDJNyudTLJBERERGRe9LTC80sLiwSjydIJpPrC/fcvvhOp0Pr5kVjAoEgrdYyofDtZxDJ5/L09WVwXIf1b6rB6/VjmhAJh6hWK4CJ65pEInFct4PXG6RYKAEuoK+zRUREROTB6+mAfenS5xw4eASfd/PFejyeW4N3q92m24VUKnXb49rtJqFQmL5M/233eb0BksnArX9f//bbTzLZpdVqcOXKZQ4dOnL/QSIiIiIi96hnu4ic/+wc/f0DJOIx4O6uplit1nAdl2g0esdVazSb93RVxlAohN8f5PrMzF0/R0RERESkl3oyYH/88a+xOzajo2PYts3y8iJXJi+zsLh082qNd+a6LoZpkFvL3+HezZ+3GZ/Xg8/np1qr6HLpIiIiIvJQ3NeA3W63eO+9twmHwoyNjgHg8/lIp/vYv+8AhUKehcXFTYfdwM0DG1utxobbXddldXWNdqvF1NRVZmZm6HQ637g+rgu1Wo1gIMjS0sL9pImIiIiIbMmW98HO5dY4/9lZDhw4RCgU2nCf67rUGw2OHzvG3Nx1qtUq0WiMRqNBsVSiY9vMzs0RDodpNhv09228imO1WsHj8TA8vIdQKAiAbW9+lUbDMFjL5bl8+TLhcJgvTt8nIiIiIvKgbWHAdvnkk4/ptFs8+eRTd3yE1+vF76xfACYYijFx6RKdTnfT5RnGxi/SP/vsLHtGRjcM7l6v7/ZnupAvFLh8+fJv3K6ziIiIiIjIw3FPA/bCwjyXL13k0KFDBIPhr31swO9jfn6GZrO76XBtGAamYZAd+vLy5gsLc7gOxGKxTZfd6XS4fuMGy8srt91nWSa23WFoSJdMFxEREZEH764G7Ha7zeVLE/h8Xk6ePHXXC49GEjQaa5ve7zhdmq0m2ez6MNxqtZi4OMGRI0fx+7ybPm9hYXGT4dqiXK4QCPjQN9giIiIi8jB840GOrVaLc2c/or+/n76+289J/XX6+/sxDG67SiNAOBym3Wry1MlTgEG73eKdt9/k8JHDBIOB2x7/hVw+x/Ce4TveFw6H8VjwxJMn72k9RURERER65WsH7Fwux69+9R779h3E6938G+Wvc/zYMQwcPB4Tv9+P3++n07FptxsEg0FGx8ZptVq88/ZbHD9+glAw9LXLi8fiXLx4nnQ6TTAYvHV7NBqlWCxiGCbZ7J0HcBERERGR7bbpLiKu63Jp4gJHjxzDMAwcx8E0t3ZWP38gRKNYpNFoEAgEgC6HDx1lbHwcgCuXJzh+4gm8nm8e4j0eD0ePHOf8+fN0u11s26bT6WDbNobh8O0XXtnSOoqIiIiI9MKmE/Nn586RTKVvDdWO4zA9c41ypXpPP6BarbG0tITP68Xr8dDf18cbb/zOreH6448+ZGBg4K6G6y94PB4Gs0O07Q6RSIRgMIBhOLz00stEo5sfHCkiIiIist02/Qa7ViszEB3GdV0ajSaGYTA+to/Pzp9jfGw/0Wjkaxfc7XZZXctRKZfw+UzGxkc5dOgIhvHlwYfvvfc2Q9lhPDeH6263w9raGo1Gnf7+AUKhzc9U0pdJk8/nqdUq+H1evve938bnu/1UfiIiIiIiD5Lh3uGKLJVKhXfe+SWBQIharbbhvmg0jOu6jI2NE4tG77jQWr3BysoKy0uLDA4O8PQzz972mCtXJvD7/Jt+4zw9PU04HKa//84HVlarNT7//AIjIyOceOLJbwwVEREREXkQ7vgNdqVSBu58JcRKpUYoFKBYKN5xwC6WyuRya+Rzq5x5/gzpdN9tj1lbW6XdapG5w30ArbZNKpXCMCBfyJFKbrzSY6VaY37+BvsP7OfQoSPf1CgiIiIi8sDccR/sbHboaw9o7HY7G3b1gPWDIldW11haWqBeq/Dqa9+943ANcHVyksHBIcBhdW2FUrm44dLmfp+XruNQLBSIhDcO8c1Wi9XVFdqttoZrEREREXnkbDpFBwNBLMvacJtlWfh8Plqt9obbXddleWWVGzeuk8lkePmV1/H5bj/3NcDi4jyRaPTmAG/Sl+mn23WZmPic5leWm0omcdz1815/9eesrKyysrzEt194cSu9IiIiIiLb6o4DtmEYDA8PU6mUb51r2rIsTNOk3W5jWd5bO5B0u10Wl5ZYWprnmWee+cZvlWdvXL9t15JUMsnIyF4unD/Hp2fPUSqXARgbG6NYyNHtrl9qvVKtUa2UOXbs+KYDvIiIiIjIw7TpWUT2HzhEPp9ncWmFYDBIrVbDtm0AYrEYHssiXyhSLBYoFfOcfOoZ0unM1/4w13XBMMEwqNcbTM/MUC6Xb+0eEgj4sCyDubl54sfWD36MROOsruWIRqOsrq5g2y3Gxvf1ql9EREREpKc2HbABnn3ueT479ynLy8v4/T5c16XTsXGcLvl8HsftEI1EePGlV+54OfQ7KZeKtFo2pVLptvuazTbRiJdSqYRhGLiuSygUolyu0Gg0yK2t8Nrrv7W1UhERERGRB+BrB2yAJ0+eAlwWFxfIra3RbrdIpTJEolEymQxgfNMibjEMg0gkStvubvqYRrMBQNdxMA2DcDhCuVylVMpz+tnntWuIiIiIiDzSvnHAXmeQzQ6TzQ7f9w/0er2s5Qqb3t/pOAA0G01CoSDlcoVWq8Hw8MjNgV5ERERE5NG1+bn4tskTT54k4PcRiXz9lSDX1tYoFEvk82tkMmkOH9Yp+URERETk0ffAB2yfz89Tp56m02nh9/uI3uFiNcFgkLZts7S0QCaT4dChow96NUVEREREtuSOl0p/EMrlMufOfkytXqdUquL3+wkE/FQqFSKRMKZhcOTIUUbHxh/G6omIiIiIbMlDG7C/sLa2xrWpSVwX6o068ViUVKqP0bGx264WKSIiIiLyqHvoA7aIiIiIyE7ywPfBFhERERHZyTRgi4iIiIj0kAZsEREREZEe0oAtIiIiItJDGrBFRERERHpIA7aIiIiISA9pwBYRERER6SEN2CIiIiIiPaQBW0RERESkhzRgi4iIiIj0kAZsEREREZEe0oAtIiIiItJDGrBFRERERHpIA7aIiIiISA/9/0cLokaHeYt2AAAAAElFTkSuQmCC"
[ "no", "yes" ]
null
0
math
grade-5
compare-fractions-and-mixed-numbers
false
true
Which number is less than the one shown?
"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"
[ "9+4/8", "8+1/8", "8+5/8", "9+1/8" ]
null
1
math
grade-8
changes-in-mean-median-mode-and-range
false
true
Look at this set of 9 numbers: How would the mean change if the number 23 were added to the set?
"iVBORw0KGgoAAAANSUhEUgAAAWMAAAAkCAYAAABc6FuBAAAKnklEQVR4nO3de1CVdR7H8fe5cD3g5XgQFeMmKqB4S1BBVErT1rQ2c6rdLpa5bmVbutXu1rSTZU4749RkM1pb021Nd83UkizFNPICXlC8oEdBwisCR4nLgQPn8uwfyImTXB7iec5hxt9rxhl9+MHz8cuXLw+/85yDRpIkCcDucmF1OHFJEhKCIAiCWjSAVqPBoNfhp9U2HZMkSapzOKl3On2bThAE4SYUpNMRrNehtbskMYgFQRB8pN7pxO6S0NY7Hb7OIgiCcFOrdzrQOlxih1gQBMGXHC4JrRjFgiAIviUBWl+HEARBEMQwFgRB6BbEMBYEQegGxDAWBEHoBsQwFgRB6AbEMBYEQegG9Ep8EJvDwaofc9ly3IzFWktMHyML0lKYNTzevcbudPHhvoNsPlbA5apqInr15InUsdw3KkmJCK2SJPg4N4+1eflcqaqhf89Q/pg8mnnjxnQqu9Lq7Q7yLlwk56fz5Px0nicnjmdafNwN62obG3ln1x4yC85QU28jpk9v3rx7BsP6h6uSS04tnC6Jldl7WX/4ONU2G/H9+rI4I42JsdGqZAJ5vSO3pt7O5Yv+ktP3LTlcLma99ymFFVc58PxTGA3BquSSU4vOZleC3ekiYdlbNxxPHxTDxw/NAbzTX4oM41cys9h+qpDnp6YzyGRk28lCFn+ZSUiAPxmDYwF4YfNWdp0p5tkpacT3M7HDXMTfv9qGv07P7KQEJWLc4NMDh1m+fRfzU8cyOS6GnafPsuy7nQDuT66c7Ep7e9cePso55P63w+W6YU2j08m8/3zB+coqFmekEWXsxakrFZhCDKpkAnm1eP27nazLy2dJRjpDwk38N+8oj6/5kjWP3k9K1EBVcsnpHTk19UUuX/SXnL5v6ZPcPM5d+1mVLC3JqUVnsyvhqtUKwGPjxxAf3td9PLxHiPvv3uivLg/jOrudzccKeGZSKg8njwYgNSaKH4tK2HS0gIzBsVyuqibzhJkXp07i8Qm3utccOHeRzw/lqzaMtxaYGRHRj39Mm+I+55FLpWw5cYp548bIyq6GZyZNYP6EsZjLypn/+cZW16w5kE/+xVK2LHyEhH593dnUIqcWZdW1rD2Uz+MTxrJwYgoA6YOimfLOB7y/Z78qw1hu78ipqbdz+aq/Our7lq5U17Bqdy6zkxLZkH9clTwgr786m10pFmsdADMShnJrZESra7zRX10exv46HVmL5mMyeF6x9QgK4Or1/yTAU+njmRY/2GNNpLEX5isVXY3QJpvdgTHY80eu3kGBXK6qAeRnV1poYAChgQFc/rm6zTWZBacYFx3pHsRqk1OLE6VluCSJyXHR7rfrtVpSYyPZYS5SLZuc3pFTU2/n8lV/ddT3Lb2xbRczh8UTZeylWh6QX4vOZFeKpbbpytgU2vb2jDf6q8sP4Om1WqKNvQkJ8AeafrzeYS7i5JUyJsfFADCgZw+W3DaRmD693e9nd7rIv1jKyIH9uxqhTXPHJJFTco7vTp6hzm4ny1zE7rMlPDh2pOzsvlJytZIegf689PV20t5+jxHL3+Hp9V9Rcb1xlCanFv76pnbRajzbxhgcTLWtAZek/JPrfdU7SuTyVX911PfN9haXsPtsCc9OSVUtSzO5tZCbXUnN3wz6BKu3BSiHInvGzRKXvU3j9ZfjnDNqOPMnJLe5dvXuXK5Z61iYlqJkBA8PJ4+mtKqGRV987T72VPp4949JLXUmuzfY7A6yzEU8PWk87z/we4ot11j67fc892Umnz96v6rnbqsWg0x9ADhw7iLjom9xr29uZpckodVoVM0G3umd36K9XN7sLzl93+h08urW71mYNk7VxyFa014tOvM1qxRLbR1ajYZXvskiu7CYkIAAZiQOZnFGOkF+io7Idil6pvXz/4DN7mDP2RL+d/gY5rLyVh/5zy4q5t0f9/G3qZOJDw9TMoKHTUcL+Dj3EIsmTSA5KoLckgt8sO8AcWF9btinlpvdm+4ZmcjijIkADO8fjrWxkVcysziq8lVhW7UY0LMH94xM5N9799MrOJAhYSZ+KCrmq2MnVcvya97qnc7qKJc3+0tO33+47yANDiePXd/v9qb2atGZr1mlWKxWJCTCQoJ5eXoGh85f4qOcPGx2J6/NnKrKOVuj6DAefr2gYyMjOHj+Em9s28XaeQ94rDGXVfDshkzuGTGMJ1LVuzqos9t57dudzBmVxHMZaQCkxUZTWWfj1a07mBY/2OO7npzs3qTXaTH4+XscS4lquhottFhUHcbt1WLp76YR7OfPyh/2UdfYyO1D45g7egTrjxxFp1H3tnVv9U5nycnlrf6S0/fXrFZW785l2V13EKj33pVfs7Zq0dmvWaXMTkpgbORApic07f/PGTWcerud9YeP8c87b0Ov9c7TMbp8lnq7g9PlFmobGz2OR/buyalfPThXVlPLgnUbGda/H8tnTe/qqdt1obKKmoYGRkb08zg+ZuAAqm0NXKj8uVPZvS3MYKC02vPBgkZH0y8CCNT7KX4+ubUw+Pvx2sypHHzhaQpeXszK+2ZR02DDFBKCmjsU3uydzmgvly/6S07frzmUT73dwV83bSVu6Qrilq7gzaxsAFJWrGLJxm8UzyWnFnKyq8EYHMyoCM+Lm9EDB+BwuSivqVXlnK3p8jAurapm5upP2Jh/wuN4YYWFsNBf9qKsjXb+tG4TBn9/Vt8/Gz+dut9tjMFBAJwpt3gcP11R4X673Oy+kBobRc5P56msq3cf21t8HoBEFe6w+K21qLE1sLuohLTYSMUzNfN278jVUS5f9Jecvn84eTSbFjzk8af5trHPHpnL4tvSFM8lpxZysqvhje27eGbD1x7Hzlquoddq6Rsa0sZ7Ka/L1/yxJiNjbhnAyuwcgvz8iOzdiyxzIfkXS937LS5JYsnGTArLLbx178wbbjCPNvYmNDCgq1E8hIUYuCNhMGsOHsFkMDBqYH+OXirls/2HmZE4BFOIAVOIocPsvvLnieP4puA089Zs4C9T0qiss7Iyey93DY8n1mRU/HxyPo/QdF/qdnMh8eF9qa63sWpPLgCLJk1QPBP4pneUyiW3pkqS0/fQdDdIS/tLLgAQ3zdMlWfgyamF3OxKu2PoYJ7fvJV/7chmSlwsxy+X8cWRYzx460ivbVEAaCy2hi7fj1Rts/Fudg7bzYVcs9YR08fIE6nJ7g33a9Y6UlasavP933/wXm4fovwN8HV2Ox/sPcCW46e4Ul1LeGgId49IZEFainvvqaPsajpy4TJzP1rLu3Nnc2fikBveXlhxleXbfuDguQv46/XcmTiUl6ZPweCv/DYFyKvF6XILL27+lmLLVTRoSI4ayIvTJjO0r0mVTJ3tnY5q6u1cvugvOX3/ax/uO8ibWdmqPh1aTi1+S3YlrMs7yqf7D3Oxsorw0BBmJSXwZPp4AvQ6j3Vq9pciw1gQBEHomu6x+SYIgnCTE8NYEAShGxDDWBAEoRsQw1gQBKEbEMNYEAShGxDDWBAEoRvQqv8aW4IgCEJ7NIBWL8axIAiCT+m1GrRBOu+/apMgCILwiyCdHq2fVkOQTtfxakEQBEFxQTodfloNGklq+l05Tkmi3unE7nSh/u/VFQRBuHlpAT+dliCdDt311579P0B6/19ej5JmAAAAAElFTkSuQmCC"
[ "decrease", "no change", "increase" ]
null
0
math
grade-7
apply-multiplication-and-division-rules
false
true
The number line shows an unknown number, y. Is – 5 y positive or negative?
"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"
[ "positive", "negative" ]
null
0
math
grade-5
range-find-the-missing-number
false
true
Alexa has the following data: If the range is 16, which number could j be?
"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"
[ "74", "28" ]
null
1
math
grade-3
select-figures-with-a-given-area
true
false
Which shape has an area of 10 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAKQAAADCCAYAAADHGGkGAAAD7klEQVR4nO3dvW5UVxSG4XXGPwUBu4kS5QJIGrumxH3C/eQO4HrgAhgKGlrTENLHUdJggyUcj3aKGUtJRWHO7M/nPE9jjUY6a8t+tTXNLA+ttXZ2VfX7ZdXFquq6FWzN7lD1YKfq4b2q7/erhrPPrb05730sqHp0ULX7/nL94of9qp++WdcK23Kxqnr3qeqPq6rfLqsW59frN8RIDw921u1VVX1cVS1W/3kDerhp759Wteh7FPg/QRJFkEQRJFEESRRBEkWQRBEkUQRJFEESRZBEESRRBEkUQRJFkEQRJFF2x3joya+n9eptny/qnBwf1sunR11mc3uj3JC9YqyqWp5+6Dab2xvlhrzx5GS7N9WL5dutzuPr8xmSKIIkiiCJIkiiCJIogiSKIIkiSKIIkiiCJIogiSJIogiSKIIkiiCJIkiiCJIogiSKIIkiSKIIkiiCJIogiSJIogiSKIIkiiCJMs5un1ZVQ4ddO5u5wy+vu8ztYWrb3sa5ITv9cWY3t6a37W2S28/mNndKfIYkiiCJIkiiCJIogiSKIIkiSKIIkiiCJIogiSJIogiSKIIkiiCJIkiiCJIogiSKIIkiSKIIkiiCJIogiSJIogiSKIIkiiCJIkiijLrbp9f2s9nMnaBRbsjHRwdjPPbLZrj9bGpGuSGXz47HeOwX3eyFtP3s7vIZkiiCJIogiSJIogiSKIIkiiCJIkiiCJIogiSKIIkiSKIIkiiCJIogiSJIogiSKIIkiiCJIkiiCJIogiSKIIkiSKIIkiiCJIogiTI8/6u1qqon3/Y+yu0NP7/us/hps/1sNnOr6uT4sF4+/Xq7jF78vf45rRtybtvPOm5dW55+GOW5o+6H7GVu28+mtHVtWjckd54giSJIogiSKIIkiiCJIkiiCJIogiSKIIkiSKIIkiiCJIogiSJIogiSKIIkiiCJIkiiCJIogiSKIIkiSKIIkiiCJIogiSJIokxrt89mG9iYu2fMHde0bsi5bSHruP1sLNO6ITfmtoXM9jMYiSCJIkiiCJIogiSKIIkiSKIIkiiCJIogiSJIogiSKIIkiiCJIkiiCJIogiSKIIkiSKIIkiiCJIogiSJIogiSKIIkiiCJIkiiTHK3T69tYHObO4ZJ3ZCPjw76DG59xnabW+P9rid1Qy6fHfc+Arc0qRuSu0+QRBEkUQRJFEESRZBEESRRBEkUQRJFkEQRJFEESRRBEkWQRBEkUQRJlMXe5n8uX6z6HoT5umlvb6ha3N9Zv3j3qeqjKNmyi9W6vaqq+ztVw9nn1t6c9z0UVFU9OqwaWmvtz6uq95frWq87fnGI+dkb1jfjj/eqvtuv+hfHQanXiFTauQAAAABJRU5ErkJggg==", "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" ]
1
math
grade-1
compare-clocks
false
true
The clocks show two things Molly did Sunday night: Which did Molly do first?
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"
[ "talked on the phone", "wrote a poem" ]
null
1
math
kindergarten
ordinal-numbers-up-to-tenth
false
true
The first picture is a tractor. Which picture is sixth? first
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"
[ "sun", "tractor", "barn" ]
null
2
math
pre-k
fewer-and-more-compare-by-matching
true
false
Which group has fewer?
null
null
[ 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"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" ]
1
math
pre-k
count-corners
true
false
Which shape has 5 corners?
null
null
[ 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]
0
math
grade-3
angles-greater-than-less-than-or-equal-to-a-right-angle
false
true
Is this angle greater than, equal to, or less than a right angle?
"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"
[ "greater than a right angle", "less than a right angle", "equal to a right angle" ]
null
1
science
grade-8
use-punnett-squares-to-calculate-ratios-of-offspring-types
false
true
In a group of guppies, some individuals have a spotted tail and others have an unspotted tail. In this group, the gene for the tail spots trait has two alleles. The allele for a spotted tail (I) is dominant over the allele for an unspotted tail (i). This Punnett square shows a cross between two guppies. What is the expected ratio of offspring with an unspotted tail to offspring with a spotted tail? Choose the most likely ratio.
"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"
[ "3:1", "0:4", "4:0", "1:3" ]
null
3
math
algebra-1
identify-direct-variation-and-inverse-variation
true
false
Which table shows inverse variation?
null
null
[ "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", "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" ]
1
math
grade-1
cubes-and-rectangular-prisms
true
false
Which shape is a cube?
null
null
[ 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", 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", 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" ]
2
math
grade-6
quadrants
true
true
Which shape is in Quadrant II?
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"
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[ 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", 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", 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", 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" ]
1
math
grade-4
multiply-fractions-by-whole-numbers-using-models
true
false
Which model represents the product 3Γ— 1 4 ?
null
null
[ "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", "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" ]
0
math
grade-3
compare-area-and-perimeter-of-two-figures
true
false
Which figure has a greater area?
null
null
[ "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", "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" ]
0
math
grade-8
identify-trends-with-scatter-plots
false
true
Does this scatter plot show a positive trend, a negative trend, or no trend?
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"
[ "positive trend", "negative trend", "no trend" ]
null
2
math
grade-8
make-predictions-with-scatter-plots
false
true
Based on the scatter plot below, which is a better prediction for y when x = 99?
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"
[ "21", "75" ]
null
0
math
kindergarten
count-pictures-up-to-10
false
true
How many teddy bears are there?
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"
[ "3", "6", "10", "5" ]
null
1
math
grade-7
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines intersecting?
"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"
[ "yes", "no" ]
null
0
math
grade-4
sides-and-angles-of-quadrilaterals
true
false
Which quadrilateral appears to have 4 equal sides?
null
null
[ 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"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", 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" ]
2
math
grade-2
purchases-do-you-have-enough-money-up-to-5-dollars
false
true
A large plate costs $3.65. Do you have enough money to buy it?
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"
[ "no", "yes" ]
null
1
math
grade-3
match-analog-and-digital-clocks
true
true
Look at the analog clock: Which digital clock shows the same time?
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"
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[ 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", 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", 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" ]
2
math
pre-k
represent-numbers-with-pictures-up-to-5
true
false
Which shows 2?
null
null
[ 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", 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" ]
1
science
grade-2
classify-rocks-and-minerals-by-color-and-shape
true
false
Select the black rock.
null
null
[ 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", 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" ]
0
math
grade-8
changes-in-mean-median-mode-and-range
false
true
Look at this set of 7 numbers: How would the median change if the number 42 were added to the set?
"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"
[ "increase", "decrease", "no change" ]
null
1
math
grade-2
how-much-more-to-make-a-dollar
true
true
You have these coins:Which coins do you need to make a dollar?
"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"
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[ 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", 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", 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" ]
0
math
grade-7
parts-of-a-circle
false
true
What is \line{FG}?
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"
[ "radius", "chord", "diameter" ]
null
0
math
grade-2
skip-counting-stories
false
true
Each table has 10 seats. How many seats are at 6 tables?
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"
[ "40", "69", "60", "80" ]
null
2
math
grade-3
parallel-perpendicular-and-intersecting-lines
false
true
Are these lines perpendicular?
"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"
[ "yes", "no" ]
null
1
science
grade-2
predict-heat-flow
true
false
Two solid blocks are at different temperatures. The blocks are touching. Which picture shows how heat will move?
null
null
[ 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", "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" ]
1
math
grade-3
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
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"
[ "no pairs", "2 pairs", "1 pair" ]
null
2
math
grade-3
scalene-isosceles-and-equilateral-triangles
false
true
What kind of triangle is this?
"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"
[ "isosceles but not equilateral", "equilateral", "scalene" ]
null
2
math
grade-5
multiplication-input-output-tables-find-the-rule
false
true
What is the rule for this input/output table?
"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"
[ "Γ— 9", "Γ— 2", "Γ— 7", "Γ— 10" ]
null
1
math
kindergarten
represent-numbers-with-shapes-up-to-3
true
false
Which group has 2 circles?
null
null
[ "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", "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" ]
0
math
grade-2
identify-multiplication-sentences-for-equal-groups
false
true
Which expression describes the model?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAADXCAYAAAAgGib5AAAzTElEQVR4nO3dW4wj130m8K+qyOKlSTabze5mkz26zEhIbMeSPLIlW0ACr5TYSR5sPwhKgs3GSLy7QPYheVgoSBa5KGsj2TWQBfKQy8MGi+wigJwbbAWxExky4kSwbMdWJEO2xtJopJlpdpN9YTfvZJFVtQ9t1lSRfWOzyKo6/H7AwF2t8fSpbn6sf5869T+SaZomiIiIiIjIFbLXAyAiIiIiEgkLbCIiIiIiF7HAJiIiIiJyEQtsIiIiIiIXscAmIiIiInIRC2wiIiIiIheFvB7AvNJ1HZqmodfrodfrQdd1GIZx7J/BfwMAWZahKApkWT72j6IoCIfDCIfDUFUViqJ4fKZEs8NcERGRH0jsgz09hmGg3W47LviDj2f1bZckCaqqOoqDcDiMWCwGWeYNDAoe5oqIiPyOBbaLdF1Hs9lEu91Gq9WCpmleD+lUqqoiHo9bfzgrR37EXBERUdCwwJ6ApmnWRb/VaqHf75/7/ytJkjXzNbjlPHxLevgYwMgt7+OONU270IzeYAZuUBiEw+GxvydEk2KuiIgo6Fhgj6nb7aJWq6Fer6PX65359yORiHWxt99KDoVms/y93+87bqEPioRut3vm/zccDiOVSiGZTCISicxgtDSvmCsiIhIJC+xz6PV6qNVqqNVqp96eliQJ0WjUmq3y83rMwTrWVquFdruNTqdz6qycqqpIpVJIpVKcgSNXMFfMFRGRqFhgn6Df71sX/5NmpWRZdlz0o9EoJEma8UjdYZomOp2OozgYdFgYFo1GrRm4Wc0YkhiYK+aKiGgesMAe0m63UalU0Gg0jv3vsiwjmUwilUohHo/PeHSz1Wq1rNv2JxUFiUQCmUwGsVhsxqOjIGGu7mCuiIjExwL7BxqNBvb399HpdEb+myzLSCQSSKVSWFhY8GB03ms0GqjX66jX68fe8o7FYshkMkgkEh6MjvyKuTodc0VEJKa5LrBN00S1WkWlUjn2warBxT+RSAT2FrXbTNNEo9FArVY7djYyHA4jk8kgnU7PfnDkC8zV+JgrIiKxzGWBres6Dg4OcHh4CF3XHf9NkiSk02lkMhmugzxDv99HpVLB4eHhyOyboihYWlrC0tKSbx9II3cxV+5groiIgm+uCmzTNFGpVLC/v88Ll4sMw8Dh4SEqlcqxhVU2m8XS0hJnKwXFXE0Hc0VEFFxzU2DX63Xs7u6O3LJWVRWZTAaLi4sejczpWtPE3+/qeLtloqyZKHeBHc1EqXv0Y8pFJKyqEnIRYFWVcG9cwifWFFyJeX+RNU0TtVoNlUplpO1aOBzG6uoq15IKhrmaPuaKiCh4hC+wu90uSqXSyENW8XgcmUzGFw9XXWua+KuSjr8p6Xi9ebEfxwNJCU/mFDyZ80dR0Gw2UalU0Gq1HJ+PxWJYW1vjBhsBp2kaSqUS2u224/PM1XSdlqtcLgdVVT0aGRER2QlbYOu6jt3dXVSrVcfnVVVFLpfzRfurz+8Y+PT1Hl5ruPsjuJqS8OuXw/j4qve35FutFsrl8sjMWzqdxsrKCpcNBAxz5Y9ctdttlEol5oqIyKeELLAPDg6wt7fn6DEry7K1ZtFrX60YePr7Pbxan+63/mpKwmfuD+GJZWWqX+c8/P4zobP5/WfIXB3x08+EiGheCVVga5qGra2tkR3iFhcXsbKyAkXx9oL4Ss3A09/v458Pjt9cYloez8j4zP0hPLzo7azWSbOfkUgE+Xyet7d9qtfroVgsMldDgpCrQqHALdiJiDwgTIFdrVZRLpcdXQwikQhyuRyi0aiHIzvyezf6+N3rfU/H8Mx9IfzGZe9bpHU6HZRKJUfBJkkScrkcUqmUhyOjYSflan193Rfr6JmrO5grIiL/CHyBres6SqWSY3MGRVGwsrLiiw4GLd3EL3+3h2dLs51dO8nP5mT8yXvCiCveP7BVrVaxu7vraEGWTCaxtrbm+azovDMMA9vb28zVOQUhV7lcjmuziYhmJNAFdqvVwvb2Nvr9OzNY8Xgc+XzeFwXaVsfEJ/5Nm/qa0HE9mJTw+fepyEe9Lwb6/T62t7cdXRFCoRDy+bwvHpibR+12G1tbWyO5KhQKvijQmKuz6bqOra2tkVwVCgVf3NEjIhJdYAvsvb097O/vOz63urrqmwd7Xjo08HOvatjunv13vbAeAT7/PhUPpbwvmACgUqlgd3fX8blsNovl5WWPRjSfmKvJMFdERAQEsMDu9XrY2tpy9LX228xMWzfxY9/U8B2fzbANezAp4auPqIj54LY2cLSGtFgsOmZOY7EY1tfX+aDWlPX7fRSLRUeuwuEwCoWCL9ZaA8zVRZ2Uq3w+z23riYimJFAFdqfTwe3btx0tqRKJBNbX131x63rg517V8Ldlf6wNPcuTazL+4kH/dO/QdR3b29toNpvW52RZxqVLl3zzC5RomCv3+S1XhmFga2uLuSIimhH/XD3P0Gg0cOvWLasIkCQJa2trvlkXOvDZt/uBKQIA4K/LBj77trddGOwURcHGxgbW1tYgSUczgIZh4NatW44H7sgdzWaTuZoCv+VKluUTc2UvuomIyB2BmMGuVqsolUrWsd9uXQ+83jBw9WsaglMGHJEBvPyYincl/FNQAUfb3BeLRfR6Petz6+vrbDnmkuFcqaqKQqHgu37kzJW7NE3D5uYmc0VENEX+euc/xt7enqMIiEajuOeee3xXXAPA09/vB64IAAADR2P3m0gkgrvvvttxC3t7e3vkITwa33CuYrEY7rnnHt8V1wBz5TZVVXHPPfcwV0REU+TbAts0TWxtbTne9OPxOC5duuSrW9cDX9gx8OX9IJYBR768b+Af9/w3fkVRcOnSJcTjcetze3t72N7eRgBuvvjScDE1yNVg6YCfMFfTIcsy7rrrrpFc2X/pIiKii/PlEhHDMFAsFh09XBOJBPL5vC+LgK5h4j0vdnG7c/bf9bMfXpDw8mMqFB9+jwe/cNnXYS8sLCCfz/vyFy4/Mk0Tm5ubI7kqFAoejupkzNVsFIvFkVwVCgVfvtcSEQWF7yoTXddx69YtRxGQSqV8W1wDwB/e1ANfBADAtaaJP7rlv9k24Ojhu3w+71gnOnhAz75jHR3PMAzcvHlzJFd+La4B5mpWCoWCY3fO4QdfiYhofL6awR4U15qmWZ/LZDJYWVnxcFSn29VM/PC/dNEQpMZLKsDrPxrBiurPX2YAYGdnBwcHB9axqqq46667fLF7px8xV95jroiI5otvZrANw8Dt27cdRUA2m/V1EQAAL9dMYYoAAKjrwPcavvmd61irq6vIZrPWsaZpI32c6cigFRtz5a0g58pHczBERIHhmwK7WCyi272z//Ha2logtvN9fk+gKuAHng/AQ2XLy8tYXV21jgct/eiOwZpre3G9urrKXHkkqLna3Nz0cERERMHkeYFtmubIA43Ly8tIp9PeDWoMz/uwQ8CknisHo7hZWlpyFIutVgvFYpEzbj+wubmJdrttHS8vL2NpacnDEZ0fc+Wd43K1tbXl4YiIiILH8wJ7Z2fH8QR7KpVy3Kb0s2tNE2+0xCvm3miZuNYMxnlls1nHA1qNRgN7e3sejsgfhn9pXVxcZK48FuRc1et17O7uejgiIqJg8bTArlQqODw8tI4XFhaQy+W8G9CYntsJxozURQTp3NbW1rCwsGAdVyoVx8Na86ZUKjl+aU0kEsyVTwTp3HK5HBKJhHU8/H5NREQn86zArlarjhmRaDQauN6rr9aDMRt1EUE6N0mSUCgUEIvFrM/t7OygXq97OCpvVCoVVKtV6zgWiyGfz3s4ovEF6bU3rqCdWz6fd+SqXC7PZa6IiMblSYHdbDYdO4apqurbneROU+0F62I5jqCdmyRJ2NjYQDgctj63tbWFZrPp4ahmq91uO35pVVUVGxsbzJWPBO3cBrlSVdX63NbWlmP5ERERjZp5gd3r9RzdHkKhkG+3Pz9LSQvWxXIch/3gndtg+2d7395isejooiGqfr/v6PYQCoVw1113MVc+E9RcXbp0CaFQyPpcsVhEr9fzcFRERP4206vvoGPIoMvDcW/cQVLuBu9ieV7l7tl/x4+GC8vBFusidxYZtOMb9AE/7heNIGGu/Gd4IsQwDLbFJCI6xUwL7N3dXUev60Kh4Lj1GDSHAk/glAJc5Kiq6lh33O12he4sUiqVHLkaXioTNMyVP6mqikKhYB13u112FiEiOsHMCuxms+no7LC8vIx4PD6rLz8V0WBOEJ5L0M9tYWEBmUzGOq5UKkKux261WqjVatZxNpt1PJQWREF/7Z0m6OcWj8dHcsX12EREo2ZSYPf7fWxvb1vH0Wg0ELvJnSWnBuvhsXGIcG7ZbBbRaNQ63t7eRr/f93BE7tJ13bEBSDweZ658ToRzW1lZceRqa2sLuh6c9oNERLMw9QJ7sAZ28AYsyzLy+XzgOhscZy0S/HM4iQjnJkmS47Wm67rjF72gs+dKUZTAteM7iQivvZOIcm6FQsFajz38ix4REc2gwK5UKo7tmtfX1wO9PtROlIvlcUQ5t3A4jPX1deu41WqhUql4OCJ3HBwcOG7NFwqFwD7UOEyU195xRDm3UCjk2LxIlFwREbllqgV2u912PFyWTqcdO4MFXS64z2eeSaRzSyaTjm2fd3d30el0PBzRZHq9nuPhMhHWXduJ9NobJtK5HZcr+8O2RETzbGoFtmmajtvxqqpidXV1Wl/OEw+mgtdj+LxEO7fV1VXHnZPt7e3Atu4rlUrW2MPhsBDrru1Ee+3ZiXZua2trI5s7ERHRFAvsg4MDayOCwVbWIqy7tns8I9bF0u7HBTs3WZYdr0FN03B4eOjtoC6gVqs5lobYl7+IgrkKjsFOjwOapjm6RRERzaupvNv3+33H0pBsNhvoftcn2YhKeG9SrF8aAOADixLyUfHOKxKJOGZ7d3d3A9VVxDAMlMtl6ziZTAq1NGSAuQoWVVWRzWat4729PXYVIaK5N5UCe3d313ELe2lpaRpfxhc+mhXjwTI7Ec9pYGlpydo51DTNQG1As7Oz49itcW1tzeMRTY+Ir0ERz2kgk8lYuTIMgxvQENHcc73Abrfbjo0vVldXhVsaYvexVbFu+QLAR7LindPAcGFarVYD8cBju91GtVq1jldWVoTpGnIc5ipYJEkayRUfeCSieebqO75pmo5b2PF4XKiuIcd5JCUhFfJ6FO5JhY7OSWSJRMKxtML+mvUr+xij0SjS6bR3g5kB5ip4hnNVKpU8HA0RkbdcLbBrtZpj1kLkW9gDkiTh6XvFqQSevjck9B2HAftrs9PpOO66+M1wrkTZUOY0zFUw2Xtj+z1XRETT5FqBPbzubmlpScgHG4/zK3cpWBXgVFfUo3OZB5FIxDELbF/f7Df2deLLy8vCbNR0FuYqeFRVDUyuiIimybUC2/7kuCzLjqfKRRdVJPzWleAXPb99JYyoIv4s20A2m3Vs97y/v+/xiEYdHh5a7S5F7Hl9GuYqmFZWVnyfKyKiaXOlwO73+47ep6urq9Yb7Lz41IaMe2LBvYi+OyHhUxvz9TNTFAUrKyvW8cHBga/a9g13Oclms3OxzMCOuQoeWZZHcsW2fUQ0b1x557cX16FQCKlUyo1/NlAUScKn7w/umtFn7gtDmbPiDQAWFxcdbfv8tPlMpVKxCpNwOMxcBdC85iqdTjtyxc1niGjeTFxgG4bhePNcXl6eu1m2gadyCn4hH7y1lj+/LuPjArZFOw9JkpDJZKzjg4MDX6wZNQwDlUrFOraPcd4wV8E0nKvB3ghERPNg4nf/Wq1mvXEqioLFxcWJBxVkf/zuEJ4I0HbIj2dk/Ol7gr/OdRKLi4vWkibDMHzR+cBe6DNXzFUQpdNpR67sfdyJiEQ30RXLNE3HLNvS0tLczl4PhGUJzz4Uxo8k/P99eE9CwuceCiMs+3+s0yTLsu9m2+x3hZgr5iqIjrs7REQ0LyYqsJvNptXhQJIkobdEH0cqJOELV1UUIl6P5GT5CPB3V1WkQvNdBAyk02mriNU0Da1Wy7Ox1Go1a+01c3UHcxU89l8ONU1Ds9n0eERERLMxUYE9PHs9b51DTrMRlfDioxE8mPTfhfaRRQlf+2AEhaj/xuYVRVEc/Xvtr+1Zs39t+212Yq6CRpZl3+SKiGiWLnzl7nQ6aLfb1jFn2UbloxL+6REVP5vzT4H05JqMFz6gYj3CImCY/TXcarXQ6XRmPoZ2u+3YtXGeH248CXMVLPbXcKvVcry+iYhEdeErlH0mwt7qjJziioQ/f0DFM/d5+/2RAXz2h0L4iwdVqHO+NvQkw63wvFgzav+azNXJmKvgGG7dyllsIpoHFyqwdV1HvV63judpd7mL+o3LIXztURWPe9AJ4fGMjBcfVfGrd7NYO4v9tVyr1Wbaso+5Gh9zFQxe5oqIyAsXuio1Gg3r43g8jnB4vttRndfDizK+9H4VX3w4jKup6c92XU1J+OLDYXzp/SoeXvTP7XQ/U1UV8XjcOrYXvNPGXF0Mc+V/XuaKiMgLF7o62PsEz+PucpN6YlnBSx+M4P89EMb7plAQPJyS8LmHVLz0wQieWA7eBh1eSyaT1sezLASYq8kwV/7mVa6IiLww9r1NwzAcLcwSiYSrA5onT+UUPJVTUOwCz+/p+IddHS/sG6jr4/076dBRcfGTKzI+mlWwpk5nvPMimUyiXC4DOGpFaRjG1Dt5DOfKXozQeJgrf0qlUjPPFRGRVyRzzB01qtUqSqUSgKPb2JcuXZrKwObZS4cG3miauNE28VbLxFstAzdaRz+my3EJl+MyrsQkXI5LeFdCwqO8Te2627dvWwXv+vr61GeUmavpY668N+tcERF5ZewZbPutPb45TseH0jI+lPZ6FPMtmUxahUCtVpv6a525mj7mynuzzhURkVfGmqIxDMOxExeXh5Co7Es0Brezp2U4V1weQqKyF9TTzhURkZfGKrCHuxwoCh/0ITEpiuLoemB/7bttOFdcl0qikmV5ZrkiIvLSWFdye5cDzrKR6GbV9YC5onnCbiJENA/OvQabt7Fn41rTxN/v6ni7ZaKsmSh3gR3NRKl79DBWLiJhVZWQiwCrqoR74xI+sabgSoy7yLnN3k2k0WhMpevBcK64JnU6mCv/sHcTaTQaME0TksTvMxGJ5dwFNpeHTM+1pom/Kun4m5KO15unN3V5u23i7bbz7/y3N/p4ICnhyZyCJ3MsCtyiKApisRja7TaAozWjbv9iyeUh08Nc+ZMsy45cNRoNTtgQkXDO3aavWCxaxcDa2hrS6fQ0xzUXPr9j4NPXe3itMVanxDNdTUn49cthfHyVxdqkDg8Prdm2RCKBQqHg6r/PXLmPufK/aeeKiMhr575S2G9jLywsTGUw8+KrFQOPvNTFz7yiuV4EAMDLNRNPvaLhQ1/v4oX9MXfXIAf7A1n2jWDcwly5h7kKjmnniojIa+cqsDVNw2CiW5ZlhMPhqQ5KVK/UDPzEv2r4yLc0vFp3vwAY9nLNxE9/u4ef+paGb1fZDusiVFW11ocahoFer+fav81cuYO5Cp5p5oqIyA/OVWB3Oh3r42g0OrXBiOz3bvTx6Nc1/PPB7C/IX6kYeOwbGn7/Rn/mX1sEsVjM+tiehUkxV5NjroJrWrkiIvKDsQts+5sina2lm/jkdzT87nXvL8LPXO/jk9/R0NKnP8snEnvxO60Cm7kaD3MVfNPKFRGRH3AGe4q2OiY+/E0Nz5b8cxv52ZKBD39Tw1aHxcB5zaLAZq7Oj7kSAwtsIhIZC+wpeenQwGPf6M5kTei4Xq2beOwbXbxS80+B4mcssP2DuRIHC2wiEtmZBbb9QSxFURAKnbt19tza10z8l+/1sN31eiQn2+4Cv/RaD7W+/woVvwmHw1Z/arceyGKuxsdciWUauSIi8oszC2zOso2no5v42MsavjeFNmFu+27DxM+80kPP8P9Yveb2A1nM1XiYKzHxQUciEtVYBTYfxDrbp2/o+FYtOBfWr1QMPPMWe/qexe3b2czVeJgrMXGZCBGJ6swCu9u9cz+WM22ne+nQwB+87X1Xg3H9wdt9fM2DNmdB4nYhwFydH3MlLhbYRCSqsQpsVVWnOpgga/RN/PtXNQRnju0OE8B/+I6GLm9pnygSiVgf2zNxUczV+TBXYnM7V0REfnFqgW2aJnT9zm1OPoh1st+53kcxwNeHzS7w2bd5S/sk9te+ruvWA4oXZc8Vd3A8GXMlNvtr354JIqKgO7XAtj/VHQqFrK1tyWmrY+JPbgf/4vAHb/exyT6+x5IkyVFk9/sXX7KgaZr1MX9pPRlzNR/sGWAnESISxakFtr2I4Czbyf7otg4RNnFrGxCioJkWewYmKQSYq/NhruaDW7kiIvKTc89gsxA43kHPxP++HbwHsE7yZ7f73PL5BG4VAszV2Zir+cECm4hExAJ7Qt+smjgUpw7AQR/41yoLgeOwwJ4d5mp+sMAmIhGxwJ7Q83vi3fp9fp+txY7DAnt2mKv5wQKbiER0aoFtf6pbUZSpDyaInt8T76L5XFm84sYN9gxM0vGAuTobczU/3MoVEZGfnNmmz/qL8pkts+fOtaaJN1ri3fZ9o2XiWlO885qUPQOTtOljrk7HXM0Xt3JFROQnp17dDePOLBILgVHP7Yg72yLyuV2UvU2lPRvjYq5OJ/JrT+Rzuyi3ckVE5CfnLrDZA3vUq3VxZ1tEPreLcmumjbk6ncivPZHP7aI4g01EIuISkQlUe+JeDEQ+t4uyZ2CSmTbm6nQiv/ZEPreLcitXRER+wiUiEyhp4l4sD/vinttFcYnIbDBX84VLRIhIROeeweat7FHlrrgXy3LX6xH4zzQecmSuRjFX84VLRIhIRJzBnsChwC1bSwIXORfFGezZYK7mC2ewiUhEvLpPICpwC2ORz438TeTXnsjnRkREd5xaYPPhk9PlVHFv74t8bhfl1sOJzNXpRH7tiXxuF8WHfolIRCywJ7AWEfdiKfK5XZRbSzuYq9OJ/NoT+dwuikumiEhELLAnIPLFUuRzuygW2LMh8mtP5HO7KBbYRCQiFtgTyKlej2B6RD63i2KBPRsiv/ZEPreLYoFNRCJigT2BB1PiXgxEPreLYoE9GyK/9kQ+t4tigU1EIjr13Yztk073eEbci8GPC3xuF+VWIcBcnY65mi8ssIlIROeeweYGAKM2ohLemxRvTeUHFiXko+Kd16SmMYPNXI1iruYLC2wiEhGXiEzoo1nxGtuKeE5u4BKR2RHxNSjiObmBBTYRiejUd7NQKGR93O/3pz6YIPrYqngXhI9kxTsnN+i6bn2sKBcvlpirszFX88OtXBER+cmp7/jhcNj6uNcTeP/iCTySkpAKnf33giIVOjonGqVpmvWxql68HQRzdTbman64lSsiIj85tcC2v9nZ3wTpDkmS8PS94lQCT98bcjyER3fYM2AvksfFXJ2NuZofbuWKiMhPzj2DzULgZL9yl4JVASZeVtSjc6Hj2Web3ZrBZq5OxlzNB7dyRUTkJ6cW2IqiWLMuuq7zgawTRBUJv3Ul+DMvv30ljKjCWbbj6LpurRWVJGniNdj2XLGTyPGYK/EZhuFaroiI/OTMPthcL3o+n9qQcU8suBfRdyckfGqDD2GdxP4wohuzbJzFPh/mSmycvSYiUZ35zm9/02OBfTJFkvDp+4O7ZvSZ+8JQuEb0RG6vE2Wuzoe5EhvXXxORqM4ssDnTdn5P5RT8Qj54tzh/fl3GxwVsi+YmtzsdMFfnx1yJix1EiEhULLBd9sfvDuGJAG2H/HhGxp++hzNHZ7HPMrsx08ZcjYe5EpPbuSIi8ouxloh0u92pDkYEYVnCsw+F8SMJ/98Wfk9CwuceCiMs+3+sXut0OtbHbsy0MVfjYa7E5HauiIj84swCOxKJWB93Oh12EjmHVEjCF66qKETO/rteyUeAv7uqIhViEXAWwzAcRbA9Exc1nCt2EjkbcyWW4VxFo1EPR0NE5K4zC+xQKOS4dWefcaCTbUQlvPhoBA8m/XehfWRRwtc+GEEh6r+x+VG73bY+VlXVlVZiw7myfw06GXMljuFcyXJwlgAREZ3lXO9o8Xjc+rjVak1tMKLJRyX80yMqfjbnnwvHk2syXviAivUIi4Dzsr/m7VmYFHN1McyVGKaVKyIiPxi7wOZM23jiioQ/f0DFM/d522pMBvDZHwrhLx5UoXJt6Fjsr/lYLObav8tcXRxzFXzTyhURkR9cqMDmetHx/cblEL72qIrHPeiE8HhGxouPqvjVu4PbT9grpmk6CoFpzWCzwL4Y5iq47K/5hYUFD0dCROS+c12VQqGQte7UNE2uw76ghxdlfOn9Kr74cBhXU9Of7bqakvDFh8P40vtVPLzon9vpQWJ/rYfDYYRC7hVToVDI+veGC3k6P+YqeOyv9XA4zC3SiUg457462GcYWAhM5ollBS99MIL/90AY75tCQfBwSsLnHlLx0gcjeGKZF65JTHudKGex3cNcBQfXXxOR6M49HRePx1Gr1QAcvTlmMpmpDWpePJVT8FROQbELPL+n4x92dbywb6Cuj/fvpENHxcVPrsj4aFbBGtvJumba60SZK/cxV/7H9ddEJLqxCuyBVqsFwzDYVsklhQjwiwUFv1g4mhV76dDAG00TN9om3mqZeKtl4EbraN375biEy3EZV2ISLsclvCsh4VHepp4KwzBmOoPdarVgmiYkiQ/LuYG58ifTNDmDTUTCO3eBHQ6HEQ6H0ev1YJomms0mksnkNMc2tz6UlvGhtNejoEajYT3QO3j9u204V41Gg7maEubKH+r1+tRzRUTktbGmaFKplPXx4LY2kajq9br18eLi4tS+DnNF82RWuSIi8tKFC+xGo8Ft00lYhmGg0WhYx9OcVbYXGcwViWw4V/ZrChGRSMYqsFVVRSQSsY7tb5REIrG/tqPRKFR1ek+4hcNh5ormwnCuuDyEiEQ1dlPfVCqF3d1dAEe3szkD4a5rTRN/v6vj7ZaJsmai3AV2NBOl7tGaxVxEwqoqIRcBVlUJ98YlfGJNwZUYH4xzk32pxixe48zVdDFX/jDrXBEReUUyx9yWsdfr4caNG9bx/fffz24iE7rWNPFXJR1/U9LxevNiu2Q+kJTwZE7BkzkWBZPSdR3Xr1+3jq9cueLqBjPH6ff7eOutt6xj5mpyzJW/GIaBN9980zq+7777uMEMEQlr7AIbAG7evGntcJfL5figygV9fsfAp6/38FrD3a3nr6Yk/PrlMD6+ygLtIqrVKkqlEoCjFmKXLl2ayddlrtzBXPmTV7kiIvLCha4U7Howma9WDDzyUhc/84rmehEAAC/XTDz1ioYPfb2LF/bH3F2DPLuNzVxNhrnyNy4PIaJ5MnGB3Wq1oGmaawMS2Ss1Az/xrxo+8i0Nr9bdLwCGvVwz8dPf7uGnvqXh21V2pjgPTdMcm2DMsic1c3UxzJX/eZkrIiIvXKjAVhTFUQxUKhXXBiSq37vRx6Nf1/DPB7O/IH+lYuCxb2j4/Rv9mX/toLG/llOp1EzXQSuK4ig8mKuzMVfB4GWuiIi8cOF3uaWlJevjarWKfp8XmeO0dBOf/I6G373u/ffnmet9fPI7Glr69Gf5gqjf76NarVrHmUxm5mNYXl62PmauTsZcBYeu657nioho1i5cYEejUcTjcev48PDQjfEIZatj4sPf1PBsyT+3kZ8tGfjwNzVsdVgMDLO/huPxuKM39axEIhFEo1HrmLPYo5irYDk4OLA+9ipXRESzNtF9Ovts28HBAXegs3np0MBj3+jOZE3ouF6tm3jsG128UuPPa8AwDEcxa39tz5p9hu/w8JC5smGugsU0TUeB7WWuiIhmaaIC2z4bYRgGOx/8QFs38Suv97Dd9XokJ9vuAv/5uz20eVsbwNFyjEHHSlVVHXdnZi2ZTFr9gYcLlHnGXAWP/RdEr3NFRDRLEz9pYp9tq1QquEBbbeH80ms9fMeHM2zDXq2b+I+v9bwehudM08T+/r517IdZNuZqFHMVPH65K0RENGsTF9jJZNLa5a7X66HRaEw8qCD77Nt9/G05OLeI/7ps4LNve/+gmJcajQZ0/aiv8XAnD6+k02mr04JhGHP/jANzFTz1et16SDcUCrH3NRHNlYkLbEmSHB1F5vmhrNcbBn7nzeBdVH/nzT5ebwSneHHb3t6e9fHy8jIkyfstsWVZHnnGYV4xV8FkzxU7hxDRvHGlGWk6nbaKkk6nM7ez2E9/v48gXk4NHI19HtXrdWtDF0mSfLU9+dLSkjWL3ev15vYZB+YqeOy5kmUZ6XTa2wEREc2YKwX28GxbuVyeu84HX9gx8OX94J7zl/cN/ONecMd/EYZhYGdnxzrOZrO+2gBDkiRks1nreG9vb+7WYjNXwWOapiNXfrkrREQ0S65VE5lMxlqL3e/35+qWdtcw8V+vBX9b61/7fg/6HBVwlUrFWiMaDocdS538Ip1OO55xsN92Fx1zFUz7+/uOXHF5CBHNI9cKbEmSsLa2Zh3b32RF94c3ddzueD2KyV1rmvijW/Mx29br9RzPC6yurvpylm14FrtSqVi33kXHXAVPv98fyRUR0Txy9X54IpGw+pwO3yYU1a5m4n/eEOcXif9+vYddTfzZtp2dHWu5RTweRyKR8HhEJ1tcXEQ4HLaOS6WSh6OZDeYqmMrlcmByRUQ0Ta4vOLXPYtfrdbRaLbe/hK+8XDPR0L0ehXvqOvC9htiFQLPZdDyIa3/N+pV9jO12W/i2fcxV8LRaLUeucrmch6MhIvKW6wW2qqqOtaz2GQ0RPb8nUBXwA88H+KGys5imiXK5bB1nMhmoqurhiM5nYWHBMRu4u7tr9e4WEXMVPPY7K5lMxnHXhYho3kylZUI2m7W2etY0TejZtucF7BDwXFm84mbg4OAAvd7RLnuKogRqd7lcLmetEzcMw/GLgmiYq2CpVCqBzRUR0TRMpcCWZRkrKyvW8e7urpAPZl1rmnijJd7s/BstE9ea4p2XpmmOLhwrKyu+ast3FkVRHA+NiboEi7kKluFcra6uBipXRETTMLV3wVQqhUgkAuDotvzW1pZwS0We2xF3Rkq0czNNE8Vi0XoNRqNRX20qc17pdNrKFSDmA4+ivfbsRDu343LFLdGJiKZYYEuShPX1deu42+0K18P31bpYvzDYiXZu9rsow6/NoLGPfbjdoAhEe+3ZiXZuw7nK5/Mej4iIyB+meh8vEok4uh9UKhU0m81pfsmZqvbEuljaiXRuzWbTsfHR2tpaIB5sPEkkEnH0xt7d3UWnI0DD6B8Q6bU3TKRza7VaI7nig41EREemvlAunU47uh9sb28LswFNSeC+tod9Mc6t3+9je3vbOk4kEoFcGjJseXkZsVjMOi4WizAMMR4MZK78T9d1bG1tWcei5IqIyC0zeRJlfX3d2u5Z13VHwRNk5a4YF8vjlLtej2Byg7X/g3Z2oVAo0EtDhhUKBatbz/AvEkHGXPmfPVfhcFioXBERuWEmBbYsy461ea1WS4h1o4c9r0cwPSUBipyDgwO0223ruFAoCNXdQFEUR64ajYYQLTGZK3+rVCqO7jWi5YqIyA0ze1eMxWIjrfuCvm40qng9gukJ+rm1223s7u5ax6urq4hGox6OaDri8bija8POzk7gW2IG/bV3mqCfW6fTGcmVvasNEREdmem0w9LSEuLxuHW8ubkZ6PXYOVXyeghTE+Rz6/V6KBaL1nE8HnfsLiqaXC7naIl5+/btQO/yGOTX3lmCfG79fh+bm5vW8cLCgtC5IiKaxEwL7EF7tMG6UV3XcevWrcAWA2uR4F4szxLUc9N13VFgDi+jEJEkSdjY2LBu0/f7fdy6dSuwDz0G9bV3HkE9t+H36nnIFRHRJGa+cC4UCmFjY8Pa8rnX62FzczOQxUBQL5bnEcRzMwwDt2/ftrZsHhSeg1/oRDbI1YCmabh9+3YgN3cK4mvvvIJ4boO7IvZcXbp0ieuuiYhO4ck7ZDQaRaFQsI47nY5jN7CgyAW3lfKZgnZupmlic3MT3e6dNg2FQkHIddcnGX7OYZCroAnaa28cQTu343K1sbHBdddERGfwbApiYWEBuVzOOm61WoHbTv3BlLgzOEE6t8F2zfaOIblcDgsLCx6OyhuZTMbRj7jZbDr6FQdBkF574wrauRWLRUfHkPX1dcdzNEREdDxP3+0XFxexvLxsHTcaDezs7Hg4ovE8ngnWxXIcPx6gcyuVSo4dQrPZ7FxvepHL5RybO9XrdZTLZQ9HNB7myh+Oy5W9Yw0REZ3M83f74Tftw8ND7O/vezii89uISnhvMnhrKs/ygUUJ+Wgwzmtvbw+1Ws06Hv6lbV4VCgXHTCNz5b2g5aparVrHzBUR0Xg8L7CBo9uO9tv5e3t7gdkw46NZ8R6gC8o5HRwcOIrGRCLhWHY07zY2Nhxr0Pf29nBwcODhiM4vKK/BcQTlnJgrIqLJ+aLABoB8Pu94cKZcLmNvb8/DEZ3Px1Z98y10zUey/j+nvb09x3KiaDTK7ZqHDLo9qOqdJ+t2dnaYK48ENVdsx0dEND7fvOPLsoxLly4hHA5bn9vf30epVPJwVGd7JCUhFfJ6FO5JhY7Oyc9KpZJjhi0cDrNt2AlkWcZdd93FXHksyLkatFQlIqLz81VFoigK7r77bsdMdrVa9XWfbEmS8PS94lQCT98b8u0F1TAMbG5uOtaGRiIR3H333SyuT3FarvzatYe5mp1BK77hXN1zzz3MFRHRBUmmD6+wg0LK3nYtGo36dtOQjm7i/n/pYkfzeiSTWVGB6z8aQVTxXyEw2KHR3o83Ho+jUCiwCDinQSFlb7sWi8Ucu0D6CXM1fYPNmTqdjvW5eDzu2AyMiIjG57+rKu4sF0kmk9bnOp0Obt26hX6/7+HIjhdVJPzWlfDZf9HnfvtK2JdFQK/Xw82bNx3FdSKR8G1h6FeDNdn2XLXbbdy8eZO5miK/5qrf7+PmzZuO4jqZTHJZCBGRC3w5gz1gmiZ2dnYcHUUGW0L7bScx3TTx7hc1vNP27bfzVO9OSPjWh1QoPruwapqGW7duQdd163OZTMaxYyGNr1wuj+Rq+IFIP2CupoO5IiKaLl9P/0mShLW1Nceb/mDWpV6veziyUYok4dP3B3fN6DP3hX1XBNTrdbzzzjuOImD49UAXc1yu3nnnHTQaDQ9HNYq5cl+j0WCuiIimzNcz2Ha1Wg3b29uOz6XTaayurvrqduZ/eq2H/7uln/0XfeTn12X82Xv9M3NpmibK5bLjoSvgqJWjfXkDTa5er49spc5cuYO5IiKaX4EpsAGg2WyiWCw6Oh+oqopCoeCbW9s9w8THX+7hhYo/u54Mezwj47mrYYRlfxRTmqZhc3MTvV7P+pwkSdjY2HDsTEjuYa7c58dcFYtFaNqdJ0YHa/JjsZiHIyMiElOgCmzg5AtFLpdzbLnupVrfxL/7pobXGv7+1r4nIeGfHlGRCvmjCKhWqyiXy74u9ETFXLmHuSIiosAV2MDxDz8CR0/A53I5X3SW2OyY+LFvdFHsnv13vZCPAC8+GkEh6n0RYBgGSqXSyLp6Py5VENlpuVpfX/fFz4G5Oj/miojIO4EssAcajQa2t7cdm9CEw2Hk83lEo1EPR3Zkq2PiE/+m4dW6v77FjyxK+MuHVKxHvL/AdjodFItFR5s4WZaxvr6ORCLh4cjmV7PZxNbW1kiuCoWCL7r3MFdn63a7KBaLjqVWsiwjn89jYWHBw5EREc2HQBfYwFH3g62tLcemNMBRy6lsNuv5LE1LN/HL3+3h2ZI/1o4+uSbj/7w3DNXjtaGGYWBvbw8HBweOz8diMeTzeYRCwe0cIQLmajzMFRER2QW+wB7Y39/H3t6e43OKomB1ddUXa0h//0Yfz1z3bjMPGcD/+KEQfvVu7y+w1WoVu7u7jjZhAJDNZrG8vOzRqOg4zNXpmCsiIjqOMAU2cLQr3dbW1siudJFIBLlczvNlI9+uGvjNN/v4yow7ITyekfGZ+0N4eNHbtemdTgelUsmxIyNwtMlJPp9nNwOfOm4ZD8BcBSFXhULB858PEdE8EqrABo4e1BrcIh0+tcXFRaysrEBRFI9Gd+SFfR2/+WYfL9em+62/mpLwmftDeGLZ2/PVdR07Ozuo1WqOz0uShEwmg+XlZc+XHNDpmKs7mCsiIjqLcAX2QK/Xw87OzsjOdLIsI5vNYmlpyaOR3fGXJR3/650+/s3lguDhlIRfuxzGJ1a976ZSqVSwv7/veGAOABKJBNbW1rgmNGCYK+aKiIjOJmyBPdBqtVAulx39fYGjrgiZTAaLi4uez/IUu8Dzezr+YVfHC/sG6mNuWJcOAU8sK/jJFRkfzSpY87i1rWmaODw8RKVSGVlWoKoq1tbWuGlMwLXbbZRKJeZqhs7KVS6X4zIrIiKfEL7AHjg8PMTu7u7IjI+iKFhaWsLS0pIv+mcDwEuHBt5omrjRNvFWy8RbLQM3Wkc/pstxCZfjMq7EJFyOS3hXQsKjHq8BHTAMAwcHBzg4OBh50EpRFGSzWaTTaW8GR1PBXE0fc0VEFDxzU2ADJ7ewAo5ucafTaWQyGc/XkgaNruuoVCo4PDwcKbQAYGlpCdls1jeFFrmLuZoO5oqIKLjmqsAe6Pf7qFQqqFarIxcuSZKwuLiITCaDcDjs0QiDodfrYX9/H7VabeTBN1mWre8j14POB+bKHcwVEVHwzWWBPWAYBqrVKvb390duvQJHDwylUikkEgnP15P6hWmaqNfrqNfrIw+6AUetwQZrcDmzNp+Yq/ExV0REYpnrAtuuVquhUqmM9JIFjmbfBkXBwsLC3BUFpmmi2WyiVquh0WiMzKoBQDQaRSaTQTKZ9GCE5FfM1cmYKyIicbHAHtJut1GpVI6dRQKObtEmk0kkk0ksLCzMeHSzZb/4H7cGFDiajcxkMuxeQKdiru5groiIxMcC+wT9fh/1eh21Wg2dTufYvyPLMmKxGOLxOOLxeOB3TOt0Omi1Wmi1Wmi32yde/KPRKJLJJBYXF/ngGo2FuWKuiIjmAQvsc+j1eqjVaqjX68fe6h4IWmFgv/C3Wq1jb1EPRCIR6+LPh6vIDcwVc0VEJCoW2GPSNM0qCoY32RgmSRJUVUUkErH+NxKJzLyLQq/XQ7fbRbfbhaZp1v+e9aNXVdW6+LPzA00Tc0VERCJhgT0BTdPQbretW7+9Xu/c/99BUTAoEBRFgSRJI39kWbY+Bo4ejDJNE4ZhWB/b/+i67rjgnzYzOExVVcRiMeuPqnq8dR3NJeaKiIiCjgW2i3RdR7PZtIqDs2bivKaqKuLxOGKxGBYWFrjuk3yJuSIioqBhgT1FpmlC0zTHn16vB03Tju0PPA2KokBVVaiqinA4bH2squrctUUjMTBXRETkdyywPWIYhqM40HUdhmEc+2fw34CjB74URYEsy8f+URTFccHnphQ0T5grIiLyAxbYREREREQu4jQMEREREZGLWGATEREREbmIBTYRERERkYtYYBMRERERuYgFNhERERGRi1hgExERERG5iAU2EREREZGL/j/5JlwlcCeVPQAAAABJRU5ErkJggg=="
[ "2Γ—4", "2Γ—3" ]
null
1
math
pre-k
ordinal-numbers-up-to-fifth
false
true
The first picture is a sub. Which picture is second? first
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"
[ "fish", "sub", "turtle" ]
null
0
math
grade-4
interpret-stem-and-leaf-plots
false
true
At a swim meet, Shane noted the size of various swim teams.
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"
[ "30 swimmers", "32 swimmers", "31 swimmers", "29 swimmers" ]
null
1
math
grade-1
times-of-everyday-events
true
false
Amy is running errands during her lunch break. What time is it? Choose the more likely time.
null
null
[ 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", 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" ]
0
math
grade-4
is-it-a-polygon
false
true
Is this a polygon?
"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"
[ "no", "yes" ]
null
0
math
kindergarten
fewer-and-more-compare-by-counting
true
false
Which group has fewer?
null
null
[ 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]
0
math
precalculus
determine-continuity-on-an-interval-using-graphs
false
true
Is the function f(x) continuous on the open interval ( – 9, – 3)?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAH/CAYAAABtkqoWAACEVElEQVR4nO3deXxU9b0//tesmewJCSQhkLBHQRLZBUFAEFHECmpBvS6ttdLWLva299tfb1tvrZfrvdfW1qpVa69Lq7WiqCwGRAmCYQmJEEiAEEL2kGWyTGY/c2bO7484KWHNkPPJySSv5+PRh81kzvu8OSdz5jWf+ZxzdIqiKCAiIiIiIlXotW6AiIiIiGgwYcAmIiIiIlIRAzYRERERkYoYsImoh507d2LMmDFYsWIFAGDlypX44IMPLvhcn8+H6667Dvv37+/PFomIiAY0HU9yJKKzLV26FPfffz8efPBBvPnmm9i8eTM2bNhw0ecfPXoUd955J44fPw6DwdCPnRIREQ1MRq0bIKKB42tf+xo+++wznDlzBsnJyVi/fj3efvttAEBpaSmWLVuGqqoqmEwm/OY3v8HBgwfx0UcfYcKECXj33Xdxzz33aPwvICIi0h6niBBRt2effRZJSUkoLS3FmDFj4HK5MH36dADAlClTkJOTgw8++AC7du3Cu+++i7/97W/Q6XS44447LjqNhIiIaKjhCDYRdTt69CimTp0KACgoKMDMmTN7/P4nP/kJ/t//+39wOp346KOPEBcXBwCYM2cO1q9f3+/9EhERDUQcwSYaQl5//XW8/vrrF/392QG7paUFw4cP7/H76dOn49ixY7j77rsxceLE7seHDx+O5uZmIT0TERGFmysO2MXFxaipqVGzlx52796Njo4OYfW3bNkCUed32u127Nq1S0htAKirq8OXX34prH5paSlOnz4trP7evXvR2toqrH5ubi58Pp+Q2m63G59++qmQ2gDQ2NiIgwcPCql9+PBhNDQ0oKGhAcXFxRd8TklJSXfAPvf1EQgEcO+99+J73/se/v73vyMQCJy3fEFBAZqamtRv/is7duyAx+MRUluSJGzbtk1IbQCwWq3Yt2+fsPoVFRU4duyYsPpFRUWor68XVj8vLw8Oh0NI7UAggK1btwqpDQDt7e3Ys2ePsPrV1dU4cuSIsPpEpD6OYBMNAYqi9AgAu3fvvuAHzKNHjyI7OxtA16h0S0tL9+9+/vOfIyMjA//zP/+DtLQ0fPTRR92/u9BoNxER0VDFgE00BBQXF8Nut3f/bLfbzxsRkyQJp06dwpQpUwAAM2bMQGFhIQBgw4YN2LlzJ/7whz8AAH7wgx/gmWee6V62oKAAs2bNEv3PICIiCgsM2ESD3Lmj10HnjmKbzWZ4vV7ExMQAALKzs2EymfDll1/i7rvvRkFBASIiIgAAd955J/Lz87uX/eijj3DHHXeI/YcQERGFCQZsokEuOHp9dphWFOWCo9hn0+l0+Pd//3f893//9yXrHz16FCdPnsTatWtV65mIiCicMWATDXLB0WudTnfe7y42FzvoG9/4BpxO5yVvlf7II4/gjTfegNHIq34SEREBvA420YDj8/lQXFyMkpISlJSUYNWqVZg9e/Z5z/v888+xceNGNDc3Y/jw4Vi9ejUWLVrU4zmHDx/uHr0+O2DrdLruUezi4mJce+21F+xFp9Nhy5YtF+3VZDJh//79V/TvJCIiGqwYsIkGmC+++KLHpfr8fv95zzlw4ACef/55rFixAtOmTcOhQ4fwwgsvwGw2Y968eQB6zr2+0Oh10J49e5CTk3PJ5xAREVHvcYoI0QAzb948vPLKK/j5z39+0eds3LgR11xzDR566CHk5OTgoYcewtSpU3tM5bjQ3OuznTuKTUREROpgwCYaYCIiIpCYmIjo6OgL/l6SJFRWVmLy5Mk9Hp88eTKqqqrg9Xp7PXodtGfPHmE3XiIiIhpqGLCJwozT6YSiKN2X0wuKjY0FADgcjsuOXgdxFJuIiEh9PeZgh/IG29raCofDgfb2dtWbAgCXy4WTJ092X3dXbYqioLi4WMi8U5/PB4/HIyywOJ1OuN1uYfXb29thMBh63JhETQ6HA6dOnUJdXZ2Q+n6/HyUlJdDr1f/8KMsyJEkStu1dLhecTieKi4u7t09VVRWioqK6n9PZ2QkAqK+v79FH8DbWJSUlKCoqAtC70evgcw4cONDn10NnZycqKyvR2NjYpzoX4/P5UFpaKuSKJX6/H7IsC9u3Ho9H6AeZzs5O+P1++Hw+IfU7Ojrg9XphtVqF1Pd4PDhx4gRMJpPqtRVFQSAQELbtvV4vXC6XsPoOhyPk405OTo6QXoiod3q8SyUmJvZ6QafTiaioqJCWCYXVakV8fDwiIyOF1K+trcWwYcOE1PZ4PGhvbxe2bQAgEAgIq+92u2E2m4XVb2trQ1xc3EWnQPRVfX09EhISYDAYVK/t8/lgtVqFbRuDwQCfz4fExETYbDYAQExMTI/1BUPwua+/YAiPi4tDTEwMPB5PSOvOzs7u87+ro6MDMTExiIuL61Odizlz5gwSExOFBeympiZh+9bhcMDtdgurL8syZFkWVr+zsxMxMTFISEgQUr+5uRnx8fFCBlUURUF9fb2wbeNyuWC324XVD14FSOR7ChGpq8e7VEZGRq8XDAbIUJYJRVVVFVJSUoQdzI8cOYLRo0cLGcG22+1oaGgQtm30ej38fr+w+na7HZGRkcLq19XVYcSIEUhKShJSv7S0FKNGjRIyEuZ2u1FZWSls2zQ2NsLtdiMjI6M7ICcnJ/dYX3AqyLmvv+PHjwPoeh1PmzbtgvXXr18PAJc8gbKv/Q8fPhwpKSlC6peVlWHkyJGwWCyq15YkCWVlZcL2rdVqhc1mE1bf5/PB6/UKq9/S0oKkpCSkp6cLqV9RUYG0tLTzpj6pIRAIoKSkRNi2aW9vR0tLi7D6iqJAr9cLq09E6uMcbKIwEx0dDZ1OB4fD0ePx4M+ivhkgIiKi3mHAJgozZrMZY8aMwbFjx3o8fvz4cWRkZAgZ3SUiIqLeY8AmCkOrVq1CSUkJ3nzzTZSUlOCtt95CcXExVq1apXVrREREQx7v5EgUhubOnYvHHnsMGzduxMcff4zhw4fjO9/5DubPn691a0REREMeAzbRADVp0iRs2LDhor9fuHAhFi5c2I8dERERUW9wiggRERERkYoYsImIiIiIVMSATURERESkIgZsIiIiIiIVMWATEREREamIAZuIiIiISEUM2EREREREKmLAJiIiIiJSEQM2EREREZGKGLCJiIiIiFTEgE1EREREpCIGbCIiIiIiFTFgExERERGpiAGbiIiIiEhFDNhERERERCpiwCYiIiIiUpFOURQl+MPu3bt7vaDL5YLRaITZbBbSmN1uR1RUFAwGg5D6HR0dSEhIEFLb7/fD5XIhNjZWSH1JkiDLMqKiooTUd7vd0Ov1iIiIEFLf4XDAYrHAaDQKqW+z2RAXFwedTqd67UAgAIfDgbi4ONVrA4DP54MkSYiOjhZS/4svvgAAzJ8/X0h9p9MJs9kMk8kkpH5nZydiYmKg16s/NqAoCjo7OxEfH696bQCQZRkejwcxMTFC6nu9XgQCAURGRgqp73Q6YTKZwvKY3x/71u12D6hj/g033CCkFyLqnR4JJzs7u9cLlpeXIzY2Fqmpqao3BQCHDh3ChAkThB2wvvjiC0ydOlVICHO5XDh+/HhI2zMUzc3NaGtrw1VXXSWk/unTpxEREYH09HQh9Y8cOYLMzExhb3Z79+7FlClThAR4r9eL4uJiYfu2tbUVTU1NmDx5spD6wYAtqv/S0lKkpaVh2LBhQuofOHAAkydPFhLyfD4fCgsLhW2bjo4O1NbWYurUqULq19XVwefzYezYsULqnzhxAklJSRg+fLiQ+oWFhbjqqquEfEBQFAX5+fnC9q3dbkdFRYWw+o2NjXA4HJgwYYKQ+kSkvh4JJJQRXbPZjKioKGGjwAaDAbGxscLqA13/XhEB22AwwGAwCOvd4XDA4XAIqx8REYHIyEhh9Y1GI2JiYoTV1+l0iI+PFzKKGhzdF9W7x+OByWQS+ncPhPZaD4XJZEJ0dLSw+nq9HnFxcbBYLKrXliQJOp1OWO+yLMNoNAqr39raKvRv02Qy9csxX8QIfyAQELpvFUUResy32WyQJEn4cYGI1MM52EREREREKmLAJiIiIiJSEQM2EREREZGKGLCJiIiIiFTEgE1EREREpCIGbCIiIiIiFTFgExERERGpiAGbiIiIiEhFDNhERERERCpiwCYiIiIiUhEDNhERERGRihiwiYiIiIhUxIBNRERERKQiBmwiIiIiIhUxYBMRERERqYgBm4iIiIhIRUatGyCi0CmKgq1bt+KTTz5Ba2srkpOTcfPNN+PWW2/VujUiIqIhjwGbKAzl5ubijTfewMqVKzFt2jQUFhbitddeAwCGbCIiIo0xYBOFofz8fEyYMAEPPPAAAGDq1Kk4efIk9uzZw4BNRESkMc7BJgpDkiQhOjq6x2OxsbHwer0adURERERBDNhEYWjJkiU4evQo9u/fD6/Xi4KCAhQXF2PZsmVat0ZERDTk6RRFUYI/bNmypdcLKooCnU4npCnW17Z+8E9CZP1w3TYDqX5hYSFKS0u7f546dSqmT59+yWWOHDkCAMjOzu5bkxcxULbNUKzP1y3rn+22224T1gsRXV6POdgrVqzo9YJHjhxBQkICMjIyVG8KAPbs2YOpU6ciISFBSP2tW7fi1ltvFXJAtNvt+PLLL7Fw4ULVawNAXV0dWlpaMG3aNCH1jx07hsjISIwdO1ZI/X379mHSpElISkoSUn/btm1YsmQJTCaT6rXdbjf27t2LJUuWqF4bABobG1FXV4eZM2de8nmff/45ysrKcOedd+Lqq69GaWkpNm/ejEWLFmHBggUXXS4YsEN5rYfi4MGDyMjIQEpKipD6n376KebPnw+LxaJ6bUmSkJeXh5tvvln12gBgtVpx6tQpXHfddULqnz59Gl6vF1dffbWQ+l9++SVSUlKQnp4upP6uXbswc+ZMxMTEqF47EAhg27Ztws5PaG9vR2lpKebPny+kfk1NDWw2G6ZOnSqkPhGpr0fADjVs6nQ6oZ/Yw7V+sKao3kXXP3c9omqHY/2BsG+9Xi9ee+01LF68GGvXrgUA5OTkwOFw4C9/+Quuu+46mM3mXq1HBO5bbeqfux5RtcOxPvctEfU3zsEmCjNNTU1wuVyYMGFCj8ezsrLgcrnQ1NSkUWdEREQEMGAThZ24uDgAXV8bn626urrH74mIiEgbvA42UZhJSEjAnDlzsH37diQkJGDSpEkoLy9Hbm4urrvuOsTHx2vdIhER0ZDGgE0Uhr7//e/jww8/xGeffYYNGzZg2LBhWLVqFe644w6tWyMiIhryGLCJwlBERATWrFmDNWvWaN0KERERnYNzsImIiIiIVMSATURERESkIgZsIiIiIiIVMWATEREREamIAZuIiIiISEUM2EREREREKmLAJiIiIiJSEQM2EREREZGKGLCJiIiIiFTEgE1EREREpCIGbCIiIiIiFTFgExERERGpiAGbiIiIiEhFDNhERERERCpiwCYiIiIiUpHx7B/sdnuvF/T5fPB4PCEtE4pAIACXywWDwSCkPtD179XpdKrXdTqdCAQCwraNx+OBLMvC6kuSBL1eL6y+3++Hy+WC2WwWUl9RFDgcDhiNxss/OURerxeKogjbNm63W+i+DRJVX5ZluN1uYfUVRYHT6YTP51O9ts/nE75v/X6/sPperxeSJAndt6KP+U6nE4qiqF47WFNU7y6XS+i+9Xg88Pl8IdWPjY0V0gsR9Y5OOetotmvXrl4v6PF4YDAYYDKZRPQFp9MJi8UiLGDb7XZhB6BAIAC3243o6Ggh9X0+H2RZRmRkpJD6Xq8XOp1OWAB2uVyIiIgQtm8dDgeio6OFfHgKfvCLiYlRvTbQFWJ8Pp+wfbt3714AwLx584TUd7vdMJlMQj7cAF37NioqCnq9+l++BcO7yH0rSRKioqKE1JckCYqiICIiQkh9t9sNo9Eo9JgfGRkpbN86HA5hx3y/3w+v1yts3/p8Pvj9flgsll4vs2jRIiG9EFHv9HgXDOUFWVxcjMTERGRkZKjdEwBg9+7dyM7ORkJCgpD6W7ZswcKFC4WEMLvdjqKiImEHuLq6OjQ3N2P69OlC6peWliIyMhLjxo0TUn/v3r3IyspCUlKSkPq5ubmYP3++kCDgdruRn58vbN82NjaitrYWs2bNElI/GLBF9V9QUIDMzEykpKQIqb9jxw7MmzcvpKDRW5IkYefOncK2jdVqRXl5OebOnSukfkVFBbxeLyZPniykflFREVJTU5Geni6kfl5eHmbNmiXkA04gEEBubq6wfdve3o6SkhIsWLBASP3q6mrYbDZkZ2cLqU9E6uMcbCIiIiIiFTFgExERERGpiAGbiIiIiEhFDNhERERERCpiwCYiIiIiUhEDNhERERGRihiwiYiIiIhUxIBNRERERKQiBmwiIiIiIhUxYBMRERERqYgBm4iIiIhIRQzYREREREQqYsAmIiIiIlIRAzYRERERkYoYsImIiIiIVMSATURERESkIqPWDRDRlfF4PHjnnXeQn58Pl8uFtLQ0fO9738PYsWO1bo2IiGhIY8AmCkOyLOPJJ59EU1MT1q5di9TUVFRVVSEhIUHr1oiIiIY8BmyiMLRt2zaUl5fjf//3fzFmzBgAwNSpU7VtioiIiABwDjZRWMrPz8eUKVO6wzURERENHBzBJgpDDQ0NmDJlCl566SUcOnQITqcT1157Lb71rW9xmggREZHGugP2S6WPo9XRhK+n/gqRhpjLLuh0OgEAer2YQXBJktDc3AyHwyGkvqIoqK+vF1Lb4/HA5/Ohrq5OSP22tja4XC5h9R0OB7xer7D6Xq8XLS0tcLvdQuoHAgE0NDTAYDCoXtvn88Hv9wvbNjabDW63+7L1JUnCwYMHcdNNN+Ghhx5Cc3MzNm7ciKeffhqPPfbYZdcjqn+Px4PW1lb4fD4h9f1+P86cOQOTyaR6bVmWEQgEhG0bu90u9HVls9mEHndcLhfa2tqgKIqQ+j6fD01NTejo6FC9tqIoUBRF2LZxOp2QJElY/fb29l4dF842atQoIb0QUe90B+wjrbsAAH+p+SFuifxXxOqTL7mg2+2G3++H3+8X0pgsy2hraxMWsAGgqakJOp1O9bo+nw+yLKO5uVn12kDXG53H4xFW3+l0wmgU9+WGJElob2+Hy+USUl9RFLS0tAj58CfLstB963a74fV6L1tfURRcc801mDlzJgBg9OjRuOGGG7Bt2zYcPnwYI0eOvOTyovr3eDxob2+Hx+MRUt/v98NqtQr58BQIBBAIBIRtG6/X26t9e6Xsdrvw/oMhXoTgvhXx4SkYsEVtG0mS4PP5hB6Tg4NOvcWATaSt81JUp9KMTd6n8HjOnzEqJuuiCxYXFyMxMREZGRlCGtu9ezeuuuoqYV93NzQ0YPr06UICtt1uR1FREaZPn656baBr9LG5uVlY/dLSUkRGRmLcuHFC6u/duxeTJk1CUlKSkPpNTU3IyckR8kbtdruRn58vbNs3Njaitrb2svVNJhPS09N7PC8lJQXbtm1DdHT0RZfftm0bAAjrv6CgAJmZmUhJSRFSf8eOHZg6dSosFovqtSVJgtVqFbZtrFYrysvLhdWvqKiA1+vF5MmThdQvKipCamoq0tPThdTPy8vDlClTEBNz+W9QQxUIBNDY2Chs27e3t6OkpERY/erqathsNmRnZwupT0Tq6x7iGxaRBgBQALj9dqz/ci32NW3Sqi8iuoSEhARYrdYejwVHFs1msxYtERER0Ve6A3aS5Z9fKceZu0YW/1r2BLZWv9z/XRHRJU2dOhVHjx6F3W7vfuzo0aMAwBvNEBERaey8SarRpnh0Sq1YnvEtAMDW6pdw0lbY740R0cWtXr0aJpMJTz31FIqKipCXl4d3330X119//WXnXxMREZFY583BnjNiBfLq38bpzmL8KOfPaPU0YFL8TC16I6KLSE5OxlNPPYXXX38dv/vd72AymTB//nw8+OCDWrdGREQ05HUH7EhjLABgVEwW4szJONlxECvHfBdzU27XrDkiurhRo0bhF7/4hdZtEBER0Tm6p4jkJC/GxPgZAIDlGQ8DADZVPq9NV0REREREYap7BHtuyu3do9VywIdtNX9Bua0IJzoO4KqEOZo1SEREREQUTi54Jw6j3oRlo78BAPio8o/92hARERERUTi76K3ubki7G9HGBFTbS1HS9kV/9kREREREFLYuGrCNelP3XGyOYhMRERER9c5FAzYALEi7C9HGBNQ7T+KwdWd/9UREREREFLYuGbDNBgtuzuiai7256oV+aYiIiIiIKJxdMmADwMKRX0eMKRFnXKfxpXVHf/RERERERBS2LhuwTXoLbhrVdXe4LVV/gqIowpsiIiIiIgpXlw3YALBw5BpEGxPQ6KpEcSvnYhMRERERXUyvArbZYMFNox8AAGyqeoGj2EREREREF9GrgA0AN4xcg0hDDBpdlTjStktgS0RERERE4avXAdtiiMKy0Q8BALZWvSyqHyIiIiKisNbrgA0Ai9LvQZQxDnXOMlTLh0T1REREREQUtkIK2BGGKCwd1TUX+6DnAyENERERERGFs5ACNgAsTr8X0cZ4tPprcMp9UERPRERERERhy3j2D6Wlpb1aKMd8K/bKf8dnTa8jRb5KSGNutxunT59GRESEkPqKoqC0tBQ6nU712pIkwev19np7hsput8Ptdgur39raCqPRCLfbLaS+0+lEZWUlGhsbhdQPBAI4fvw4DAaD6rVlWYbP5xO27Z1OJ+x2u7D6QSL/NmtqamC1WoXU9/l8KCsrg9FovPyTQ+T3++H3+4VtG7fbDafTKax+R0eH0P5tNhtkWUZHR4eQ+l6vF+Xl5TCbzarXVhSl+5gvgsfjEXpM7uzsDPk9ZcqUKUJ6IaLe6fEuFRkZ2auFZltux5euLWhHHc7ojmOcZbrqjRkMBkRERPS6p1DpdDpERUUJqa3X66HT6YT1LkkSJEkSVt9oNMJkMgmrbzAYYLFYhNUHgKioKOj1IX9Bc1k+n0/ovpVlGW63W+i2AXr/Wg+V6NetXq9HZGSksIAtct8GAoHu/kVwuVyQZVnoccFsNgvft6ICNiDu7x6A0H3r8XgQCASEHxeISD093qXGjRvX6wVntH0N+e6/ocD9HpZOvkv1xurq6pCeno6EhATVawPAsWPHMHbsWCEj2Ha7HU1NTSFtz1DU1dVBURRh9YMBT1T9xsZGpKWlISkpSUj9srIyZGZmwmQyqV7b7XajtrZW6LaRJElY/SBR9a1WK1JSUpCSkiKkfkVFBTIyMmCxWFSvLUkSKioqhG4bh8MhrL6iKPB6vcLqt7e3Y8SIEUhPTxdSv7q6GqNGjUJMTIzqtQOBAE6cOCF027S1tQmrX11dDZvNJvy4QETqueIhvqtNixBrSEadswyl7flq9kREREREFLauOGAbdEZcn7AGAPAxr4tNRERERASgDwEbAK6NXYZhESNRaT+K4+371eqJiIiIiChs9fkssFszvwUA2Fz1Yp+bISIiIiIKd30O2HNSViIxIhVV9qM40cFRbCIiIiIa2vocsA06I27JeAQAsKmSo9hERERENLSpcqHguam3d49il3UUqFGSiIiIiCgsqRKwDTojlmd8EwDwUeXzapQkIiIiIgpLqt3qbkHa3Ugwj0CV/ShO2grVKktEREREFFZUvZf0LV9dUeSjyj+qWZaIiIiIKGyoGrDnptyBOHMyKjuP8O6ORERERDQkqRqwjXoTbsnoGsX+8PRzapYmIiIiIgoLqgZsALg+dTXizMmod55EcesutcsTEREREQ1oqgdso96E5aO7rijy4ek/qF2eiIiIiGhAUz1gA8D8tLsQZ05Gk7sKRS2fiFgFEREREdGAJCRgG/UmLBv9DQDAlire3ZGIiIiIhg4hARsAFqStRqxpGJrc1Shs2SZqNURDnt/vx+OPP467774bnZ2dWrdDREQ05AkL2Ca9pXsU++PqV6AoiqhVEQ1pW7duRWNjo9ZtEA1YLtmOVkMlXLJd61aIaIgQFrABYEHaXYg2JqDRVYkvrTtEropoSGpra8P777+PBQsWaN0K0YBT5yjDLw6swL/tX4T9UX/BT/begPVFa1HnKNO6NSIa5IQGbLPBgpszukaxt1a/xFFsIpW9/vrruP766zFq1CitWyEaUFyyHc8WP4I2b0OPx+ucZXip9McczSYioYQGbAC4Ie3r3aPYh1s/E706oiHjyJEjOHz4MNasWaN1K0QDTrmtEG5/V4gOju0oCqAAaPM2oM7JUWwiEkennDWsvHfv3l4v6HA4YDQaYbFYLvvc0sAOHAp8iHik4jbDL6DT6S67TEdHB2JiYmA0GnvdUyhaW1uRlJQkpLbf74fdbkdCQoKQ+l6vF5IkITY2Vkh9p9MJvV6PyMhIIfVtNhuioqJgMpmE1G9ra0NiYmKv/s5CFQgEYLPZkJiYqHptAJAkCV6v97L71u/3469//SsmT56M2bNno7CwEHv27MGjjz6KqKioiy63a9cuAMCiRYtU7PqfOjs7YbFYYDabhdRvb29HfHw89Hr1xwYCgQA6OjowbNgw1WsDgM/ng9vtRlxcnJD6brcbgUAA0dHRQurb7XaYzWZEREQIqd/R0YHY2FgYDAZV6hUHtuJo4GMoAC50JJiqvxU5+hWqrEuWZTidTsTHx6tS71wejweyLCMmJqbXy8ybN09IL0TUOz3Sa1ZWVq8XrKioQGxsLEaMGHHZ545TxuDEiZ2wBRoRGGnF5Lj5l13myJEjyMzMDOmAEop9+/aF9O8NhdvtRllZmbD6LS0t6OjowMSJE4XUr6qqQkREBNLS0oTULy0txejRo4UFjYKCAkycOFG1N+qzSZKEo0ePCtu3bW1taGlpuWz93Nxc6HQ6rFmzBmazGTU1NQCACRMmXDKcBwO2qP5PnDiBlJQUYR9AioqKMH78eCEBXpZlfPnll8K2jc1mQ319vbD6DQ0N8Pl8yMzMFFL/5MmTGDZsGJKTk4XUP3z4MMaOHavaB/vW1hIcvcC5v8HAPSFtCrIS1NkXDocDlZWVwvZtU1MTnE4nxo0bJ6Q+EamvR8AOZUS3rq4O0dHRvV5meeY38UHl7/F529+wYOzXLvt8g8GA+Ph4YaPAADBs2DAho5x2ux0Gg0HYCLnb7YbL5RJWv7GxEZGRkcLqG41GxMXFCasPAImJiUJGyN1uN/R6vbDefT4fOjo6Llm/paUFubm5WLduXfeHoOCo9bBhw3r1wUVU/yaTCbGxscLq63Q6JCYm9uqbs1BJkgSdTiesd0VR0NTUJKx+R0cHvF6vsPpmsxkxMTHC6uv1eiQkJKg2qDItYiFyG/903uh18OerU2YgKUadf4terxd6zHc4HJBlWegxk4jUJXwOdtDCkWsQaYhBg/MUilvz+mu1RIPO9u3bIUkSnnvuOdx99924++678de//hUA8PDDD+O5557TuEMi7Y2KycJ1KSsv+LvF6fdiVIyY0WYiIuCcEWyRzAYLlo1+CB9VPY+tVS8jJ2lxf62aaFBZvnw55s6d2+Ox3bt34+OPP8avfvUrpKSkaNQZ0cDyQNaTmJgwEyfbD+LUmVJMHHkNcpIX8/2HiITrt4ANAAvT78Enta+jzlmGI627kJ20qD9XTzQoJCcnnzcPtrS0FACQmZkpbG47UTiam3I75gy/DbkVuViRpc5JjUREl9NvU0QAwGKIwtLRDwIAtlS91J+rJiIiIiLqF/0asIGuuW+RhhjUOctQ0ranv1dPNCjdfvvt2LBhA0eviYiIBoB+D9gWQxSWjLofAEexiYiIiGjw6feADQA3jroPUcZY1DiOobTtCy1aICIiIiISQpOAbTFE46ZRXXOxP6p8XosWiIiIiIiE0CRgA8CNo/4F0cZ41DnLUNqer1UbRERERESq0ixgm/QRWJ7xMABga9XLWrVBRERERKQqzQI2ANww8uuIMyWhyn4Ux9v3a9kKEREREZEqNA3YJn0Ebsl8BACwuepFLVshIiIiIlKFpgEbABaOXIPEiFRU2Y+irKNA63aIiIiIiPpE84ANALdkdI1i84oiRERERBTuBkTAnpt6e/co9smOg1q3Q0RERER0xQZEwDbojP+8okg1ryhCREREROFrQARsAJib8jXEmZNRbitCZecRrdshIiIiIroiAyZgG/Wmf87FruJcbCIiUsdJWyHqTIdQbivSuhUiGiKMWjdwtutTVyG35s842XEQGZgPIFvrloiIKEzVOcrwZtkTqHOWARaguPh9jIrOwgNZv8aomCyt2yOiQWzAjGADXaPYwbnYR7BF426IiChcuWR7d7geFpGG61JWYlhEGuqcXaGbiEikARWwAWB+6p2IMyejGeWodBRr3Q4REYWhclsh6pxlSI+ehKfmfIwHsp7EU3M+7g7ZJ22FWrdIRIOYTlEUJfhDbm5urxf0+/3Q6XTQ69XP6KeN+SiN2IoE/ygs8HxX9foA4PP5YDKZhNRWFAV+vx9Go5gZOIFAAIqiwGAwCKkvct8CgCzLMBgM0Ol0Qupz317coUOHAADTpk0TUt/v90Ov1wvbt/zbuTgeF3oqM3+Gk6bPcGvmo7gtc13342+W/Qr7mzZjkm8JsqQlqqxrIO7bW265RUgvRNQ7PY4GS5cu7fWCJSUlSEhIwKhRo1RvSg4sxP+3fxc6DHUYOTMKkxPmqb6O7du3Y8mSJULeqB0OBw4fPoz58+erXhsAGhoa0NLSgpycHCH1T5w4AYvFgjFjxgipX1BQgAkTJmDYsGFC6n/66adYuHChkKDk8Xiwf/9+LFq0SPXaANDc3Iy6ujpMnz5dSP1gwA7ltR6KoqIiZGRkYPjw4ULq5+XlYd68eYiIiFC9tiRJ2LNnD5YsUSd0nau1tRWnT5/GrFmzhNSvrKyEJEnIyhIzt/jw4cNISUlBWlqakPp79uzB9OnTER0drUo945kWnKz6DEesu3oE7JMdXSPXC665GdnDFqmyro6ODhw/fhxz585Vpd65amtr0dnZiSlTpgipT0Tq6xGwQwkker0eBoNBSIgxwYTJuAmH8SG21LyInOELVV8H0PXvFRGwjUYjdDqdsJEwg8EAvV4vrL7IfQsAOp0ORqNRWH2ga9+KqC/Lcljv2yD+7Zwv+GWeqN55XLg0tfft9BFL8UHVs6hzlmF90VrkJC9GsTUPbd4zAIAx8VNUW1e471siUt+Am4MdNEF3PaIMcah3nkRx6y6t2yEiojCSZBmJWzMfBQDUOcuwtfqlrquJABgZPQFJlpFatkdEg9yADdhGmLFwxL0AgA9P/0HjboiIKNzclrkOv5m9FbdkfBsTpRtxS8YjMOuj0OA8xZMciUioARuwAeC6pDsQbUxAk7sKX7bs0LodIiIKM0mWkViR8SgmeW/EyjHfxe1ju06cf/PEE3DJdo27I6LBakAHbJM+AssyHgIAbKn+E8664AkREVHIbky/DxPjZ6DN24Ct1S9p3Q4RDVIDOmADwMK0NYg2JqDRVYnDrZ9p3Q4REYW5B7KehMUQg7z6t1Hcmqd1O0Q0CA34gG02WHDT6AcBAJurXuQoNhER9UmSZSRuG9N16T5OFSEiEQZ8wAaARSPXItIQg0ZXJY607dK6HSIiCnPBqSJuvx1/5a3TiUhlYRGwzQYLlo1+CADwUeUftW2GiIgGheBUkeLWPE4VISJVhUXABoCF6ff8cxSb18UmIqI+4lQRIhIlbAK2xRCFpV/Nxd5SxTO/iYio7zhVhIhECJuADXQdCKON8ahzluFI6+dat0NERIMAp4oQkdrCKmBHGCKxbPQ3AABbqv6kcTdERDQYcKoIEaktrAI2ACxKX9s9il3S9oXW7RAR0SDAqSJEpKawC9gmfQRuzfw2AGBT5fMad0NERIMFp4oQkVrCLmADwIK0uxFnSkKdswyl7flat0NERIMAp4oQkVrCMmAb9Sas+Oog+NFpXhebhh5ZlvHBBx/gRz/6Ee677z48/vjjyMvjiBtRX3GqCBGpISwDNgAsSLsLiRGpqHOW4Xj7fq3bIepXzz//PDZu3IilS5fiZz/7GaZOnYoXX3wRe/bs0bo1orDHqSJE1FdhG7ABYEXmowCAzVUvatzJPxW35mHHmddQqtuOrdUvo9XToHVLNMhYrVbk5+fjrrvuwm233YapU6fim9/8JjIyMrB9+3at2yMKe5wqQkR9FdYBe07KbUiMSEWV/eiAGMV+qfRxvFz6Y3za+BpKdduwtfol/LJgBfY1bdK6NRpkVq9ejdmzZ/d4LC0tDR0dHdo0RDTIcKoIEfVFWAdsg86IWzIeAaD9KHZxax6OtO6CxRCD61JW4tbMR5EePQkA8N6pZzTtjQaX5ORk3HPPPUhLS+t+TJZlnDx5EhMnTtSwM6LBhVNFiOhKGc/+we1293pBv98Pn88X0jKhUBQFXq/3svWvjb8JH5tfQZX9KI407cHEuJm9Xofb7YZOp+trqwCAyo7Srn6SF+OBrCcBALdlrsOP8xfA7bfjaHM+JsROV2VdPp8Pfr9f2LaXZVnovg0EAr3at33h8Xggy7KQuoqiCOtdkiQEAoGQ63/wwQfo7OzELbfc0qtlRe5bSZKEHheC+0BtPp8PgLhtc6X7trd8Ph9kWRZW3+/3C9+3Xq8XBoNB9dqBQABA6Ps2Com4Of1hfFTzB7xx/Ff4xbUbEWmIOe95Xq9X6HHhSo75kZGRQnohot7RKWe9U3366ae9XlCSJOj1ehiNxss/+Qp4PB6YzWbo9ZcfZD+t34fDxo1IDGRgsfz9XtV3u92qHoCKjP9Atb4Qd43/CW5Mv6/78WeLv4VyWxEWyOswPDBelXXJsoxAIACz2axKvXP5fD7odDph+9br9cJkMvVq314Jt9sNi8Wi2oenswVDgMViUb020BViZFlGREREr5epqanBtm3bMGfOHOTk5FzyuQUFBQBw3vQStXi9XhiNRiEhCeg6LkRERAjbtx6PR1gwuZJ9GwpZlqEoCkwmk5D6kiTBYDAI3be9PeZfib4c83cb/wSr/jTS/FMw1//Qeb8PfrAUdVy4kmP+0qVLhfRCRL3TI0GF8oIsLi5GYmIiMjIyVG8KAHbv3o3s7GwkJCRc9rlyYCF+UbAb7VINMmYlYFL85Uext2zZgiVLlqj2Ru2pPoXq6kKc7CjsDtgu2Y5yWxEAYNm8lUiyjFRlXXV1dWhubsb06eqMiJ+rtLQUkZGRGDdunJD6e/fuRVZWFpKSkoTUz83NxaJFi4QEDbfbjfz8fGFvXo2NjaitrcWsWbN69fyamhq8+eabuOGGG/DYY49d9vnBgC2q/4KCAmRmZiIlJUVI/R07dmDBggVCgowkSdi5c6ewbWO1WlFeXo65c+cKqV9RUQGv14vJkycLqV9UVITU1FSkp6cLqZ+Xl4dZs2YhJub8EeK+CgQCyM3NveJ9O80zGf9ZtAZnUIrh2QbkJC3u8fv29naUlJRgwYIFarR7nurqathsNmRnZwupT0TqC+s52EFGvQkrvrq74+bKFzTp4cb0+2AxxOBI6y784sAKPFv8CH6y9wYAQHbSItXCNVFQe3s71q9fj3HjxmHdunVat0M0aPGqIkQUqkERsAFgbsodiDMno6LzMI637+v39UcZY/HjnFcxLCINbd4GlNsKAQBx5uTuOdlEavF4PHj66acRGRmJn/70p8Km8xBRF15VhIhCMWgCtlFvwi0Z3wIAbDz9e016GBWThafmfIxvT/wDrlcehk7Rwy61whfwatIPDU6BQAB/+MMfUFNTgzVr1qCxsREVFRXd/3O5XFq3SDQo8aoiRNRbg2rY6/rU1citeRX1zpM40vo5spMWatLH+Jhp6FACmJayBF+27MAXZ97vvikOUV85HA4UFnZ9Q/Lb3/72vN//7Gc/w4wZM/q7LaJBLzhV5L2KZ/DmiSfwmzkzEWWM1botIhqABlXANupNWD76m3i34n+wuepFzQJ20A0jv44vW3ZgT8MG3JLxCPS6QfOFAWkoLi4OGzZs0LoNoiHpxvT7UGzNQ7mtCH8tewKPTvmd1i0R0QA06BLf/LS7EGdORr3zJL607tC0l0nxMzHcMhqdvlYcbdutaS9ERKQOThUhossZdAHbqDfh5tHfAABsqXpJ426AhelrAAB7GjjiSEQ0GJx7VRG336FxR0Q00Ay6gA0A89NWI8aUiEbXaRS2bNO0l7mpX4NRZ8ax9r1o9TRo2gsREanj7KuKvF/731q3Q0QDzKAM2Ca9BcszHgYAbK58UchtlXsr0hCDmSOWAwB2n3lXsz6IiEhdwakix+35qMMRrdshogFkUAZsAJifeieijQlo8dRqPhd70ci1AIC9Zz6ELyBp2gsREanj7Kki+wNv8QY0RNRt0AZss8GCmzO65mJvrX5J01HsjNirkRk7BU7ZhqKW7Zr1QURE6rox/T6Mjc6BT+fmDWiIqNugDdgAcEPa1xFtTECjqxKHWj/VtJeFI7tOdvy84R+a9kFEROq6c9T/g1Gx8KoiRNRtUAdss8GCZaMfAgBsqfqTpqPYM4bfjGhjPKrtpaixH9esDyIiUleiORXZ+lsBdF1VhFNFiGhQB2yg6zJ5wVFsLUcWTHoz5qXdAQD4vOEdzfogIiL1ZWFR91VFOFWEiAZ9wDbr/zmKvbVa2+tiL0rrOtnxYHMu3DKvm0pENJjwBjREFDToAzbQNf850hCDeme5pge9REsqrhm2ALLiQ37jRs36ICIi9Z17AxpOFSEauoZEwD57LvZHlX/UtJfgnR131r+t6ZxwIiJS39k3oOFUEaKha0gEbABYmH4PIg0xaHRV4kjrLs36mJJ4PYZbRqPD24TS9nzN+iAiIjE4VYSIhkzAthiisHT0gwCALVXazsW+YeTdAIDP63myIxHRYMOpIkQ0ZAI2ACxOvxeRhhjUOcvQZDyhWR/zUlfBqDOhtD0f7Z5GzfogIiIxOFWEaGgbUgG7axT7AQDAqYhdmvURaYzB7JQVAIC8hr9r1gcREYnDqSJEQ5fx7B8aG3s/mup2u2EwGEJaJhQ+nw+tra3weDyq1p1sXIJPdG/AZqhH/uktmBA9S9X6QNe2kWX5ktsmJ2I59uJD7G54D7Mtd8KoN/e6vs1mg8fjEbbtXS7XZfvvC0mS0NbWBp/PJ6S+oihobm6GwWBQvbYkSfD7/cK2TUdHB7xer7D6QaLqe71etLe3CzuBNxAIoKWlBSaTSfXasixDURRh26azsxOSJAmrb7fb4fP5hNX3eDyw2WxCXldA1/a3Wq1wONS/hKmiKEL3rdPpvMi212Nh0n3Y3vwyXj/2S/xw/Buw6KNDrt/Z2Qm32x1S/6mpqSGvh4jU0yNg19bW9npBh8MBr9cLt9utelNAV8BuamoS8kY62bAUh+SPsK3hz/iaRf2DkCzL8Pl8l9meegzXj0NL4DR213yAiYZ5va7vdrvh9XpD2l+h6OzshMFggCRJQup7vV40Nzejo6NDSP1AIIC6ujro9ep/QeP3++H3+4Vte4/HA7fbLax+kKj6brcbVqsVdruYOaeyLKO+vl5IyAsEAkL3rSRJ8Hg8wuo7nU4EAgFh9V0uF/x+P5xOp5D6sizjzJkzMBqNl39yiIIf+ETuW0mSLlh/JGYgVT8JjYGTeOf0U1gS8d2Q67tcrl68p/TEgE2krR5Hslmzej+aW1xcjMTERGRkZKjeFADs3r0bkydPRkJCguq1s/3XoGTPJ2jT1yJqgoQpiderWt9ut6OoqOiy21Npfhivn/h31EYcxL3Tftjr+nV1dWhubsb06dP72uoFlZaWIjIyEuPGjRNSf+/evcjKykJSUpKQ+rm5uZg+fbqQD2dutxv5+fkhvVZC0djYiNraWmH1d+zYASC013ooCgoKkJmZiZSUFCH1d+zYgWuvvRYWi0X12pIkYefOncK2jdVqRXl5ubD6FRUV8Hq9mDx5spD6RUVFSE1NRXp6upD6eXl5mDp1KmJiYlSvHQgEkJubK2zbt7e3o6Sk5KL1x3mexX8WrUGN/zDM4xzISVocUv3q6mrYbDZkZ2er0S4R9YMhNQc7KMIQiXHSAgDAR6e1uy72jOHLEG2MR7W9FDX245r1QURE4vCqIkRDz5AM2AAwRroOsaYk1DnLcLx9nyY9GHRGzB95FwBgVwMv2UdENFjxqiJEQ8uQDdgGmLB89DcBAJur/qRZHzekdQXswuZtcMmdmvVBRERi8aoiREPHkA3YALAo/R7EmZNRZT+KEx0HNOkhMSIVOUmLISsS9jRs0KQHIiISj1NFiIaOIR2wAeC2zO8AALZoOIq9KH0tAGBn/dsIKAHN+iAiIrE4VYRoaBjyAXtu6u1IjEjF6c5inOw4qEkPWQmzkRo5FnZfGw5ZP9WkByIi6h+cKkI0+A35gG3QGbE842EAwIeV2l1R5MZR9wEAdtXzzo5ERIOZqKkiL774Iu66q+u8nkAggGXLluG3v/2tKrWJKDRDPmADwLzUO7rnYpfbijTpYU7KSlgM0ajoPIxaR5kmPRARUf8QMVXkG9/4BvLz89HQ0ID//M//xIgRI/Cv//qvqtQmotAwYKNrFPvWjEcAAFurXtKkB5PejAVfXVEkr/5tTXogIqL+o/ZUkcjISDzyyCN45JFHsHXrVrz66qsqdElEV4IB+yvzUlchzpyMk7ZCVHYe0aSHRen3QAcdCptz4fTZNOmBiIj6h4ipIvPnz8fHH3+M//qv/xJyx1Mi6h0G7K8Y9Sbc8tUo9qaqFzTpITEiBdlJiyArPuw+w0v2ERENdmpOFWlubsaPfvQjfOc738Fbb72lUodEdCUYsM+ycOTXEW8ejrKOAlR0Htakh8Xp9wDoOtmRl+wjIhr81Jgq4vP5cPfdd+NXv/oVnn76aXz00UdobGxUuVMi6i0G7HMsG/0QAOC9imc0Wf+khFkYGT0Bdl8bDls/06QHIiLqP2pMFfnRj36EnJwcrF27FnFxcVi7di3++EftroxFNNQxYJ9jQdrdiDMno9peiuPt+zTpITiKvbOeX/EREQ0FfZ0q8sILL+C5557r/vmPf/wj/vM//1PNFokoBAzY5zDqTd2j2BtP/16THmaPuA1Rxjic7izmJfuIiIYI3oCGaPAIOWD7fD7s3bsXO3fuRG1trYieNDc/9U5EGxNQ7zyJI62f9/v6TXoz5qetBgDs4iX7iIiGhItNFdm+fTu2b9+OoiJt7tNARKHrdcAOBuvnn38eu3btgtvtxuef93/47A9mgwXLM74JANhc9aImPSwcuRY66HCQl+wjIhoyLjRVxGq1wufzYfv27fjTn/6E48ePa9wlEV3OZQO2z+fDvn37egTroeCGkXcjxpSIeudJfGnd0e/rT4xIQU7yYsiKD1+cea/f109ERNq42FQRRVHQ3t6ODz74AK+//jrKy8s17JKILuWiAfvsEeu8vLwhE6yDTHoLbhr9IADt7u64OP1eAMDO+rd5yT4iohC5ZDveLHsCvzq4Eltjf4H1RWvxXsUzqtzQRaRzp4oEjD4AgE6nA9AVtBsaGrBhwwa8/PLLOHr0qGa9EtGFnRewLzQVZKhamLYG0cYEnHGdxiHrp/2+/onxM5AaObbrkn2tvGQfEVEoni3+FvY3bUKbtwEAUOcsw876t/By6Y817uzyzp4q0j7xYI/fBYM2ALS2tmLz5s148cUXcejQIQQCHIwhGgi6AzaD9fnMhn+OYm+uehGKovR7D0tH3w8A2FX/Tr+vm4goXJ20FaLeeRIWQwwenfI7PDNvN+7P+jUAoNxWiJO2Qo07vLzgVBF3Uj3cSfUXfZ6iKOjo6EBubi6ef/55HDhwALIs92OnRHQunfJVanzjjTdQX3/xF/BQpej9aJi9GYrRh2HH5iKqbVT/r3/WZigmH1IO3wSTI6Ff109EFI5sGaWwZxzDdSkr8UDWk92Pv1T6OI607kL86RzENkzSsMPecaSXo2PsYeh8JqQVrYBeNvVqudGjR+P+++8X3B0RXUz3CLbBYNCyjwFLFzAgti4LANA5pkST9cc0jgcA2EfymthERENJTP1ERNiGQzH5zpsqcilGo1FgV0R0Od0j2D6fDwcPHsSBAwdCmh7y85//XEhju3fvRnZ2NhISEoTU37JlC1asWNFjLtvFePwu/Pv+m+H2O/DolGeRk7Toks+32+0oKirCokWXfl5v2aU2/H/7lwEA/uu6T2BrdqG5uRnTp09Xpf65SktLERkZiXHjxgmpv3fvXmRlZSEpKUlI/dzcXCxduhQmU+9GekLhdruRn5+PpUuXql4bABobG1FbW4tZs2YJqb9+/XoA4l63BQUFyMzMREpKipD6O3bswIIFC2CxWFSvLUkSdu7cieXLl6teG+i61Fp5eTnmzp0rpH5FRQW8Xi8mT54spH5RURFSU1ORnp4upH5eXh5mzZqFmJgYVeqdtBXi98WPINIQiweuehIT42fgSOsuvFn2KwDAj3L+jEnxM1VZV3t7O0pKSrBgwQJV6p3ryd/+O5qm7YBi9CHp+DxEtvbcB4qidL+XxcTEYM6cOZg+fbqQYyAR9U73R1yTyYR58+Zh1qxZVxS0BzOLIQo3jX4Im6qex9bqly4bsNUWax6GGSOW4WBzLvIa3sZ04x39un4ionAzKX5m1/xlvx0vlz7e43cT42eoFq77g9EbjfjaKegYexhtEw4izTYCetnUHax1Oh0SEhIwd+5cZGdn8xtpogHgvKuIBIP2Y489hkWLFiEyMlKLvgacxen3IMoYhzpHmSZ3d7xpVNfJlrsbNkBWfP2+fiKicLKl+iW4ZQcMOiMSzCMAAOnRk7A4/V48OuVZjbsL3YWmiuh0OiQlJWHlypX47ne/i2nTpjFcEw0QF52kdfaIdmFhIfbv3z+kR7QjDFFYNvohfFj5HLZU/QnZSQv7df2jYrIwPu5aVHQexlH7TqRjWr+un4goXJy0FeLj6peh0wHfz/4TJsROR25uLlbcsELr1vok8eQsNE3bAXdSPSInunHbtQ9g4sSJWrdFRBdw2Ts5mkwmzJ07lyPa6LrxS7QxHnXOMpS07en39S8Z9S8AgALbB/2+biKicNDqacDLJV3Xub4189GwmgpyOUZvNNJau87PqBv5OdLHpmrcERFdzGUDdtDZU0cWL16MqKgoYSd0DFQmfQRuyXwEALCp8oV+X3920mIkmEeg1VePOrn/r2hCRDTQvVz6Y7j9dmQnLcJtmeu0bkcV8+fPR3R0NG6++Wb8/M4/dt+A5q9lT2jdGhFdRK8DdlBwRHvx4sXIzMwU0dOAdkPa1xFnSkKdswylbV/067r1Oj2Wjn4AAFDq6/87SxIRDWQbKv4Xdc4yDItI63Ht63CXmZmJxYsXY8aMGdDr9d03oCluzUNxa57W7RHRBYQcsIc6o96EWzO/DQD4qPL5fl//9amrYNZFotZ/FGdcp/t9/UREA9G+pk3Iq38bALBuyrOIMsZq3JE4SZaRuG1M1+j8myeegEu2a9wREZ3roic5SpKE48ePo6SkBCUlJVi1ahVmz5593vM+//xzbNy4Ec3NzRg+fDhWr16t2vWf1aYoCrZu3YpPPvkEzc3N2LFjB26++WbceuutIdW5YeTX8Unt66hzluF4+z5cnSjmurbn8ng8eOedd2H9PBOSR8Ivkn+FX/z4Nxg7dmy/rF8tfr8fv/71r3HmzBn85S9/QVxcnNYtXZIsy9i8eTM+//xztLS0IDo6GgaDAYsXL9a0r3B67fXF2du/sbERW7duxde+9jXNt/+V8Pv9ePzxx1FXVxcWf/tA8LjzDnbt2gVJkjBy5Eh873vfG1DHnTpHGd479QwA4P6sX2NUTNfNwc4+5re0tOCTTz65omN+f7iS91xj3CR4pp/BXxOewKNTfqdB10R0MRcN2O+88w42b97c/bPf7z/vOUeOHMEbb7yBFStWYNq0aTh06BBeeOEFmM1mzJs3T0zHfZCbm4s33ngDK1euhNfrhdFoxGuvvQYAIR9wV2Q+ir+e/A9sqX6pXwK2LMt48skn0dTUhGU3L8Me/6uQrREwRinC1622Q4cOoaWlRes2eu35559HUVER1qxZg9TUVGzduhUvvvgijEajZuchHDhwAM8//3zYvPb64uztb7Va4fP5NN/+V+rQoUNobGzUuo1eO/u4M3/+fIwfPx4Oh0PYDcCuhEu2482yJ+D223FdykrMTbm9+3fBY/5tt90GSZL6dMwXrTfvuee+7vcd3IPPtn+OA8YCXJeah1HRWdha/TIijTG4e/xP+7N9IjrHRaeI3HXXXXjllVcuece3zz77DNdccw0eeugh5OTk4KGHHsLUqVPxwQcD8yoX+fn5mDBhAh544AGkpaXhoYcewoQJE7BnT+hXBJmdsgKJEamo7DyC4+37BXTb07Zt21BeXo5f/vKXuHH+Tbh6bDYip7XjS/fHwtetpra2NhQUFFxwZGYgslqtyM/Px1133YXbbrsNU6ZMwfXXX4+MjAxs375ds742btwYVq+9K3Xu9k9PT8f999+v+fa/Eh0dHThw4EBYfSg4+7gzbdo0TJo0CStXrkRiYqLWrXV7r+IZ1DnLkB49CXedEyqDx/z7778fI0eOxDe+8Y0rPuaL1pv33HNf9+u+9RjSJw2Hu3AY3jzxBOpdp7C/aRPKO4r6sXMiupCLBuyoqCgkJiYiOjr6gr/3+Xyor68/77a8kydPRlVVFbxer7qdqkCSpPP+PbGxsVfUq0FnxK1fXVFkc9WLqvR3Kfn5+ZgyZQrGjBkDAMg2dd3OeXfDu5D8HuHrV8vrr7+OSZMmIS0tTetWem316tXnfSBIS0tDR0eHJv1IkoTKysqweu31xUDb/ldqw4YNyMrKwqhRo7RupdfOPe4MNDvr38L+pk2wGGLwYNaT5827VvOYL1pv3nMv9LqfP+1GyFYznB4H9p35EABQ5ywT3S4RXcYVn+To8XigKApiYmJ6PB4b23WAczgcfetMgCVLluDo0aPYv38/ZFlGQUEBiouLsWzZsiuqd13K7UiMSEWV/ShOdBxQudueGhoaEBUVhZdeegn/8R//gf979h8I7LgaDpsTexvDY9TyyJEjOHz4cFhNYUhOTsY999zT4wOB3+/HyZMnNbvBg9PpDLvX3pW60PaXZVnT7X8ljhw5gmPHjmHu3P45X0MtZx93XnjhBfzbv/0bnnnmmQHx4abOUYb3KrrmXT941ZPd867PdvYx3+fz9fmYr6ULveeetBUiz/omAB3MvlgUt+YhyTKy+3dEpB0jADz11FMoLi7ufvCll15CUlLSJRdUlAvP/dXpdAAuPH+sP13o37R8+XJYrVb89re/7X589erVWL58+RWtw6Az4paMb+Ht8qewqfIFXDVtTp/7Bi7cuyRJOHjwIO688048/PDDKC8vx6c7d0DenobPhv0NN4xcA71uYFwU5kL9x8fH4y9/+QtWrVqFqKgoDbu7tN68Fg4fPozOzk6sWrWqv9sDAAQCgQs+PlBee6Jt3rxZ0+0fKlmW8Ze//AU333wzoqOj4XK5tG6p184+7tx5552QZRkffvghnn32Wfz617/WrC+XbMezxV3fIC5Ovxc5SRc+4TV4zH/22X/eGr0vx3wtXeg9d2fdW3D5bQBGIC1yHGqUw+jwNgPouuEO4vu5SSLqZgSAhx9+uMdBPz4+/F+VF/o3ff7559i6dSvuvPNOdHZ2IiYmBps2bcKoUaOueF7k3NSvYUv1S6iyH8XJjoOYlDBLSO8AcMMNN2Dt2rWoq6tDREQE0tLS8Morr6CxphaHx3+G6ck39XndarhQ/5s2bYIkSVixYgUKCwfuyMrlXgvFxcUoKirCv/zLvyAjI6O/2xvyampqsH379rDa/sG//RtvvBHV1dVatxOy4HGnqKgIqampiIqKwiuvvIJTp05hwoQJ/d6PS7bj98WPwO23Y2L8jEuezBc85q9evRoOhwPR0dF9PuYPJOumPAvn0V9gP8pQ2VkCc7wBsiJDh64RfqRo3SHR0GUEcEXzYYOjZecKfso2GAx9aKvvzv03eb1e/N///R8WL16MtWvXYsuWLVixYgUcDgdeffVVzJkzB2azOeT1GHRGrMj8Nv5evh6bql7AT659XfXeAcBoNJ53m/rgXDx/qxk7al4fMAH73P5bWlrw/vvvY926dVe0jfvTpV4LNTU1ePHFFzFx4kTcfvvtF32eaHr9hb+pGCivPVFqamrw2Wef4frrr9d0+4cinP72L+RSx53a2lpNAnbwpMZhEWl4dMqzF33e2cf8NWvWIDc3V5VjvlYu9p57TeIC7EcZxiVMRY1yCMFnlQmetkhEl3bRy/RdjsVigU6nO2++Z/Dni52ooZWmpia4XK7z3hCysrKwY8cONDU1YfTo0VdUe0Ha3citfhWnO4txouMA0g2TL79QiBISEmC1Wns85vP5AACRlmhUO46h3FaEifEzVF93X23fvh2SJOG5557Dc8891+N3Dz/8MBYsWIAf/OAHGnXXO+3t7Vi/fj3GjBmD66+/XtNeoqOjw+q1p4bg9k9OTsbDDz+sdTu9dvbf/rnC4W//UscdLcLp2Sc1Xu5mMiKP+Vq43Hvuj2a9iL2t7+PDyj9CDnjR4KzQok0i+soVB2yTyYSRI0fi2LFjPR4/fvw4MjIyYLFY+tycmoI3dKipqenxePAr277e8OHmjIfxj1P/hY8q/4jvTvhTn2pdyNSpU/H555/Dbv/nHbuOHj0KAFg09TbkOV/Ftpq/YOLUgRewly9f3uPkruLiYjQ1NWHnzp341a9+hZSUgf09psfjwdNPP43IyEj84Ac/wOHDhzXtx2w2Y8yYMWHz2uurs7f/kiVLYDRe8WGr3539t9/R0YGamhp0dHTg448/Dou//Usdd/r7RjMnbYWXPanxbKKP+f3NZDJd9nV/Y/p9yElajLfKf4ME83CNOiUioA8BG+g6Q/vNN9/Em2++ienTp6O4uBjFxcX44Q9/qFZ/qklISMCcOXOwffv27lGZjz76CLm5ubjuuuv6PO/8+tRVyK35M6rtpShu34kOqHslh9WrV2Pv3r146qmncOONN+LMmTPdX5evzHkIew+8jePt+9DgPIWR0f3/te2lJCcnIzk5ufvnpqYmSJIEAMjMzBzQb3SBQAB/+MMfUFNTgx/+8Idobm5GS0sLKiq6RofS0tI0OWlz1apV+N3vfhcWr72+OHf7nz59GqdPn0ZERAQA7bZ/b539t2+1WiFJUvcUnoH+tw/0PO5Mnz4d1dXV+OCDD3D99ddj5MiR/dZHnaMML5f8GABwa+ajFz2p8WxnH/Pj4+PR1tam6jFfC7153SdZRuIHU9Uf5CGi0PQpYOfk5OCxxx7Dxo0b8fHHH2P48OH4zne+g/nz56vVn6q+//3v48MPP8Rnn32GlpYWDB8+HKtWrcIdd9zR59pGvQnTh9+EvLq/4+2q/wD0wCe7n8GKzHVYkflon+snJyfjqaeewuuvv4433ngDBoMB8+fPx4MPPgiL0YL5aavxWd3fkFvzKh6++uk+r4+6OByO7pMyz776zMaNGwEAP/vZzzBjRv9/azB37tyweu1dqQtt/7NvpqPV9h8qzj7ufPjhhzCbzd3Hnf5y9p0as5MW4bbMdb1eNnjM37lzJ6xWK5KTk1U75mthqLzuiQYDnXKx6+1dRnFxMRITE4Wdyb97925kZ2cLuyVv8CTHi504EqpWTwPWF62F29/1VaoCdJ9scmvmoyG9KVxOXV0dmpubMX369O7HOrzN+MWBW6EggCdnb+m+FuqVKC0tRWRkJMaNG6dGu+fZu3cvsrKyLnspyCuVm5uLpUuXwmQyqV7b7XYjPz8fS5cuVb02ADQ2NqK2thazZvX9ajQXsn79egC45N3i+qKgoACZmZnCpj7s2LEDCxYsEDINRpIk7Ny5U9gl3KxWK8rLy4VdC7uiogJer/e8G5GoJXgVkfT0dCH18/LyMGvWrPOu7/5y6Y9R3JqH9OhJeDzn1UvOu76YQCDQfZKjCO3t7SgpKRF2ZZLq6mrYbDZkZ2cLqU9E6hsYF04eBPY1bYLbb4cCQFG6wnXwk8vH1S/DJdsvsXTfJUSMwIwRy6BAwSe1rwtdFxFRf9hS/RKKW/N6dVIjEdFA0mMEu6CgoNcLdnZ2wmQynXcJJ7W0trYiLi5OyCgk0DUPeMSIEaqNYH/hex2n/PvOezw4kn2z+cdI01/6pJzecrvdkCTpvDmEbYE6bJJ+Az0M+HrEf8Oiu7I3I7vdDoPBIGxua1tbG2JiYoRdhaC5uRnJyckXvZxdX/j9frS3t/eYU64mr9cLt9st7JubTz/9FACEjcB3dHQgMjKye4602lpaWjBs2DAhlyIMBAKwWq0YMWKE6rWBrhFyp9OJxMREIfWdTicCgUD3HT3VZrPZEBERIewkWqvVioSEhO6TWGsCh7FT6ppLvDziX5Gqm3TFtRVFQXNzs7BvVnw+H+x2O4YNGyakvtvths/nC2nO/uzZs4X0QkS902MOdmZmZq8XrKysRExMDIYPF3OmssPhQFpamrBLjjU3N2PMmDGq1atsHY9T1n09pobgrP+fmpqKzMjeb99LaW1tRUdHx3n7KxOZOFKbgypXMepiCrEk+aErql9TUwOz2YzU1FQVuj2f2+1GamqqsCBgtVqRkZEhJIRJkoTOzs6QXiuhaG9vh9VqFVY/SFR9r9eLESNGCPuA0N7ejtGjRwv54C3LMtrb24Vtm87OTjQ0NAir39jYCJ/PJ+zSc6dOnUJiYqKwqV2dnZ1IT0+HxWJBk/c09tb8FQCwPGUd5iT07Rr/iqIIfV05HA54vV5h9VtaWuB0OoUfF4hIPT0Cdiif7hsbGxEXFydsRKCsrAzDhg0T9kYNQNUR7OFyKmAFoACKrmfIToxIxZwx6t0ExufzwePxXHDbrzB9Cy+UfB9FHVux+qrHYDGE/gHFarUiMjJS2L6tqKgQ+kat0+kwfPhwYXOwDQaDsG2jKArsdrvwy7eJql9dXY2EhARh9fV6PZKTk4XNwdbpdMJ6NxgMsFqtwuoHQ56o+nV1dYiPjxdW/9ixY0hKSoLeouCPRU/BE3DgupSVuD2r7yeJBwIBAOL+7s1mMxoaGoTV93g8CAQCA/6yjkT0T5yDrZIb0+9DevQk6M4J1xGGaDx41W/6rY8pw+YjNWoc3H47vjjzfr+tl4hIDS+X/hht3gakR0/CXZe4DToR0UDGgK2ix3NexV3jf4JxMddiuDIei9PvxS9mvItJ8TP7tY+bR38DAPBZ3d/gV+R+XTcR0ZX6R9V6lNsKYTHEXPEVQ4iIBgIGbBVFGWNxY/p9eHTic1isPIa7x/+0T5fLu1IzRyxHvHk4bFILDjRt6ff1ExGFqkp/EEVtubAYYvBjhmsiCnMM2IOQQWfEstEPAQA+qX0NV3ipcyKiflHcmoeDur8DAO6e8NPL3gadiGigY8AepK5PXY1IYyya3TU40rZL63aIiC6ozlGGN088AQC4ffQPMDfldo07IiLqOwbsQcpssODG9PsAALnVr2rcDRHR+VyyHc8WPwK3344xyizMH3631i0REamCAXsQWzzyHpj0EahxHEO5rUjrdoiIurlkO37/VbieGD8DswL3aN0SEZFqGLAHsShTHOan3QkAvH06EQ0oL5f+GHXOMqRHT8KjU57Vuh0iIlUxYA9yN416EHoYUNr2BRqcp7Ruh4gIb5Y90X05vnVTnuUVQ4ho0GHAHuQSIkZgTsoKAMC2mr9o3A0RDXU769/C/qZN3Zfj0+JSpkREojFgDwE3ZzwMHXQoatmOVk+D1u0Q0RC1r2kT3qt4BgAvx0dEgxsD9hAwIjID04ffBAUKPq17Q+t2iGgIqnOU4b1TXeH6rvE/4eX4iGhQY8AeIm7J+DYA4IszG+HydWrcDRENJa2ehu7L8V2XsrL7EqJERIMVA/YQMTJ6PLKTFsKvyPis/m9at0NEQ4RLtuPl0h93X47vgawntW6JiEg4Buwh5NaMRwEAuxregeT3aNwNEQ0Fvy9+hJfjI6IhhwF7CMmIvRpXJcyBW7bji8b3tW6HiAa5N8ueQJ2zjJfjI6Ihx6h1A9S/bsl8BCc6DmBH7RucBxnGZFnG5s2b8fnnn6OlpQUjRozA7bffjsWLF2vdGhGArnDNy/ER0VDFEewhZmL8DIyNy4ZNasGeMxu0bkd1dY4ytBoqcarzS61bEer555/Hxo0bsXTpUvzsZz/D1KlT8eKLL2LPnj1at0aELdUv9QjXvBwfEQ01DNhD0C0ZjwAAtla/Ar8ia9yNOlyyHc8WP4L1X67FXsuf8cfSdVhftBZ1jjKtW1Od1WpFfn4+7rrrLtx2222YOnUqvvnNbyIjIwPbt2/Xuj0a4vY1bcLH1S8D4LWuiWjoYsAegq4ZNh9pUePQKVmxr/EjrdtRxculj6PcVgjlq58VAHXOMrxZ9gRcsl3L1oRYvXo1Zs+e3eOxtLQ0dHR0aNMQEbrC9V/LngAA3J/1a17rmoiGLAbsIeq2Md8BAOTWvBr2o9gnbYUotxVBAaD76jEd/hmyi1vztGtOgOTkZNxzzz1IS0vrfkyWZZw8eRITJ07UsDMayuocZd3hmjeSIaKhTqcoSnDQDzt27Oj1gj6fD3q9HgaDQUhjXq8XJpMJer2YzwAejwcWi0VI7UAgAJ/Ph4iICCH1/X4//H4/zGbzFddQoGCH6X/g1LdiunwXMv3/HA31+XzQ6XQwGsWcAytJEoxGo2r79pRhD44aN/cI2AC6f77KfxOulm9SZV2KosDr9Qr727nQvv34449RV1fX/fO9996LmJiYHssVFRXh0KFDWL16NYYNG3bR+gcPHgQAzJo1S+XOu0iSBIPBIOy44PF4EBERAZ1Od/knh0j0vg0EApBluU+v20uRZRmKosBkMgmpf6l9a9M1YI/pZfh0bmT4Z2CGvCbk+l6vF2azWci+BcL/mB8IBELatzfdpM4xj4iuTI8EtWDBgl4veOzYMcTHxyM9PV31pgDgwIEDuPrqqxEXFyek/qeffor58+cLOZg7nU4cOXIEc+fOVb02AJw5cwatra245ppr+lQnyurE26efxOmoPbgn54cw6Lr+HE6ePAmLxYKMjAw12j1PYWEhxo8fj8TERFXqpdmjcfT4ZpyXsL+SkZGBBem9/9u+FI/Hg8LCQsyfP1+VeudqaWlBQ0MDcnJyuh+bOHEiXC5X988ZGRk9PvwUFxfjyy+/xNq1a3Hrrbdesn4wYIfyWg/F4cOHMWrUKCQnJwupv2fPHsyePVtIkPH5fMjPzxe2bdra2lBZWYkZM2YIqV9dXQ1JkoR9i3H06FEMHz4cqampPR5vcJXj+WNPwhdwY1byrbhn3C+vqP7evXuRk5OD6OhoNdrtIRAIIC8vT9i+tdlsKCsrO2/allrq6+vR2dmJq6++Wkh9IlJfj4Adyqd7g8EAk8kkbERAp9PBbDYLqw90/XtFBOzgCLCo3oMj+32tPy/9a9hW/2e0ec/gSOfO7q90DQYDjEajsP71er2q+zYNYwAAwV0ZzNnBPTsz5SbV1hX8wqc/9+2YMWMu+vyamhq88MILuOGGG7B69eper0fkvhV5XACAiIgIIfWD36iI6t1sNqvyur0Yo9EIv9/fr/vWJdvxTuV/whNwYGL8DHxj8n9ecX2dTids3wYCAQDi9q3b7RZ6zDcajTAYDEJfV0SkLs7BHsL0Oj1uzvgmACC3+hWNu7lySZaRuGv8T7p/Pvsj0+L0ewftVQza29uxfv16jBs3DuvWrdO6HRpiXLKdd2kkIroI3mhmiFuQdhc+rn4FVk899jVtCtsTk25Mvw85SYuxr2kTTp06hXHjxuGqYbMxKX6m1q0J4fF48PTTTyMyMhI//elPhc2XJ7qYs8P14zmv8i6NRERn4Qg2dY9ib6t+FQEloHE3Vy7JMhK3Za5DlrQEt4x6ZNCG60AggD/84Q+oqanBmjVr0NjYiIqKiu7/nT1fm0gE3gKdiOjSOOxFmJ96J7bV/AUtnlocbP4YMRirdUt0CQ6HA4WFhQCA3/72t+f9/mc/+5mwE+mIeAt0IqLLY8AmGPUm3Dz6G9hQ8b/4uPoV3B115ScqkXhxcXHYsGHw3eaeBr7Nzb/HEfunvAU6EdFlcIoIAQAWpN2NOHMyWjy1KJf2a90OEQ0wu72vMVwTEfUSAzYB6BrFXjb6IQBAget9KGE8F5uI1PVm2RMol/Nh1kUxXBMR9QIDNnWbn3onoo0JsAWaUObeq3U7RDQABOdcmxCJB9KfZrgmIuoFBmzqZjZYsDzjYQDA3s53Ne6GiLQWDNcAsNDyTaREjNO4IyKi8MCATT3cMPIuROri0CbXo6jlE63bISKN7Gva1B2u78/6NTIN0zTuiIgofDBgUw8mvQUzIrtuNrO1+qXuW4MT0dCxr2kT/lr2BICucB2uN6AiItIKAzad5xrLUkTpE9DoqsSh1k+1boeI+hHDNRFR3zFg03kMOiOuj/86AGBL1Z84ik00RDBcExGpgwGbLmhq1FIkRKSg0VWJ4tY8rdshIsEYromI1MOATRek1xlwW+Y6AMCmquc17oaIRGK4JiJSFwM2XdR1KSuRZElHo6sSR1p3ad0OEQnAcE1EpD4GbLoovc6AlWO+CwDYUv2Sxt0QkdoYromIxGDApkuaPeJWpEaNQ52jDIetO7Vuh4hU8l7FMwzXRESCMGDTZQXnYn9U+UeNOyEiNbxZ9gR21r8FgOGaiEgEBmy6rOnDb0JK5Bg0uatQ1LJd63aIqA/Ovv05wzURkRjGs3+QJKnXCwYCAciyHNIyoVAUBT6fT1h9oOvfq9PpVK/r8/mgKIqw3mVZRiAQEFbf7/fD7/f3qL8y43t4teyn+PD0c5gStxB63ZV/NgsEAkL3bXDbi7h+d7jv2yBR9fvruKDXqz82EO779kKv23O9depJHLRuBQDcO+FXmJG4vNf9hPMxPxAIABD3d98ffzuX27fnMpvNQnohot7RKWelkG3btvV6QVmWodfrhbzRAV0HLKPRKCQAA10HWlEHIEVRIMsyTCaTkPqBQACBQABGo/HyT74Cfr8fAGAwGHo8vsvyB3TqGzFd+jpGydOuuL4syzAYDML2rc/nE7btw33ffvnllwCA6dOnC6kfzseFcN+3F3vdBh0yv4daYxGMigWzpfuR7B8XUv1w3rdA+B/zFUW56L69kOXLlwvphYh6p8eRPpQXZHFxMRITE5GRkaF6UwCwe/duZGdnIyEhQUj9LVu24OabbxZyMLfb7SgqKsKiRYtUrw0AdXV1aG5uFhaSSktLERkZiXHjer4Bj26PxQtHH0N1XD6+OevfoNf1/mB/tr179yIrKwtJSUlqtHue3NxcLFmyRMibndvtRn5+PpYuXap6bQBobGxEbW0tZs2aJaR+MGCLevMtKChAZmYmUlJShNTfsWMHFixYAIvFonptSZKwc+dOYdvGarWivLwcc+fOFVK/oqICXq8XkydPPu93b5Y9gdqmIlgMMfhxzqsYFZMVcv2ioiKkpqYiPT1djXbPk5eXh1mzZiEmJkb12oFAALm5ucL2bXt7O0pKSrBgwQIh9aurq2Gz2ZCdnS2kPhGpj3OwqdemJF6PzNgpaPXUY3/TZq3bIaJeCM657ku4JiKi0DBgU0hWjfsRAGBr9cvaNkJEl+SS7VhftJbhmohIAwzYFJJJ8TORlTAb7d5G7Kx/W+t2iOgCXLIdvy9+BHXOMoZrIiINMGBTyO4Y+wMAwMfVL8Prd2vcDRGdrc5R1h2u06Mn4d9n/IPhmoionzFgU8gyY6fg2uQb4ZI78VndX7Vuh4i+YpWr8exZ4frxnFeRZBmpdVtEREMOAzZdka+N+T500OGT2tfglu1at0M05NVKpdjY8RTcfjsmxs/A4zmvIsoYq3VbRERDEgM2XZGUqDG4LmUlpIAHuTWvat0O0ZC2r2kT3m15AhJcuC5lJcM1EZHGGLDpit025rvQ64zYVf8OOqVWrdshGpL2NW3CX8ueAABcFbEAD2Q9qXFHRETEgE1XLDEiBYtGroGsSNhS/Set2yEact6reKY7XC8f9hiWxq7TuCMiIgIYsKmPlmc8DJPegi/OvI8md5XW7RANGW+WPYGd9W8BAO7P+jWmRC7StiEiIurGgE19EmNKxE2jHwQAfHD699o2QzQEuGQ7Xi79cfcNZB6d8jvMTbld67aIiOgsDNjUZzeNehBRxjgcaf0cp23FWrdDNGi1ehrw++JHUNya130DmZykxVq3RURE52DApj6LMETiloxHAAD/qHha426IBqc6RxnWF63lDWSIiMIAAzapYtHINUgwj0Ct4wQOWT/Vuh2iQWVf0yas/3Jtj2tc8wYyREQDFwM2qcKgN+G2Md8BALxf8TsEFL/GHRENDlurX+6+UgivcU1EFB4YsEk116XcjhGRmWjznsGeM+9p3Q5RWHPJdrxZ9gS2Vr8EoOtKIbzGNRFReGDAJtXodXp8bexjAIDNVS/C63dr3NHQ4Pf78fjjj+Puu+9GZ2en1u2QClyyHb8vfqT7SiE/yvkzrxRCRBRGGLBJVdOSl2J0zFVwyZ34pPb/tG5nSNi6dSsaGxu1boNUUucowy8PrOg+mfHHOa9iUvxMrdsiIqIQMGCT6taM/xkAYEftm7BLbRp3M7i1tbXh/fffx4IFC7RuhVSwr2kTni1+BG6/HenRk/B4zqu8UggRURhiwCbVjYvPQU7SYsiKhE1VL2jdzqD2+uuv4/rrr8eoUaO0boX6KHgyo9tvx3UpK/HvM/7BkxmJiMIUAzYJccfYH0IHPfY2foAmV7XW7QxKR44cweHDh7FmzRqtW6E+CN6ZMXgy413jf8KTGYmIwpzx7B+sVmuvF/R6vXA4HCEtEwpZltHR0QFZloXUB4DW1lYhdd1uN/x+v7Bt43A44PV6hdX3eDwIBAJ9qm9ANGYm3oqD7VvwzomncV/Gb7p/5/P5YLPZoCiKGu2eR1EUtLW1wWAwqF5bkqQ+b5tLsdvtkCSpR/0//vGPOHbsWPfP69evR2xsLF555RUsW7YMPp8PTqcTQNfftCRJl12PqP4lSUJnZ6eQbQ8AgUAAbW1tMJvNqteWZRmKogjbNjabDT6fr0f9Rk8F3qp5Aja5CRH6aNyb8WuMjci5oh6cTud59dUkSRLsdruw+n6/H+3t7fB4PKrXDh5rRB6TZVkWWt/j8YRUPzk5WUgvRNQ7PQJ2eXl5rxe02+1wOp2w2WyqNwV0Bfja2loYjcbLP/kKKIqCkydPQqfTqV5blmV4vd6QtmcoPB4PfD6fsPoOhwMGgwEOh6NPdcYoC/AlPkGZYz/yy7ZjhH4cgK4PIHV1dTCZTGq0e55AIIBTp05Br1f/Cxq/3y9023u93vP+dubMmYNrr722++empiZs3boVLpcLGRkZKC8v737jPX36NKKioi67HlH9O51ONDQ0CP3gXVlZKWTfBgIB+P1+YdvG5/PB5XJ1169Q9uOgbwN8OjcSkI7F+nWQ66NQjitbv9vtRiAQ6NUHrCvR2dkJr9eL9vZ2IfUlSUJ1dbWQD2eKoiAQCAjdtx6PR+gxX5blkOozYBNpq0d6nTt3bq8XLC4uRmJiIjIyMlRvCgB2796NqVOnIiEhQUj9LVu2YO7cuUICtt1uR1FRUUjbMxR1dXVobm7G9OnThdQvLS1FZGQkxo0b1+darupKbK1+Cccit+Br0/8OANi7dy+ysrKQlJTU5/oXkpubi9mzZwsJ8G63G/n5+cL2bWNjI2prazFr1qyLPqelpQV/+tOfsG7duu6TG1taWgAAs2bNQlxc3EWXzcvLAxDaaz0UBQUFyMzMREpKipD6O3bswIwZM2CxWFSvLUkSdu7cKWzbWK1WlJeXI2fWNXiv4hnsb9oE6LpuHqPGlJCKigp4vV5MnjxZhW7PV1RUhNTUVKSnpwupn5eXh2uvvRYxMTGq1w4EAsjNzRW2b9vb21FSUiKsfnV1NWw2G7Kzs4XUJyL1iRkeJvrKTaMfxJ4z76HWcQL7mzbjupSVWrcU9rZv3w5JkvDcc8/hueee6/G7hx9+GAsWLMAPfvADjbqjS3Eorfh98SOoc5bBYojB3RN+yutbExENQgzYJJRZb8HXxn4ffy17Ah9V/hHTk5dq3VLYW758+XkjZbt378bHH3+MX/3qV8JGj6lvTjj2YovvafhkN4ZFpGHdlGd5CT4iokGKAZuEu27ESuTVvY06Zxk+qXsDw8CvOfsiOTn5vPmVpaWlAIDMzMxLThEhbWytfhlba14CdEB20iI8kPUkL8FHRDSI8TJ9JJxOp8M9E38OAPik5v/gUjq0bYion7hkO54tfqT7EnwzDXdh3ZRnGa6JiAY5BmzqF2PjsnFt8o2QFR8OK5u0bmfQuf3227FhwwaOXg8gJ22F+OWBFSi3FcJiiME3xjyDq/U3at0WERH1AwZs6jd3jvtX6HVGnA4cQIP7lNbtEAnzXsUz+P1XtzyfGD8DT835GGOjcrRui4iI+gkDNvWbJMtILEm/DwCwpfG5yzybKPzUOcqwvmgtdta/BQC4NfNRPJ7zKqeEEBENMQzY1K9uyXwEEYhBresYilo+0bodItXsrH8bz351Cb5hEWn4+fR3cFvmOq3bIiIiDTBgU7+yGKKRo78NAPDB6d/DH/Bp3BFR3wRPZHyv4n/h9tuxOP1e/HzGP3gJPiKiIYwBm/rdRN18DI/IQJv3DD6r/5vW7RBdseLWvB4nMj465Xe4e/xPOSWEiGiIY8CmfqfT6bAy7YcAgK3Vr8AutWvcEVFoXLId71U8g5dLf9zjRMacpMVat0ZERAMAAzZpYmx0Dq4ZNh++gAebq1/Quh2iXqtzlOH3xY90n8h41/if8ERGIiLqgQGbNHPX+J9CBz2+OPM+zjhPa90O0SUFR63Xf7kWdc4ypEdPws+nv4Mbv7oyDhERURADNmlmRGQGFqavAQD8o+JpjbshuriTtsLzLr/37zyRkYiILsKodQM0tN2W+R0cbPoYJzsO4rD1M1ybvETrloi6BUet9zd13X00PXoSHsx6ksGaiIguiSPYpKkoYyxuH/sYAGBDxTPwBSSNOyLqErxCyP6mTbAYYjhqTUREvcYRbNLc/NQ7sbthA+qdJ/FJ7WtYkfmo1i3RENbqacB7Fc+guDUPADAxfgYeyHoSSZaRGndGREThgiPYpDmdTof7Jv4SALC95i9o85zRuCMaqk6b9mJ90VoUt+bBYojpvkIIwzUREYWCAZsGhDFx12DWiFsgKz68f/p3WrdDQ0yrpwF/LP0OSkyb4fbbkZ20CE/N+ZhXCCEioivCKSI0YKwe+zgOW/NwyPopTtkOYUL8NK1bokHOJdvxcfXL3VcHMSoWPHzNet4whoiI+oQj2DRgxEcMx4rMbwMA/nby1/AHfBp3RIPZzvq38csDK7rD9Q2pa3CT5/8xXBMRUZ/1GMGuqKjo9YJ2ux2yLMPnExOCvF4v6uvr0draKqQ+AJw+LebmJl6vF5IkhbQ9Q2Gz2eBwOITWd7lcUBRFSH2Px4OGhgZ0dHSc97sxyjwkGt9Ds7sa/zjye8yJXR1y/UAggKqqKuj16n9+9Pl8kGVZ2La32+1wOp3C6geJqu9yudDY2AiHwyGkvizLqK6uhtF45V++1UqlyGt/DS1yFQBglHkybkz4JoZhNE75TwnbNk6nE263W1j91tZWoX+bDocDzc3N8Hg8Qur7fD7U1tbCbDarXltRFCiKImzbuN1ueL1eYfXb29vh8XhCqj9+/HghvRBR7/R4l/J6vb1eMBiuQ1kmFIqiwOv1QqfTCavv8XiE1Jckqbt/EXw+H/x+v7D6siwDCO3vIRR+vx+SJMFgMFzw9zdGP4L3bb/Gvs4NGG+4DrGGpJDX4fF4Llq/L2RZFr5vA4GAsPpBovetyP69Xi/8fn/Iy3X6W/CF8284LRUCAGL1yVgQcz/GmWcCAcDr84b1vpVlWehxIRAICN23wW0j4oN9sKao3iVJCut9S0Tq6xGwJ0+e3OsFfT4fEhMTkZGRoXpTAGC1WjFu3DgkJCQIqX/69GlMnjxZSMC22+3o6OgIaXuGoq6uDs3NzcLql5aWIjIyEuPGjRNSv6OjA2PGjEFS0oWD82RMRu2Jgyho/hiH9R/g0cmhnfRYXV2Nq666CiaTSY12e3C73UK3fWNjI2pra4XV//DDDwGE9loPhcPhQEZGBlJSUoTUr6+vx6RJk2CxWHq9jEu2I6/+bWytfgkAYDHE4MZR9+G2zHU9nidJEurr64VtG6vVCkmShNWvqKiA1+sVVt/tdiM1NRXp6elC6jc1NWHChAmIiYlRvXbwWy1R26a9vR1Op1NY/erqathsNmH1iUh9PMmRBqS7xv8Exa27UNyah9K2LzBl2HytW6IwtL9pM7ZUvYQ2bwMA4LqUlViRuY6X3SMiIqEYsGlAijEl4o6xP8Q/Tv0X3ip/Cr+etQkmvfpzM2lwOmkrxJsnnugO1hPjZ2DFmHWYFD9T486IiGgoYMCmAWvhyK9jX+OHqHEcx7aaP2PlmO9p3RINcCdthdha9TLKbV3zrIdFpGHFmHWYm3K7xp0REdFQwoBNA9q9k36Bp7+8D7k1r2J2ym1IiczUuiUagM4N1hZDDO6e8FMGayIi0gQDNg1oGTGTsXDk1/F5w7v4+8mn8KOcP2vdEg0gFwrWN466Dzem34coY6zG3RER0VDFgE0D3tfG/ACFzZ/gpK0QhS3bMHP4cq1bIo0xWBMR0UDGgE0DnsUYjbsn/ASvn/gF3jv1DK5JXACLMVrrtkgDVsNpvHD8HVTYvwTAYE1ERAMTAzaFhdkjVuDzhndR2XkEW6r/hLvG/0Trlqgf7W/ajH2Nm1BuLATsDNZERDSwMWBT2Hhg0q/xm6K7kVf/d8xN/RrSoydq3RIJ5JLt2N+0GTvr3uq+3J5RseDGUfdhWeaDDNZERDRgMWBT2EiJGoOlo+7HJ7Wv4c2yX+Fn094WcidO0larp6E7WLv9dgD/vNxe2xFgSfoyWIy9v5MjERFRf2PAprBya8a3UdS8HbWOE9jV8HcsTr9X65ZIJXWOMuysfxv7mzZ1PzYxfgZuHHUfcpIWAwB2YIdW7REREfUaAzaFFbPBggeynsSzR76FTZXP49rkJUiMSNG6LeqD7vnVX10RBOi6pfmN6fdhVEyWhp0RERFdGQZsCjsTE2ZgTsptONC0BX8r+w98P/tPWrdEIQqOVhdb87qngVgMMZibejtuTL8PSZaRGndIRER05RiwKSzdOe5fUdK6B8c79uNL6w5MT75J65boMi500iIApEdP6p4GwhMXiYhoMGDAprAUY0rA3RN+itdP/AL/KH8akxOvh8UQpXVbdAHFrbuwv3ETilvzuh/jaDUREQ1mDNgUtmaPWIH9jVtwomM/3q/4Le6b9EutW6Kv1DnKsL9pMw5b83qMVmcnLcLc1Nu7T1okIiIajBiwKaz9S9av8B8FdyC/cSNmjFiGqxLmaN1Sv/F4PHjnnXeQn58Pl8uFtLQ0fO9738PYsWM16ae4dRcKfFvwQUUJbHJT9+PDItK6p4BwtJqIiIYCBmwKa8Mi0vC1sY/h/dO/wxsnfoknZn0ICW6t2xJOlmU8+eSTaGpqwtq1a5GamoqqqiokJCT0ax/FrbtQbM3rcbIi0LVfcpIXY27K7bwSCBERDTkM2BT2Fqffi72NH6HBVYEf518PRAPb9/0GE+Nn4u7xPxmUAW/btm0oLy/H//7v/2LMmDEAgKlTpwpfr0u240gwVJ81pxroOlkxzjMKC0ffheyMucJ7ISIiGqgYsCns6XUG+BU/gvd0tBhi4PE7UG4rxLPFj+A3c7YOuqtT5OfnY8qUKd3hWhSXbEe5rQjlHYU42VGIOmdZj9+nR0/qnlOdZBmJgoICpERkCu2JiIhooGPAprB30laIZncVAODn09/BqJgstHoa8Gzxt9DmPYPi1jzMTbld2yZV1tDQgClTpuCll17CoUOH4HQ6ce211+Jb3/pWn6aJXC5QA10nKk5KmMk51URERBehUxRFCf5QVFTU6wU7OjpgMpkQHR0tpLHm5mYkJCTAbDYLqd/Q0IC0tDTodLrLPzlEPp8P7e3tGDFihOq1AcDlcsHj8WDYsGFC6ttsNhgMBsTExAipb7VaERsbi4iICFXqnZTzscf7GrKTFmHdlGe7H99Q8b/Iq38bGcZpmGteixhdUp/X5ff70dLSgtTU1D7XuhC32w2Xy4WkpH/2+o9//AOVlZXdP3/3u9/Fyy+/DL/fj3nz5mHSpElobW3Fp59+iuHDh+Peey9++/jt27cDAG6++WYAgENpRWugFmfkEzjjL0ObUnveMqn6SUg1ZGGk8Sqk6S893aa1tRXR0dGwWCwh/bt7q7GxEcOHD4fBYFC9diAQQFNTE9LS0lSvDQBerxd2ux3JyclC6jscDvj9fsTHxwup39bWBovFgqgoMZfDbGpqQlJSEoxG9cd9FEXBmTNnMHKkmA+EkiTBZrNh+PDhQuo7nU74fL6QPjzPmDFDSC9E1Ds9jmShhAZJkhAdHd0jCKipo6MDycnJwg7mwYAtgsfjgd1uFxbC2tra0NnZKay+LMswm83CPiB0dnYiKSlJtQBvc44EGoE2z5kej7vlrpPuquVDqJEPIUIXjZSIcRgTlY2UiHFIMY9FvDG0f6MkSWhvbxe27W02GxRF6VH/3nvvhdv9zxM3R44cCZ1Oh5kzZ+LrX/969+ORkZF499134fV6kZl5/jSNJu9puFKqIUW1Y4f/BJq8p+FVnOc9L8NyDTIip2JMVDYyLaHN63Y6nUhMTBQW8lpaWjBixAiYTCbVa8uyLPTDk91uhyRJwuo3NTVBlmWhH/4SEhKQmJgopH5bWxuSk5OFfDhTFAWNjY3Cto3T6YTL5RJW32q1Cq1PROrrEbDT09N7vaDVakVCQkJIy4SioqICw4cPF3ZVhEOHDnUHFbXZ7XbU1tYK2zaKosDn8wmr39HRgcjISGH1q6urkZycrNqHM4tnHra0xKDOWYb3Kp5BTvJi1DrKUGzdBQC4OuE6NLur0eY9gxrPUdR4jnYvG2mIxaiYLCRZRiLJMhKjYrIQZYzFxPgLj/643W5UVFQI2zYGgwFOp7NH/Quty2g0Iikpqcfv5s2bh3fffRdnbNUYHhOBkx2FaPU0oM5R9s+pHhO7/uPwdP3XYojB6JgsTEyYiUkJMzEpfmaf+q+vr0dSUhJSUlL6VOdijh07htTUVCEhTJIkHD9+XNi+tVqtaG9vF1bf4/HA6/UKq9/Y2IjExERh9U+ePImUlBQh35wFAgEUFxcL6729vR1NTU3C6suyDJ1OJ6w+EamPc7Ap7CVZRuLuCT/FX8uewM76t7Cz/q3u3901/ie4Mf0+AOgKm84y1DrKUN5RiFpHGdx+O8pthSi3nV/3QuHb4DfDqj+NVk+DZvOPy21FiI6LRGltEbZW+3GyoxAAcOzUEQAZ2Fr/Aj4rPn9kOj16ElprHDA5E/DwyscxKjpr0J38SURENBAwYNOgMDfldoyOzsKW6pdQ31yNkcMzMC/taz3uGBgMyjlJi4GvZlC0ehrQ6u0a5XXJdpR/FVbLbUUXD99GYHfBn7p/DAbxoNExWYi8wuBqtTWi2nscXxT/c/m6rz4InM05IhmtJ+Kw+cQr0EcGAAC+ugQoUJCeMRLD4uO6PxyMisnqHplev309APR5pJqIiIgujgGbBo1RMVlYN+VZ5NbkYmnW0l7N0w2G7u7AedbUZZdsR52zrCuEfzXVwinZYLPZEIh0o83bNec7GMSDzv7/V6rxAiPqQRPjZ8C7OICjFW5gWw5uvH0BfG7g48KdmH/9DPxo2Y/6vH4iIiK6cgzYRBcRZYztCt5nna/ndruRn5+PpXOWdj8WDOJBwSkbV8LhcCDamYasrH+OiCdFjLzgdJS6cXV4/fXX8cGrn8JkMmH+/Pl48MEHr3jdREREpA4GbKI+6g7iX+nL9IvGxkbUump7VWPUqFH4xS9+ccXrIiIiIjH0WjdARERERDSYMGATEREREamIAZuIiIiISEUM2EREREREKmLAJiIiIiJSEQM2EREREZGKGLCJiIiIiFTEgE1EREREpCIGbCIiIiIiFTFgExERERGpiAGbiIiIiEhFDNhERERERCpiwCYiIiIiUhEDNhERERGRihiwiYiIiIhUxIBNRERERKQinaIoSvCHvLy8Xi/o9Xqh1+thMpmENOZyuRAREQGDwSCkvsPhQExMjJDagUAAHo8HUVFRQur7fD74/X5YLBYh9UXvW7fbDbPZLHTfRkdHQ6fTqV47EAjA7XYjOjpa9doAIMsyZFkWtm/37dsHAJg7d66Q+m63GyaTCUajUUh9p9OJqKgoIftWURS4XC5h+9bv90OSJERGRgqpL0kSFEVBRESEkPoejwdGo1HYvnW5XLBYLNDrxYz7iDzm+/1+eL1eocf8QCAQ0r5dvHixkF6IqHd6HClnzZrV6wXLysoQFxeHtLQ01ZsCgMLCQmRlZSE2NlZI/V27dmHmzJlC3qidTidKS0tD2p6haGpqQmtrKyZPniyk/qlTpxAREYHRo0cLqX/o0CGMHTsWCQkJQurv2bMH06dPFxIEvF4vvvzyS2H71mq14syZM5g6daqQ+sGALar/o0ePYuTIkUhKShJSf+/evcjJyRESIn0+H/bv3y9s27S3t6O6uhrXXnutkPq1tbWQJAnjx48XUr+0tBTJyclISUkRUv/AgQOYOnWqkJAaCASwZ88eYfu2s7MT5eXlmDFjhpD6DQ0NsNvtyMrKElKfiNTXI4GE8uneaDQiIiJC2IiAXq9HZGSksPpA179X1EiYXq8X1ntHRweMRqOw+iaTSei+NRgMwvdtdHS0kBF4g8EAnU4nrHeHwyF03waJ3LcWi0VYfZ1Oh+joaCEj/JIkCd23Ho8HBoNBWH2z2QxFUYTVNxqNQvetXq9HVFSUkPqBQACAuL97n88n9JgfEREBj8cj/LhAROrhHGwiIiIiIhUxYBMRERERqYgBm4iIiIhIRQzYREREREQqYsAmIiIiIlIRAzYRERERkYoYsImIiIiIVMSATURERESkIgZsIiIiIiIVMWATEREREamIAZuIiIiISEUM2EREREREKmLAJiIiIiJSEQM2EREREZGKGLCJiIiIiFRk1LoBIgqdoijYunUrPvnkE7S2tiI5ORk333wzbr31Vq1bIyIiGvIYsInCUG5uLt544w2sXLkS06ZNQ2FhIV577TUAYMgmIiLSGAM2URjKz8/HhAkT8MADDwAApk6dipMnT2LPnj0M2ERERBrjHGyiMCRJEqKjo3s8FhsbC6/Xq1FHREREFMSATRSGlixZgqNHj2L//v3wer0oKChAcXExli1bpnVrREREQ16PKSKBQKDXCyqKAkVRQlomVIFAQHh9nU4npO7Z/1Wb6G3fH/s2XP92tNi369evR3FxcffPL774IpYtW4aWlhb89re/7X581apVWLZsWa964769cN2z/6s2RVGE1w/340K47tuBeMzX6zl+RqQlnRI86gPYunVrrxcMLiYioAJdByqRB4hwri962/fHvtXpdPzbuYALbXubzQafz9f9c2JiIiorK7F3715cc801SE1NxZkzZ1BaWorrr78e48ePv2j9YFDPyckR0j/37cUFQxKPCxcWzvtWdP0r2fYrVqwQ0gsR9U6PEexQXpDFxcVITExERkaG6k0BwO7du5GdnY2EhAQh9bds2YJbb71VyJuF3W5HUVERFi1apHptAKirq0NzczOmT58upH5paSkiIyMxbtw4IfX37t2LrKwsJCUlCamfm5uLpUuXwmQyqV7b7XYjPz8fS5cuVb02ADQ2NqK2thazZs266HO8Xi++/e1vY8mSJfj2t7/d/fgrr7yC/Px8rFu3Dmaz+YLLBgO2qDffgoICZGZmIiUlRUj9HTt2YMGCBbBYLKrXliQJO3fuxPLly1WvDQBWqxXl5eWYO3eukPoVFRXwer2YPHmykPpFRUVITU1Fenq6kPp5eXmYNWsWYmJiVK8dCASQm5sr7O++vb0dJSUlWLBggZD61dXVsNlsyM7OFlKfiNTH75CIwkxTUxNcLhcmTJjQ4/GsrCy4XC40NTVp1BkREREBDNhEYScuLg4AUFNT0+Px6urqHr8nIiIibfA62ERhJiEhAXPmzMH27duRkJCASZMmoby8HLm5ubjuuusQHx+vdYtERERDGgM2URj6/ve/jw8//BCfffYZNmzYgGHDhmHVqlW44447tG6NiIhoyGPAJgpDERERWLNmDdasWaN1K0RERHQOzsEmIiIiIlIRAzYRERERkYoYsImIiIiIVMSATURERESkIgZsIiIiIiIVMWATEREREamIAZuIiIiISEUM2EREREREKmLAJiIiIiJSEQM2EREREZGKGLCJiIiIiFTEgE1EREREpCIGbCIiIiIiFTFgExERERGpiAGbiIiIiEhFDNhERERERCoynv1De3t7rxf0er1wuVwhLRMKv98Pu90ORVGE1Ae6/r06nU71ui6XC36/X9i2cTqdkCRJWH2PxwMgtL+HUMiyDLvdDr1ezOc7RVHQ0dEBo9F4+SeHyOv1IhAICNs2DocDPp9PWP0gUfV9Ph8cDgfMZrOQ+oFAADabDW63W/XasixDUZSw3bdut1vocUGSJDidTqHH/M7OTvh8PtVrK4oidN/a7XbIsiysvsvlgtfrDal+YmKikF6IqHd0ylkJds+ePb1e0OVywWAwICIiQkhjnZ2diIqKEhKSgK6AIeoA5Pf74XQ6ERcXJ6S+JEnw+XyIjo4WUt/tdkOn08FisQipb7fbERkZKWzfdnR0ID4+XsiHp0AgALvdjvj4eNVrA10B1ev1IiYmRkj94Gt8wYIFQuo7HA5ERETAZDIJqW+z2RAbGyvkw1kgEEBnZycSEhJUrw2I37cejweKoiAyMlJIfafTCZPJJOzDU2dnJ6Kjo2EwGFSvrSgKbDabsH0ryzLcbjdiY2OF1Pd6vfD7/YiKiur1MqJe40TUOz0STigvyOLiYiQmJiIjI0P1pgBg9+7dyM7OFnZA3LJlC+bPny8khNntdhQVFQk7wNXV1aG5uRnTp08XUr+0tBSRkZEYN26ckPp79+5FVlYWkpKShNTPzc3F3LlzhYQ8t9uN/Px8Yfu2sbERtbW1mDVrlpD6ogN2QUEBMjMzkZKSIqT+jh07MGfOHCEf/iRJws6dO4VtG6vVivLycsydO1dI/YqKCni9XkyePFlI/aKiIqSmpiI9PV1I/by8PMycOVPIB5BAIIDc3Fxh+7a9vR0lJSXC6ldXV8NmsyE7O1tIfSJSH+dgExERERGpiAGbiIiIiEhFDNhERERERCpiwCYiIiIiUhEDNhERERGRihiwiYiIiIhUxIBNRERERKQiBmwiIiIiIhUxYBMRERERqYgBm4iIiIhIRQzYREREREQqYsAmIiIiIlIRAzYRERERkYoYsImIiIiIVMSATURERESkIgZsIiIiIiIVGbVugIh68vl8KC4uRklJCUpKSrBq1SrMnj37vOd9/vnn2LhxI5qbmzF8+HCsXr0aixYt6v+GiYiIqAcGbKIB5osvvsDBgwe7f/b7/ec958CBA3j++eexYsUKTJs2DYcOHcILL7wAs9mMefPm9We7REREdA4GbKIBZt68eXjkkUdQVVWF9evXX/A5GzduxDXXXIOHHnoIAJCTk4Oamhp88MEHDNhEREQa4xxsogEmIiICiYmJiI6OvuDvJUlCZWUlJk+e3OPxyZMno6qqCl6vtz/aJCIiootgwCYKM06nE4qiICYmpsfjsbGxAACHw6FFW0RERPSVHlNEqqure72gw+FAIBCAoiiqNwV0jdI1NjbCZrMJqQ8ANTU1Qup6vV74fL6QtmcoOjo64HK5hNW32+3weDzC6nu9XjQ1NQkLgoqioLa2FgaDQfXaPp8Pfr9ftW3z5z//GWVlZd0//+hHP+qu39jYCABoaWnpsb6Ojg4AQFtbW4/H29vbAXT9XZeVlWHXrl0XXe+Fpp5ERUVh1apVffnnwO12o6WlBR6Pp091Lsbv96O+vh5Go/qz2/x+PwKBgLC/e4fDIfR11d7eDlmWhdV3uVywWq2QZVlIfVmW0dDQgIiICNVrB9+nRG4bSZKE1W9ra4Pb7Q6pfmZmppBeiKh3erxLhRJmJUmCTqcTFoD9fj/sdjskSRJSX1EUdHR0QKfTqV5bkiT4/X5h28bpdMLr9Qqr7/F4IMuysPo+nw8Oh0PYG3UgEEBnZyf0evW/oJFlWdV9u2TJEsyfP7/HY5IkwWazdX8AcblcPdZnt9sBdIXZsx93u90AgM7OThw/fjzkXhRF6fO/K7hvA4FAn+pcTCAQgM1mExaw1dgGFyP6deXxeIQedyRJgsvlEnLMBLpeW8EP92pTFKX7b0cEr9crdN8GA7zIASciUlePd6ns7OxeL1hcXIzExERkZGSo3hTQNUo3ceJEJCQkCKlfU1OD7OxsIW8WdrsdDocjpO0Zirq6OjQ3NwurX1paisjISIwbN05IfYfDgfHjxyMpKUlI/fr6ekyZMgUmk0n12m63G21tbcK2fWNjI2pra5GdnQ2LxQKgayTq7PUFR6rT09N7PH7mzBkAwDXXXIO4uDjk5uZCUZTL/o0Hn7N48eI+/7sKCgqQmZmJlJSUPtW5mKamJkyePLl726hJkiQ0NTUJ27dWqxXl5eXC6ldUVMDr9Z43N18tRUVFSE1NRXp6upD6ra2tyMrKOm/qkxoCgQDq6uqEbfv29naUlJQIq19dXQ2bzSasPhGpj3OwicJMdHQ0dDrdeVNsgj9HR0fj2muvRWxsLHQ63WWncel0OsTGxiInJ0dYz0REREMJAzZRmDGbzRgzZgyOHTvW4/Hjx48jIyMDFosFOp3uvKknFxIM3wsWLBD21T8REdFQw4BNFIZWrVqFkpISvPnmmygpKcFbb72F4uLiHicp9mYUm6PXRERE6mPAJgpDc+fOxWOPPYaioiI89dRT2L9/P77zne/0GLXW6XRYsGDBRWtw9JqIiEgM3smRaICaNGkSNmzYcNHfL1y4EAsXLrxkjWuvvRZ79uzpvvLI2Th6TUREJAZHsIkGueAo9tnTRDh6TUREJA4DNtEgl5OT0z0XO4ij10REROIwYBMNchebi83RayIiIjEYsImGgOAodhBHr4mIiMRhwCYaAs4dxeboNRERkTg65XK3eSOiQeO1116DwWDAAw88oHUrREREg9b/D/MAGbqfe71FAAAAAElFTkSuQmCC"
[ "yes", "no" ]
null
1
math
grade-5
compare-decimals-using-grids
false
true
Which decimal is greater than the one shown in this diagram?
"iVBORw0KGgoAAAANSUhEUgAAAJwAAACcCAYAAACKuMJNAAACJElEQVR4nO3awUlDQRhG0fckrSQVWYggVmECFmJFNjNuzCMEXBjIHYjn7BR+yeIycfGtY4yxQORp9gfgf9ld/rCeDrM+Bw9uvH4ty3LxwomNwu76Fy/Pbzf9oY/P963iv1pPB7cPenv9kPkfjpTgSAmOlOBICY6U4EgJjpTgSAmOlOBICY6U4EgJjtR6XvyaJ3FP56WJeZLbu96aJzGV4EgJjpTgSAmOlOBICY6U4EgJjpTgSAmOlOBICY6UeRIJ8yS3ya15ElMJjpTgSAmOlOBICY6U4EgJjpTgSAmOlOBICY6U4EiZJ5EwT3Kb3JonMZXgSAmOlOBICY6U4EgJjpTgSAmOlOBICY6U4EgJjpR5EgnzJLfJrXkSUwmOlOBICY6U4EgJjpTgSAmOlOBICY6U4EgJjpTgSJknkTBPcpvcmicxleBICY6U4EgJjpTgSAmOlOBICY6U4EgJjpTgSAmOlHkSCfMkt8mteRJTCY6U4EgJjpTgSAmOlOBICY6U4EgJjpTgSAmOlOBImSeRME9ym9yaJzGV4EgJjpTgSAmOlOBICY6U4EgJjpTgSAmOlOBICY6UeRKJbWkyfizH/ViO+3Ert25/u7u89ZVKSnCkBEdKcKQER0pwpARHSnCkBEdKcKQER0pwpARHyjyJhHmS2+TWPImpBEdKcKQER0pwpARHSnCkBEdKcKQER0pwpARHylqExHkt4oUjtb1wUPDCkfoG7XricjuNTuoAAAAASUVORK5CYII="
[ "0.07", "0.1", "0.05", "0.0" ]
null
1
math
pre-k
represent-numbers-up-to-10
true
false
Which group has 5 hearts?
null
null
[ "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", "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" ]
1
math
grade-5
rotational-symmetry-amount-of-rotation
false
true
This image has rotational symmetry. What is the smallest fraction of a full turn you need to rotate the image for it to look the same?
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"
[ "1\n7\n of a full turn", "1\n10\n of a full turn", "1\n12\n of a full turn", "1\n8\n of a full turn" ]
null
1
math
grade-3
fractions-of-a-group-unit-fractions
false
true
What fraction of the shapes are triangles?
"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"
[ "1/4", "1/2", "1/6", "1/8" ]
null
0
science
grade-3
use-climate-data-to-make-predictions
false
true
Select the statement that is true about Sydney's average monthly precipitation. Use the graph to answer the question below.
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sqNFomD59OtOnT0elUmEwGK555W0ymaisrARgwYIFTJkyBS8vL+UgMV9Vmm9lKCwsxGAwACgDJcxuphxwuR/l4sWLwOWmMnPz3HAjLc3Mg2L6+/uVmL6+vuh0OiXJm0fUFhYWKrWTTz/9lG9+85v88Y9/vOb2AU6dOgVcvsgxN8ONVC5zmQDq6uqU+wlXrFjBpEmTlBqxebvwz77fa917OGHCBKUWfmWfl3l/iY6OvmVGHubk5PDXv/6VjRs3WvRr9vf3KwOrgoKClOXp6eloNBqOHj1KdXU1iYmJyn6jUqmUZvor+++v3g+v18SJE4HL+1p8fDzTp08nKiqKvr4+XFxclJqos7MzKSkptLe3K32Z5tpbQUEBO3fuVPpBrzYwMKDsLy+//LLFcW6uzV7ZFGu+ALuyf998UW3W3NzMzp07OXr0KCEhIcydO5cXX3xRaaq+sqUJGFJTvNr1ngNGcr37+J1AapYOZD6xxcfHD7mlYubMmWzdunVIU6yPj48yAjMuLg5fX1/lPStWrODNN9/kww8/pLa2lv7+fs6cOYOXl9c1ZwRSqVSEhYXR0NDArl27qKio4LPPPlOamw4cOICvry/z5s3j4MGD1NfX89Of/pTg4GCrHf+ftxxwuQb5hz/8galTp1JWVobBYCAgIIDp06df831Llizh+PHj5OXl8bvf/Q5fX19ycnIYGBjgxRdfJDIyknvuuYcjR45QW1vLz3/+c4KDgzl9+jQqlYr777//mtuHy4N5Ll26REtLC7W1tWg0GhYsWDDs+uaRiPv376e1tZVFixYptaK//OUveHt7c/bsWUJCQpRbWlauXKnUCMrKyvjzn//M3Llzh2zb3d2dBx98kPfff5/33nuPkpIStFotRUVFaDQaVq9ePeLncZQlS5aQk5NDU1MTP/rRjwgKCsLZ2ZmWlhYGBwdxcXHhnnvuUdb39vZm+vTpSoIwD+wxmz9/Pps2beLQoUN0dXXR29trUTO9EdOnTycyMpLa2lp++tOfMnHiRIqKimhpaWH58uUW97bOnz+fAwcOcPHiRaKiopSLxzNnznDixAnS0tKs7qcFBQUMDg7i4eGhDL4xGz9+PAEBAbS1tSlNsQkJCZw+fZqcnBzefvtt+vr6aG1ttXifm5sbe/bsQafTUV5ejp+fHw0NDTQ1NREcHKzcwnX1PvjQQw9Z/R6u9xwwktDQ0Ovax292xqZbgdQsHeTKIePWBicEBwcrtRZzUlWpVMqgAPhnE6zZzJkzef755wkPDyc7O5uioiKmTZvGN77xDeWgGc6XvvQlxo0bx6VLl8jNzWXNmjU88cQTBAQEUFlZSX19PWPHjmXt2rUEBARQX19PR0cHzz33nLIN86CfmymHj48Pjz/+OOXl5bS3tzN+/Hi+/vWvjzg7SHBwMN/4xjeIj4+nvLyckydPEhISwosvvqg0/Xl5efGNb3yDadOmUVdXR0FBAePHj+fll19WRiBfy7PPPktLSwtVVVUEBQWxbt26a870s2zZMsLDw+nr66OkpARvb2+efvppAgMDyc/Pp7a2lhdffJEHHngANzc38vPz6enpYebMmUyZMgW1Wk1RUdGwNczFixfz9NNPExYWRk5ODufPnyc+Pp5XXnllyEl5NHl7e/PNb36T5cuXEx4ejlarpampCW9vb1JSUvjud7+rnNzNzEnH29vbYiAPQEZGBkuWLMHd3Z3i4mK8vb156qmnAG64j0yj0fDVr36VtLQ0Ojo6OHLkCCaTiTVr1rBq1SqLdSMiIggICACsD+wZrknWXPOfMWOG1f3YPADJvF5qair33nsvvr6+5OXl4enpOeTzeXt7K/t7QUEBe/fupbKyktTUVL72ta8pfdJX74PXqiFezzlgJH5+fte1j98JVPLUETEcrVZLQ0MDg4ODysCGCxcu8P/+3//DycmJX//618pBeqNGY+7T63E3z305WkwmE+vXr6esrIz7779/2NqQo507d47169fj6urK//zP/1jsC6+//jpjxoy5pWr0wr6kGVYMy3zjv/l+wKCgIKXWe++9937uRCmE2VtvvUVdXR21tbV4e3t/rqkHba2goIDDhw8rt2rde++9FolSq9Vy7ty5675lQ9wZJFmKYY0bN46vfOUr7Nq1i/LyckpKSggKCmL58uVyohA2UVlZSVtbG9HR0TzxxBO3xBM5uru7KS0txdXVlYyMjCH92/X19axcuVKZTELcHaQZVgghhBiBDPARQgghRiDJUgghhBiBJEshhBBiBJIshRBCiBFIshRCCCFGIMlSCCGEGIEkSyGEEGIEkiyFEEKIEUiyFEIIIUYgyVIIIYQYgSRLIYQQYgSSLIUQQogRSLIUQgghRiDJUgghhBiBJEshhBBiBJIshRBCiBFIshRCCCFGIMlSCCGEGIEkSyGEEGIEkiyFEEKIEUiyFEIIIUYgyVIIIYQYgSRLIYQQYgSSLIUQQogRSLIUQgghRnBXJMt33nmHd955Z7SLIYQQ4jZ1xyfLvLw86urqqKurIy8vb7SLI4QQ4jZ0RydLo9HI0aNHlb+PHj2K0WgcxRIJIYS4Hd3RybKgoICuri7l766uLgoKCkaxREIIIW5Hd2yyvLpWaSa1SyGEEDfKyRFBdDodJSUlFBYWUlhYSGZmJnPmzBl2fYPBwDe+8Q1qa2t566238PHxUV47dOgQWVlZNDU1ERwczOrVq1m4cOGQbZhrlSaTCZVKBYDJZFJqlzNmzLD1xxRCCHGHckiy3LRpE9u3b1f+NhgM11x/586dNDQ0DFmenZ3N66+/zooVK0hKSiI3N5cNGzbg4uJCenq6xbrmWqU5UV792vTp01Gr79iKtRBCCBtySLZYs2YNb775Jt/97ndHXLetrY0PP/yQ+fPnD3ktKyuLhIQE1q5dS2JiImvXrmXatGls3brVYr3c3FyLvkozc+KUvkshhBA3wiHJ0sPDA39/fzw9PUdc95133mHu3LlERkZaLNfpdFRUVBAfH2+xPD4+nsrKSgYGBpRlx44dGzFOYWHhdZZeCCHE3e6WaocsKCggLy+PRx99dMhrPT09mEwmvLy8LJZ7e3sDoNVqhyy7ltTU1JssrRBCiLuFQ/osr4der+ett94iMzMTX1/fIa8PN4LV3LR6ZT/oM888Y7HOa6+9BnBdzcBCCCHE1W6ZZLlt2zZ0Oh0rVqywWwydTme3bQshhLgzubi43BrJsrm5mQ8//JAvf/nLuLi4WF1nuJGrJpMJAI1GM2Kc/fv3f/5CCiGEuCstX7781kiWe/bsQafT8dvf/pbf/va3Fq8999xzzJ8/ny9/+cuoVCqLvkn4Z1/l9QweWr58ue0KLYQQ4q5xSyTL5cuXk5aWZrHs8OHD7Nq1ix/84AeEhobi4uJCdHQ0xcXFFuuVlJQQFRWFm5ubI4sshBDiLnJLJMugoCCCgoIslhUVFQEwbtw4ZQafzMxM1q9fz8aNG0lOTiY/P5/8/Hxefvllh5dZCCHE3eOWSJbXKy0tjZdeeomsrCx27dpFcHAw69atY968eaNdNCGEEHcwlck8QuYOJreOCCGEuBm31KQEQgghxK1IkqUQQggxAkmWQgghxAgkWQohhBAjkGQphBBCjECSpRBCCDECSZZCCCHECCRZCiGEECOQZCmEEEKMQJKlEEIIMQKHzA2r0+koKSmhsLCQwsJCMjMzmTNnzpB1PvzwQ44ePUpHRwdjxoxh1apVzJ0712K9Q4cOkZWVRVNTE8HBwaxevZqFCxc64mMIIYS4SzkkWW7atInt27crfxsMhiHrvPnmm2RnZ/Pkk08SERFBdnY2v/71r3F3dyc5ORmA7OxsXn/9dVasWEFSUhK5ubls2LABFxcX0tPTHfFR7ghHDjegN9h3SuCICA9iY33tGuN2pO8x0HC02e5x/Kf64hnpbvc4QtwtHJIs16xZw8qVK6msrFQmNb/SwMAAhw8f5pFHHlEe0Dxt2jRyc3M5ePCgkiyzsrJISEhg7dq1ACQmJlJdXc3WrVslWV6njz6q5ne/LSUgwL4n0ra2XrZ8sAh/fxe7xrndnHm1iMbDzbj62e97MQwaMRmM3H90kd1iCHG3cUiy9PDwwMPDg+Zm61fUTk5O/Pa3v8XX17Im4unpSWdnJ3C5mbaiooJHHnnEYp34+Hjef/99BgYGcHV1tc8HuIO0NPczKTaYzMypdo3z/e99gl5vtGuM21F/az/RS8YRkRpuvxht/Zz4Wbbdti/E3eiWGOCj0WgICwvD3f1ybUev13Pq1CkqKyuVWmVPTw8mkwkvLy+L93p7ewOg1WodW2ghhBB3jVvu4c+PP/44er0egEWLFrFy5UoAjEbrtRSVSgVY7wcVQgghbOGWS5Y/+clP0Ol05OXlsW/fPqqqqhg/frxNtt3e3m6T7dzO+vr6HBLHZDLR0dGBk5M0jV9pcHDQIXGMJpPs70LYiL+//62XLCdMmABAXFwcpaWlvP322/zXf/0XarX1FmOT6fKoTo1GM+K2CwsLbVfQ21R9fQ8mU4jd45hMRkpLS/HzG/l3uZt0d/cQQqjd4xgMBtnfhbCR+fPn3xrJUqfT0dDQQEhICG5ubsry0NBQTp48CVwe7KNSqYb0TZr/9vT0HDHO/PnzbVjq21PZuTLa2nvsHket1pCamkpwsNvIK99FDv/pM4fEcXZykv1dCBu6JQb4tLS08Morr3DgwAGL5TU1Nfj5+QHg4uJCdHQ0xcXFFuuUlJQQFRVlkWSFEEIIW7olapZjxowhNjaWzZs34+rqSlhYGNnZ2ZSXl/P8888r62VmZrJ+/Xo2btxIcnIy+fn55Ofn8/LLL49i6YUQQtzpbolkCfDd736XLVu2sGXLFrq6uhgzZgxf+cpXLJqS0tLSeOmll8jKymLXrl0EBwezbt065s2bN4olF0IIcadzaLKMjY1ly5YtVl/z9PRk7dq1yuw8w8nIyCAjI8MOpRNCCCGsuyX6LIUQQohbmSRLIYQQYgSSLIUQQogRSLIUQgghRiDJUgghhBiBJEshhBBiBJIshRBCiBFIshRCCCFGIMlSCCGEGIEkSyGEEGIEDpnuTqfTUVJSQmFhIYWFhWRmZjJnzhyLdfR6Pdu3b+fQoUM0NzcTEhLCgw8+yKJFiyzWO3ToEFlZWTQ1NREcHMzq1atZuHChIz6GEEKIu5RDkuWmTZvYvn278rfBYBiyzuuvv05OTg6PPvoo48aN49SpU7zxxhs4XfFcvuzsbF5//XVWrFhBUlISubm5bNiwARcXF9LT0x3xUYQQQtyFrCbL3t5eampquHTpEq2trfT392MwGHB1dcXHx4fw8HCioqIICgq6riBr1qxh5cqVVFZW8tprrw15vaWlhWPHjvHUU0/xwAMPADBt2jSKiorYs2ePkiyzsrJISEhQJltPTEykurqarVu3SrIUQghhNxbJsq+vj/Pnz5OXl0dLSwvOzs64ubnh5OSESqWir6+Pjo4OysrKcHNzY/LkySQmJhIYGHjNIB4eHnh4eNDc3DzsOqtXrx7SNBseHk5lZSVwuSm3oqKCRx55xGKd+Ph43n//fQYGBnB1db2Rzy6EEEJcFyVZtrW18dlnn3Hx4kUCAwNJTU0lICAAd3d3nJ2dUalUGAwG+vv76erqor6+nvPnz1NXV0dKSgqTJk363IUICgri8ccft1im1+spKytj6tSpAPT09GAymfDy8rJYz9vbGwCtVivJUgghhF0oybKjo4OmpiZmz57NuHHjCAgIwMnJepem0WgkJiaGS5cuUV5ezoULF24qWVqzdetWurq6yMzMVGJao1KpAOv9oEIIIYQtKNkwKCiIBQsWEBERgbOz8zXfpFar8fb2JjY2luDgYHp6emxaqNzcXLZs2cJTTz1FVFSUzbZbW1trs23drjo7O3HEuC6TyURdXR0DAy52j3U76e/rc0gco9Eo+7sQNhIZGfnPs6aPjw/e3t6oVCqMRiMtLS2cP3+erq4u9Hr9kDeHhYUxa9YsAgMDCQgIsFmhqqur+dWvfsWCBQt48MEHleVqtfVbQk0mEwAajWbEbTc1NdmmkLex7u5uwM/ucUwmEy0tLRgMDhlwfdsY0OkcEsdoNMn+LoSNWCRL+GeTZlNTEwcOHKC+vh4vLy9l+ZWu7B+09vrn0d7ezmuvvcaECRP48pe/bPGap6cnKpUKrVZrsdz8t6en54jbT05Otkk5b2e5Z8poaLRtS4A1arWa6dOnExzsZvdYtxOt72cOiePkpJH9XQgbsnrZ39raSnNzMwsWLCAgIMBqrc7Dw8OmBenv7+d//ud/cHd35z/+4z+G9Je6uLgQHR1NcXGxxfKSkhKioqJwc5OTshBCCPsYto3M19eXhIQEhyQho9HIb37zG6qrq3n55ZdpaGiweD08PBwPDw8yMzNZv349GzduJDk5mfz8fPLz83n55ZftXkYhhBB3L6vJMiAggMDAQM6ePUt8fDzu7u7D9hnaglar5fTp0wD88pe/HPL6t7/9bWbOnElaWhovvfQSWVlZ7Nq1i+DgYNatW8e8efPsVjYhhBDCarL08vLCzc2N/fv3c+rUKVxdXYf0S44bN44lS5bcULDY2Fi2bNkyZLmPj4/V5dZkZGSQkZFxQ3GFEEKIm2E1Wba1tXHu3DmcnJzw9PS0er/lSLeXCCGEEHcKq8nSfLvIypUr8fPzG3E0rBBCCHEns5osNRoNAQEBREZG2nzUqxBCCHG7sZosg4KCCA4O5tixY0ycOBEvL68hA3xcXFzw8fFxSCGFEEKI0TRsM+yZM2fQarXk5uZaHeAzceJEVqxY4ZBCCiGEEKNp2NGwycnJ15yZJzQ01G6FEkIIIW4lwzbDzp8//5r3Vtrzvss7XW/9RYz6QbvGcPL0wS0g3K4xhBDibmE1WarVanp6eq5rInVxY1ryD5L//55CpTLZNY6Tuzdz/mc/boFj7BpHCCHuBlaT5Y1OpC6uX0/9BQIjo5mx5CG7xtn/3u/Q93aBJEshhLhpt8xE6kIIIcStyiETqet0OkpKSigsLKSwsJDMzEzmzJlzw+sAHDp0iKysLJqamggODmb16tUsXLjwpssohBBCDMchE6lv2rSJ7du3K38bDIbPtU52djavv/46K1asICkpidzcXDZs2ICLiwvp6emfu3xCCCHEtThkIvU1a9awcuVKKisree211z73OllZWSQkJLB27VoAEhMTqa6uZuvWrZIshRBC2I3V6uLVE6m7ubnh6upq8d+NTKTu4eGBv78/np6en3sdnU5HRUUF8fHxFsvj4+OprKxkYGDgussjhBBC3IjbZiL1np4eTCYTXl5eFsu9vb2By8/ElBG6Qggh7OG2mUjdaDRaXW5O5Nb6OIUQQghbuKsmUi8rKxvtItDR2IjzMInfloxGI5WVlbj0Wf5uzc3NgP0vgEwmIxcuXKC9XZ57eqUerRZ/Auwex2Aw3BL7uxB3gtjY2NtnIvXhRuOaTJdnwtFoNCNuw7zuaHJkGUwm05B4l/92TBmsxb/bOfLbkO9eCNu5bSZS9/T0RKVSodVqLZab/77W4CGzyZMn26VsN6KqIoz2EvvPq6tWqxk/fjxeYy0/c0iIiuqaHrvHV6nUxMTEEBx88/fp3kkavTodEkej0dwS+7sQdwolWfb399Pb20tAQMANTaR+5fvsycXFhejoaIqLiy2Wl5SUEBUVZZPJE4QQQghrlGxYV1fHxx9/rPRzeHp64u7uPux/zs7ONDc3c/jwYbKzsx1S2MzMTAoLC9m4cSOFhYX89a9/JT8/n8zMTIfEF0IIcXdSapY+Pj54eXmxb98+zp49S2xsLBEREfj5+VnUMPv6+qirq6OyspKKigqcnJwc9vSRtLQ0XnrpJbKysti1axfBwcGsW7eOefPmOSS+EEKIu5OSLAMCApg7dy6lpaWUl5fz6aefKpMSuLq6olar0el09Pb20t/fj5ubG1FRUcTHxxMREXFdwWJjY9myZctNrZORkUFGRsZ1fjxxK6ppO2f3GD7ugfi6B9k9jhDi7qAkS7VaTWBgILNmzWLcuHHU19fT1NREe3s7Op1OWSckJITQ0FBCQ0MJCQnBx8fnmgOBhLjSwdL3+d2BF3F1drdrHE9XP37/5Bmc1HLrihDi5g0ZDevq6kpkZCTh4eH09fXR29urPPxZrVbj5uaGp6fnDU13J4RZVWsRiXHzSE+y721H69/5d4xGA0iyFELYwLCP6NJoNHh5eQ2ZXk4IIYS429j/hj8hhBDiNifJUgghhBiBJEshhBBiBMP2WZpMJvR6PX19fQwODg553cXFRXk8lhBCCHEns5os+/v7KS0tJT8/H61Wa/XxWBMmTHDoROpCCCHEaLGaLBsbG/nss89QqVRERUXh5DR0tbCwMLsXTgghhLgVDPuIrsHBQVauXIm/v7/Vx19ZS6BCCCHEnchqxlOr1Xh7exMSEmKTp3nodDpKSkooLCyksLCQzMxM5syZM2S9Q4cOkZWVRVNTE8HBwaxevZqFCxfe8DpCCCGELVlNlsHBwYSGhpKXl0dCQoLyLMnPa9OmTWzfvl3522AwDFknOzub119/nRUrVpCUlERubi4bNmzAxcWF9PT0615nJG3dev7lt+dp7xlaBluKCnZlw5fH4+U+8kOphRBC3NqsJsve3l7OnTtHZ2cnZ86cwc3NbUiyjI6OZtGiRdcVZM2aNaxcuZLKykpee+01q+tkZWWRkJDA2rVrAUhMTKS6upqtW7cqifB61hnJgYIOSuoHmTvbvn2uew/XUljVS2qcjBgWQojbndVkqdFoCAwMxM/PD5PJBDAkWd5ITdPDwwMPDw+am5utvq7T6aioqOCRRx6xWB4fH8/777/PwMAAKpVqxHVcXV2vqzxeHk5MHu973eX/PI6crLPr9oUQQjjOsM2wS5cuveYbrzcxXY+enh5MJtOQeWjN93FqtVrUavWI69iyTEIIIYSZ1WTp5uaGRqOhoaGByspKurq6MJlMeHh4EBERQVRUFO7utnvEkrX7OOGftVdrfZw3so4QQghxM6wmy76+PgoLCzl+/DiDg4NKjU2v15OXl0dsbCzz58/H19e+TZm2lpOTw4ULegwGT7vHMhgMlJaW4txjOaNgT1UVXgbrFwe2ZDQYKCoqwqmpx2J5bW0n4Gf/+EYj+fn5+Ptb7mJ19XUQaPfwmEwmzpw5g7Pm1mpt6OzowD8swO5x9Ho9OTk5do8jxN1g5syZ1pNlc3Mz+fn5BAYGMn36dNzd3VGpVOh0Ompqarh48SJnz55l3rx5NimIWm19ilpzf6lGo7mudUYSFhaGf10PavXQ6ftsTaVSExjoR1iY5cm62ccHkwMelq1SqQgKCsLtqskjvL2NNDQ6Jn5ISAiBgS4Wy72avWinxSHxQ0NDcXG6+VufbKnVrWfklWxArVbLxCFC2JDVZNnZ2Ulvby9Lly5l3LhxFoN5wsPDlQE5tkqW5ltTtFqtxXLz356enqjV6hHXGUlERAQBlS2oVNYHGtmSWq0iODiYiAjL0bB6f3/a1Q5IVmo1oaGheEVEWCz39e0B7H/CVqlUhIeHExxsmax8Kn1o19k9PHD59746WX5Sdo5nt27BWWO/ZwiYTCYWT5zEn1d/YchrF9wu2S3uldRqNRFX/fZCiM/ParI0Go3KxARXj3p1d3fHy8uLxsZGmxXCxcWF6OhoiouLLZaXlJQQFRWlTIxwPesIcS1bigqIiYkmIWa83WIM6vX85aM9VpOlEOL2NOwAH5PJREFBASkpKXh4eACX+0Fqa2upqKggIMC2/S6ZmZmsX7+ejRs3kpycTH5+Pvn5+bz88ss3tI4Q16JSqfBwc8Pfx373v+oG9WD/xgMhhANZTZahoaFMmDCBEydOUF5ejpeXFyqVioGBAdrb2/Hy8mLGjBk2LUhaWhovvfQSWVlZ7Nq1i+DgYNatW2fR1Hs96wghhBC2ZjVZent7k5KSgre3N9XV1XR1daFSqXBxcWHy5MlMnjyZsWPH3nCw2NhYtmzZMuzrGRkZZGRkXHMb17OOEEIIYUvXnMEnNTWVuLg4BgYGMJlMODs74+3tfdNzxQohhBC3EyVZNjU1UVlZSUxMDHq9noKCgmu+MSQkhOnTp9u9gEIIIcRoU5KlVqulsrKSsLAw9Ho9ZWVl13yjXq+XZCmEEOKuoCTLkJAQUlJSCAoKYnBwkPnz5+Pi4jKkudVoNNLf32/T6e6EEEKIW5mSLL28vJRJyi9evEhtbS1Lly7F2dnZ4g06nY7i4mIqKiqYPHmyY0srhBBCjAKLAT5tbW2UlZVRVVVFeXk5np6euLhYTlfW29tLaWmpTAIghBDirmGRLHU6HXV1dVy6dImOjg5Onz49ZE5Wk8mEq6sr8fHxDi2oEEIIMVoskqWfnx9z5szBz88Pd3d30tLScHKyvLtEpVLh4eFBSEiIQwsqhBBCjBaLTOjm5kZkZCS+vr7ExMQQEREx5GkeBoOByspKcnNzZeYcIYQQd4VhZ/ABOHv2LC0tLQwO/vORVgMDA9TW1uLj4yPJUgghxF1h2Ed0nTx5kpKSEvR6PVqtFn9/f3p6eujv7ycqKsrm91gajUY2b97Mvn376OnpYdy4cTz22GMkJiZarHfo0CGysrJoamoiODiY1atXs3DhQpuWRQghhLiS1WRpns1n2rRpDA4OUlxczKJFi5Qm2L6+Pps/WPbPf/4ze/fu5fHHHycqKoq9e/fy2muv8cMf/pApU6YAkJ2dzeuvv86KFStISkoiNzeXDRs24OLiQnp6uk3LI4QQQphZTZZ9fX3o9XoSExOpr6+nurqa8ePH4+HhQVhYGLm5uZSWltosYba1tbF3714eeOABVq1aBUBiYiL/9m//xtatW5VkmZWVRUJCAmvXrlXWqa6uZuvWrZIshRBC2I3Vx8Wr1WpUKhWDg4NoNBpUKhWdnZ1oNBoCAgLw9vamqqrKZoW4ePEiRqPR4rFfGo2GadOmce7cOeDybS0VFRVDblmJj4+nsrKSgYEBm5VHCCGEuJLVZOnp6YlarebkyZOoVCrUajWHDh2isLCQwsJCzp8/P+SWkpthniXo6pG3vr6+9Pb2YjQa6enpwWQyKbMMmZkHI2m1WpuVRwghhLjSsA9/Tk5OpqWlhcDAQOLi4jh69CiVlZVoNBr8/f2ZPXu2zQoREREBQHFxsUXNsbOzE7g8EYLRaLT6XvPctQaDwWblEUIIIa5kNVm6u7szbdo0enp68PPzY/r06fj7+9PV1YVarSYoKEhJcLYQFBTEggUL2Lp1K15eXkRFRXHmzBmOHDlisxgAhw8fpvgcGAz+Nt2uNXq9ntzcXHRNlssHysoIcEBiN+j1nDp1Ck2FZQEuXuzFZLL/hBJGo4ETJ07g52fZWlBVWwXhdg+PyWTiyJEjOGtcLZY3NDZCZKj94xtNHD58eMjyttYe/MMC7B5/UK+3Gl8IceMWLFhgPVnW1dVRUVFBamoqTk5OeHt7K4NsdDodFy5c4LPPPmP+/Pk2K8zzzz+Pm5sbmzdvpr+/n1mzZrF48WL27duHWq0eMu2emclkAoY24Vozffp0Kvs7UZf12Kzcw9FoNMTExDB9kofF8vqWfAZqRy6rLeJPnjwZj4hYi+UF+VW0tVuvpduSWq0mPj6eoCDLZFUyGEojnXaPr1KpmDZtGi5OlnMY+zfU0mz36JfjW7u96oxPkQOiX/795RF6QtiORbLs7e2lubmZ8vJyioqKCA0NHTKRularJS8vj/7+fpsmSzc3N55//nmef/55Zdn69evx9fVFpVLh6emJSqUa0jdp/tvT03PEGH5+fnh66lGpem1W7uGoVCq8vb3x8/O2WN7p4cGAapg32bYA+Pj44OXnZ7HY3b0JsP/FAqjw9fXFz88yWbm5uYHOAeG5/HtfnSxdr9qf7UZ1Of7VnK56io+9qFUqq/GFEJ/PkKeOHD58mNraWpqbm9m6deuQGp1er8dkMpGUlGTXgvX29pKfn8+sWbMAcHFxITo6muLiYov1SkpKiIqKkqegCCGEsJshE6nPnDkTT09P9Ho9s2fPHvI8S5VKhZeXF5GRkTYtSFtbG9nZ2URHR6PVasnKygLgkUceUdbJzMxk/fr1bNy4keTkZPLz88nPz+fll1+2aVmEEEKIK1kkSy8vL+Lj4wkLC2PKlClMnDhxSM3SfA+meRSqrWi1Wg4ePEhtbS0qlYr4+Hh+/OMfW0x8kJaWxksvvURWVha7du0iODiYdevWyRy1Qggh7EpJljU1NRQUFJCcnIxer+f06dPk5OQM+8axY8eSkZFhs4JERUXxs5/9bMT1MjIybBpXCCGEGImSLI1GI0ajUbmncbj7Gq9cXwghhLgbKMkyNDSUtLQ0fHx8MBqN3HPPPdd8owyoEUKI20tHh462NvtPDRod7YVa7Yhh/46jJEs3NzeLBBgQEEBdXR21tbVotVqMRiPu7u6EhIQQFRWFj4/PqBRYCCHE5/P0F4/Q0TGIjYecWOjv0/OVl+N58qkJ9gsyCqxOStDd3U1OTg65ubmYTCZlROzg4CB6vZ7o6Gjmz59PeLgDpmIRQghhE+XlHaz/1QNoNPbLlvv3X+TixW67bX+0WE2WjY2NFBcXM2HCBCZOnIir6+VZWAYHB6mrq6O0tJS8vDxJlkIIIe4KVpNlb28vKpWKjIyMIbOAREZG0t/fT319vSPKJ4QQQow6qxOuOjs74+XlZfUxXGq1Gk9PzyGPyhJCCCHuVFZrlgEBAfj6+nLo0CEmT56Mt7c3arUarVZLVVUVdXV1TJo0idbWVuDyVHTm50oKIYQQd5phB/gUFBTQ3d3N2bNncXNzQ61Wo9Pp6OjowGAw0NjYSHZ2NgATJkxgxYoVDi24EEII4ShWk6WXlxdJSUnDPhbraldOSSeEEELcaawmy6CgIDIyMq47WVrr27xRJpOJnTt38sknn9Da2kpQUBD33nsv999/v8V6hw4dIisri6amJoKDg1m9ejULFy686fhCCCHEcJQs19TURGVlJTExMej1egoKCq75xpCQEJs+XHb37t28++67rFy5kqSkJE6fPs3bb78NoCTM7OxsXn/9dVasWEFSUhK5ubls2LABFxcX0tPTbVYWIYQQ4kpKstRqtVRWVhIWFoZer6esrOyab9Tr9TZNlseOHSMmJoann34agGnTplFWVsaRI0eUZJmVlUVCQgJr164FIDExkerqarZu3SrJUgghhN0oyTIkJISUlBSCgoIwGo0sXbr0mm+09a0jOp0OX19fi2Xe3t60tLQor1dUVFg83xIgPj6e999/n4GBAWXyBCHErakxK4uav/0VlUZjtxgmvYGxzzxD6IMP2i2GuPsoydLLy8siAUZHR9PW1oZarSYkJASArq4umpqaCA0NtfmtIkuWLOHtt9/m5MmTJCUlKQ92/tKXvgRAT08PJpNpSJI2l0Or1UqyFOIWd/EPv2eMfwCeAQF2i9Hd3k7F738vyVLY1LAz+BQWFnL27FkSEhKUZNnZ2cnRo0fx8vIiIyOD4OBgmxVk+fLltLS08Mtf/lJZtnr1apYvXw4M/0gw80OoDQaDzcoihLAPlZMTvqGh+NlxBL3G2ZkmrdZu2xd3J6vJsrm5mYKCAvz9/YmOjlaWBwQEEBsbS2FhIQUFBSxZssRmBTl06BA7d+7k4YcfJj4+nsLCQrZt20ZkZCTz58+3SYzdu3dz5rwGvd7+t7oM6vWcOHGC9grLJG4oPEu43v6JXa/Xc/jwYVQBFRbLS0sHMZki7R7fYDCwb98+fH0tR1Sfbz6P81i7h8dkMrFnzx6c1C4Wy2svXYLoCLvHNxqN7N69e8jyniYD/mH2q1WZDQ4OWo0/2pwdlMS6tdpb8vOPNpPJMXGqq6vZvbvOMcEc4L777ht+UoKenh6WLFlCaGiostzT05OpU6fS2tpKTU2NzQoyMDDAn//8ZxYtWsRjjz0GwPTp09FqtfzpT38iJSVl2NtYTP/362uuow9k6dKldHm08klNm83KPhxnJydmz55NymTLZuMaYw1dLaftHt9Jo2F2WhpeY+Ms41efJzev3+7xNRoNCxYsIDjY8rmn9SePUqsvsnt8lUrF4sWLcXGyjP/B9m4cMauxWq222u9//G85DogOTk7OI447GA2nf/sbh8Tx8vRk5i34+Qe1Heg6muwexyN8AirN0NO7SrXN7rHh8hziS5cmDFne0duMdqDd/vH9Y22+zWFvkFSpVFabPg0GAzqdTmn+tIXGxkZ6e3uJiYmxWD558mT27t1LY2MjoaGhqFQqtFddmZr/9vT0HDGOs7Pz/90T6piHkjo5OSmPNzO7nqRuEyoVzs7OoxcfrMdXOzi+09Xxr+/eYVvFv5rKQfFVKuvxR5stzxsjxbkVP/+p/3qIvsZKVHZ8MLJBN8C4B/+d2Kf+024xRqJWq4d8/4OGAb770T306DrtGntA18vLS//Igtg1Nt2u1WTp7++Pt7c3+/fvp6WlBV9fX1QqFT09PVy4cIG6ujpmz55ts0KYHyRdXV1tsbyqqkp53cXFhejoaIqLiy3WKSkpISoqyuLB1UIIcSvqqill8VNfwcVj5Iv7z6um6DQtdde+9W80GIx6GjoqePnpX9s1zrEz26lqLQIckCyDgoKYM2cOp06d4siRIwwODirNoN7e3kybNo2EhKFV7M/Lz8+PlJQU9uzZg5+fH7GxsZSXl7N7925SU1OVW0oyMzNZv349GzduJDk5WRkx+/LLL9usLEIIIcTVrCZLV1dXJk2ahJ+fHy0tLfT19WEymXBzc8PHx4eQkBCb3zry7//+7/zjH/9g3759bNmyhYCAADIzM1m1apWyTlpaGi+99BJZWVns2rWL4OBg1q1bx7x582xaFiGEEOJKw/ZZOjk54e7ujtFopLe3F09PT+Li4jAajfT19dk8Wbq6uvLoo4/y6KOPXnO9jIwMMjIybBpbCCGEuBaryXJwcJDz589z9OhRurq6MBgMBAQEMHHiRC5dukRJSQkLFy6Up40IIYS4K1gdmtfU1MTp06dxcnJi4cKFxMfH09vbi0qlwtPTk4GBAYqK7D/8XwghhLgVWE2WHR0ddHZ2smDBApKSkhg7diwqlQqNRkN4eDgRERFcunTJ0WUVQgghRoXVZGk0GtFoNPj4+AyZDEClUqFSqRgcHHRIAYUQQojRZjVZurm5YTAYyMvLs5gEQK/Xc+nSJaqqqggMDHRYIYUQQojRZHWAT2hoKDExMZw+fZoLFy7Q399PY2MjW7dupbe3Fy8vL2bMmOHgogohhBCjw2qy9PLyYvbs2Xh5eSmz6kRGRuLq6srYsWOJjY0lMtL+k3ELIYQQtwKryVKr1dLV1UViYiKTJ0+mv78fk8mEq6srnp6eeHp6OmyORyGEEGK0WU2WjY2NnDp1imXLltn0mZVCCCHE7chqsnR3d8fJyYmzZ8+SnJxsdVSsLe3bt48//OEPw77+7W9/m5kzZwKXn3uZlZVFU1MTwcHBrF69moULF9qtbEIIIYTVZKnT6bh06RLnzp2juLgYNze3IY92io6OZtGiRTYpxOzZsxk7dugTgQ8fPszhw4eJiooCIDs7m9dff50VK1aQlJREbm4uGzZswMXFhfT0dJuURQghhLia1WTp7OxMcHAwQUFBGAwGAKv3W9qKj4+P8pgus+bmZg4dOsQLL7ygNAVnZWWRkJDA2rVrAUhMTKS6upqtW7dKshRCCGE3VpNlcHAwS5cuvWZCdHV1tVuhAN58800SEhKUJ4rodDoqKip45JFHLNaLj4/n/fffZ2BgwO5lEkIIcXeySJYGg4H29nYuXbqETqcjMDCQMWPGOPzByqWlpRQUFPCb3/xGWdbT04PJZMLLy8tiXfPTT7RarSRLIYQQdqEkS71ez/nz5zl06BBtbW2oVCqcnZ2JjY1l7ty5BAQEOKxQW7ZsISUlxeKpJkaj0eq65tqvublYCCGEsDUlWba0tHDq1Cn6+/tZsGABbm5u1NfXc/78edzd3VmyZIlD7q1sb2/n7NmzfO1rX7P5tnU6HXq9HjDZfNvWDA4OotPpLJZdju8AJpPV+I68qNDpdOh0ln3djo6P8ar4RiPDzPJon/hXMQ1z0WdrJpPJavzRZjI55ti7VT+/oxgNxlH9/EajYUh83aDOQWfey+cZW35+FxeXfybL9vZ2GhsbSU9PZ86cOWg0Gjo6OtDr9ZSXl5Oeno6Hh4fNgg8nOzsblUrF9OnTLZYPd+uK+eC7erSuNfv37+fseQ16fejNF3QEg3o9p0+fpueS5cnRUFpKmN7+CUNvMHDy5ElUAZZPhykv12Ey2X/2JYPBwNGjR/H1tfzdKpsqcRo68NnmTCYTBw8exEntYrG8vr4eoiPsHt9oNLJ///4hy3ta9ASMCbJ7fL1ebzX+aHPq7XVInJ6enlvy8xsccOwDNDU3Wf38DrpWobb2Evv3N1ksGzT2O+xisaKigv1a2/3+y5cv/2eyHBgYAGDMmDE4OV1e7OPjQ3h4OBUVFfT29jokWRYWFhIZGYmnp6fFcvOsQVdO7A4of1+9vjXLly+n51gLe6qbbVfgYTg7OZGWlkZqnLfF8iou0d58yu7xnZycSJ8/H6+xcRbLL9WWcTqnx+7xNRoNixcvJjjYsr+78dhxqnQFdo+vUqm45557cHGyjJ/1Dy21do9++eJu+fLlQ5Yf/vtnDoh+eUS7tfij7eRvfzPySjbg5eVFyi34+T/+08gX9bYQFhZGkpXPr1J96JD4UVFRLF+eaLGsf7CHN887plUnJiaG5Wm2/f2VkptMJkwmE87Ozv98Ua3GyclJec0RqqqqiIgYeuXv4uJCdHQ0xcXFFstLSkqIiopy+CAkIYQQdw/HpPnrpNPpaGxsHHaS9szMTAoLC9m4cSOFhYX89a9/JT8/n8zMTAeXVAghxN3E4taRtrY2Dh8+rNyOoVKpqKuro7W1lQMHDlg0w4aFhTFr1iybFqatrQ2TyTTsszLT0tJ46aWXyMrKYteuXQQHB7Nu3TrlXkwhhBDCHpRk6e7ujpeXF3V1dRaDafR6PZ6entTU1Fgst0ezbFhYGFu2bLnmOhkZGWRkZNg8thBCCDEcJVlGRESwZs2a637j1ZMDCCGEEHcqJVl6e3szefLk0SyLEEIIcUu6pQb4CCGEELciSZZCCCHECCRZCiGEECOQZCmEEEKMQJKlEEIIMQKrD38WQtyZ3jj8B3666zU0Gvsd+kajkS+mfZGfPPhju8UQwtEkWQpxF9mU8z5jZqcQMnaC3WJ0t7fw92ObJFmKO4okSyHuImqVGncvH7z9rU8paQtGw6BDnn0rhCPdUsmyv7+fTZs2cezYMXp7ewkPD+fFF19k/PjxyjqHDh0iKyuLpqYmgoODWb16NQsXLhy9QgshhLjj3TLJUq/X81//9V80Njby2GOPERYWRmVlJX5+fso62dnZvP7666xYsYKkpCRyc3PZsGEDLi4upKenj17hhRBC3NFumWT58ccfU15ezs9//nOio6MBmDZtmsU6WVlZJCQksHbtWgASExOprq5m69atkiyFEELYzS1z68ixY8eYOnWqkiivptPpqKioID4+3mJ5fHw8lZWVDAwMOKCUQggh7ka3TM2yrq6OqVOn8oc//IHc3Fx6enqYMWMG//Iv/4Kfnx89PT2YTKYhTzsxP3tTq9Xi6uo6GkUXQghxh7tlapY6nY5Tp07h5+fHt771LV544QWKior41a9+BVy+d8sa86g7g8HgsLIKIYS4u9wyNUuABQsW8NhjjwEwYcIE+vv7efPNNzl//jz+/v43vf329na0Wq1dHlx9NZPJRFdXF+3teovl5hqyI+J3dnYy6NVusbyvr8/usc3xOzo6cHKyrO339fc57BKtvb0dFyc3i2UDOh04u9g/uOly/KsNDg7aPzZgNJmsxtfr9Q456I1Go9X4w1302prBYLAaf9Q54NiHy5UPa5/fQeEZGBgYEr9/sAcTjilAX1+fTX9/f3//WydZOjk54e7ubrHM3D9ZU1NDYKD1+8LMiUej0YwYo7CwkJoaMBr9bq6w18FgMHDx4kXcr+pK7b90iQAHnDCMBgPl5eVo2nUWy+vrezCZQuwe32QyUlpaip+f5e/S1NQEYXYPj8lkoqioCGeNZbJub28Hz1CHxC8sLByyvLu7hxDsH99gMFiN39vbi4/do1++KLAWf7C/3wHRL5+srcUfbQYHXSx0dXWN6udva2sbEl9n6HNIRQEun2ds+fnnz59/6yRLPz8/WlpaLJaZr8JdXFzw9PREpVKh1Wot1jH/7enpOWKM+fPn06RuQVPWbKNSD8/JyYkZM2aQGudtsbyqp4z2S8fsHl/j5MSsWbPwGhtnsbzsXBlt7T12j69Wa0hNTSU42LJmd/HYXqp0BXaPr1KpmDdv3pCa5V9aG6m1e3RQqVXMnz9/yPLDf/rMAdHB2cnJanyfHEekSnB1dbUa/6SHh0Pie3h4kGIl/mj7+DcjX9TbQlBQEElWPr9K9aFD4oeHhzN/fqLFsv7BHn5d4JhmpXHjxjE/zba//y3TZzlt2jTOnj1Ld3e3suzs2bMAjB8/HhcXF6KjoykuLrZ4X0lJCVFRUbi5WZ4UhRBCCFu5ZZLl6tWrcXZ25r//+7/JycnhwIEDbN68mblz5zJmzBgAMjMzKSwsZOPGjRQWFvLXv/6V/Px8MjMzR7n0Qggh7mS3TDNsUFAQ//3f/80777zD+vXrcXZ2Zt68eTzzzDPKOmlpabz00ktkZWWxa9cugoODWbduHfPmzRvFkgshhLjT3TLJEiAyMpLvf//711wnIyODjIwMB5VICCGEuIWaYYUQQohblSRLIYQQYgS3VDOsEELY04GCTrKOtWLPx20ajCa+8tAYJke4j7yyuG1IshRC3DWe+mU58bGBeHk62y1GfVMPL/7+Ip/+91S7xRCOJ8lSCHHXcNaoSJ4aSFCA/e7LLipvp6mmzW7bF6ND+iyFEEKIEUiyFEIIIUYgyVIIIYQYgSRLIYQQYgSSLIUQQogR3DKjYfV6PY8//viQ5YmJiRZT4B06dIisrCyampoIDg5m9erVLFy40IElFUIIcbe5ZZJlV1cXACtWrGDcuHHK8oCAAOXf2dnZvP7666xYsYKkpCRyc3PZsGEDLi4upKenO7zMQggh7g63TLLs6OgALj9ZZPLkyVbXycrKIiEhgbVr1wKXa53V1dVs3bpVkqUQQgi7uWX6LDs7OwHw9fW1+rpOp6OiooL4+HiL5fHx8VRWVjIwMGD3MgohhLg73TLJ0lyzHC5Z9vT0YDKZ8PLyslju7e0NgFartWv5hBBC3L1umWbYzs5O1Go1b775JmfOnMHDw4PU1FQef/xxXFxcMBqNVt+n+r8ZkQ0GgyOLK4QQ4i5yyyTLjo4OTCYTfn5+rF27ltLSUnbs2IFOp+P555+3SYza2lpaW3swmawnXlsyGo00NTVR69Vpsby9vR2T0WT3+CajkYaGBtxUljXxy83d9v/ZTSYTdXV1DAy4WCzv6uoC+03LaaG2thYXJ8tgPT294Odh/+Cmy/Gv1t/XZ//YXN7/rMUf0A3g6oD4BoPBany9Xu+A6DA4OGg1vtFBF9UDAwNW45tM9j/2Afp6+4aJ75DwaLXaIfEH9L0O+/xdXV1WP//nFRkZeesky/nz5zNlyhRSUlIAWLRoEQMDA+zbt49nn30Wtdp6i7H5y9doNCPGaGpqorNTj9Fo/5OlyWSivb2dpibLcmu7uvDCAcnSZKK1tRVnjY/F8u7ubsDPIfFbWlowGCx3sZ6eHockS5PJRHNzM84ay9TQ198HOOb3b2pqGrJ8QKeze2wAo9F6/EHdoEOSpdFgsBrfUclSP0x8wzAtVLamG9RZje+IC2WA/oF+q/Edpb+/b0h8naEPkwPOfXD5PGPLz39LJUtfX1/8/f0tlk2ePJljx47R3t6Oj48PKpVqSN+k+W9PT88RYyQnJ1PR14LmbLPtCj4MjUbD5MmTSI7ztlhe1ZRL+0X7dxWrNRqmTp2K19g4i+W5Z8poaOyxf3y1munTpxMcbJkZz/aFU6Wz//evUqlISkoaUrMMqr6I7a43rxFfrSI5OXnIcq3vZw6IDk5OGqvxvQ57WVnb9pxdXKzGP+nmmGYFdzc3q/GdnXMcEt/by5vk5ClDln+sccwwEX9/f5KsfH6VqsIh8YOCgklOTrRY1j/Yg/qEYz5/eHi41d//ZtwyA3zeeecdfvnLX1osq62tRaPR4O/vj4uLC9HR0RQXF1usU1JSQlRUFG4OOgiFEELcfW6ZZDlnzhzKysp47733KC4uZvv27ezfv59ly5YpTayZmZkUFhayceNGCgsL+etf/0p+fj6ZmZmjXHohhBB3slumGXbBggUMDAywa9cudu/eTUBAAA899BAPP/ywsk5aWhovvfQSWVlZ7Nq1i+DgYNatW8e8efNGseRCCCHudLdMsgRYtmwZy5Ytu+Y6GRkZZGRkOKhEQgghxC2WLG2tv7+f/fv3A+Di4jLC2kIIIYR1d2yyLCwsZO/evfT9331tixYtGuUSCSGEuF3dccmyp6eHnTt3cv78eeDy/W4qlYqZM2eOcsmEEELcrm6Z0bC2kpubqyRK+Od0eEIIIcTndccly7CwsCHLTCYTZWVlo1AaIYQQd4I7rhk2JiaGV155hdLSUoqKiqisrESlUvHBBx/g7OxMsyYeo3HcyBsSQggh/s8dlywBXF1dSUxMJDExEa1WS1FREfv27bs8uXJ9LYOGMaNdRCGEELeRO64Z9mpeXl7K5OxCCCHE53HHJ0shhBDiZt0VybK6utriOWpOTndk67MQQgg7ue2yxqFDh8jKyqKpqYng4GBWr17NwoULr/meLVu2oFKpCAkJYVnSYsoPDDimsEIIIe4It1XNMjs7m9dff52kpCS+/e1vk5yczIYNGzh+/Pg13zcwcDk5/su//As+Pj7XXFcIIYS42m1Vs8zKyiIhIYG1a9cCkJiYSHV1NVu3biU9PX10CyeEEOK2U1RUxOHDh0lMTGTWrFnDziN+29QsdTodFRUVxMfHWyyPj4+nsrJSqT0KIYQQ1+ujjz6ivb2dgwcPKi2VOp1uyHq3TbLs6enBZDLh5eVlsdzb2xsArVY7GsUSQghxh+jr6xs2ad42zbBGo9HqcvPcrwaD4bq2o1apUDvgEkGjVmFtWlqVSo3KAQVQqdTA0AKo1ZfLZm8azTCfX63G6gs2plZrrM4LrFapUKlMVt5hOyqVCY3K+m+s0qjsPl+xSaUCjfX4arUak91/fxVOauunFrXG+u9i2+gmVE4aq685DbNf2ja+athjTKXWWDssbV8CtfXPr3bAsa9Wg1pjLY4Ktcp6uWxKpQLTzX1Oc9LMzs4mJSWFWbNmoTJdeU/FLay1tZUvf/nLPPvss9x3333K8k8++YT//d//ZcOGDYSEhFh972uvveaoYgohhLjDjB079vZphlUPUxsz53qNZvgrlqioKLuUSQghxJ3Pycnp9mmG9fT0RKVSDembNP/t6ek57Hufeuopu5ZNCCHE7elaLY/u7u5KM+xtkyxdXFyIjo6muLjYYnlJSQlRUVG4ubmNUsmEEELcSa5MkuZbSW6bZAmQmZnJ+vXr2bhxI8nJyeTn55Ofn8/LL7882kUTQghxm7OWJM1umwE+Zubp7hobGwkODiYzM5PFixePdrGEEELchoqLizl48CAzZsy45qQEt12yFEIIIRztthkNK4QQQowWSZZCCCHECCRZiuvS2dnJhQsXGBwcHNVy9Pb2jmr8u41MIykAmXsbSZbiOm3ZsoWDBw/S1dU1amU4f/48RUVFo5Iw+/v7qampcXjc0VRYWMhrr73Gvn37RrsoVFdXj3YR7moff/wxJ0+evKuTpiTLGzAwMEBDQ8OoxDaZTMr8t44ek1VVVUVPTw86nQ4PDw+Hxr7S7t27OX78ON3d3Q6P/Y9//INPP/2UhoYGh3//Zo7e/xoaGnBycmL//v384he/IDc312Gxr3Tx4kV+8IMf8MYbb9Dc3DwqZYDL8083NTVhMBisPpXC1oxGI319fRgMBhoaGkbtQrW9vZ0jR46wb98+2traHB6/u7ubpqYmzp49S3t7u8Pjm91W91mOpsLCQk6ePElrayseHh4sW7aMuLg4h8UvKSlRDtQZM2ZgMpkICgpySOy9e/dy8eJFpkyZMmqTPxQWFjIwMEBAQMCwcwDbi9FoxGQysXv3blxcXHj00UdxcnLsoTMa+9/SpUuJjo7m4MGDVFdX88EHH5Cbm8vSpUsdOoVkQUEBgYGB5OXlcfjwYdasWcOaNWscFh8uH3+nT5+mqakJvV5PamoqUVFRhISEXHP2sM/LaDRSVlbG8ePHuffee3n33XdZsmQJM2fOdPi+5+/vzyuvvMKmTZt44403eOKJJ5gyZYrD4u/evZucnBx8fHyIiYnh4Ycfdvh3AHLryHX75je/ib+/v9IMUVVVRWpqKmvWrCEwMNCusffv38+hQ4doaGjA3d2dgYEB0tPTmTVrFlFRUXY5WM16e3vZvHkzJ06cwNPTk/j4eObNm+fQC4WBgQH+53/+h7q6OiZMmMCTTz5JZGSkw+KbTCZaWlo4ePAgubm5TJ8+naVLlzrsYgVGd/8DOH36NAcOHKCrqwuDwcCcOXNYunTpkEfm2dr+/fs5deoUY8eOJSAggPPnz3PhwgUMBgOPPPII8+fPt2t8s//4j//Azc0NjUaDm5sbZWVlTJw4kWXLlpGQkIC7u7tNn6ZiMpk4fvw4u3bt4tKlS3h5efHSSy8xbtw43N3dbRbneul0OvLy8vjkk08YP348Dz74oPJ4RHvas2cPx48fJyEhAR8fH2bNmoW/vz9qtZqmpiaHXjhLsrwOBw4cIDs7m3vvvZfp06eTm5tLfn4+58+fp7q6mkceeYRVq1bZLF5ZWRleXl6MGTOGvr4+XnnlFWbOnMmUKVPQ6XS0trZy/PhxXFxcWLNmDcnJyXZ/7FFJSQk7d+6kvr6ewMBA4uLiSE1NZcyYMXaNa3bkyBF27NjBwMAAkZGRJCcnk5qaavdmYZPJpHy39fX1fPTRR5w/f56HHnqI9PT0a07gbyuO3v+u1NHRgZ+fHwCDg4McOHCAY8eOYTAYUKvVLF26lAULFtgldm9vL9/61rdYtGgR8+fPJzg4mLq6OnJzcykuLubcuXOMHz+eRx55hNjYWLuUAS63rJw5c4Z58+aRmppKdXU1nZ2dHDhwgFOnTvHFL37R4klIttLW1kZJSQkbNmzA09OT4OBg7r//fuLi4vDx8Rn25nlbMRgMDAwMYDQalYuiwsJCNm3aREREBGvWrCE4ONhu8fv6+vje975HRkYGc+fOJSgoCKPRiFqtRqvV8qc//YmkpCTS09Nxdna2WznMJFmOoLu7mw8++ACDwUBmZqZyFd/R0UFeXh6FhYWcP38etVrN9773vZu+yu/q6uLnP/85vr6+JCcn4+TkREFBAcuWLWPy5MnA5T6E+vp6Pv74YxoaGli7di1TpkyxecI0GAz09PTg5uamHJjmpKVWqwkMDCQ5OZn09HS7Nc9emax0Oh07d+5k7969BAYGEhoaSmpqKrNmzbJLbLicIA0GA4GBgUqtfseOHezfv58HH3yQhQsX4urqarf4jt7/rva///u/nD9/nocffpg5c+YA0NjYyMGDBykqKsJgMBASEsLDDz9s89p+UVERW7ZsYdq0aTz88MNDXtu0aRP19fXodDqWLFnC6tWrbV7b6enp4S9/+Quurq489NBDBAQEAJcHfFVUVLBnzx7a2tr4t3/7N0JCQoZ9OtLndeDAAc6fP09UVBRlZWWcOnWK5ORkli9fTlhYGDqdjs7OTsaOHWvzY/C9996joaGBqKgofHx8SElJobe3l8bGRnJzc4mKiiItLc1urQvl5eVkZWWRkJDAihUrLF5rbGzkz3/+M8HBwTzzzDMOSZbSZzmC3bt3U1ZWhqurq8VIMD8/PxYuXEhMTAy5ubnodDqbnKg8PDxITk5m7969dHZ24uXlRUdHB76+vso6/v7++Pj40Nrayh/+8AcaGhqIi4uzabJsbm4mJyeHmpoavLy8mDRpErNmzWL+/PmkpKQoSauzs5OYmBi79WE1NDTQ0tKCRqMhKiqKe+65h5SUFHbs2EFxcTHt7e2UlJSwbNkywsLCbBr7k08+4e2332bmzJm4ubkRExPDjBkzGDNmDKmpqZSVlTFu3DgmTZpktxqmo/e/K/X29hISEkJ7eztvvfUWR44c4eGHHyY6OppHH32U0tJSDhw4QH19vV2aBidMmICbmxunT58mNjaWadOmKa+NHz+e2NhYAgMD0Wg0FBQUMDg4aHFBYQsff/wxtbW1aDQai+/fzc2NKVOmUFlZyYEDB6ioqLD5/gcwb948Zf+bOHEikyZNIicnhx//+McsXrwYtVpNbW0tzzzzjE2Pwb6+Pjw9PfH09OTUqVMEBgby/vvvk5aWBlw+LnNycjCZTNxzzz02i3ulqKgo1Go1ubm5xMTEKJUFAF9fXyZPnkxDQwNarRZ/f3+7lOFKkixHEBISgl6vp7+/n40bN5KamkpqaqpyFRcZGUlkZCR9fX02iefk5ERmZqaSEPLy8jAYDGRlZXHPPfcQExMDXH5+p5+fH5MnT6azs9PmV7RbtmyhtbWV/v5+Ojo6KC0t5ezZs8ydO5fY2FiljOfOnbNboszLy2P37t3U19ej1+sJCwsjLS2NSZMmsXbtWkpLS9mxYwf5+fk88MADNo1tHtTzxS9+kfLyctrb2zl69Cg7d+5kypQptLa2UlVVRVVVFU8//TTTp0+3aXwzR+9/V/Lw8OChhx6iqKiI3Nxczp8/z6uvvso999zDmjVriIuLIy4ujpqaGrv0m6pUKpKSkti2bRtHjhxhcHCQyMhIQkJCqK6upru7m6ioKObPn88HH3xATk4OixYtsmlZAgMDGRgYwGAwsHHjRlJSUpTvv6+vDzc3N1pbW+3Sh97R0UF7ezsqlYro6GhiYmIICwtjzJgxTJ48mby8PHQ6HdOmTbP5Meju7s59992HyWSip6eHpqYmVCoVBQUFqFQquru7cXd3t/vo1MTEROX3HxgYICwsjJCQEGpqapQxHI5IlCDNsNelr6+PnTt3cuDAAQIDAwkLCyM1NZXk5GS7xjWZTJw9e5YdO3bQ2tpKUFAQU6dOJSUlBZPJRF5eHps3b+anP/0poaGhNot75swZ/va3v/HQQw8xa9YsysrK2LBhA25ubgQHBzN16lTS09PtciV9pe9973v4+fkRFRWF0Wikra2NEydOMHPmTB599FHCwsJQq9VcvHiRCRMm2Dz+4OAgg4ODuLu7c+nSJQYGBujo6ODcuXM4OztTXFxMa2srEyZM4P777ycmJsbmFy0wevvflQYGBsjNzaWgoIBz587R3d3Nww8/zL333mvzWGVlZcoj+QCOHj3KBx98gIuLCzExMTg7O9Pe3k5BQQE/+9nPCA0N5dChQxw8eJBly5aRnp5us7L09vaiUqmGfP+zZ8+mv7+fwsJCvLy8+OIXv2izmAClpaUcP36ckpISPDw8eOGFFwgPD1daj9ra2tBqtRgMBoKDg23aFNre3k5XVxe1tbWEhobi6emJn58frq6uqNVqOjs78fDwoKqqitDQUJs3fXd1dTEwMIBOp8PV1ZWioiK2bt2q/P5OTk5otVqKi4v50Y9+ZNNz37VIshxGf38/er0enU6n9FPU1NSwc+dOzp07R2BgIOPHj2fu3LnKQW1LdXV16PV6tFotEydOVGo1rq6uaDQanJ2d8fb2VkZm2tKHH35IQ0MDK1euJCoqijNnzrBx40buu+8+tm7diqurK15eXjz99NMWTSO2dPLkSY4cOcJ9991HQkICg4ODNDc3U1lZyccff4zBYOC5556zS5I01xp7enpwdnYmMTFxSDNjV1cXnp6enDhxgr/97W8kJiby9NNP26w58tixY+zYsYM1a9Ywc+ZMwHH7n1ar5ZNPPmHmzJmMGzfO4rXm5mYOHTrERx99hLe3N88//zxJSUk2jf/GG29w4sQJpQZrjnv8+HEOHDjAmDFjlEcpZWRk0NXVRXZ2Nlu3buWHP/yhTUZIXrx4kbKyMnp7exkcHCQxMRFPT0927txJaWkpKpUKnU5HQkICa9eutXkz9KuvvsrYsWMJCgoiICCA9PR0XFxcMBqN6PV6uw7uefvttykqKsLNzY3q6mqmT59OWloaMTExhISE2H0w4aZNm8jLy1OS8IQJE0hKSqKgoICjR48SERGBj48PM2fOVPrRHUGaYa3Q6/Xs37+fsrIyvL29CQ8PZ86cOYwdO5Yvf/nL5ObmKk2kkydPtvnJ6uDBg8qzOqOiotBoNCxcuJAf//jH7Nixg4MHD6JSqZg+fTpLliyxaWyj0Yifnx+ffvqpsu1//OMfrFq1irS0NEwmE3v27MHf399uIxB7enqoqqrCZDIpTSzOzs6MGTMGb29vurq6+Mc//kF9fT3jxo2zeX/h3//+d1paWqioqGDcuHF89tlnzJ07V0laAD4+PgDMmTMHlUpFVlYWFRUVxMXF3XTt0mQy0d3dja+vL3/4wx+Ij49nzZo1dtv/zCMMzfbt28eJEyeoqKggISGBOXPmKL9DcHAwEydOZMaMGSQmJto8URoMBmVgW2FhodJPumzZMjIzM1m5ciV1dXVERkYqTdG5ubmcOXOGlJQUmyTKwcFB3nrrLVxdXenq6kKj0ZCdnc2iRYssvv/m5mba29vZt28fqampNruVaO/evWg0GhYsWEBcXJzFJBifffYZJSUlLF++nPDwcJvEu9L27duprKxk7ty5BAcHKy0Kb775JitXrmTVqlV2vcdx+/btFBUVMXXqVDQaDYWFhRw8eJApU6Yov39LSwthYWEOGdRzJUmWVnz00UcUFBTg5uZGcXExQUFBFBQUkJqayty5c0lKSiIpKYmTJ0/afCRmR0cHf/nLX0hNTeVLX/oSBQUFlJSUkJeXx/z58/nCF76gDLCJioq66au8wsJCvL29lRqEWq0mKiqKjIwMjEYjOTk5eHp6Ks1fAwMDJCcns2jRIrtdYe7fv5/PPvuMrq4uTp06hbu7u1K79/b2Jjo6moiICGXghS0dOnSIuro60tLSePrpp/nkk084ffo0LS0tFBYWMnfuXKXfGMDFxQUPDw88PDyora0lPj7+psugUqlYvnw5kZGRSl/hd77zHVasWMHDDz9s8/3PfA/t9OnTUavVPPTQQzg5ObFt2zba2tooKytj9uzZStOjXq+nvb3dLjemazQaUlNTlYFLRUVF7Nixg6NHj/Lwww8zY8YMJk2apKzf19dHa2sr7u7uQ0bMfl7btm3Dx8eHjIwMkpOT2bVrF5s3b1ZaMSZMmMD3vvc99u3bx44dOzhx4gRlZWXMmTOH9PT0m7pYGhwcpKOjAw8PD+WCzHyc6fV6+vr6yMvLIzU11ebJUqvV8umnn7J48WLmz59PQEAAvb29TJo0iXHjxnH48GG8vb1ZvHixXRLV1fGNRiOdnZ34+PgwY8YMjEYj58+fJzo62uGJEiRZDtHQ0MAnn3zCE088wdSpU3FycmL9+vWUlZUp7eTp6enMmDGD1NRUm8c/dOgQkyZNYuHChURFReHv78+JEye4//77gcvzo7q7u/PlL3/5phNFc3Mzv//974mOjmbatGmkpKTg7+/PpEmT8PHxISQkhIKCAtrb2yktLaWzs5Ompib6+/vtOinAypUrcXZ2ZufOnWRnZ3Px4kVlYEtfXx8DAwNcunSJL3zhCzaNazAY+Oyzz4iPjyctLY3AwEDi4+MpLS3FycmJ06dPU1lZyaRJk3jooYfw9PTEZDIRHByM0WhURgraSkJCAhMnTlT6CnNycpQZbJYsWWKT/a+mpoY//vGPTJ48mYsXLzJ9+nRiYmJYsWIF6enpbNu2jZMnTyr9xYGBgdTX1zNx4kQiIiJs8Cn/qbe3V7lvNigoiGXLljFx4kTy8vLIz8/nl7/8JXPmzOGJJ55QBvG4ublx33330dvba5N+O61WS21tLf7+/sTFxdHR0UFjYyNpaWlMnTqVnp4ePv30U9LT01m8eLFy4Xrs2DFcXV1veh9wdnYmNDSUY8eOcfbsWXx9fZVJR5ycnBgzZgzR0dF2GVjT3NxMREQERqNRuTj18PBQBg+VlJRQUVGBXq+3S7Jqa2tj7NixGAwGPD09KS8v58SJE/znf/4ncLlrorKyEl9f31GZmEGS5VWqqqqIjY3Fz8+PoKAgGhsbKS0t5atf/SpHjx4lLy9PGYm1fPnym453ZRPYwMAAHh4etLe3ExAQQHt7u9IcOnHiRDo7O9m8eTOzZs0iNDT0ppPlxYsX8fT05NKlSwwODnLu3DnmzJlDSkqK0mnu4eFBR0cHR48epbu7m/7+fv793//9pj+32ZX3UV5p+fLlyokoOzubrq4ucnNz8fDwwGg0smTJEpv3l3Z3d+Pt7U1LSwv+/v6oVCo++OADnn76aaZOncobb7zBuXPnCAgIUE5gKpWK4OBgXn31VZvc55adnc2YMWMYO3YscHlUYnp6OjExMRw/fpw9e/bwt7/9jdbWVptcLERGRvLNb36TLVu28Mknn1BdXc3UqVOZPn06oaGhPPPMM6SlpbFnzx46Ojpoampi7NixrF69+qZjX6mqqopt27Yxe/Zs5syZoxwTEyZMYMKECfj4+HDhwgWam5tpbm5WkqVKpcLd3d1mJ0/zKPNz587R0NBAd3c3n376Kb/73e8AqKiooLKykpCQEMLDw/Hx8eHxxx8nJSUFjUbzuY5JczOr+TgYN24cbm5uZGdn4+bmxrhx4xg3bhw9PT309fVRUVHBQw89dNOfVa/Xo9FolLgRERE4Oztz5swZJk2axNSpU5XXAgMDmTRpErW1tfT29tolWYWFheHq6srx48fx8vKiqKiIRYsWMXHiRPr7+zGZTJSXl7N48WKbx74ekiyvEhAQwLlz54iPjychIYHt27ezatUqZs6cSVBQEL/73e/w9PS0SV/N2bNn+fDDD3nllVfw9vbG1dWVsLAwNBoNf/3rX4mIiCAvL48NGzYA0NLSgqenJwMDAza5sktISODixYvk5+ej0Wioq6tj3759lJaWkpKSQnx8PDExMXzzm99kz549hIaGMmXKFJtOdVdaWopGo8Hb25uAgACMRqNyIPr7+/PUU08pSbO0tJTu7m4SEhJsMmtMXV2dxQxEvr6+xMbGUlZWRlVVlTLKduLEicDlE+n999/PjBkzLLZjq0kJSkpK+OCDDwgLC2P69OnMmTNHub82JCSE9PR0iouLGTt2rM1OGCqVivj4eH7wgx9w8OBBPvjgA2pqaqisrCQhIYHp06cTGxtLbGwsFy5cwM3NDXd3d4v7fm2htLSU4uJi2traKC0tZc6cORZN2r6+vqSmppKUlGTzqRYHBweV48nFxYWpU6dy9uxZtm/fTktLC6tWrSIsLIyenh7lNqonn3zSYhufZ6BZX18fvb29VFVV0d/fj4eHBzNmzCAqKoqvfvWr/O1vf2Pjxo0kJSXh4+OD0WiksbGR5OTkmx7YVlZWxq9+9SsefvhhpUtFrVYzY8YMNm3axKFDhxgcHCQ0NJQxY8ZQWVmpTC9nr+kV1Wo106dP5+zZs+zbt4+6ujpeffVV4PKFfV5entIFMxru6mRZVVVFZ2enxT1yfn5+PPTQQ/j7+1NXV0d9fT1r1qzBycmJrq4upk6dyvLly20yXPn9998nMTERvV6vLIuMjCQ0NJTi4mIKCgpISUmhu7ubrq4uzp07R25uLs8888xNxwbw9PTkgQceIDAwEIPBQHh4OIcPH6awsJCGhgYlaUZFRfGv//qv9Pf323SWkFOnTvHGG28QFxdHf38/fn5+REdH4+TkxJQpUzAajYSGhjJhwgRefPFFTp06pQys2Lp1KzNmzCAtLe1zDV2vrKxk48aNxMfHk5KSwtixY1GpVCQnJxMYGMjYsWM5c+YMvb29dHR0KCMQ9Xq9zQZ0Xb3/TZkyhQULFrBt2zba29s5d+4cs2fPJiUlBbhc8/Xw8GD8+PE2nZfWXIsz9xV9+OGHbN26lerqaqqrq5k1axYTJ05ULhrs4d5772X8+PFs27aNvLw8GhoaKCkpYfbs2bi7u9Pc3ExZWRlPP/20zWK2trZSW1vLpUuXMBgM3HfffWg0GmbOnElFRQWbN2/G1dWVRYsWceLECTo7O8nNzWXRokU2uW1q7969FBYW0tnZyeDgICqVim3btpGZmcnkyZN54oknOHfuHIcPH6a5uRmTyUR8fPyQ2Ww+j87OTuLi4vjwww85fPgwjzzyCFOnTiUjIwNXV1c++ugjysvLmTBhAiqVSnlE3Y9+9KObjg2Xm9yrq6uVp7cEBAQQGRnJggULcHFx4aOPPsLFxYWPP/6YPXv20N/fT21tLT/84Q9tEv/zuKtvHfnOd76Dj48PU6ZMYfr06crVWk9PDy4uLrS2tvL2228TGhpKUlISFy5c4LPPPuMnP/nJTdfs9u7dy/79+3nhhRcsTr69vb0YjUY++eQTdu/eTUhICF5eXvT39+Ps7MysWbNs0vx7pcrKSt5//33GjRvHAw88QH5+Pjt27MBoNBIcHMyMGTNISUmx+f1UOTk5vPXWWwQFBbFixQrKy8spLi7G29ub/Px84uLi6OnpISEhgYCAALy9vZk9ezb79u3j448/JjAwkKCgINasWXPDV5sffvihUlv29/cnISGBlJQUpcY0ODjIvn372LNnDwkJCXR0dHD27Fl+8pOf2OzKdrj9r7m5mW3btpGTk0NoaCjBwcGMHz+epqYmzpw5w89//nO73TpgMpkwmUxcunSJDz/8UJmI4gtf+AKenp42GdRlftTccE2WR48eZfv27cDlmp75ImXOnDk2SRRm5tmv+vr6GDt2LPPmzVNaDbq6uigrK2Pfvn1cuHCB4OBg+vv7iY2N5dlnn73p4//gwYPs27dPidvV1UVpaSl1dXWcO3eO1NRUHnnkEby9vXF2dqa6uhovLy9cXV1tdhxeuHBBGUBovjBes2YNHh4etLa2kpeXx/Hjx5WJABITEy1mUfq8SktLlX74S5cuERYWhru7O1OmTOHee+9Vzr1nzpxR4oeGhpKYmEhCQoINPvnnc9cmS5PJRH5+Ph9++CGtra1MnjxZ6asxDz/v6urizTffpKamRrnH6YEHHmDRokU3FXtgYICXXnqJRx991CIJmWuOq1evRqvV0t3dzbFjx7h06RKhoaHExcXZ7b4irVbLrl278PHxYf78+bi5ubFjxw52795NcHAwcXFxQ5qebpbRaFQmaB83bpwyys5co9+5cyc6nY6wsDAaGxtxd3fniSeeYMaMGTQ2NrJjxw5qamr4/ve/f8PD2XNzc3n33Xdxd3fHaDQqN16npKQoNTmTycR7773Hnj17SExMZMqUKTabKeh69r+SkhJ27dpFS0sLWq2WiIgIMjIybD6QaLjyGQwGDh06xD/+8Q9WrFjB0qVLb/q2gYGBAXbv3q30ucfHxyvT6l3Zf28wGNizZ48y1d+YMWNs0k9ntn37dvLy8pg9ezZTp05VLgw9PDzo7+9nYGAAjUZDf38/jY2NtLe3K02QN9sMqdPp+MY3vsHSpUuZPXs2YWFhqFQqZRKSwsJCCgsL0Wq1rF271q6TT5hMJgoKCpTJJszzAGdmZioDeZqbmwkNDbXJhdLAwAA//vGPCQoKYty4ccqo9pycHOByZeGBBx5g8eLFDA4OotFoaGlpccj9nSO5a5Ml/HNKs3379vHBBx8o8w2a+2o8PDzQarUcPnyYixcvMnXq1JtOlAB/+ctfaGho4PHHH7cYVfpf//VfTJw4kfvuu4+AgAClA763txe1Wo2Li4vd5iAdHBxU7mlKTU1VTsjmpJScnGzze+rg8gXJ/v37KSgoYMmSJaSlpWEwGDh79ixvvvkmTz31FNOmTaOpqYnu7u4hJ47Ozs7P3X924cIFTp48SUhICJcuXaKgoAA/Pz/GjRtHSkoKkydPVvqVBgYGCA8Pt+kMPdez/8HlScP1er1SNkeqrq7mD3/4A8nJyaxcufKm+2cPHjzIpk2bCA8Px8vLSxmB29/frzxNw8fHh+joaPr6+nB1dcVoNOLh4WGzEZidnZ1861vf4pFHHmHWrFnK/tPX10dLSwuHDx+moqKC0NBQ7r//fmUcga0cP36cQ4cOcc8991jcu2vW1dXF8ePH2b9/P9HR0Tz33HN2nawfLjfxFxQUcPbsWc6dO4fRaOThhx9m3rx5qFQqmyWq9957j/r6elasWEF8fLwyuKmtrY2jR4+Sk5OD0WgkJSWFRYsW2f0RcDfiru6zNJ/4li1bxoIFC9iyZQs7d+5UBjgkJyczadIkli9fjslksuhb/LwuXbrE9u3beeaZZyyuUA8dOkRXVxdpaWnKDeDmq3hbPa/S3LQxadIk3N3dcXFxwc/PD4PBgLOzM0lJSTg7O7N//36l2Ss0NJTnnnvOJvGt8fHx4cEHH8RoNPLOO+/Q1dVFTEwMJ06cIDY2lnnz5gEMmxBvZqBJeHi40j98//33k5qayvbt28nPz6e+vp64uDhSUlLscvM3XN/+Fxsby9SpU3H0Na15lPLg4CDBwcG4uLjY5IRtHqCh1WpZtGgR8+bN4+zZs7i5ubF79270er0ysCQyMhKNRsOyZctsOqCorKyM6OhofHx8LLZ78uRJDhw4gLOzMwaDgerqav7zP/+Tl156acigrs/LPNFGfX29ciFw9QWYj48Py5cvR6PR8Mknn5Cfn8/s2bNvOmH19PTQ0tKCk5OTUms0GAxoNBqcnJyIiYkhICAALy8vSktL+f3vf8/hw4dZu3atTW4Vq6mpYdeuXbzyyiuMHz8ewGK07UMPPURcXBzvv/8+R48eJTY21m4zhH0ed3WyNFOpVLi6uvLkk08qJy3zEzV8fHwIDQ1FrVbb5Ory/PnzTJkyhS1bttDS0sLq1avx8vJi8+bNrFixgsDAQLs1N7z33ntcuHABZ2dnZs+eTWdnJ97e3sTHxzM4OMjkyZMJCAhg6tSpVFdXExsb65DmD5VKRUpKCk1NTXz22WdUV1dz5MgRfvGLX9g1roeHB0uXLkWtVrN9+3buvfdeXnnlFY4dO8b27duVezwzMjKs1gBs5Xr2P0c2QdXX19PW1kZ3dzcXLlzg/Pnz/Ou//qtNtj1u3DieffZZduzYQWVlJUuXLmXOnDk0NjYyZ84ctmzZgqurK5MmTaKgoAAvLy+MRqNNYsPl2ry3tzdlZWXKHLJtbW2cPn2akydP4unpyTPPPIOLiwuFhYVs27aNS5cukZiYaJPfwDzqVKVS8dlnnzFx4sRhb8OIioqiu7sbvV4/7C1WN+JPf/oTdXV1qFQq4uLiKCsrY9KkSZSVlSkT4kdGRtLc3IzRaMTV1ZWamhplEM7NysrKIiIiAj8/v2E/86RJk3jqqaf4y1/+Qn5+PjExMQ55Zuz1kGT5f8xNDVFRUXzta1/jyJEjZGVl4ezszBe/+EWbNQGlp6fj6upKbm4uJSUlfP3rXyc6OprIyEimTZtm8yH5Zm1tbUpNsru7m8bGRu677z5KSko4c+YMHh4evPfee2RkZNDc3ExpaSllZWU8++yzdm/6U6lURERE8NBDD7Fx40YOHTrEggUL7DrxwZWSkpKUARbjx49n/vz5Si3zk08+sWlf2XActf+NZHBwkK6uLn7/+9+jUqkYN24cTz75pM1aN1QqFWFhYcTHx7Np0yZcXFz4whe+gJeXF11dXVRUVPCzn/2MkJAQ1qxZQ2Njo3LPqS2o1WplTuWdO3dSVlbG4OAg2dnZ3H///cyZM0cZ6RoXF8fp06fp7+9XJvW2hejoaGbNmkVJSQn/+Mc/mDNnjtWRxn19fYwfPx6dTnfTzf/m499gMNDY2EhUVBRf//rXaWtr44EHHqC5uZkHHniAuro6goKCqK+vx8/Pj97eXpvMv2yOr1ar+elPf8rDDz9s9YHZ5hnEvL296ejooKenR5nJaLTd1X2W19LV1cVbb72Fu7s7jz/+uM2TWGtrKzk5ORQVFVFeXo6TkxOPPfaYTZ+YMFzM0tJS6uvrcXNzY+XKlcTExGA0GtFqtVy8eBFnZ2cKCgrQ6/U899xzdnuw89X0ej3nz5/nww8/xNnZmYceeshmV5atra10dXURHR1Nb2+vMvvOlU9x2LJlC3q9nlWrVikjXjs6OvDz87vp+DfK3vvftTQ1NdHe3k5LSwsTJkywSzO0Xq8nNzeXrKwsJk+eTGxsLPv372f8+PE2H0hmjXmiemdnZ9zc3Jg+fToLFiywODFfvHiRzZs3k5ycbPNnNjY2NvL3v/+d4uJikpOTmTZtmvJd6/V6Wltbyc7OZufOnaxfv94mFytXnnOqqqrw8PBg9erVzJw5UxlgdOX/bW24+FdP2dja2sr27dvp6upi3bp1ozK1nTWSLK9i3lFaWlo4ePAgFy9e5Jvf/Kbd4lVUVJCTk0NZWRnV1dXExcWxevVquz0j8sqYFy5cUJpbMzMzlZiDg4PKfaWOPEmbHTlyhHfeeYdZs2bx7LPP2uSK/ne/+x11dXVER0czfvx4+vv7SUhIQKPR4OXlhZ+fHw0NDZw6dQofHx/mzp1r90EV1jh6/7tWOczs1QTc1tbG7t27yc/Px9vbm5qaGjZs2OCwk6N5Npzx48crg+cGBgZwdXXl0qVLnDlzhsOHD/Pzn//cLvH7+/s5fvw427ZtQ6PRMGnSJEJDQ4mKiuLYsWO0tbUxd+5cli1bZtO45uO/vLycqqoqh5xzbiR+ZWUl77zzDvPnz7f5gyJuhiTLK2i1Wrq6uoDLIxAPHDjAAw88YNfanpl57s+KigqqqqpYvnw5Dz/8sF0fxWMt5urVq0clSVzJ3Cy2c+dOvvjFL9705OQXLlzg3XffpbW1FW9vb+bMmYOLiws5OTlMmTKFqqoqIiIiiIqKorCwkJKSEpYuXcp9991n1ycsXG0097/R9N5777Fz504yMjJ4/vnnR62PqrW1lYqKCurq6qisrESr1Sp9qvbS19dHX18f+/bt45NPPiEkJISWlhYmTpzIlClTWLlypd1ij/bxby2+eQKIkydP8rOf/cwh5bhekiyvUFdXx3vvvadMKzd27FieffZZh8Xv6+sjJyeH/Px8qqqq+OIXv2iTm4BvJKZWq2X16tU2f0bmjWpvb6esrEy55/Fm6HQ6Tp06RX5+Pi0tLbS3t3PvvfeycOFCqqurcXd3p6CgAK1Wi16vJzs7m2nTpvH888/b4JNcv9He/0aDyWSioqKCrVu30tvby6pVq5gyZYpDL1LMamtr+fvf/45WqyUgIIDU1FSb7H8jMY+07+/v59y5c4wZMwYnJyf8/PzserEMo3/8Xx3fPFvWv/3bv9n8iU43S5LlFdrb2ykvL+fSpUvExsYSHh6uzL7vSI2NjdTV1dnlvsZrxczJyaGkpAR/f/878iTd3Nys9NnW1tbi5eXFqlWrlJGOPT09aDQa2traMBgMNh1Ycj1ulf1vNFRUVPDuu+8yODjICy+84LAmwSvpdDoGBweprq5Wpl0cjf4ye/UZXstoH//m+EVFRfj5+Tn8QvV6SLK8isFgwGQyoVarbXoD+u3i/PnzBAcHj0pfpaNcvHhR6TOprKxk2rRprF69etQmaL7S3br/mSfF2LZtG//6r/9qt3tbRzIaiepWMtrH/2jHvxZJluKulZeXR05ODpWVlVRVVbFixQpWr159y4y+uxtVV1ePSq1SiJFIshR3tZ6eHos+k1mzZvHYY4+NdrGEELcYSZZCAA0NDeTl5TF//nyb3YAvhLhzSLIUQgghRnD3jCAQQgghPidJlkIIIcQIJFkKIYQQI5BkKYQQQozg/wP+wUiG+a3fDAAAAABJRU5ErkJggg=="
[ "Each month has about the same amount of precipitation.", "More precipitation falls in June than in December.", "Less precipitation falls in February than in November." ]
null
1
math
grade-4
transportation-schedules
false
true
Look at the following schedule: Devon got on the train at Livingston at 8:30 A.M. What time will she get to Danville?
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"
[ "3:30 P.M.", "1:30 P.M.", "6:00 P.M.", "11:30 A.M." ]
null
0
math
grade-7
interpret-graphs-of-proportional-relationships
false
true
Sean is determining the number of quarters equal to different dollar amounts. The graph shows the proportional relationship between the amount of money in dollars, x, and the number of quarters, y. What does the point (4,16) represent?
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VxecNN2/eREVFBfz9/WstDwwMREVFhWL/6iJSmnuP9FkQOpNXSCYiycliK+Tm5gYAyM7OrrU8Kyur1u1EZF6b0g8io/g6urn54PlA7shORNKTxUc/Hh4eCAsLw969e+Hh4YGAgACkp6djz549GDhwINzd3aWOSNTsiRAxP+EbAEB02CxOU4hIFmRRVADgzTffxPbt23Hw4EHEx8ejVatWiIyMxPjx46WORmQVNqcfMkxTngt4Quo4REQALFxUAgICEB8fX+9tLVq0wJQpUzBlyhRLRiIiVE9TYu9e0ycmbDanKUQkG9waERG+y/gRKUWZ6Obmg6kBj0sdh4jIgEWFyMqJEBGdsBIAEDuQ0xQikhdukYis3NYrRwzTlKjunKYQkbywqBBZMREi5p+sPtJn4cA5nKYQkexwq0RkxbZfPWqYpkzpPkLqOEREdbCoEFmxmLtH+sSFv8xpChHJErdMRFZq+9WjOF+YgW5uPnjW/zGp4xAR1YtFhchKffDTvwFwmkJE8satE5EV2nrlCC4VZXGaQkSyx6JCZIU+OrkcALAo/BVOU4hI1riFIrIyW64cxqWiLPT09OWRPkQkeywqRFZm3smvAQDRobMkTkJE9GAsKkRW5LuMHw3TlGe7c98UIpI/FhUiKzI/ofostDFhnKYQkTKwqBBZifiMQ4ZpymQe6UNECsGiQmQlFiSsAADEhs2WOAkRUeOxqJDVmfjde1AtCsW/0r+vc9vUbR9CtSgUqkWhyCu71aTH1+i1+P2+z2Bz93HO3Uyrc5+d6cfwyIoX4PTxYHRcOhrvHlwCnaAHAIyP/xNUi0Ix78iyJj1/fTan/zpNmeQ/3GSPS0RkbiwqZFUO/JKIrak/opNbW8zwG1XrtuM557ExZf9DPX5SwRUMWPESlpzaCLGB++y7ehLjNv8JP+eloo2LB/LLb+PvJzfgo8P/AgAsGfkOHG0d8Lef1uHqnesPladGdGL1NGXhwDkmeTwiIkthUSGr8vGJNQCAtwZEwdHWwbBcEAW8te/vsFXZwE5l2+THj/vfCmQV5+Hr0R80eJ/3Dn0BASL+Mnwust/ciZ1TPkdH17bIKMoBAPi6t8eUXk9Ao6/CP09tanKWGpvSDxqmKRO7DXvoxyMisiQWFbIaWcU3cCjzFGxVNpjRZ0yt21ac+x4/56ViVt+xsFGpmvwcQzr3x4WXv8X0kDH13p5dnIdzN9PgbNcCb4dGAQBG+g1Ezls78d3EvxruN6fveADA2gu7oRf1Tc4jiAI+rLmmz8CXm/w4RERSYVEhq3Ek62eIAILb+qO1k7thebGmDB8e/gptnD3wl+FzoRV0TX6O1x+ZBF/39g3efrEgAwDQvVVnJBdcwSu7F2P2zjhsTN5X635hHXrD2a4FbqtLcDH/SpPzbM44hCsluejp6YsJ3YY2+XGIiKRiJ3UAIks5ezMVANC/XWCt5TFHv0ZBxR2sHxeLVvcUGHMoqLgDALhZfhuDVs82lKIV57/HuZtp+PixNwAAdja26OMdgJ+uX8TPeZfR1zvA6OcSRAEf/VR9TZ/F4a+Y5gcgIrIwTlTIahTeLQltnD0NyzKKr+GL05sxsmsYnu89qoHvNB3d3WKSV34Ln4x4C6XvHsanj78NAPgsYQPyy28b7uvl7FErt7E2ph8wTFPG+w15qNxERFJhUSGrUaqtAAC0dHAyLItOXAk7Gzv86+n3LZLB1cEFAODm4IK3Q6PQ0sEZfwh7Dq4OzqgS9EguvGq4r1sLl1q5jSGIAuafrD4L7V/CXzVBciIiafCjH7Iarg7OAIAybaVh2eHrZwEA3b6MrHP/9kuewtsDovCPkX80WYbA1r4AAK2+CnpRD1uVLVRQwcHWvs59SzTltXIb4z9p1dOUvl7+GOcX8XChiYgkxKJCVqPmo5SCiiLDshEdH4Gjo2Ot++3KOA4AeLzLAPRq44diTZnhMOE3B0yBe4uWTc4Q0tYfPi29kFtWiDUXdmFmn7E48EsiblUWwwYq9Gzd1XDfmpw1uY0Rd3o1AJ6FloiUj0WFrEY/7+qdaH/OSzUsW/P4R+jQoUOt+6kWhQIA1o2LRbuWrZFZnIt5R6oP8Z0W/NR9i8pHh/+FczfTIIq/nu7trb1/h1sLF4T69ML8iNlYNPx1zNgRizk7F1Wf1K2o+qRuM/uORbuWrQEAOkGPCzfTa+VurG/T9uFyUTb6evljTNfBRn0vEZHcsKiQ1Rjq2x8qABfzM5q8g6qDTd2PaO518noSDmaeqrXsWM65Wl9PD3kGKgCf/LQO6bez0drJA1G9nsDi4XPveZyLqNBp4OnoiuC2/o3Od+++KQtCZzb6+4iI5IpFhayGr3t7PNZlAA5mnsKq8zvwmENQvfcTP0ys9XUXdx+cnrkGA1fNhHfLVvd9jgPPf9moLC+FPIOXQp5p8Pavz24HALwYPBp2No0/U+63aftxpSQXQZ5duG8KETULPOqHrMr7v3sJALD01Cao9dpGf9+6i3vwSPsesH2I0+s3VmZxLjanHEALW3u8FTql0d8niAKiE369po8KTT/DLhGRXLCokFV5vGsoJgQOx7XSfKy8sqdR31Ml6NDG2QNLn/yTmdNV+/2+z6DWa/GngdPg59Hhwd9w1/rUvYZpSmQ3njeFiJoHfvRDVmfLpOpr6pw5c6ZR97e3scOHgy23v8f2yX83+nsEUUBs4ioAQEzYLE5TiKjZ4ESFqBlYd880ZaL/MKnjEBGZDIsKkcLpRT0W3p2mLAidyWkKETUrLCpECrfu8q/TlMndh0sdh4jIpCyyj4pWq8WlS5eQlJSEpKQkREZGIjQ0tM791Go1Nm7ciOPHj6OiogLt27fH3Llz0bVr13oelYj0oh7zE6rPmzIvdDqnKUTU7FikqGzcuBE7duwwfK3X6+vcR6fTITY2Fjdv3kRUVBTatWuHzMxMeHh4WCIikSKtvfwDcsry4e/eAc/6PyZ1HCIik7NIUZk0aRLGjBmDzMxMLF68uN77/PDDD0hPT8ff/vY3dOnSBQAQHBxsiXhEirL96lEsOR+Pw9fPokW2PQARsWGzYaPiJ7lE1PxYpKg4OzvD2dkZBQUFDd7n+PHj6NWrl6GkEFFdvz+2BEvOxxu+1uirAKhw+U6WdKGIiMxINudRyc3NRa9evbBs2TKcPXsW5eXl6Nu3L2bPns2Pf4gAnCtMv1tSREC85wYVEJu4GjN6jEYXt/ZSxSMiMgvZFBWtVotTp05h4sSJeO+993D9+nWsXLkSn3/+OWJiYh74/VeuXLFAStPT6XTIysqCnZ1s/ikarby8HJWVlYpd92VlZcjPz4darZY6SqN898v+u/+nQq19ZkURUAGbz+7FxI7KuL5PUVER1Gq1Yl87Go0G169fx61bt6SOYjSNRgOtVqvYdV9cXIyKiopaVyhXEkEQkJmZCRsb5X1UW1paivLycrO+drp161ZnmazeHYcMGYKoqCgAgJ+fH9RqNZYvX46MjAz4+9//CrIajcYSEc1Co9HUu4Ox3FVVVUEQBMWue0EQoNVqFZO/SFNS/w2q6tZyu7JEMT+LTqeDXq9XTN7fEkURGo0GKpXyjrLSarWG/Eqk0+kAKHubr1arYWtr/uuGmZpU23zZFBU7Ozs4OTnVWhYUVH1125ycnAcWlZr7Ks3169cREBAAR0dHqaMYrbCwEFqtVrHrvrKyEu3atUOHDo2/no6UnnAsxFe/7KyeoAB3C8rdj4FUKowKHoygDsr4t8jKykJxcbFiXzuFhYXw8/NT5MfSpaWluHPnjmLXfXJyMpycnODn5yd1lCbJyspCjx49YG9vL3UUo+Xl5SEnJ8firx3ZzJ48PDxQWFhYa1lVVRUAwMHBQYpIRLIy3m8IfF29qwuK4S/56v/v4+WPYR36S5qPiMgcZFNUgoODcfHiRZSWlhqWXbx4EQB4wjeiu17uNQ4Aap3Y7aUeT+Fw5D+likREZFay+ehnwoQJOHHiBOLi4vDss8+ipKQEmzdvxqBBg+Dj4yN1PCLJ6UU9liVtBwAsH/5/aJ9pg9GjR0sbiojIzGQzUfHy8kJcXBxcXV3x2WefYc2aNRg8eDBeffVVqaMRycLKlF3IKctHF9d2mNmTBYWIrINFJyoBAQGIj49v8PaOHTvio48+smAiIuVYdHoNAOCjAdOlDUJEZEGymagQUcNWpOxEVulNdGrZFtN7PiV1HCIii2FRIZI5naBHbOIqAEB06EzYqpR3/gUioqZiUSGSuXWpPyC7rHqa8hKnKURkZVhUiGRMEAVEJ6wEAMSEzeI0hYisDosKkYytS91rmKa82GOU1HGIiCyORYVIpgRRQNyp1QCA2LDZnKYQkVViUSGSqQ2p+5BRfB3d3HzwQo8npY5DRCQJFhUiGRJEAbGnqo/0mRc6g9MUIrJaLCpEMvSftAO/TlMCOU0hIuvFokIkM4IoIDpxBQBgfugM2Kj4a0pE1otbQCKZ2ZR+0DBNmcZpChFZORYVIhkRRAHzE74BACwInclpChFZPW4FiWQkPuNHwzTl+cCRUschIpIciwqRTIgQDdf0iQmbzWkKERFYVIhk47uMH5FSlIlubj6YGvC41HGIiGSBRYVIBkSIhmv6xA7kNIWIqAa3hkQysPXKEcM0Jao7pylERDVYVIgkJkLE/JPVR/osHDiH0xQiontwi0gkse1XjxqmKVO6j5A6DhGRrLCoEEks5u6RPnHhL3OaQkT0G9wqEklo+9WjOF+YgZ6evtw3hYioHiwqRBL64Kd/AwDmDZgubRAiIpliUSGSyLarR3CpKIv7phAR3QeLCpFEPvxpOQDum0JEdD/cOhJJYOuV6mkK900hIro/FhUiCXx0snqaEh06S+IkRETyxqJCZGHfZfxomKY82/0xqeMQEckaiwqRhc1PqD4LbUwYpylERA/CokJkQfEZhwzTlMn+nKYQET0IiwqRBS1IWAEAiA2bLXESIiJlYFEhspDN6b9OUyb5D5c6DhGRIrCoEFlIdGL1NGXhwDkSJyEiUg4WFSIL2JR+0DBNmdhtmNRxiIgUg0WFyMwEUUBM4koAQNzAlyVOQ0SkLCwqRGa2+Z4jfSZ0Gyp1HCIiRbGzxJNotVpcunQJSUlJSEpKQmRkJEJDQxu8v16vx5/+9Cdcu3YNK1asgJubmyViEpmcIAr46O41fRaFc5pCRGQsixSVjRs3YseOHYav9Xr9fe+/a9cu5OXlmTsWkdltSj+IKyW56Onpi0g/TlOIiIxlkY9+Jk2ahOXLl+ODDz544H1v376NLVu2ICIiwgLJiMxHEAXMO/k1AGBx+CsSpyEiUiaLTFScnZ3h7OyMgoKCB9539erVGDRoENq1a2eBZETmszH9AK6U5KKvlz/G+w2ROg4RkSLJamfaCxcu4Ny5c5gyZYrUUYgeiiAKmH+y5po+PAstEVFTWWSi0hg6nQ4rVqxAZGQk3N3djf7+H3/80QypzE+j0eDEiRNQqVRSRzGaXq+HVqtV7LpXq9W4ffs20tLSTP7Yh4ov4EpJLvxbtINrZhV+zDT9OhIEQbHrvqqqCoIg4NatW1JHaZKKigqcPn0atra2UkcxmiAIUKvVin3taDQa2NjYICsrS+ooTaLT6XDs2DFFbvN1Oh10Op1ZXzvDh9c9a7dsisr3338PrVaL0aNHN+n7BwwYYOJElnHixAn06dMHLVq0kDqK0YqKipCVlYW+fftKHaVJkpOT4eXlBW9vb5M+riAKmLXlSwBA3KBXMKCz6V+bgiDg2LFjin3d5+bmorS0FIGBgVJHaZLTp08jMDAQrq6uUkcxWnl5OZKTkxX72snIyECLFi3QqVMnqaM0ybFjx9C/f3/Y2cnm7bfRCgsLcePGDQQHB1v0eWWxpgoKCrBlyxa8+uqrcHBwaNJjtGzZ0sSpLEOlUsHFxQWOjo5SRzGaWq2Gra2tYte9nZ0dHB0dTZ5/fepe/FKWhyDPLpgS9IRJH7uGIAgAlPu6b9GiBdRqtWLz29jYwMnJSZH5RVGEjY2NIrMDgL29PVq0aKHY/ADg4uICe3t7qWMYraysDHZ2dhZf97IoKnv37oVWq8XSpUuxdOnSWrfNmjULEREReOuttyRKR9R4gigg+u4VkuPCeU0fIqKHJYuiMmrUKISHh9dadvToUezevRvz5883+WieyFw2pO7DlZJcBHl24ZE+REQmIIui4uXlBS8vr1rLkpOTAQC+vr48My0pwr3X9IkdOBsqKG9nOSIiuZHV4clESrY+da9hmsJr+hARmYZFJyoBAQGIj49v1H3Hjh2LsWPHmjkRkWkIooDYxFUAgOiwmZymEBGZCCcqRCaw7p5pyiT/uucBICKipmFRIXpIelFvuKbP/NAZnKYQEZkQiwrRQ1p3eS9yyvLh794Bz3Z/TOo4RETNCosK0UPQi3rMT6i+pk9sGI/0ISIyNRYVooew5tIewzRlSvcRUschImp2WFSImkgv6hF997wpMWGzYKPirxMRkalxy0rURKvvmaZEdX9c6jhERM0SiwpRE+hFveEstAtCZ3KaQkRkJty6EjXBqpTdhmnKcwHmuUIyERGxqBAZTS/qEXuq+iy08wZM5zSFiMiMuIUlMtLKlF3IKctH55bemBb4pNRxiIiaNRYVIiPoRT0WnloNgEf6EBFZAreyREZYkbKT0xQiIgtiUSFqJJ2gx6JTawEAC0JnwM7GVuJERETNH4sKUSOtubwH2WU30allW7zU8ymp4xARWQUWFaJG0Al6xCZWH+mzIHQmbFWcphARWQKLClEjrEv9wTBNmc5pChGRxbCoED2ATtAjOuHXa/pwmkJEZDksKkQPsCFtn2Ga8mKPUVLHISKyKiwqRPchiALi7p43JTZsNqcpREQWxqJCdB8bUvcho/g6urn54IUePG8KEZGlsagQNUAQhV+v6RM6g9MUIiIJsKgQNeA/aQd+nabwLLRERJJgUSGqhyAKiE5cAQCYHzqD1/QhIpIIt75E9diY/us0hdf0ISKSDosK0W8IooAFCdXTlAWhMzlNISKSELfARL+xOeOQYZryfOBIqeMQEVk1FhWie4gQsTBxNQAgOmwWpylERBLjVpjoHvHpPyKlKBPd3HzwXMATUschIrJ6LCpEd4kQEZNYc02f2ZymEBHJALfERHdtyThsmKZMDXhc6jhERAQWFSIA1dOUmiN9Fg6cw2kKEZFMcGtMBGDblaOGacqU7iOkjkNERHexqJDVEyFi3smvAQBx4S9zmkJEJCN2lngSrVaLS5cuISkpCUlJSYiMjERoaGit++h0OuzYsQNHjhxBQUEB2rZti7Fjx2L48OGWiEhW7L9XjyGlKBM9PX0R1Z37phARyYlFisrGjRuxY8cOw9d6vb7Ofb744gucOXMGU6ZMga+vL06dOoWvvvoKdnZ2iIiIsERMslIf/PRvAMC8AdOlDUJERHVYpKhMmjQJY8aMQWZmJhYvXlzn9sLCQhw/fhzTpk3DM888AwAIDg5GcnIy9u7dy6JCZrMnNwGXirK4bwoRkUxZ5MN4Z2dneHp6wsXFpcH7TJgwoc7HQe3bt8edO3fMnI6s2ScpmwBw3xQiIrmyyETlQby8vDB16tRay3Q6HdLS0tCrVy+JUlFzd+jWeaSXXkdPT1886/+Y1HGIiKgesigq9dm2bRtKSkoQGRnZqPsXFRWZOZF5CIKA4uJiVFZWSh3FaGVlZaiqqlLsuv8qeycA4E+9pqD4TrHEaYwjiiJEUVTsuq+oqIBGo1Fsfr1ej9LSUoiiKHUUo1VUVECv1yt23avVagDK3eaLoog7d+7Azk62b78NssQ239PTs84yWa6ps2fPIj4+HtOmTUPnzp0b9T1JSUlmTmUeVVVVuHz5MmxslPexQ1VVFTQajSLX/ZHiJGSq89HZwQvdSz0V9zPUFBWl5a6h0Wig1+sVm7+iogIZGRmKfLPR6/VQq9WKXfeVlZVQqVS4ffu21FGaRK/X49KlS1CpVFJHMZoltvn17ZMqu9+y7OxsfP755xgyZAjGjh3b6O9T6g63+/fvR1hYGBwdHaWOYrTCwkKkp6cjPDxc6ihGe2XDMgDAn/tMQ0SY8l47giBgz549in3dZ2Vlobi4GCEhIVJHaZKjR48iJCQEHh4eUkcxWmlpKc6cOaPY105ycjKcnJzg5+cndZQm2bNnD8LDw2Fvby91FKPl5eUhJycHAwYMsOjzyurP+KKiIixevBh+fn549dVXpY5DzdR3GT/iUlEWujp5Y0xH5ZUsIiJrIpuiolar8fHHH8PJyQnvvvuuIkeqpAzzE74BALza6WmJkxAR0YPIog0IgoAlS5YgOzsbb7/9NvLy8mrd3r59ezg7O0uUjpqTzemHcKkoCz09fTGidV+p4xAR0QPIoqiUlZXh9OnTAIBPP/20zu3vv/8+HnnkEUvHomYoOvHXKyTjjrRZiIjowSxaVAICAhAfH19nuZubW73LiUxpU/pBwzRlYrdhOHPmjNSRiIjoAWSzjwqROQmigJjElQCAuIEvS5yGiIgai0WFrMLmjF/3TZnQbajUcYiIqJFYVKjZE0QBH/20HACwKJzTFCIiJWFRoWZvU/pBXCnJRU9PX0T6cZpCRKQkLCrUrAmigHknvwYALA5/ReI0RERkLBYVatY2ph/AlZJc9PXyx3i/IVLHISIiI7GoULMliALmn6w+C2106CyJ0xARUVOwqFCzVbNvSj+v7hjnp8wLsBERWTsWFWq2FiRUn4U2OozTFCIipWJRoWZpfepepBdfQ5BnF4ztOljqOERE1EQNnkI/MTERnTp1Qtu2bQEAW7duxdmzZxEUFITIyEi4uLhYLCSRMQRRQPTdaQrPm0JEpGz1TlS+//57zJo1C+fOnYNer8fKlSvx4Ycf4qeffkJ0dDSWLVuGsrIyS2clapQNqftwpSQXQZ5duG8KEZHC1VtUVq1ahXHjxuHRRx+FSqXCihUrMHr0aCxfvhzz5s3Drl27UFpaaumsRA907zV9Fg6cAxVUEiciIqKHUW9RSUtLw9ChQ+Hu7o7z58/j2rVrmDRpErp27YpBgwbh2rVrqKqqsnRWogdan7rXME2J7MbzphARKV29RcXR0dFQRI4cOQJfX1/4+vrCzs4OVVVVsLW1tWhIosYQRAGxiasAADFhszhNISJqBurdmbZfv35YtmwZkpKS8M0332DixIlwdXWFTqfDpk2b0LFjRzg4OFg6K9F9rbtnmjLRf5jUcYiIyATqnai88847aNGiBZYvX46goCDMnj0brq6uOHToELZs2YIZM2bA3d3d0lmJGqQX9Vh4d5qyIHQmpylERM1EnYmKKIpo3749lixZAr1eD0dHR7Rq1Qo2Njbo168f4uPj0alTJzg6OkqRl6he6y5XT1P83TtgcvfhUschIiITqTNREQQBY8eOxYULF+Dt7Y02bdoY9klp3bo1AgIC4OLiApWKf7GSPOhFPeYnVF/Th0f6EBE1L3WKiq2tLTp16oTjx4+jsrKy9p1tbGBjw5PZkrysvfwDcsry4e/eAc/6PyZ1HCIiMqF6d6aNiIjA5s2bcfbsWfTu3RutW7euM0F5+eWX4ebmZpGQRA3Ri3rDNX1iwmbBRsUiTUTUnNRbVL799ltcvXoVtra2SE1Nrfdw5KlTp7KokOTWXNpjmKZEdX9c6jhERGRi9RaVjRs3Qq/XA0CD+6J4e3ubLxVRI+hFPaLvnoV2QehMTlOIiJqheouKj4+P4f+Li4tx+/ZteHt7w8nJiTvRkmysStltmKY8F/CE1HGIiMgMGvwTdMeOHRg3bhz69++PiIgI/Pzzz7h9+zb+7//+Dzk5ORBF0ZI5iWrRi3rEnqo+b8q8AdM5TSEiaqbq3bpv2bIF7733HhwcHPDKK6+gqqoKWq0WOp0OycnJWLJkCYqLiy2dlchgZcouwzRlWuCTUschIiIzqbeorF69GpGRkfjb3/6G119/3bDTrIeHB958800cO3YM5eXlFg1KVEMv6rHw1GoAwIePvsRpChFRM1bvFj4jIwNDhw6Fj48PWrZsaTh3io2NDXr06IHCwkLodDqLBiWqsSJlJ3LK8tG5pTenKUREzVy9RcXd3R0ZGRmGKyjfKz09HS4uLjzxG0lm0am1AIDosJmws+GVvImImrN6j/p55plnsHTpUuTn52P48OFQq9W4cuUKbty4gaVLl2LQoEFwcXGxdFYirEjZieyym+ji2g4zeo6WOg4REZlZvUVl7ty5KCoqwqpVq7Bs2TLcunULf/7zn2Fvb4/hw4fjj3/8Izw8PCwclaydTtAj9u4Vkj8aMF3aMEREZBH1FhVPT0/MmzcPs2fPxuXLl3Hnzh04OzsjMDAQHTp0MFxNmciS1l7eg+yym+jUsi2m93xK6jhERGQB9baNP//5zygtLUVAQACefvppREVFYdy4cQgJCUFpaSn++Mc/orCw0NJZyYrpBD1i7k5TokNnwlbFfVOIiKxBrYnKjRs3oNfrsWXLFgwfPhyiKNaanIiiiJ9++gk7d+7EO++8Y/GwZL3Wp+41TFNe4jSFiMhq1CoqM2fOREpKCq5fv44XX3wR9vb2db5BrVYjMDAQDg4OFgtJ1k0QBSw6vQZA9RWSOU0hIrIetYrKihUrkJOTg8jISLz66qvo3LlznWv7uLq6on///mjTpk2jn0Sr1eLSpUtISkpCUlISIiMjERoaWud+R44cwdatW5Gfn482bdpgwoQJGDZsWNN+Mmo21qfuRUbxdXRq2RYv9hgldRwiIrKgWkXFx8cHXl5eeP311zFu3Dh07doVtra1/3q1sbGBg4ODURcn3LhxI3bs2GH4uubKzPdKSEjAF198gdGjR6Nfv344e/YsvvzySzg4OOB3v/udsT8XNROCKBjOQrtw4BxOU4iIrEydo37s7e2xY8cOhISEICAgAC1atHjoJ5k0aRLGjBmDzMxMLF68uN77bN26Fb1798b06dMBAH369EF2dja2bdvGomLFvk3bj4zi6+jm5oMXeBZaIiKrU+eoH5VKhTFjxmD79u3Izc2FIAgP/STOzs7w9PRs8CRxWq0Wv/zyC4KCgmotDwoKQmZmJjQazUNnIOURRAExiSsBAPNDZ/CaPkREVqje86jcunULSUlJePLJJw3nTfntRz3/+te/jNpP5X7Ky8shiiJatmxZa7mrqysAoKyszCSTHVKWjekHDNMUXtOHiMg61VtUKisr0alTJ3Ts2BG2trZ19lMxtYamNjXlqL59Wn7r/PnzJs1kKVVVVUhOToadXb3/FLKmVqtRWlpqlnUviALeP/0VAGBGu8dx8cJFkz/HnTt3oNFoFHlOIFEUIQiCYl/3ZWVl0Gq1is1fUVGBtLQ0Rf4BVVVVBbVardh1X1RUBFtbW5SWlkodpUn0ej2SkpIUedLUiooKlJeXm/W106dPnzrL6n13XLRoUYPlQa/Xo6CgAO7u7qZN95A8PT2ljtAkN27cgKenpyKLSllZGSorK82y7r+/fgI56kL4OrfF84EjzfKxT0lJCVq2bKnIy0GIoojr168r9nUviiJUKpVi8xcWFsLd3R1OTk5SRzGaWq1GUVGRYtd9ZWUlHBwcFJv/+vXr8PDwMPsAwBxsbW1RVVVl8XVf77tj69atG/yGrKws/OEPf8DatWvh4+NjkhANNUtRFAGgUf+gnTt3NkkWS0tNTYWPjw8cHR2ljmK0wsJCFBcXm3zdixCx5Mg2AEDcoFfQxbeLSR+/RkFBAVq3bo0OHTqY5fHNSRAEJCUlKfZ1X3MySaXmz8zMhLe3tyJLbmlpKXJzcxW77ktLS+Hk5KTY/MnJyejYsWO95ymTu7y8PFRWVlp83ddbVNRqNf79739j//79KCgoMExXRFHE7du3ATT8cU1TuLi4QKVSoaysrNbymq95pWbrEp/+o2HflOcCnpA6DhERSajeUcaXX36JdevWwdvbG2lpaQgODkaPHj2Qn5+PPn36YMWKFWjbtq3JQjg4OKBLly5ISUmptfzSpUvo3LmzIqcN1DQiRMORPjFhs3mkDxGRlav3XWDnzp2YPXs2Fi5cCDc3N/z+97/HP/7xD+zbtw8tWrRAQUFBo3ZwNUZkZCSSkpKwdu1aJCUlYcOGDTh//jwiIyNN+jwkb1syDiOlKBPd3HwwNeBxqeMQEZHE6i0qeXl56N69O9q0aQNbW1s4OTmhVatWCAgIwBtvvIG1a9fizp07Jg0SHh6ON954A2fOnEFcXBxOnjyJ1157DYMHDzbp85B8iRCxIGEFACB2IKcpRER0n51ps7OzDXv3pqSkoHPnzmjRogU6duyI9PR0VFVVGf1kAQEBiI+Pb/D2oUOHYujQoUY/LjUP264cNUxTorpzmkJERA0UlVGjRuGvf/0rQkJCEB4ejri4OKSmpsLb2xs7d+6Eq6urIg+nJfkSIWLeya8BVF/Th9MUIiICGigqc+fOhZ2dHVq3bo13330XCxcuxLJly1BWVoaOHTvio48+QqtWrSydlZqx/149hpSiTAR4dMJUHulDRER31VtUPD09MXfuXDg7O0OlUuGTTz5BWVkZqqqq4OjoiNatWyvyjIwkX/MTvgEARIfOlDgJERHJSb1F5cSJE6isrGzwm/R6PSIiIhR5VkaSn61XjuDiravwd++AKd1HSB2HiIhkpN6i8tZbbyEnJ+e+33j69Gl06tTJLKHIunx0cjkAICZsFvdNISKiWuotKl9//TU0Gk2tZRqNBqmpqdiyZQtmzZoFLy8viwSk5u27jB9xqSgL/u4deKQPERHVUW9RCQkJMVxn514DBgxASEgIli1bhmHDhvGjH3pov+6bwmkKERHVVW9RaegigHZ2dujfvz9+/vlnqNVqswaj5m9T+kHDNIVnoSUiovoY9SesXq/H7t27odfroVKpzJWJrIAgCoZr+nCaQkREDal3ovLEE0/g+vXrdZZrNBqUlpZi6tSpcHV1NXs4ar44TSEiosaot6g8+eSTda7lo1Kp4OLigp49eyI8PBxubm6WyEfNkCAKhrPQLgidyWkKERE1qN6i8sorr0AQhFrLVCoVVCoVHBwc4ODgwI9+qMn+k3YAV0py4e/eAc/xLLRERHQfdYqKIAi4fPky/ve//+HatWuoqqpC27Zt8eijj2LIkCE8Iy09FEEUsODukT7zB8zgNIWIiO6rVlG5evUq5s2bh2PHjqGyshKenp5QqVSGj4F69OiBRYsWISwsDPb29iguLkZaWhpCQkJYYKhR1qfuNUxTng8cKXUcIiKSOcOfs7dv38bcuXNx+vRpvPnmmzh06BAOHjyIgwcP4sSJE1iyZAkEQcDLL7+MCxcuQK/XIy8vD3/84x9RWFgo5c9ACiGIAhaeWg2AR/oQEVHjGCYq//nPf/DLL7/giy++QGhoKFxdXWFjU/1GIooiOnTogNDQULz44otYuXIl4uLikJKSghs3bkCv10v2A5BybEjdh4zi6+jm5sMjfYiIqFEMf9Lu3r0bTz/9NPr37w93d3dDSQGqd6R1dHRE165d8eKLL+L48eP48ssv8eGHH6J37948Qy09kCAKiD21CgAQF/4ypylERNQohneLrKws9OzZ876lQ6VSISQkBIWFhfj8888RGBiImJgYeHp6WiQsKde3afuRUXwdPT19eU0fIiJqNMNHPzY2NtDpdPVe4+deVVVVsLGxwZo1azBgwAC0bt0adnb1HuVMBKD2WWhjwmZJnIaIiJTEMFHx9/dHYmLiA6/hc/ToUXh5eaFPnz7w9vZmSaEHuneaMtn/ManjEBGRghiKSmRkJA4dOoTvvvsOFRUV9d553759WL16NYYPH85T6FOj3DtNiRv4ssRpiIhIaQzjkAkTJuDIkSNYuHAhfvjhB4wcORJdu3aFra0tcnNzcfjwYRw8eBCdOnXCnDlzeAp9apT/pB1ARvF19PXyx4RuQ6WOQ0RECmMoKi4uLvjrX/+KkJAQrFu3DgsWLDCcJl+n06F169aYPHkyXn75ZXTr1q3WUUFEDak50ic2bLbESYiISIlq7WDSunVrzJo1C5MnT8aNGzeQl5cHQRDg5eUFHx8fuLm5wc3NjSWFGmVD6j6k3clBP6/uGNN1sNRxiIhIgersCevi4gIXFxe0bdsWvXv3BgDY2trC1tbW4uFIuWpd0yd0hsRpiIhIqRo8ZIflhB7Gt2n7caUkF0GeXTDOL0LqOEREpFD8DIdMThAFRCesAAAsHDgHKqgkTkRERErFokImV3OF5CDPLojsNkTqOEREpGAsKmRSgiggNrH6SJ+YsFmcphAR0UNhUSGTWnfPNGWi/zCp4xARkcKxqJDJ6EU9Ft6dpiwInclpChERPTQWFTKZdZd/naZM7j5c6jhERNQMsKiQSehFPebfPW/KvNDpnKYQEZFJsKiQSay9/ANyyvLh794Bz/IKyUREZCIsKvTQ9KIeC+6eNyU2bDZsVHxZERGRaTR4ZlpLE0URu3btwr59+3Dr1i14eXnhySefxNNPPy11NHqANZf2GKYpU7qPkDoOERE1I7IpKnv27MGaNWswZswY9OvXD6dPn8aqVdVHkLCsyJcAAdGJKwEA0aGzOE0hIiKTkk1ROX78OPz9/fHiiy8CAIKDg5GWloZjx46xqMjYrsLThmnK1IDHpY5DRETNjGz+/NVqtXBxcam1zNXVFRqNRqJE9CB6UY8VufsAAPMHzOA0hYiITE427ywjRozAxYsXcfLkSWg0GiQmJuL8+fMYOXKk1NGoAf+5egj5VcXwd++A5wP570RERKanEkVRlDpEjfXr1+O///2v4esJEyZg6tSp9/2exYsXAwBCQkLMms1cRFGESqW8c44IEDAr518o1Jfi916jMaJlsNSRjKbUdV+D+aWj5OyAsvPXvGUpOb9SswPmz//MM8/UWSabfVSOHDmCXbt2YeLEiQgKCkJSUhK+//57dOzYEREREQ/8/tGjR1sgpekdOHAAgwcPhqOjo9RRjLI8+b8ozCyFt70HPpn8LuxsbKWOZLSff/4Z3t7e6NChg9RRjCYIAn744QfF7r+VnZ2N4uJiBAcrr+ACwLFjxxAcHAwPDw+poxittLQUP//8M4YOHSp1lCZJSUmBk5MTunbtKnWUJvnhhx8wYsQI2NvbSx3FaHl5ebh27RoeffRRiz6vLIqKRqPBypUrMXz4cERFRQGonpCUlZXhm2++QVhYGBwcHO77GEpuqCqVSlH59aIei06vBQDM8nkC9rayeBk1idLWfY2azErMfi8l5+drR1pKzs/XjnFksY/KzZs3UVFRAX9//1rLAwMDUVFRgZs3b0qUjOqzKmU3csry0dG5DZ5qbdlmTURE1kUWRcXNzQ1A9Tj4XllZWbVuJ+npBD0WnloNAPhT7ymw5ZE+RERkRrKY2Xt4eCAsLAx79+6Fh4cHAgICkJ6ejj179mDgwIFwd3eXOiLdtfbyHmSX3USnlm0R1XU4rmZclToSERE1Y7IoKgDw5ptvYvv27Th48CDi4+PRqlUrREZGYvz48VJHo7t0gh4xidVnC44OnQlblfJ2oCUiImWRTVFp0aIFpkyZgilTpkgdhRqwPnWvYZryUs+nUHSrSOpIRETUzHEHA2oUQRQMV0iOCZvFaQoREVkEiwo1yr3TlBd7jJI6DhERWQkWFXogQRQMR/rEhs3mNIWIiCyGRYUe6Nu0/cgovo5ubj6cphARkUWxqNB9CaKAmMSVAIB5obxCMhERWRbfdei+NqYfMExTXgh8Uuo4RERkZVhUqEH3HumzIHQmpylERGRxfOehBm1KP2iYpjwfOFLqOEREZIVYVKheIkTMT/gGABAdNovTFCIikgTffahem9MPGaYpzwU8IXUcIiKyUiwqVIcIEbF3r+kTEzab0xQiIpIM34Goju8yfkRKUSa6uflgasDjUschIiIrxqJCtYgQEZ1Qfd6U2IGcphARkbT4LkS1bL1yxDBNierOaQoREUmLRYUMRIiYf7L6SJ+FA+dwmkJERJLjOxEZbL961DBNmdJ9hNRxiIiIWFToVzF3j/SJC3+Z0xQiIpIFvhsRgOppyvnCDHRz88Gz/o9JHYeIiAgAiwrd9cFP/wbAaQoREckL35EIW68cwaWiLE5TiIhIdlhUCB+dXA4AWBT+CqcpREQkK3xXsnJbrhzGpaIs9PT05ZE+REQkOywqVm7eya8BANGhsyROQkREVBeLihX7LuNHwzTl2e7cN4WIiOSHRcWKzU+oPgttTBinKUREJE8sKlYqPuOQYZoymUf6EBGRTLGoWKkFCSsAALFhsyVOQkRE1DAWFSu0Of3Xacok/+FSxyEiImoQi4oVik6snqYsHDhH4iRERET3x6JiZTalHzRMUyZ2GyZ1HCIiovtiUbEigijgw5pr+gx8WeI0RERED8aiYkU2ZxzClZJc9PT0xYRuQ6WOQ0RE9EAsKlZCEAV89FP1NX0Wh78icRoiIqLGYVGxEhvTDximKeP9hkgdh4iIqFHspA5wL7VajY0bN+L48eOoqKhA+/btMXfuXHTt2lXqaIomiALmn6w+C+1fwl+VOA0REVHjyaao6HQ6xMbG4ubNm4iKikK7du2QmZkJDw8PqaMp3n/Sqqcpfb38Mc4vQuo4REREjSabovLDDz8gPT0df/vb39ClSxcAQHBwsLShmom406sB8Cy0RESkPLLZR+X48ePo1auXoaSQaXybtg+Xi7LR18sfY7oOljoOERGRUWQzUcnNzUWvXr2wbNkynD17FuXl5ejbty9mz57Nj3+a6N59U6JDeYVkIiJSHtkUFa1Wi1OnTmHixIl47733cP36daxcuRKff/45YmJiHvj9165ds0BK09Pr9bhx4wbs7e1N/thbc47hSkkuurfsgP4OXUy+jkpLS6HRaBS77isqKnD79m2Ioih1FKOJoghRFBW77ouKilBZWanY/FqtFvn5+SgrK5M6itHUajWqqqoUu+7LysoUvd0RBAG5ubmwtbWVOorRiouLzf5727FjxzrLZFNUAGDIkCGIiooCAPj5+UGtVmP58uXIyMiAv7//fb83Pz/fEhFNTq/Xo7Cw0OQvWkEU8LekjQCAVzqOQkF+gUkfHwA0Gg00Go1i171Go0FxcTGqqqqkjmK0mqKi1HVfXl5ueLNXIp1Oh9u3byuyqFRVVUGn0yl23ZeXl8POTlZvXUYRRREFBQWwsZHNnheNVllZafZtvqyLip2dHZycnGotCwoKAgDk5OQ8sKj079/fbNnMaf/+/QgODoajo6NJH3fd5R9wTXMLQZ5d8MfHp0MFlUkfHwAKCwuRnp6u2HV/5swZtGvXDh06dJA6itEEQUBeXp5i131WVhaKi4sREhIidZQmOXr0KHr06KHIj6VLS0tx5swZxb52kpOT4eTkBD8/P6mjNMnNmzfRp08fs0zRzS0vLw85OTkWf+3IptJ5eHigsLCw1rKav3QdHBykiKRYgiggJnElACB24GyzlBQiIiJLkE1RCQ4OxsWLF1FaWmpYdvHiRQDgCd+MtD51L66U5CLIswuv6UNERIomm6IyYcIE2NvbIy4uDmfOnMGPP/6IzZs3Y9CgQfDx8ZE6nmIIooDYxFUAgOiwmZymEBGRoslmHxUvLy/ExcVh9erV+Oyzz2Bvb4/BgwfjpZdekjqaoqy9/INhmjLJf7jUcYiIiB6KbIoKUL2370cffSR1DMXSi3rMT6g+b8r80BmcphARkeLJ5qMfenhrL/+AnLJ8+Lt3wGROU4iIqBlgUWkm9KIeCxJWAKi+po+Niv+0RESkfHw3aybWXNpjmKZM6T5C6jhEREQmwaLSDOhFPaLvnjclOnQWpylERNRs8B2tGVh9zzRlasDjUschIiIyGRYVhdOLesNZaOcPmMFpChERNSt8V1O4VSm7DdOU5wNHSh2HiIjIpFhUFEwv6hF7qvostB8NmM5pChERNTt8Z1OwlSm7kFOWj84tvfFC4JNSxyEiIjI5FhWF0ot6LDy1GkD1NX04TSEiouaI724KVTNN6eLaDjN6jpY6DhERkVmwqCjUotNrAADzBkyXNggREZEZsago0IqUncgqvYlOLdvipZ5PSR2HiIjIbFhUFEYn6BGbWH2kT3ToTNiqbCVOREREZD4sKgqzLvUHZJdxmkJERNaBRUVBBFFAdEL1WWhjwmZxmkJERM0ei4qCrEvda5imvNhjlNRxiIiIzI5FRSEEUUDc3fOmxIbN5jSFiIisAouKQmxI3YeM4uvo5uaDF3rwLLRERGQdWFQUQBAFwzV95oXO4DSFiIisBouKAvwn7cCv0xRe04eIiKwIi4rMCaKA6MQVAID5oTN4TR8iIrIqfNeTuU3pBw3TlGmcphARkZVhUZExQRQwP+EbAMCCUF4hmYiIrA/f+WQsPuNHwzTl+cCRUschIiKyOBYVmRIhGq7pExM2m9MUIiKySnz3k6nvMn5ESlEmurn5YGrA41LHISIikgSLigyJEA3X9IkdyGkKERFZL74DytDWK0cM05So7pymEBGR9WJRkRkRIuafrD7SZ+HAOZymEBGRVeO7oMxsv3rUME2Z0n2E1HGIiIgkxaIiMzF3j/SJC3+Z0xQiIrJ6fCeUke1Xj+J8YQZ6evpy3xQiIiKwqMjKBz/9GwAwb8B0aYMQERHJBIuKTGy7egSXirK4bwoREdE9ZFlU9Ho9/vCHP2Dy5MkoKSmROo5FfPjTcgDcN4WIiOhesnxH3LVrF/Ly8qSOYTHbfzmGS0VZ3DeFiIjoN2RXVG7fvo0tW7YgIiJC6igWE3Om+kif6NBZEichIiKSFzupA/zW6tWrMWjQILRr107qKBZxtCQZl+9ko6enL57t/pjUcYiIiGRFVhOVCxcu4Ny5c5gyZYrUUSxm7a3DAICYME5TiIiIfks2ExWdTocVK1YgMjIS7u7uRn//iRMnzJDKvA4VnUe2thC+LdqgQ74jTuQr62eoqqpCZWWlItc9AJSWlqKkpARZWVlSRzGaKIoQBEGx616tVkOn06GsrEzqKE1SVlaGCxcuwM5ONpvQRtPr9aioqFDsa6e8vBw2NjaK3Y9Rr9cjMTERKpVK6ihG02q10Gg0Zn3t/O53v6uzTDa/Zd9//z20Wi1Gjx7dpO8PDAw0cSLzm7FrKQDgw74vINBPefmLi4tx/fp1Ra57AEhLS0OrVq3g5eUldRSjiaKIhIQExa77mzdvory8HH5+flJHaZILFy7A19cXLVu2lDqK0SorK5GamqrY105mZiZatGiB9u3bSx2lSRITE9G9e3fY2tpKHcVot2/fRkFBgcVfO7IoKgUFBdiyZQteffVVODg4NOkxWrdubeJU5rU5/RDSSq6hs4MXXgh+Go6OjlJHMpooirh586bi1n0NBwcHtGzZUpH5BUEAoLzXfY2ysjLodDrF5re1tYW7uzs8PDykjmK00tJS2NraKnbd5+XlwcnJSbH5AcDT0xP29vZSxzBaVVUV7ty5Y/F1L4uisnfvXmi1WixduhRLly6tddusWbMQERGBt956S6J05hGduAIA8JLXcImTEBERyZcsisqoUaMQHh5ea9nRo0exe/duzJ8/H97e3hIlM49N6QcN502JcA2SOg4REZFsyaKoeHl51dlPIDk5GQDg6+sLNzc3KWKZhSAKiElcCQCIG/gycFUrcSIiIiL5ktXhydZgc8YhwzRlQrehUschIiKSNVlMVOozduxYjB07VuoYJiWIAj66e02fReEvS5yGiIhI/jhRsaBN6QdxpSQXPT19EenHaQoREdGDsKhYiCAKmHfyawDA4vBXJE5DRESkDCwqFrIx/QCulOSir5c/xvsNkToOERGRIrCoWIAgCph/8hsAQEzYbInTEBERKQeLigXU7JvSz6s7xnYdLHUcIiIixWBRMbN7901ZEDpT4jRERETKwqJiZt+m7ceVklwEeXbBOL8IqeMQEREpCouKGQmigOiE6mv6xIXPkTgNERGR8rComNGG1H2GaQqP9CEiIjIei4qZ3HtNn9iBs6GCSuJEREREysOiYibrU/capim8pg8REVHTsKiYgSAKiE1cBQCIDpvJaQoREVETsaiYwbp7pimT/IdLHYeIiEixWFRMTC/qDedNmR86g9MUIiKih8CiYmLrLu9FTlk+/N074Nnuj0kdh4iISNFYVExIL+oxP6H6mj6xYTzSh4iI6GGxqJjQmkt7DNOUKd1HSB2HiIhI8VhUTEQv6hF997wpMWGzYKPiqiUiInpYfDc1kdX3TFOiuj8udRwiIqJmgUXFBPSi3nAW2gWhMzlNISIiMhG+o5rAqpTdhmnKcwFPSB2HiIio2WBReUh6UY/YU9VnoZ03YDqnKURERCbEd9WHtDJlF3LK8tG5pTemBT4pdRwiIqJmhUXlIehFPRaeWg2AR/oQERGZA99ZH8KKlJ2cphAREZkRi0oT6QQ9Fp1aCwBYEDoDdja2EiciIiJqflhUmmjN5T3ILruJTi3b4qWeT0kdh4iIqFliUWkCnaBHbGL1kT4LQmfCVsVpChERkTmwqDTButQfDNOU6ZymEBERmQ2LipF0gh7RCb9e04fTFCIiIvNhUTHShrR9hmnKiz1GSR2HiIioWWNRMYIgCoi7e96U2LDZnKYQERGZGYuKETak7kNG8XV0c/PBCz143hQiIiJzY1FpJEEUfr2mT+gMTlOIiIgswE7qADV0Oh127NiBI0eOoKCgAG3btsXYsWMxfPhwqaMBAP6TduDXaQrPQktERGQRsikqX3zxBc6cOYMpU6bA19cXp06dwldffQU7OztERERImk0QBUQnrgAAzA+dwWv6EBERWYgsikphYSGOHz+OadOm4ZlnngEABAcHIzk5GXv37pW8qGxM/3Wawmv6EBERWY5sRgMTJkxAaGhorWXt27fHnTt3pAl0lyAKWJBQPU1ZEDqT0xQiIiILksVExcvLC1OnTq21TKfTIS0tDb169ZIoVbXNGYcM05TnA0dKmoWIiMjayKKo1Gfbtm0oKSlBZGRko+5fWVlp8gwiRMScrD4L7Qf9XoBGrTH9c4gi1Go1RFE0+WObm1arhSAIZln3lqDX66HVahWZXxAEAOZ53VtCVVUV9Hq9YvOLogiNRqPI/BqNBqIoKjI7UP1HbFVVlWLzA4BarYZOp5M6htEssc13cnKqs0wlyvAd8uzZs/jLX/6CadOmYezYsfe97+LFiwGgzsdGpnCkJBlxufHwsffE6m5vQQWVyZ9DrVajRYsWUKlM/9jmptfrodPp0KJFC6mjNIlWq4WtrS1sbZV5qHllZWW9v9RKoNPpIAgCHBwcpI7SJGq1Gg4ODrCxUd5HwYIgQKvVwtHRUeooTVJVVQWVSgU7O9n+nX1flZWVcHR05Da/AY8//nidZbL7l87Ozsbnn3+OIUOGPLCk3Ku+H+5hiBDx9obVAIBPhr2JJwKfMOnj19i/fz8iIiIUudEoLCxEeno6wsPDpY7SJGfOnEG7du3QoUMHqaMYTRAE7Nmzx+Sve0vJyspCcXExQkJCpI7SJEePHkVISAg8PDykjmK00tJSnDlzBsOGDZM6SpMkJyfDyckJfn5+Ukdpkj179mDYsGGwt7eXOorR8vLykJOTgwEDBlj0eWX150BRUREWL14MPz8/vPrqq5Jm2ZJxGClFmejm5oOpAcp8MyAiIlI62RQVtVqNjz/+GE5OTnj33XclHeuJEA1H+iwcOIdH+hAREUlEFh/9CIKAJUuWIDs7G2+//Tby8vJq3d6+fXs4OztbLM+2K0cN05Qp3UdY7HmJiIioNlkUlbKyMpw+fRoA8Omnn9a5/f3338cjjzxikSwiRMw7+TUAIC78ZU5TiIiIJCSLouLm5ob4+HipYwAA/nv1GFKKMtHT0xdR3blvChERkZQ4LviND376NwBg3oDp0gYhIiIiFpV7bbt6BJeKsrhvChERkUywqNzjw5+WA+C+KURERHLBd+O7tl6pnqb09PTFs/6PSR2HiIiIwKJi8NHJ6mkKr5BMREQkH3xHBrDlymHDNIX7phAREckHiwpgOG9KdOgsiZMQERHRvay+qHyX8eOv+6Z0574pREREcmL1RWV+wjcAgNiw2RInISIiot+y6qKyOf2QYZoyyX+41HGIiIjoN6y6qEQn/nqFZCIiIpIfqy0qm9IPGqYpE7sNkzoOERER1cMqi4ogCohJXAkAiBv4ssRpiIiIqCFWWVQ2Z/y6b8qEbkOljkNEREQNsLqiIogCPrp7TZ9F4ZymEBERyZnVFZVN6QdxpSQXPT19EenHaQoREZGcWVVREUTBcBbaxeGvSJyGiIiIHsSqisrG9AO4UpKLvl7+GO83ROo4RERE9ABWU1QEUcD8k9VnoeU1fYiIiJTBaopKzb4p/by6Y5xfhNRxiIiIqBGspqgsSKg+C210GKcpRERESmEVRWV96l6kF19DkGcXjO06WOo4RERE1EjNvqgIooDou9MUnjeFiIhIWZp9UdmQug9XSnIR5NmF+6YQEREpTLMuKvde02fhwDlQQSVxIiIiIjJGsy4q61P3GqYpkd143hQiIiK5+eqrrzBp0iQAgCAIGDlyJD799FPD7c22qAiigNjEVQCAmLBZnKYQERHJ0IwZM3D8+HHk5uZi0aJFaNu2Ld555x3D7XYSZjOrdfdMUyb6D5M6DhEREdXDyckJc+bMwZw5c3Dr1i0cPny41u3NsqjoRT0W3p2mLAidyWkKERGRjA0ePBgLFy7EoUOH4OjoWOu2ZvnRz7rL1dMUf/cOmNx9uNRxiIiIqAH5+fn4/e9/j9deew0bNmyoc3uzKyp6UY/5CdXX9OGRPkRERPJVVVWFyZMnY/78+fj444/x3//+F3l5ebXu0+yKytrLPyCnLB/+7h3wrP9jUschIiKiBvz+979Hnz59EBUVBTc3N0RFReGf//xnrfs0q31U9KLecE2fmLBZsFE1ux5GRETUbHz55Ze1vv5tSQGa2URlzaU9hmlKVPfHpY5DRERED6nZTFT0oh7Rd89CuyB0JqcpREREEkpOTsbRo0fRp08fDBgwAPb29k16nGZTVFal7DZMU54LeELqOERERFbtv//9LwDg8OHDSEhIQFhYWJMKS7MoKgIExJ6qPm/KvAHTOU0hIiKSkcrKyiYXlmZRVM7YXzNMU6YFPil1HCIiIqpHUwqL4ouKAAE/tsgAAHz46EucphAREcmcMYVF8UXljMM1FNuo0bmlN6cpRERECtKYwqISRVGUKJ9JPPpZFM44XMNEdQj6aztKHYeIiIiaqFOnTnjhhRdqLVP8ROX3bZ/Bwdwz6K5rI3UUIiIiegh2dnVrieInKkRERCQ/ixcvbvR9nZycGvzoR/ETFSIiIlKm+xWUGiwqREREZFGNKSg1WFSIiIjIIpycnDBw4EA8+uij1nXCNyIiIpIvYyYov8WdaYmIiMjkUlJScPjwYfTt2/ehLkrIokJERESyxfPNExERkWxxHxUJaLVaXLp0CUlJSUhKSkJkZCRCQ0OljtVoOp0OO3bswJEjR1BQUIC2bdti7NixGD58uNTRHkir1WLLli343//+hzt37sDHxwfjx4/HoEGDpI5mNL1ejz/96U+4du0aVqxYATc3N6kjPZBOp8PUqVPrLO/Tpw8++ugjCRIZR61WY+PGjTh+/DgqKirQvn17zJ07F127dpU62n0dPHgQy5Yta/D2999/H4888ogFExlHFEXs2rUL+/btw61bt+Dl5YUnn3wSTz/9tNTRGkUQBGzevBkHDx5EeXk5fH19ERUVhT59+kgdrY7Gvj8dOXIEW7duRX5+Ptq0aYMJEyZg2LBhZsnEoiKBjRs3YseOHYav9Xq9hGmM98UXX+DMmTOYMmUKfH19cerUKXz11Vews7NDRESE1PHua/ny5UhISMDzzz+PDh06ICEhAf/4xz/g5OSE/v37Sx3PKLt27UJeXp7UMYxSUlICABg9ejR8fX0Ny1u1aiVVpEbT6XSIjY3FzZs3ERUVhXbt2iEzMxMeHh5SR3ugAQMGoFOnTnWWHz16FEePHkXnzp0lSNV4e/bswZo1azBmzBj069cPp0+fxqpVqwBAEWVl5cqV2L9/P6ZOnYrOnTtj//79WLx4MaKjo9GzZ0+p49XSmPenhIQEfPHFFxg9ejT69euHs2fP4ssvv4SDgwN+97vfmTwTi4oEJk2ahDFjxiAzM9OoM/fJQWFhIY4fP45p06bhmWeeAQAEBwcjOTkZe/fulXVR0Wg0OHr0KCZPnoxRo0YBqM5+9uxZHD58WFFF5fbt29iyZQsiIiLw448/Sh2n0e7cuQMACA8PR2BgoLRhjPTDDz8gPT0df/vb39ClSxcA1a8fJXBzc6szcSsoKMCRI0fwyiuvoE0beV+C5Pjx4/D398eLL74IoHq9p6Wl4dixY7IvKrdv38b+/fvxzDPPYPz48QCqJ4ivv/46tm3bJrui0pj3p61bt6J3796YPn06gOqfJzs7G9u2bTNLUeE+KhJwdnaGp6cnXFxcpI7SJBMmTKgzCmzfvr3hTUiu7OzssHTpUkPBquHi4oLi4mKJUjXN6tWrMWjQIHTsqKwLcdasZ3d3d4mTGO/48ePo1auXoaQo3fLly9G7d28MHjxY6igPpNVq62wvXV1dodFoJErUeFevXoUgCOjbt69hma2tLYKDg5GamipdsAY86P1Jq9Xil19+QVBQUK3lQUFByMzMNMu/CYsKGcXLywtTp05F+/btDct0Oh3S0tLQvXt3CZM9mK2tLdq1awcnJycA1blPnTqFzMxMRU1TLly4gHPnzmHKlClSRzFaTZlVYlHJzc2Fs7Mzli1bhldeeQXTpk3D3//+d9kX9PpcvnwZFy5cwEsvvSR1lEYZMWIELl68iJMnT0Kj0SAxMRHnz5/HyJEjpY72QDWH5Nra2tZa7u7ujoqKCgiCIEWsJisvL4coimjZsmWt5a6urgCAsrIykz8nP/qhh7Zt2zaUlJQgMjJS6iiNNnXqVOh0OgDA8OHDMWbMGIkTNY5Op8OKFSsQGRmpyDf74uJi2NjYYPny5fj555/h7OyMgQMHYurUqXBwcJA63n1ptVqcOnUKEydOxHvvvYfr169j5cqV+PzzzxETEyN1PKPEx8cjLCwM7dq1kzpKo4waNQqFhYX49NNPDcsmTJhg+AhXzjp06ACg+pwi904haqaLSjtDSEPFSqVSATDPPpcsKvRQzp49i/j4eEybNk32O+Tda9GiRdBqtTh37hwOHjyIrKws2R+5AQDff/89tFotRo8eLXWUJrlz5w5EUYSHhwemT5+Oy5cvY+fOndBqtZgzZ47U8R5oyJAhiIqKAgD4+flBrVZj+fLlyMjIgL+/v8TpGqeoqAgXL17EH/7wB6mjNNqRI0ewa9cuTJw4EUFBQUhKSsL333+Pjh07ynq/OKB6Cj1kyBBs27YNLVu2ROfOnfHzzz/j2LFjUkdTDBYVarLs7Gx8/vnnGDJkCMaOHSt1HKP4+fkBAHr06IHLly9j1apViI2NlTjV/RUUFGDLli149dVXZT99aEhERAR69uyJsLAwANXTLI1Gg4MHD2LmzJl1xuNyYmdnZ/jYsEbNX8g5OTmKKSoJCQlQqVQICQmROkqjaDQarFy5EsOHDzeUxJCQEJSVleGbb75BWFiY7H8f5syZA0dHR2zevBlqtRqPPvooHnvsMRw8eBA2NsraA6OhvDWTIXP8DrOoUJMUFRVh8eLF8PPzw6uvvip1nEbRarXIy8tD27Zt4ejoaFju7e2NkydPSpiscfbu3QutVoulS5di6dKltW6bNWsWIiIi8NZbb0mUrnHc3d3h6elZa1lgYCCOHz+OoqIieHl5SZTswTw8PFBYWFhrWVVVFQDI/o3yXklJSejYsaNidua/efMmKioq6hTBwMBA7N+/Hzdv3qz30Gs5cXR0xJw5c2pNDT/77DO4u7sbPjJRChcXF6hUqjr7otR8bY7XFYsKGU2tVuPjjz+Gk5MT3n33XdjZKeNlVFhYiHfeeQczZ87EU089ZViek5OjiHNhjBo1CuHh4bWWHT16FLt378b8+fPh7e0tUbLGW716NYqKirBo0SLDsmvXrsHW1rZOgZGb4OBgHDlyBKWlpYYdBy9evAgAivjYsIZSPuasUXNYdXZ2dq3lWVlZtW5XkoqKCpw/fx6PPvqo1FGM5uDggC5duiAlJaXW8kuXLqFz5861/gg0FWW8w5BsCIKAJUuWIDs7G2+//XadE461b98ezs7OEqW7Px8fHwQEBGDz5s1o0aIF2rVrh4SEBKSnpyti/wgvL686E4fk5GQAgK+vryI22KGhofjnP/+J9evXo3///rhy5QoOHTqEJ554QtYf+wDVO2+eOHECcXFxePbZZ1FSUoLNmzdj0KBB8PHxkTpeo2i1Wty8eVP2+3Xcy8PDA2FhYdi7dy88PDwQEBCA9PR07NmzBwMHDlTETuW3b99GQkICunTpgrKyMmzduhUAMHnyZImTNU1kZCQ+++wzrF27Fv3798f58+dx/vx5vP3222Z5PhYVMkpZWRlOnz4NALX2wK8h91Nxf/DBB4iPj0d8fDxKSkrg4+ODt956S1EbbiUbMmQINBoNdu/ejT179qBVq1YYN24cJk6cKHW0B/Ly8kJcXBxWr16Nzz77DPb29hg8eLBiDvEFqt8wRVFE69atpY5ilDfffBPbt2/HwYMHER8fj1atWiEyMtJwAjW5Kysrw+HDh3Ht2jWoVCoEBQVh4cKFijnq6rfCw8PxxhtvYOvWrdi9ezfatGmD1157zWzn5OHVk4mIiEi2lLW7MREREVkVFhUiIiKSLRYVIiIiki0WFSIiIpItFhUiIiKSLRYVIiIiki0WFSIiIpItFhUiIiKSLRYVIiIiki0WFSIiIpItFhUiIiKSLRYVIiIiki0WFSIiIpItFhUiIiKSLRYVIiIiki0WFSIiIpItFhUiIiKSLRYVIiIiki0WFSKq49y5c1CpVIb/7Ozs0LZtW4waNQqbNm1q0mN6eXkhLi4OAPDFF1/Azs7OlJGJqJniloKIGrRw4UIMHjwYer0eN27cwM6dO/Hcc89h69at+Pbbb2Frayt1RCJq5lhUiKhBvXv3xrBhwwxfT5s2DZMmTcKzzz6Lvn374s9//rMkuXQ6HWxtbaFSqSR5fiKyHH70Q0RGqSkqn332GQRBAABoNBq8++676NSpExwcHODr64sPP/wQOp2uUY9ZUFCAF154Ae3bt4ejoyMCAgKwdOnSWvdp1aoVli5dimeeeQZOTk4oLi5GTk4Onn32WXh7e8PJyQlBQUFYvny5yX9mIpIOJypEZLRx48Zh06ZNuHTpEnr16oXXX38dW7ZswbJly/Doo4/i5MmTeO2116BWq/Hpp58+8PFeeuklXL16FZs3b4a3tzd++uknzJ49G507d8b48eMBAA4ODvjmm28wduxYfPjhh2jZsiUmTZoEtVqNnTt3wtPTEwcOHMDcuXPRpUsXjBw50sxrgYgsgUWFiIzm6+sLALhx4wbatWuHtWvXIiYmBlFRUQAAf39/nDt3DsuWLcNf/vIXODg43PfxVq1aBZVKhbZt2wIAAgIC8M9//hP79u0zFBU7Ozs4OjoadsgFgJ9//hl/+MMfMGDAAMPz9uvXD126dDHxT0xEUuFHP0RkNLVaDQBwdHTE+fPnodPpMHjw4Fr3CQ0NRXl5OTIyMh74eIWFhXjppZfg4eFhONLozJkzuH37dq371RSSGuPHj8fixYvxzjvv4ODBg9BqtQgLC4O3t/dD/oREJBcsKkRktLS0NABAp06dUFJSAgDw9PSsdZ+ar2tub4harcbYsWNRUVGBkydPoqqqCqIoYtCgQXXu+9vn+Prrr/HJJ5/g+PHjeOKJJ9CmTRvMmzev0fvGEJH8sagQkdE2bdqEoKAg+Pr6wt3dHQBQVFRU6z4105Ca2xty4cIFXL16FX/961/Ro0cPw/lV8vLyHpjD1tYWb775Jk6ePIn8/HwsWLAAf/3rX/HVV1815cciIhliUSEio/z73//G4cOH8e677wIA+vTpAzs7O5w4caLW/U6cOAF3d3d07979vo9XWloKAHB1dTUsO378OK5cuQJRFBv8vuLiYmzYsAFVVVUAqk8o98c//hERERE4e/Zsk342IpIf7kxLRA1KSkqCh4cHgOoJx/bt27Fp0ybMmDED06dPB1B92PDMmTPxySefIDAwEP369cPhw4fx9ddf4//+7/8eeAbaPn36wNnZGUuWLEF0dDTOnTuHuLg4jB49Gqmpqbh582a9+5yoVCrMnTsXBw4cwNtvvw1XV1f8/PPPSExMxPPPP2/qVUFEEmFRIaIGzZs3z/D/Hh4e6N27N9avX1+nCPzzn/+Eu7s73njjDeTn56NTp06YN28e3n///Qc+h5eXF1avXo333nsP69evR2hoKFauXImsrCxERUVh9OjROH36dJ3vc3Nzw/79+/Hhhx/iscceQ2VlJbp06YKYmBjMnDnz4X94IpIFlXi/2SoRERGRhLiPChEREckWiwoRERHJFosKERERyRaLChEREcnW/wOVrWGGndBlLAAAAABJRU5ErkJggg=="
[ "16 quarters is equal to $4.", "4 quarters is equal to $16." ]
null
0
math
algebra-2
describe-linear-and-exponential-growth-and-decay
false
true
How does h(x) change over the interval from x= – 4 to x= – 2?
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"
[ "h(x) decreases by 2", "h(x) decreases by 1", "h(x) increases by 2", "h(x) decreases by 3" ]
null
0
math
grade-5
range-find-the-missing-number
false
true
Patrick has the following data: If the range is 18, which number could z be?
"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"
[ "49", "26" ]
null
0
math
grade-8
compare-linear-functions-tables-graphs-and-equations
false
true
Function A and Function B are linear functions. Which statement is true?
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"
[ "The slope of Function A is greater than the slope of Function B.", "The slope of Function A is less than the slope of Function B." ]
null
1
math
pre-k
count-corners
true
false
Which shape has 5 corners?
null
null
[ 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"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", "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" ]
1
science
grade-4
identify-rocks-using-properties
true
false
Select the one substance that is not a rock.
null
null
[ 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6HCYulxOXNVErpFwIYWCcJvb7PWEckKotTGsezHtcoz2I1lYHA7C2E62Z1FShfDYIfRx3SHRQBaFePSFXKF5ESMk4h735UUTw3tgW/WtVte7oVIjFnmPc7Xn58hUvXnzCw8ORUk1Val0KORdEglGxKpsnhm/O/T6uH3b9YJ7rts39a//QV20wng/X3zuP2++gZnh8x//4//i/8+71r/l3f/Xf8OzZHZf5kV/98heMo8ehTPuRcfQEL6zrjMqFlJXLfEa855NPPsF74XR+5PG0EOPIvKw4t5CLEuNIGB3OSeMRBrQJxGzhXPdqzhHEwTiw5C63VihqeVsIgeg96u22XhsurwYE3MD7bL+/ZW6ICME7xEPKK1oL4oRpf8B7z09++qf84z/9gtNlJoXM8HDEh9cMw8Q07S2XFf1aKPrRsP551z8vWvi+YcFTwwKjYNRK+eoLvvrqC372Z3/KX/27f83uMCFSWMvK3/3934Bk8rIA1Vrpp4H7+wMvXwmv3zySvnjNvJw5n48cfNig9E41yrmypmKk3WlEJKI9JG1IoWt/I61XKyA47xjHEeeSXa5kFCE4U9jd3mozLDMu3Yyn17mWZSHnvG34blSGSGaGYSCEkRD9po1IKag4Pv+Tn/Lq1Wd8+eWXnOfEMC+4t0diWMlVKbUi7mlY+NG4/vnXHw6KN06QGVZKfPnrXzNfLuyi45d/+5+Qmnj56Uv+/C/+DAK8ff0Fa7lwf3/HX/zFnzMvZx4e3lFdJi+r2afzTMPA/X1lHEdSUULw5LwSo2cYBi6XtLEvSoW7uzv267OtRT/njA/BvIyKEXCrCcRY83FtYERgFKuDKQ4fA85bAbl21kZDRG+ZGWDF41IKKZl0m/d+M7xaK6kWKBnXWlos9/OQhVIrcRj4sz//C8Zpz5s373jx4iUO4fHxxLt3jw14/XrO9dHA/nnX925cvQn9tpWkf9+VmFCg1CbPVHn89T/yN//z/8Tx7Wt2u5G//7v/wn/4D/8bfvrnP+XduzecLkeevXjOOOx5fHxHpaIE7u4/Ydrvmc9nHh4eePNwptRHnj17xp/95M+YponXb9/y9s0D4iohgl4WxsmRckVIiCvEUIjeDAGFkmdQjxDwAqUq4hTnHTQjVOeJzlshWQTxzhj2gEOs/tU7K0WNMtUOlGmKzPPK+bw2Q7jKthWlhaZKSnb3hiEyhD1B7DHn8y95+epTpt0dw/hrXr38lGVZePP2yFev37YetRuUszHybzjF22d1Xb+rFPbH+tnvun4QzyXatqBYy0ZuJddOCtKkBO8tr3r3Je/+4f/Dw3/5f+LqzE/+7X/Dv/0//+/QYeLN6Q0SI7vwnCUrOWVwB4I36LyqUtcT6j1x77kbnyGqrOnM+bIiLrI7HPAxkvLKs5T49LN7/vEf/8k8lBfGMaPVakkxjuz3e5Zlsd6tnEgdJVQzrKIV54Khih3ZU/Nu3lsoSRVi09tQVXKtKO3fvacUZRx37HfKab5wWRK4wDBERG16Sq3VCMDOUUpr9MxKJfLy1ecsy8L988rzT17xq3/6Fb/89Rc8e/Gcopnj6YFX0yeAaW9khehHFFhqJTi3HYKt4mco7VaP+12920dD+03r+zcu5crMtjPcvNYNxBGiwJI5/eqfePjV3/L2Vz/HrY/cTcrdUPGhsjqlCKYhiDU8Ih7nAlUVqYpKJcQ9085R1XM6PzLPZ6ZxBz6QFQQrEPswMAyBMiX+23/7lyzLQq0wxBERJeeFsmYuJIYQDAZvoaCjA5uleRoDGFRBcOaZb9BAUcE1QEQB1/6mYKFZqRCcZ5omstYN4MjVpNiEK9ChqtRijP7aaFn3d88Z4mII5ZBYXxly6b3n1auXXE4n0v0eP+1wTpB69VhFZaNE94ji66Z0a2TvQ1Mf2R+/6/r+jUvMtvzGE+xt+4rvKX9WHl5/yVe/+gXLu3cM08hP/uzPebYXXn7+GWcfrbirah3DCiIeL4IXkOANbVPzh8MwUOtEygYSKEKpYlC1d/gQ8d4ZfJ4c+0ng7t68Sq6sazITKRXqSs0KTvAumBaGyGbgVY2TaJsztIbJdq39/bqCF0HNqqw1pZjgaC2AeHzwTM4aOc9LQUnUYt4qhIi4znVUk88uBVHFC4y7kSG4DTAZo+f+sCOEwP39gePpgWeXPdO0w23ZpBmJF20xxNc/t+sb6L+8NcGP6/ddP0hY6IdOL8Lyjda6j2Yowi//4R9ZT0fyMnM4HHj++T2SX+F0Joz31Buia0faBN3aQoKPKKY3WKtt2hACz549Y7/f8+bNG0qFUmxjiHiqVHIqFvIFAyK8c+CVMAQYgoEJayHnGXWCijHnqwtWIsC4i0Wb9oYK4KkU24OlgCjeS/N4jiqt7UwUqZVcLVQWZ7W5ODgm9aRSKGWllIpH8e2AAW7GFF0Rxw7re29Azd3dHSEEdlPk/PCG5XKCFy9BzEsWLah4e883y+6Q29p5bN0+xj155McxRb/7+kHoT51iK0Lr1FXQxPxw5HI8cXr7BS5XBAtl4jDC4KirMBfdjKtvLqdiFEO18Ol0fGi9gVf6lBMhjGMTh2kXU42flxKEiOUzvXZVjQTsgThafSktKzUlJEhrQUmUohQEXEB8QMXjQrgau0JV05NymBfzolRdceoQ73E+AIqrFmd2YRyTDlCGIeCLcFkLy7pQSucGuk0qQMRyNu9dg/B7HU4JwRHCdG3GrJV8WajzBbfbQ2PvC/4beRvf4M9ulnvv64fWRyXg2/WDeK7SBnXYkxvilS8nHl//mofXb/AqUJS8zjyuGR/u2U0BP90RDztY0xM+nmrXkbbc7fHxHeNkDAsfBIq/9mJV4dNPPzc2/OnIqRRKWdoJP7IbB86nd6R0Bi2MQ8TLgFePozBG6/tKrV0l5UwpQs3J5NacZ/J34CqiYiTdwnYg4Bwl9W8bRB9oHEZLRUsV63au4ETxweO9WAuMDyBPNer7c91SqHpd7HZQhKpS0srgnRGMj4/chwDRNcXerpj/Yf+zZVofssCPCP7vvX4Y+tNNl3nOifX0mvO7L7kc30C64MOIUil5JuXMtE64MeJUSWvG+4g6AS1brcja2W2DjdNgHcRqu1qaWEwtFnbtDoGwG4hNfyKtZ5xXghe8WP1oXhZKXqirpyweESUOgWncGTPesakouQbHV7UiAHVF8WgTD7UNe4W+S00WxjWjp4KPoQXHaoz74A3aV2+9YwLTIDgMTazVtO2vo4usbFFLxQnEYLWxPoml56i5wDhE8rpwfHhnbHvv6doEsgWCT4V/+vpGn/NRuu33Xj+IcQVp/irDw9u3nF7/kvX0hqCV/S5SlvSE0FpEOM4Lp8uRJc38t//ur7aWlFIKpVac03ZiCy9f3pOSaWWkpK3GdB3sfT6fORwO3N3dcZhG1mVPWs+UNJNT4fn9Mygry6WAZubzhZRm9vs9uyFSs8mleecZY0AD5OoN70CoZTXX7Ez5VlrY5cU0OygerdUgerUaFzjzSAg1V8Y4EPxAqmojicQToyeEgfP5/LXJKv377qV6Ift2RhhAlIorlbLMzMuZdb4w7PcNXUogEbamm16Xe6rE9TvMwPy4fof1rY3rN/UKnc+w3xv8/OarL2C9MARHOl1YtOJlIKdKHAckKl+9fcPj+YQ6YdoPnE4nnt8d8NPEPM+4AsMwIC3fKEsbkVrb0O+m12cIojD5yHw+kZbZlJ1ErT1EBmKAKMoQPY/vXvPFr/+J5XJkvxuZxtjUcW3UUM4rl2VmXTISIneHe+4Od6ypUMWR1pV5mUEd02FPaO0quVQGP9nmd9I6opOJenoPXjgdL9R6wTc2varln0MciM8jl8uJeZ4bTG8d0xbaRq6TTiq73XjDvnfEw8R6ekf1sJbMV6+/IOWFFy9fIbs9kFuppBuZQ5sfq1hI77eCJF/zVNu8sw+uj7nW7frWxvW+UW1CLMD9DmqBd+++IgpUlHVeyHkBHEu68Ph4Ys3KtD8wjDueDSM4ZdqNhtqlREGNplTKtvlSTRsoYHJo4ckcrVoyx8c3TNOew2FHDAPegeaKOtP6Wy8nDruB8ZNXaF354leJ08mMcZhGPv3sJwTx26YvpZDWhbc58/j4yLjbM4wj0zAwxn2r5EFajixzJoY7UgtXPZEgDgnRjCtE1pTxrc3FAVoKqVRyNk89TePWQNnfW/dYnZfY73mfetmNq4h5Y7zJY18u1vt1Op347PM/YXz+ollP5lrBK1QV0EC8tY8PIfYfw8LfeX3nsPD2g98SbuDtF1/y8NCMS6tB4DlT8SxL4c3jkZQqnwwjL148Y/AOPAyj34xLysraTu9cbLPXmk1YszHIg3fg3ZZ3WA6S8S6jdaUsmVQrJScoGSEbxako3jnGccc07lmWmeP5Qj2eEBfwQyTGEcERo281sUTKmb3bUcvK2gaNq9p7r6q46knrheoKWjtPMSIU1BeEjHcD0QnFtRmXFdOzL5WkxmlRLVaYdkKqNhJJRKgOtGajgNW8ARndwIKDKdhAiVIza1q2wejOwYuaGOJErmqaIrsD4gJolzb9ENz+TR7po6f6TetbGdctAfQ2POztGWVeePfVr0npRNg5a82oBXGeZcksqVDxhGlk3O1xIVA0W0tHCEib7FhLbjOJM74KNZqaU6WjZREaydbACygl4SjknFnPRy6lIE3E04niRBlD4HS6WB5WMvf3zxmnyPHhgcfTkTcP74jjwDTsiMOAc5YPeW+FZNGEZiWnurXthxCQEIlRKCWDcyhiXddakJqpsqLOM+3uCN634rQiFcQJtY0aSuWKltZqOiDrum6H1y1q2AvJ/XCpKOIcy5xY2t/sdiOgvH33FQ+Pb8zYnef5i0/4dPSIm1r9K0OT3JEbt6XUm8jkN0Pyvzls/K9rfWfjgitMDEBJ/OIf/pb19I4QIa/VlIvEI3guy8LpPOOHkWfPXrB/9hzvzSiCwBQDdbVZWqWWm82jaEmNr+ipuZIw0utQe8uGxwvkNLOez/a6CkOIDMNkAqG1cjweWdYLNSeGMTCOO+I0EvzAuNuRtBj9Sa8FXG1NnbUoj/Ol1ecC02Rhnx0GM7ksTPuXKBUnBXVq5TinqBp7ZFkrIZj2hhOHOiF4bxvXCV6vI4LMuKwDuqOit7B8f8xWZBZhzZmiFfHgg0dLZlkWSrJwUvD4YWQcIuv5wHhnHQCKKWQZ7NI/XzMoe6keRn6D9Xw0rCfrO4WF3WvdMgnOxyNvv/w1Y4CAY72cSSkBlaUq5zVzWSsvXx64e/GCcZpAMlOcGEYYojCvbEhh77FSzMBETMzT2kasP2vxC94FRDxCoaYH1nQmLRnUUX1kmecrwjjPxBjZ70ZQx7KspNTYEXHH3bOJdV2uPVcNsDPApJDySl4LaXEM0RosXfOmQ5wo+UJth4n3EY0BJwHEIwWWeaWOI1FHo1VVwQ+jeT8C3g/kekULN62PlmP1Glf/ets75gXWdMEFzzjsKGnh4Xjk+PiOwRuLpXt6qYmHd68ZF9NilBCt8zoIPoYmpuoaa1/wYoikXVptxCrHh0Ctj+tbGtc33czL5cLbN1/htTLFSM4r6zLjxYzq3eORtCqHZ8+4f/6SYdoDhoJNY0RcYrmcbXZxrpRi0x8VRXvXskB1QimV3MQ7RQobHVVXpJ6AFWohrYVzUtJaKMVO+GmaNgJtKmbEy7KiFGIM7NRCOuMKG8fEVUWr5UIetfGvqaLFUWMkOk9wIzHAJV/IAM6jMuDKgKe14GsDwhtJJJVKLcogGSTiZIAKtVWlnQjRe7JzljsV4y1KCEibAUYLH5s5Ng3EindsWh61VtQb9coJDNEhrnC+PLCkld3+Duc887pSvdXlYhia8RoJO4aJGEdiMNVh1fpxjOxvWN/JuK5TPKyAuiwXjsdHxv1ICHCeF1K2caPLfOL0YCNyPvvsM+7v7xm8J6eZgGM3RpZ54eGtFT5zLmZcrQHM+HxNnDOpiX72XigF2r9TM6gl76gjVRPULCrsxx3DbuLVi5c8nk/kZWHNjmkYjQycMlUqKQu5eGpts5ERsiYuC6xzah5iYjoMPL+/JwSjTpVSmJdCGAdQEw01r2NeTNVbCdeLGZHzaG5lhZKQKi3bEVStSBy8eZCSHSVZl3JeV/qhdLu5u/eaDvfMy7G11UTu719SS2G9zDweTybr7QKji+RcUXILPwvH0yPLciEMVoDvVDHxjiGMhDjw2Wc/QTRa/U5jq7aLCXcAX6dBuW+kXT3lizT+ov4Gg5X3wZbb1/lxrd/TuOyN9eQZaiv8V9PVW86EweNDZF4vXFLmsiRyzqQl8+LZS168eMEheFxa8ZKZdgHRyunhHSUtDNGjNYN0REw3Ei1izmtZ1ZjjCDknRLNpV9TCOieqVkIUlkvi9dt31Fx4+ckrXn76imm3Y75ccN4z7HZ26iOEuMNF81Zh2FN0odZ0zWtSYtg9Y9rV1oYf2e/3TI2CNZZWPsgry+kdzoO4SE2Rkj3JxfYePGEYWYvDaSDEkXHqROeMlpUpOJyvrX3FNDpGrySfDT1VTxw81EpaVnBCDCMxNNXecybGA24wAGdwB9JagTPTODB4h8SBokaATmvleDwxxIm73YFyuRCWhORk3XhtMqdGT82Bxy8eTa9RIspAjAfGw3NjgaigNbXu6QE6K+W90nRV0GqcFScF70wOwQwl8tRgbgxqG1b99d15JZH8OIztWwMaAEZpNSOzYqfNGp6i9VdVhCVlai6IeA7TjpfP74k+4Bx4J2hdGwxtg8ClKlkzuaYWQjkcHieeKs5Eoor1JdHCPNcRyyYkE/zA48M7jscjznmef/KCw+FgkmTLsjEn+tRHVdO/KICKIwxW7B29Fa+dc62Qa6z3lMx7FVWOc7bXFsG5SPCOTz+d0JzI1VEkgBupLpCKZy2VYXy2eWJL6KzuJPjWBLoiRa5SCGJ9cTEI0xhYc4aSwRtwodnCPi+BUitZKzBAtXwxescwHhDxDEOg5tIMo1WLxaHijaBclClOkBfyOpPTTK0rIQpRIt6PnB/PNnTPjVSN+HAip4U47KkC035sTJAM2JB00UpR82C+yTqKd1dGfhsk0UP/pxvOVI2fYClPcJUfJ2H4e8u5cs7WS6XaBDMdwxCI0ZMAVx3DGKz3KheqWhiCVByZUrKd3A1GL6pUFdRdof4tBGqCMUrZDL3WQi2FUhNUK8hO055Xr17x7NmzDdK2BL3PL74ODu/nXtXK6XykFm1qTg6R0Aq+jTQ7jDakLiVyN/Amu4aDGCO5FqNRObXOX3Hkdt+6hkZRu1/S22rUeIc1reSGlIp0IMN6z0yLUfBO7cRv4x+0FqomVGAIA0MQ1sWGUhQv1JJI64W0wm63o2qxQ6rYZpZ2f0otOB8I3jG4AS0Tazozzyfevnmg1srhcCAMBaVQ1IGsnC+JaTrgw2BM/aj4OGKHBngrTFhN8D0vps0otOWi7n0j6YwR+EDoefuwH1fv2XcyLuuate/7RBAR4Xw+M0RTjt3v96zraqheShyPD7ZRvRC8bUovlVrNuMoN8lWronjrCHZ69ZjKZljOKHtts6+ktDDPK4fDgVevPuP583tqhcfHd1ajEkvOoRtY3bqLu+Ety4lcleg967oaoKAFpxiShjVpDT4w7AMOrJW/FGpJvHtYqCVRqgOnVA1IEJwLjNHjqFSx+ci4PuTBVK9ErL+sJFpBvDFEUqZpiRLjiA9qgqQqVGegiDhrval1tqKwJrQuqHhqabrzy4XD4c8sX+oUJ8cTDRDBEZwjREHIhGwDAi9nk69zLiDaWPalWhd3EbQIw1R4+zZvdcIhToQQwcc2zdNBbrPV5NoCYw07AenXtG22/vM35XPvG9mPx8C+k3HdFhqt2GsF1XmecRLBgx88kxtwzmLsVAtBpAUDdhezNq/VRpY6CRYiNazCxvo0o7ohtDpRa7dPmVxWchvwPQwDL1++4vmzl5SSOB0vlrhXYV2tG7jUSsl6remIdQ1vxVKt1Kzk9ohKIXhPkMiSEnEMuGBcQC+OVFZSLWRgWRZj4HuPit9qZFMM+NEOm34fTXfDoeIo7b2FEFq3s/WVFVWqgfb2nHWh5IyTbAZRK7VB9957LqcLUvc4hN0UTAlrUdLicUR8EEMZnUec9aCFEBAfTT4hZZacuawZRyF4uDu84NXLT/DB8fr1awCqmsRByYWaVooEivfMy4KbHWk4M8bBWDDDiIx7y8sc2Ewx20MZT0auDkraQ/Qa/fX+wGvf2a2R/TgbOL8XVnzVeqXYiBLHgRjtqW3U6cjhcMCJMI4DeZ2tIEpGa2kM8kwt2Vr3Y4TSPFh7/t7feC1g19YKr1QMbTPBmT2fvvoTxnFkXROPjw+UUpmmEVW4XM6k1D1C3RoWpaGSqibL5m/yOJVioY33DDHS5XZyzjB3JV4zlugDeJOgdjKQW20KMrFWQtcU2VpJ+gC+lof6gcv5RErLVuOysUYzWiriBhtjJI6ag3UZF6v3iQg+DgzeEygm/zZFhuB5lypOKuMUqGlFBpujnKqNWEpU84biyGvGVeuWFm8AlYsmlmO539BqkI4gijpYs1KyDcyojeOxlEJNC2W5UOLANJ0IcYTdnQET0regbE22Xd8DrqoDKk/9Uauu3hjZ+wb24/Be362I3IDjTs9Z15UhClP0+GgcwRDs5BxDBK1WwPRKKYmcErkm66uqBZzpbBjjgM24WpKF3gQR2zVsm5c2CvU5z549Y54tPKzVWua18Qmh51psxdEr86AxETrPrtGltDE1SlqND6gYD7DO5HRt/wjBuo5rjtDuSyqQa8Z5mOVEKUoYJ2pThRKnTTO+UUJQuydquYq0vra8Ljafi9oU6Ywtr3hqyeQ0o6rEMvLq1acNaV2opbCkM+/efsHp8cS031PqisdY8bVWliWhKRGiEv0AxYagRz8wDo7goeSFx/OFNZ3ZjdOW44p6gvdW4K8VLbnVBhVXK3WtJFHq4khnjwue+2ef4KYD7GzsrDR2fr35ZN/3RfqB331NXOc3kEf+EOtbGdfGY2uE3VLKdQqjd8zrbKd2yhsil7WSlpmaE3f7iarGG1zWSyOgVkK0Hqp56XnQNRyAWyDFNqE2sZie6+32Ngr1+Hjiclkaw9zAg+PxRM7ZtDO6Vn2r0T0BS6B5qU45kk2dKaXy5D6IU97vq3LO4cLQDCuTt+F6oLmw6sU8TedNah8hGwjBJKx3+x0l37AwtHI+e3LJqGamcUK1EMSaKG14Zm5sFkAz69IAlxSoBR7evGFZFvb7iSF4duMAfqCysKzZFLWaFw+jgU7rmkm5MHolRPAiDHFC1Yacl6x4b7l3cNZIKlqbOpfdSCeK5kRq6leCp+TE7vCCSQSZHP1/t7bxoYzqQ/2a2oxz814/IgP7VsbVqTjeeRTl9evXnM9nk3mWgoTI6XKhZttw8zzbpjMKKEs21dvafkZMcDPnzCVdEBmNJ+g93rdAwQnlZhB4CJ6UEufzI/th5NNPP2U3jZxOJ0oxOF5r4nJuilBV8C5uMmUifVZyW9snZ6e5tdr3f6w3Ou9KbF65FkyxSdP2NN5XS+DFUaqgOVFypdQVohWFtWakFqQWC4vxVFdZVwN2Sl42xvs0TTy7u+Pl8+fkdWVZL1Aqj4/vOJ4ecR7GOHDYTXYIoLx+/SU5V3a7HcFF3j0+cjkfba7zEI2OdjnhYyE4z91hx7IW1pxJqXCYLGyLwRGio64rD++ODF45HPas67y1v9gBpxtpO6Vk6WsUax51NpRCS2JZjcCt50f88ch0PHH38jP2Lz4nenANU3Qbt/HaZ9bzrn9JDdHfS871PkM79xvcf1ZwrhrK9gGBhi6h1p/LHmO6GYbwVa5iLXaa51xI64pzgWmajE2Aa6Iyxt/r3MC+npYLeigXNhKsdkr3hs73a7mVGDOYX/WWVNzyomRk2f3+DlXrNYuRNhTB2ddajHUxWP6WWpt+VUPsQhi4OwyU1aSul/OFtFyI3sLOPvh8ns+caiXlhJbauphtEMQqhdPpwun0yN3dHUOMfPbpJ8YYEdkIvOAQPyDVZAZMWEdZlzM1ZZKDIXioqX2mVifUohsAtIXVTk1ICEjFRs6uzkYhSbUSibZuh7Ws+KqWfXrzUdPdc3yccK6xPVRamcDjfHxiYNx8tR96HawjoO5HYX3fqRNZ5GnLCY2EmtaCl57fmPaEOCU4IfpOb/lAwimCeEMVuxEqFdRTtbZ6iOJcaBNGMrvdyGF/T4wjNRdTayqVlBfWNANsoaA42xTLshgi6RTnLQQEO4FVaXoT1Yqr2kPBHuG7Fq7aRkJMgtpY+gkRRfVi70Wu+V1tGyvnzBAjwQW8bxD3vJJzwmHe9G63p8Zo5YtlIZcVqYpHGHwgr8mmXKZEygs1F3IOxGgedn+4Jx0q56N1M6NWs3Nio45QoUomSyJEwfnBABItaMlc5gs52VDB3TQQBONVOme5Zhs1SwubBTMi2vekdqjWlifLtTisTvBi75uaWM/vONcC6cLu7h43HsBPUNUMUKzW4t3Qwsp/Oes7MTTgOg7n9udSDMmTFgjWUm1zRNdg7ac9YBv60wd7S4ZNBsy34rJrSXoj7ebcJi/e2dicoiwtzzifF9Y1bwzyWy81DCZccztZ8rbhsH+t6qyWY3VNKgVRh4ohhdI6iVXq9nuqoFJZ1rzlX6qKNuSzF6Hz2sJif4XpNZemaVhZ54Xohf0wsh/GpsZrHqpm5Xg8sywF5wJD9NZprcrlsqBAnHbc39+znw48Pr7jfD43TcMDQQTFo6WiklAXENe8qypaCsfHt6SG6GraMw4BL0qunnSTa4Ohnl0DHzVDsr43aIQPY/E4msaIMPheigFNF+Z0gfkRmQ+Muzvi85+AHyAEkwfXSi0LuNjYKh/alN9cXP5DrW9d5+oGdhtq9ZO59oEC4hoq0W++eSxjsrtW87BxrCodobOtrA1ssEY94yFU9a1WZZNBDvsDh8bmXteFZU6kZK34V+aGhXK15i0E3O+nm5DuWiMSMbi9qtj1tDqOU7siR5eudqioKTI5j8dRxZL4KrrR37ZCeK1WOHet32o+U1TxcWjNmBAHq4kN3nF+dyJ4UxIex5HgjUCb8sqaFtKaQYUYJjsgvIEupEQuhYd3Z5598sykun0wUEV0+5xSWhAXCKEwVCFUQCKuFpwoJc+UdEFESR5ErP6VnClbjeOIaNPxFQFnAEc3rujaoVpNhbhg1DBTL1YylcEJTiu1Liamc3qNHAfW6cAnqnD3CnY2WbSXIWsRfBh+i/n84SH4vr6ThkZt866uOheWd1joZOEgCCK+6Xc2Kk9WfGMsGBrm6WBrn2cFVxaGFZJpnECLvHe7HXd3d8QYNwZDzkpK+b1Q9TrkG65zsLo8Qfe6G2IozhJ09S3lsgHiIjSP60yD3qwMqUoRK0nYFBfL054cNqvlfdq8aK2VVAqxaBtabkaP84wxki8n6lpI88ISLpZPhlZ0VUcpQs6VlBTvK65aEdqHETf0vLdSdaZkJTRK0vF45HyeiXHAO5MxGKdCHDIuDhhnpPLibsc6WiQxResMWMvaBkIY4oooWgO43pJin4u0vFWqgVWlHUy1cUAr4J0dRhHFSyVohjxDPpHThTcEDrkwxD+BMGFwfctZ+Q1l4x9ZzPidAI2uddHZGdqGCjgctVwVZYPz142erTjpvN1k5wK4gKrBwVX7zq1AQCktF+pKtTbj+P7+nt3Optlb57IgtBGuIVi7ilq9xntHjKEhj6aFATwxZPu5lz8Hyy9abe1abbMDwEJZa8vnSn+9MuhVDRVuDZ+1tLYSMaR1HEebllIcKS+kZWZeF1wYYL8jlkrJN+WNWvHR6oV+8MyX1ZC3ovgqxHiVuHYhkPNqIaayhcQpJeZ5ZT6dkR3UANYKMpOz4sNqZFwP+ykyDrSaZGhoqx1aITjWlNph0Nr++3ikPrlCuiSASQaoWjpQ1F4xuIhI3kAU9QXSCutCkZW3KywFPgGGlz+ByXQXjdqVTfPjX8D6Dp6r6wpmas5o8w7XGpgl8cE5tPHWqlbQShaIbYiBKdG2068hgtKNS9M1/FDLcaoq+/2B3e6wSVDnbGN9fLiGpynZxoxtU3Zdv1LKVSbbGcqkVZoRF2p1uNCADeoT5kY3RB9aWKzSUExr4PSNuxj6kARn4E1W06eoNUO1UNGsUVnnmePpgYfHR7vG58/Z+WhoW8lcLhcDJYBpt2O3O9is5GIa8EN7byItZHXCu8fXHA47duMeH8Uk7FGmaUeMQ8tXjRmiNbOuFZcjNbS82FWQgpeAhKaAVWnGYqBIrooLBlKJtuF8eJyDQAFXt64Ga+txrWDZIoWqaMmUvOKWmTpfqMuRXIQkF6ByCsoQHcQAwQFhi2Rui8qu5cVW4/pxsDPgWxlXtRzCCefjkV/98p9waifQ6XTCi7S2fhBnoVVuhFSj9wRKWahtOHapSirmzbIayufcgg+KqmdeLpwvivMjz599yvPnrzjsn1ELLOsK2CZZl5n5fKI03UEfBmuTGDw+RssNsKa/0mpI1pTYxgLR1G1beNjDvivkXreaXO5lg9aQKWL6HR09VJcNlhYLfcOw73EtaGFZLhZE5USpC8v5DcvxK2YtrKeR/8W//e9AAy4Jea1c1JBRF8w7xWmH896MOleKq8QQTVnXO4Zh4nRayIuVBcQ51rTi/cSrl/e8efMFX73+EoDPPvuMabjj4d2JU75wf39vvEkfydlt0UIc79BcmFdlmvboFuKLzSarijgDZGSoQEG0gTy1w/VmXPPlwrALNmVKK9FD2EUuSTk9fEXY7RmLIx8rX+Yjz0sm/sm/AYmIRGsN4invsFUhO4bLj8HAfg/juka5nSiRlot177ZcSVqF3HXpZLm+1YLSih6IswTc3bAaSk03jI9klJ4i5Gx8vWGyYdoxtP6qcs2ZpLbia82bYcNVOMcQQei4X7+2a49Q+0pFxBSmFEOpzLCKASwCNpsrbM8hYp5XEEQCUEAdVTJSfTtS+2MqPWtQ7SFfxlVr+Kx5Jmvhiy9+RYwjrl2L8wIZ1nU1ilMr2oozLYzu8U0GO+HxTOOOIYyAI61KKmYE58vC7rDnkPaUlJFWU/TeoQVSKozj2MI708+wCqWizuNVDVjSXmpp4bWajmSRQs4rQkEwwSAXvOVerWt8P05M0TGQ0Nzy7truc1l4trsnDgmYKXUgnd8SH1/DwYM4AiPX6uV1d7oPitz/4da3CwtFWJeF08nqKDaBo4dv+gFdhRsSbq1EH0g5ox6c94gPjV+oeBdR9eS0kjIggd1ux/7unv1+v7Wed05hKQXXep/s54z3lmh3WtGtUlLfDFVzoyyqcfQ6SbYPHW81tU38Zcu8rkpXIpZoa/sqbdgBrTZ2C+1Dg6Sl2nuklfJU8G4khqEBHZWvvnrDECfitLPDJl+h71orl4upTw2jTTYJ3kYDlaqUauWHMESiH8jtb4dhwLWceLdvEzQv8/b+xnHEcdvWUxqq27T4Aeksldq3tt2HSiNfV4dKZqnJ+s28b3/T7lmxs2ZdV065sJQZv56YJLMTzzDu2d9Z7906X5Bq0gjL42twI3sXcXcB1BElGkFYtQ2Z6BLdP571rXOu0+nE8XhsbGzdcppet+lr4wOqdRH32lYu1kMyhq5saxvR+QDZ8i8nwjDtuT88Z3/33EYNdRJt4zPWmrdQoHupEDzi3UafkuZxulFVzaZX0bzStSPZ4HXRxhK42WxXtsbVY1kWYjWvPpzcspveil6bQbUAxoFUZwXvRvUW2THuzUN6/2jIa1ZmVtbSjErF2lu86ctf2hSYryOdsnn/W2WoGCPTbqCmlWU9b53UqqZo7N1EjDtrnUkWQeiNVsUmnSdsNKcPrY4Q51qprhrFSx3ibD6aqXM1HZB0pl4ekPXIIVTqGAhYx/RaZzSteLEU4fz4hstaqeK48wGmZ0C2koi2wnU/PNEfjZF9O+JuKRyPR+Z5ps+aErEeIVU1pFCMWwagzuHdlQjLDTMdbTCrc5Q2pG5dzauEMLDf3XF3d8e031PVk5O2DuCVUtomaShcjJGxMfGlEUq7YdXW9ataWouIwevGlO/hqbQ619eRRHsj/WP77R+f3z7w61dxVj+jCl5H+133aocmed0oW6pWLys9/CrKMifWYF719oAxNV0zrl64TimxlkTOtTUsBta0crlcLNdtXr+XC4LXJ95RsU5j+7kbq9X4evil/b61nzp1rKo1TlKNUyhem06+qRzHcaK6Qs4jtSykMvN4mZF1JqcL9y8OVKntNZWynjifznaYppVn/+qvIOxALQczupPlvFUFL3/4fAu+pXGllLhcLk1dyG/InHfGbL5FdK6VfMs7nPQOYodz2rQfjFNnXm8lJ4jBxDp3uz3juGt5ltGhrHesbiFdaV7Ge884mQcV30kDuSGXV62Lawh7ZcX333sfWBObF7LH9RyN9rPenJitSHxDLfVPWHDXA6U78aoV5zxKQIrinBKiY5KIuAtpmSna5o211yqlcEkL5VK4a6HTrXGJiA15kLoZV15LK+46qmbOxyPH45FhvHvi9UxabjEtkx4yY8jsrcH5Uil6lc7eVJav7xQhAJl+NlXtdak+5sheM8bIeH+H7AK6HqnziTUlMo4VU8xyMeCDYxBpUuEX1tMbePcFPPsE4h1X4MJj3XL1660of6D1rY3LJt5byJHSsoUjPWSqmEG1wOjKVnDgVPEhIlIo2hoRoqnMLvNiUPs0sj/csdvd4VzYKE+1ypbYa9sMuRh+5JqBlNLrWJ3TZ48147nmhr/bumrzaTsRS231ruZ5jIBihWek0qiKRvER2TaUNHDDtXxQnSPV1gzqPV4cg7NC85ISNaWGzHobKBFpjH173vc3t0UMPZRUrl0F1h2eWn2qlyu6t3diHQkOxzAM9LExTraXakZbbNCf64MfGtNmuwY1B0ZEpG57Yct5tTQ9/EyUSnAOFwLoQK6ZyYHudxSnuCHAuMcPEwcc+4NHXYSgvPvyFzz3AV5MQGwSAc6u+kfiteBbGlc/Md+P7W05cF1i5HY6pAnOmEKT4lw0hnapqKvEOGwjKV88/5T9LjLtTfCkFitcmrcyZkgP0WqtaCsK20wGI9sa/HudEHLt+vU3xqlbaHTdpGUbTEB7D7dLxMai2mo5mevxvkHw7w+4kmZg/XvXFG/7BJVarQHShaYaLELSR8psKsAxeqZpYhx3eO95/eaNgRaNL9lBG21FeAM5gk21dIGcKrmshBC4u7trs5cLDmkqv56SK86bcaUy00Nlke2TZGOel9oM7JqTdtoaolR1OO8Q54gbd7PnvIUxOEQruRbKulDakI5hK5RH/BAJzfCNhODJRVlz5nh6ze7ZC4bnn4Ez+b16A8JbPPKHX7/RuG5P91vvfzweN2ZGZxxcBWq8MS3oYZdVH7x3RO9bHSmQ1oyTSmitEiVn1lJRCfzqV1/xpz/9DHEF5zP7/QFJpjk/jib7nHMml2RqRe26SimksuK9UG4mLt5uvt5b1o2rG1w3gFKKeSi9DX16acG+unaY3PZ79efxQgNFGpooNjmys+kBpIoVgqt17Q5ualw8C2m8VHwYiINCSijCvCTmJbXubut07p7HWP21qW6NvPvyS+I4EJo+PWqPCwIpK2/fPfLJq+ekZeV4PHJ3eMkwDJTUSypWk3SuRSGdg5muYWFZC0UNhTQUNzS5AdNAqcW0NZQmP+CFsfWzrcuJmhcChWkcmHaBus5QM8U5ShhsxrN35FpxinERYyBEzy6MPJ6O7L76kv2nf2q1U5RcbcrLj2X9RuN6Gk931KzlSb6P9OmSZUaX0UbM/frzGOqlTho1x5JmcdZLdAtu5FR4/dUD45TYHfaIhA1O3mYfvxfWdZTS9DbkSllq3ulJp/BNaNTrNVfvawyNnpzf9pr1E6ZuvWftVHeuhUhWZC6lM+Cx8AgBbNQQSAu3bmhXQvu3npuaIYt3eOy9B3cNZ8dxsg8vXKWqO7DkqhCiv2H7Xz+Dng93zfx6w7m8jUI6kGCvVzYkV/XKHYwxMjqH+GjQeRPdcc48lqoRcw30UEJj3jup7IaBVZPlds506UPYo1gIfFEPPlri7IoJgYvHZrEJLgTmUkkPbyl+x+HlhHdjd6oMPxID+73CQq0m6JJS2sT8uzBNaKN8ctG2WW6Ns+UsarSiPtLUoWjuG9UeZ2TekXfvHhjm1DKbyHSwGpd1GqdtM/VQBGwmcu365XKtM/Xk3fqnfAvFWg6o2jxMQxa3yeGtn6sCm6E2ObabfMc4dtd2larVxErxONfyji08NuOt0tjz7hp9tjpsy1U9LkR8rIhvudFNrnjYH54MvdNSyQ1Cl2yhnTiPzYtuHtRpo5npBmC4m7Dd8soueeAxUKLdO7WCer/PDuNqWn5mjJxSLW8MYUDx5qyr4sUjUlpJxChkIRpKW5Np7rvibXA8Yp4Lh7hAdR4qJLWxSKFJvxEiJWceHx+Yi4cwcf88ApFasnVa/AjW72dc7Wb3yYbX1vey6UjknMF/6Gk7TE/Le69TS0rpopoO7yKH/T3z2eTQcqqcTiej9Uzj5oVuY33L329VdK+F3ivzXQiNPnQ6nbD+McFJ3DwAgDolbSe6djimhYRmgM5dDcu4kVfkEtXGUr/KtPV1NbDOjLvyFUFpaSIhBDqT5HawYD+Q+/VeC7630ydhGiYjFud2DViZQbc6oIVwzof2Wmyfp2oxJskHPLvvwE6Vbfj7LWlA2vNn5HpqYH1cNnTQBGxw0sR8LO9MZFJuiDqChGiSdNJIPUJDhO0TkcYGEQrn01umt3vupz1+2LPzt13jf9j1rQGNWyi3hyZdBcqPbUpI+/eqBlerCF576tlrUI04209Y8cQ42fwqseLysiTkPG+DxTeUTCxks/3bJdJkqxGBdRebhJprBF/LlZwY3BvjuG2wLsLZw1znQssRZTvRRTx6g5bZK1+Ho2utjH7EpENb7uav0m3QSxXVaGP9d2jrYivb/Gachd1tZs/1/mu1+Vt6PVS+Do93r7W97GZYu93OwJeWs/Vr6rQ0mlZ/C+YbR/L63MXRBIakAStG2jXk9BpOW/hiB4hqIZeElgUhEAdhbGH+WpIRw5x01hVeDEWuWoyw7TK9gF0rJnGnjvMlsbz7NefBs//0T8BNoNOPAjX8vYyrn6B9Lm9tocnt7KjO9Xvy5rqnEdlaIJ1o/+QMAWzkXUUsb/CR0iSvnZPWMjHfKDdZcdNItrqFZ14Mflfl5vQVert+KYXgbTROaDxFkGYc9nq1EY1VOzew5xLNY9xstKsMwO16+sE+zQ977cpmfd16H1WseKtXRSrLlZ7mmBsC2i5uO1Dahk4p4XxopYg2zKJdlXVv7zlfHrfXqMUIt/juKauxS3rYe3MtYLekF5o3alUvXpeCiM35sgGCPdIolLSQy4VSYM+A+BF1xj6h81oUhNwOJqCWJkMXgNTycqOQxdGhqbLOD5y/UvYRePETbJDDHz40/P2MyzlElbu7O87nsw0EwDZeKQXtIUfTSxAx5nYfIFPqTX61hVc2Hgg1o3Qo0Ud2uwPH88m4cLsDBeVyuXB3d0cIzfVXt4VCzpksmTRApbT8qIeNIrIhWCYQ2nOusqF/WuVmU99wAp8AO5Z+4J56k6043Rj1Dnc1CNVtg0G1cEcrvU5nD2nqvlptyIJ2eWmTqcawku30FtiusbaCc84ZLZClEuKAw4R8enPq4N12OOr5GlpvoXyro3l/PUidc62D/kYkSPrs69p0Ha//3e4TWhOpOJP6Nq3KBT9GckmwYPLgYyTEQMqVZZ7ZR4er5s2obUab2KQUUUcMI1oWtAgR84b5VEivhegivLj7UVSRfw8ovm1oEfb7g8XW1ZoeLR9RFBvOnZO5dOkbp+VEWyWpVmv9UBBtdSOL8lAKw2EH3HGaL2gV4jhBSlyW2UQ1w2gn7hMaDuAdTgvej7ZBezG0xW8l91b3NnO5dqMoOGdJtSdCKs07XbXwVU25qbZDw/62NwV2qpVxM1itC2B7/1vuYnmWiFioV/UmN6l4tXaemhoQ4oKJjbXHOGn8RYE+vMFJNbi9rLCuRqIlmgKJHyjFtAereoLzhFZH0wJV7AAqJSOuUsXgCrtGb0wHsazTuhpa+IYhgqGhilpXauu7E+fxrtLjctHWxIqnqKcUz+HuJSKV0j6fGCbiOKCYqjC+GybQGmU7UwU1abv1tJBTwRUlukrNZ+aTx8Uv8S9+erO1BfPZG0nra6thwDe/+X5Cyt8Dir++8LQ78OKTT0ilMM8XfBxtBE01LT/PQKk0wMJiaScOaZs6DoGe2Jf2caLSOQ88nE94V9nd3bMsCw8PZw6HA4fdwOPbM8OrPVKlNb4W1JmO+zBEYvQ2f2udKa5sIIvN1Bp4/uxF65xmY3J4Z9dpQjDFBnLLtTiuNVOlNI6cwdw3QDpYUIUNgbve1Vp1axA19rY9Nq/GbqGDFa0A69pjkrYu7kZKjtKQsubpT5czcbJ85fh4pM4rERhK4bzMSB1QMiWO1NxaUXC4NKBqs9KGYCI9NVecj4gPXGol5ZXgIwFMzKY1rnqp+MG8kg3MEIKrTa3Luhicc3gZcC4ZfbnJPOACwUVqieQ8kOsdy3ICgbv7Cc9ITYWI5+WzF2gS3r17RJzj/v5+Exlyzm0d1cF5/BisoI1QJHGcj7z9xT/wZ/cvcZ/8iX0e1VOLww07FEiliXtxdW5+A5dsGEff5991favA1HtP8EMrznqKGlHX2nXsZLPIuI/sucGbe+/XDU9vU0Vo40GTrgZW0EywWkhnniGCBoSycRNVrdhIyTzVE6zb60Efz3oBWl7W859Scc5OUX9zoNyGO9fGyqf1KQvT2vvt78k1o3RWZ3I9PO2nY70V48HEQVWhaYZ434l5NsUELaSOCFJxwZOWC8tyYTkdqfNMVhgERkBzIWhg8APeB0LGerG8N+IwNjpIqvVoaa0tT0tI8KS8IlWo3kR3RNQQUePHkpIxXIrzhDxY+F+haDBhn8WmmHhv/2bDzI3xHqKNfHVebZAEA6WAtqEY7QaaKI+3wnsptYFJ9nPoY5VqbaAJLRy3g+zx3Zc8H0a4f2GEobbN7QC86WDmNnrskQV8X/yOb2VcMUbGcWQYBgM2buhDdkJfi5e3htTXNdy81T68wlqlaHt7FmqVRpXxG3hSTHNQm+w0jcCbVqpYAdcMIVt40RCoUhLLajU5BBxND7Eabch703rvo3pu35M2xLMTXUVkoz31t3f19O9RptrPrhedb4CBWxi91EShtHyt4IqQVKjS9CBrIddCdMI8L61ZdbEJI8uFVKyelKjsi3lHDTuQSK2ylTFqKpzPZ6KzFg4t5t3HVrtM64qiDBK2Wpg21gnqcKExctTek/fWp0bzVJf5YkyaaJrxpVhI570JuFbNDBIRCUbETm22mBqJ24t1RIQh4hpiagrMXXvDUzSb2nGpTV6hNXSq8ub1a9SPvIhj09+gaYBYt8T7oeFTSezvD2X81tJqwzAwDMNGRbqiZ7cMr17h7zf/WozdjKm2ZKutzgCvG+XINmLOTeBflFKT3QYHIfqWZ5RNJMc7kwCzyZeCDw6pYWuzALaidy8qv183uyXFbkZGPwj6yXF9nOVILbcr79W3NmO7skTMk7UGz+Y5clmpNRN3BhCJTS1ncCN4j/MO7wPzsjAvK1JtIovmldO7M+fHd0gtZKnk9cg+Z2T3DI13VD9aS0+tpMuF4+nCFDy73Q6qUlKhhoBEBUmoiA2dsPmzVlhubBpDbM14gxhgJSgqK6jDOwNktFobjRMhqwIe2sQYq9UpRRKabbQUQPQVlSsP9LbI3XmUYiclqRbLR9VShNJqp8ty4d3brxiHHbs/2QNtf/YI5GYvd391nXD5/a1vjVfGGDdxzSscb8Pj+uXfhmddRKT/fFsn0u3ttm2o1iTulEZ56epPhk6mlAgBggs4VylBt5C01kLKK73XyJBEWtwOcEPViZ0l7zbWhmpu0xHdk8PitqGy283XCsSbMV6989PQsrYSQLvtrTPYpOESpWZqTdyFPakW1ppxGihO7b16E/A8ritFwaugxZSZ8nJmfnxDXS/IIMRQycNAcJ7qRlzcIT5QK5zKI+uakZJZlwWolHVl1UwtERebuE4dgIhVP3rflqOmSs0WchfNFv5SELF2Gx89az6z1sTodsQ44dU3EKbRybxvDBhHrkJtA9YrUBYrxitmYEXVlK6KIbr0+QFtv1XE6pnVdFiG6EjzhXdvX7PbP7P2FLGDyUrPHwI2bgdB/DMAGr9p3Z4sWz0EDwhSe3tFn/tbN8OD241nz6X0Ll773tpPijFubjyDtVtUcjY6TO1opWuUI7UB2Tary7OR26U2So+gGpjnPkusx9ZXelat4L+B/Xnb5dsff1tj0pvwuP/7E25jux+jv/L+3udKmtjpxOrU8p5ilDDnbCZ0rhUfIjlHluVEWo5wektdZ1xNUBbTJVsiut5T04LbNcjcBSvkh2iiNevM8fhAaGG1ppn5konPRnxxDGGk+AkvEe8jOBMhRe0QC67inUBdEClE5xiGyMP5kcslYWW3F/i9QyQamaDYffFqHMpaLSxzDQF2AmtJLPOZNRUTcBXHPM9NIyS3r41gLdoio4I6j3PKGCPzkpnPjzy8+4pn4wjTPV1noIu72n5rn23bB99nL9h3qrTdbqRr1y+AsiUuXDfZ7c/2tWlOSB+4YKhZ8AOlLjSZmC0R12Jdzs6Z5l8NWDJcE7Us1HIVJ7UN6baiMIBgGvDDEOjdvJ2EbNMcr5516+HSK/uiaH/fPVyRmxxTb97DlRhcaxvnWitdWyM0NgM3DZEiQgyR4GGMAbKnRqghIn5AnacUSKXnHzZrelkv+HUhehv3mjLWXqIJr5nQ2q3EuTaIr24E2GWeqenM6D37KeIlsqRHNJ6Q4qlhIviJwe1QN+B8wbtI8J5IIQJSV3I+U3UhDA4NO1PSLYvdz7JQ80Ilt+HkLTxsmvW5gvhAiEZD05oJMXF8eKTUZGErjmVJrLnpHFajaHVtfdVWW/Se6C3AC14oNXM5PzAdDwwhQhdW5evTU/rqmdf3YWDfaRDD7TLv0ruLb4Hq8rRW9N7J3gdq35J8vTc1KNVsHanOVJDqJgzaN282VofawPJSE7n0rtwOIORGf5LNCKZpstOvXKlDofVS1VqZl7S9p1sj6e3/IfTDouWZjanQjcv7K0JqDInGb2yQfNlQxqvHspzCMQ6m494PFYfDhUjBN5WrStaK9xaWV2ebcpomNM+UWRidZwiecYjEISLDSAmBqg6thdzC0cvlwqIrjJG73XOGYC0pNV+ggQNSK+pBnXU1e5dwOhKcIpKpaWadH1jTkTx4dnnP4eXnVIVcYTcZsJEKuFrwQUhrbgZhJAOjvI244NEs+DbetRa1MoE4lpwQLRA867wQgid6QxAdQhcNdQRqSUZQAGpOLJczw/4CfqQf5kL4RgP7vtZ3Cgs7Ung4HDidTpzPJ+7vn5GxMaWKIDVs+ZXHJLlKvg4qMELqDRgisKYM4i08k8bZa0yKLs3s1NjgqWTSemZNl61utTvsKVlJdWnTUArOFXZTaAPQM96brkcIw0aDKlnRakpIVyj/KoGt5ZojhRDwIdhmb0P+XAwbKbZ7pN4NbI9bWr7YVWxb6844NtEY4zW+fvtgiJnfmdqVb4pHCDu/oy6VdbEpleM4sovP8bO3cazPnpHWE0vKcJl59glMu4k1jKwFQrvXz58/py5H1pMdTF988QVDcLx4uTPZs50nrSvn4xmvJ4KM7HfPef7qlQVVmohA0cTp3Ze8/uoX3N/vOfzlX6K5eZxGFyslIRJbuG1cwx4xDMMAPcJIGamVUODTV58Z06aJ9IzjZDmWq4RhwsZyWDE+F0XUREyHYDS10JLtqoXj6S1ZlGcvHf7uOZoXxCtI3PZz70gQvdbBvuv61lNOeu7RjaIjbzmnzXCuuUnXcrC/v4W4Dey4qYVhCa/z1g5v9a9WiG5zdD29hdyjarU01AAQVWW5rIi7hm7gDMpOiQ7vGy3HP7kOaMCMfNgzd/5cv/7386WeW3V56e3w0N56H7bHmXE1SL+jlVb8wmFhcM4ZpRDqCi62EnvFY0YVXQGXqOcVVYcbD0zBcf5qNiWJAktSfC4QDKFzXnj57DmPZeU8DugaCa6yzGeOD0fePWR++hfPOTDhGRi9I7Y6luYL8+mR3TCiFMtTasarKe8G3wEdT1FBc0Wc26QGUsmUVHEybFLbvnmfipqEQG21S0ujG5nXGdvMNRy96dMrfcSTIDi8eOuHq0ZKNo9k4qSaEyXN+DQgYQ9SEU2IBIusHJtI1/e1vrVxdY5aBxpCCE1PI+F7x27rVyql513XTWqrJfU3MDgq5HZhIbTCYbFalBNngws0N+TPJpFIFdPiLMbKXi4JH7URdEOjCEmrt2TG8QrEqMpV4EVCQ6y+3ioiIni5hr/wdMCDtnzGmPVs96MTi28Bi5JabtjgZ9dyr+3EDCMlr+Yp64oGB97mXZWcicEjcUAGoZCZm8b6MAS87HgeLL+q4zM0DORqJFhxQnBi7fwxMsSI208M0e7H8Xjk8eHM3WO0Q8IlnAvIYFQoFUcpiTUZ6uedDakIg0kyTLsDPu5QGajVt/Sg1QMVcraa1m4atn0QXGuQ1br1AbYIGu3yc1v+K9StmVSgSptJ0IY7uDaZMgRrsRHXDu5Cygvn0zvWkrl7NbYPLSBN5NXZduTmy3de32lsa988y7IQY2QY2izg1v7/ftdvZyW8LxIjPN3IWo21sW1ksZPFd1i9neAOJVfzSqpXuTat3v5rVX1phWT79Exk065N6EPpROzktXrVU/GX7XvtPMXmwbgeNAClPVeXI9g8ex+z1I2pG3Z7z9371aqmK69CagUYTwEWSIk1Fy5p5f75HT4EM5jpQFwSuQrkjEpl3I/4WljdjuoGUq9Htc8DL0xD5P7+QBmEoXUuP5xOJDKqI+uinPOC6srdJEzTHrcz1sRSmtY8gPP4cccOGPd7XDgYg93ZaCTEG2FabbrNleCsxnivGYc3T6atQbUhu2xd5SYHVG7AHxUTA8pqdVPXOrarQAzxeng2hLWUzOXyiFtX7u6e2fSU4FqBoWJs+74Jv41VfH19pxFC4zgyjiPzPLdE33KOXBO97OOaC7/2VSnxpjkR3ieYX72G1XKAXoFvz3llhxsXTNVZyNVCK+cErZ6S2ci9V4/pmge7Ku1ujAto4UKvrd141JuvWzWk/6x2EBSeit5szJWbWpeqMrRcrTMKtAuU1mojUX2kEsC1SSWlkvPKcrmwrgt6P1l45RxhmPAvPqXu79E5QV05Hr+kipJlgBqZqom8DINNiURG7sIzBlk5H20Ek1syftgRcmF39ylOKqmafN6i0Q6mCkPrOnchkH2kqpDCgUpklYHHxcq0frRO5VIra5uF7H1k3Aa+Gw6f14Qnt4OwN2QK6vQq9Ubry+utNsHbJEzElLiqUr1FLaV978TIxeJMJFZtvhO1Zs6Pb9kdniE+0rFBKWrcru+xDew7oYXTNHF/f99a70sb0+MhPN2YvdCci83z2k2mAbEpMnFTK2oSaKoWYhURokEeFjKgjf/XPoRqPT7WrGd5kzSDK/nmGjz06YO235+GdNCbJSvI9d9upblLq0s5F568ry4NEKRLZ/sn3c39sVWvRWmrF/VuaTNuE4Kx3jYVbyFchVoymhJSEmiGvFKcR30gDJFh2BH2LyipUtcLC7ZPsgwUN+CGPmvYnkuqKS0dDge0ZNZcGNbC7u4FLu6Y9q9M88KbEOe0G4HKvCby6cyLF8/AeQpCLp61BiqOkgOnU2GolZ3TNpQP1txAID8xxMlyrFpb312m4nHOjE/dlSaGNvhDTaa71CZfjiLRDq2s1SZibqiuQfzem85H9J7Q5p8ZRdwzX07N0PdWzG45e39N+9C+rWVc17c2rlIKQxx48eIFb9++5Xg8bvWhdJPo9xqSiFDTtWGxG5bRUlrLSutx8sGTSkOPpE0KaTICJWfrfFXBitLmjUQdToM16DnfmndvOnQBsI1r6N2t4V0BlpyzEVdvQJkexqaGFobQvbSFU6VeDcYe/3X2xiZqeuPZbv+th52qSmmjeJzzSMpotVM8Bof3I1EgYc2WqYRGmg5IcOACd8E2V5bAWqG6iDhDMdO64PLKsLODcJh2eBWqRJbquFwWJOxR55Ax4mPC7wZqzeT5TKnCKRWKrwQNlCJUGfExksUOtDIXConU3m9KhWsNVDZF4d5JbSTtpnVZLJzvDdhmXDTk0JBB1yhuduC2+yaOokLJBR9jSxwaRN8+FwNAhJSyTZrxjwyTWP3L3xjXDx8W9o17+9XWFY527Hd7xnHcjEvV9Me1GDLnx5E4DETvqW3jdkGbrZjsG0JUDIOKzqGt90rExgAhSmmhU8W3KYWdAW9VfrV40WL4brhyZX/Y9V3rV6o2cNy1kKTLw6V1uda+CAgmqFOLGbcD1MvGtkasK9cTEO9bLnfVodjCv2ZYqXlAaYePOiPGdraCbcEOImSLyLyNaZXg8WFAEVZs46Z1ZnEZ70aCg5Rh8CZJ4JoHCV56x73JrEXjGsbq8M6RCLjTjK6FrFaTWpMxXgYdEReI44TznvPZpqPoIIBxHsdpQreO8YW6KKUO140WAp03WnotUqwR1KHmpcqKzcAerCan2uS8aQevzRfQjQ3fEWLLuytWW9v7Ls9wjTp6h0StJkaq+cx6NjEGf9dboLxZdPdm33F9g3H1/hY+8LUx0W9EaH76058iIrx9+xYvjsNuZL5kSm7qs9XCwZJWhuDx0SNOmorEVfNPnbU4hACxDBRn4MgpJ1KIhAjBGTfMO4uPLXRUCJ6UM+uS2O1M5rhq2ShJ5qFsuEMueaPaKJhirxj8P/qIdxXNFrJ47RxGT/WwOutmzqvJP/to5OXY4ncL7QM0krFtjDYdMghxHMjrQl5X09AQ1ziOI5QmIecDy7KQaxP+iZUlJ7JzHHZ3FG+omJTS8ktj/KeUoJoepPOVGK1UarWjJgIaR3JaOS9KVVirQ/H43YHd/cpxObGkB37y6UuGIfDVV+84HReGYULEM4wH638qgbIKSsb5xMyMONNivNvtTR2ktfyLH4hhRHykoKxpRqQQQiV6Q/Py2nrrwh7nnmHBn9LlIkSN/adqPYPrZcaJ9YkhjpoVnOJ9JGcbeh6KR50NhfD08L/gfATNrPNCWh95piv+2UuazgRw2CKLWwPt8ne3Ucm3NK4PG9btst4tAzbu7++Z55njwwPTMEJOzGWm5pXaQsPScq5aDa72Pj6pHVVMeMVX3xgLTT++FqqZFCo2cdG1G1axcFm8I7rBwp8nnb8319u5jNqZGf19lBZi2GkYnaf6BnRgBUppjAwv4EeL4Y2y01r7exFcBR86pm51Ou2T5hvwwWDjb0o19V0zfhtj6hBicGg2CTbvPZWIG0wo1A02IUV74bAUS+J7KG5QSANpjOgcXMSHwBANAn/MGRBKFdasqFj/lQum7Ht598jp/ECtmRAF7yEEh0ggLSvTeGjtH9r4gitFElUXcllIeUGIeNkzjJ4x2PxloA2NAGmF6GVeWC4zNWX2ux3juGPNM9UNN6GyNERQmlCobgPc++dJC/mobDSnUhVXCog2fUzFCaR0sbwZB6Uyn15zcBV29xAnoLbJNU+91+9qVH19g3H9ZpfYQzGwGoR3jhfPP2G+rFxOZ0IMhJxx2QZru1IYhmGrg9VK4+vdCEneUI1KsTdiykSVknQ7/Q0YaATb/netOdGLYxgCl/PabvZTIm2Xcrt9H7cF7X4NwVt4oFbYuoH57U33EoRrHbK42yJ4I21vr9Egd7EmUkUJ0YqopdzMihZwrkPmvVxh+aRzgRhtWqYPA9rC5T5nuIfpPX+R0MVZG3TdNknPc4dgkHqv51W1Msk4jjx//pyoC2hmHHdMk80A2+/3OImcTgtDjARvIV/KSqmhzX8WUqqUvCBOib6pBgO04YS1Zrwr+ABahZwql8tCWRNeArudmmhsVJyEhvC1EL7lT7VFHk8/y+s8sYppeORaIDfPFyuxtdBoTi0lMAOa55k1f8nzorgXAwb8t0ke32F9uxFCjbpib0o3Q7i/v+dyPrJczoRgUOytLvvG2mgbos+Cul1Gl7EBbt55NCiai818KlCdta9UMZpLbKIqKa+Uqoh00u2VeNvXFV6/ei5V3VpeuudStROyzzjurRDd+G9h9Z7HXV/DcoMrOfnrAi6hQfG310WbmmLXfv1bQy9valRc6VhenxaywUipIQx437h1nY+YM8klel+U62CMKmtOrXPYMXqYKDw+vMY5YRxNW3C3G5mmfbtg10SCBHGjAQ8t2gBB1HrvghdqScyXM2lpobiD4jKxwhAEL57BR1apaBHWNVOkzVbuIANX8Mm3NqPbOuTG7Wn3NxXTA/HtwNJGaihqPV3juLP92GTB8zlxOS14CTybDjCOT/zL+5zY33V9a4bGh154v9/z6tUrfv4PJ8RbAty193I1b+fjgDSWeZdB7jcqthpISgYCBLkFJbparIWjJRQ0eHwMDDpQtZA1A9qGHPRQQY2qc0NT6sZ1DRP7h2T1lbT1m3kby4ODtkmLQlqLGXHoo5B8OzFtrev8wXt1/V2nR13pUP0ajAxsTHFpo3xE3VW7Q3VDwbx3hNBKBK0Ub3kJds0bSmpGlktC6tUreu8Yxog68xZ2thiJ1pC5BdVkzanewAdt44Fq7a0wDseEhJGoI2OI5Hw0/XoV0rqwpoT4pik/jVRV0rKyztlADTxD3OPdSE1AvHrtpzfuaWnjmlL0BxgbZMnG35ywqEJcMERSC6lU7qephfwmlOq9R+vK+fRAIXD/+R4/Dd8ZNPzWDI3t7ci17T2EwPMXn/DVV1+RlnkzvK0Z8AaC7+TX24EOHfaWVsfSphzkfSNYakWkUHJmWcz4xtZr5F0yieiGALLN7b3Sq24N7Klx3cpR2wfmeXqAWDZzrYdZCaEzPerm3cRhsmEbynpleEhjndxq13f62HZNVRofr978bJvGHmvXsYFAqk1G7loOyKXiqnlok12DcFPU3lBMZ+GTKJT2OeS8cj/a0MFlfaQLt1zmR1QLIYysLeJwMtH5mDFaywpe8CwgvQ0f0yiR0JpfHa46zuvKOs94UYYwMsaRMUz4MKE+Nr35pwdTR1uflHFuShjgwAlrzkYAEQeu8Q1bo6ahkhaSKlakDw5i9KSUeHh8y/D8whh3lh7w1IH8Pl7sg8alvyXnksa/s41jb6jUPlHE8ennn/Hlr79gXpM15vnAmgu5ZgMEhC1shJ5/2aDqWwMzvRrBD9GEeaqd8GFwaLVhAs5hOuPueqqZsV/zrat2xbWW1XmF9pjOe7wag0rLZ7INEFe1HEACXwvpjELV2k66qlQbt3N7yooLtmnayFovwa5NAsX4HfQ+M612sKhxrq6HVOktMtLG9AS8U2r7yOx1MHitVFJazIDEwJVulLXpAVVVcjGZgct5puTEvqnyOp9RmQlEjscHLpcTz5+9QtVTq0dJqLrW49XBGUNPa4tMovcEP7UQTFnnMyFcp8yIs4GD3o14NzZ58YHa1JaBRljuta7SOiOuYXI3LpFW16pdG9L6xWIfgOGs+rWuybTrsfnOIsJhN5KC47TYLDM/5S2v/KY8/bet71RENiqTzVCqdPJp4JOXn/Lu3TvyW8X7KwDQAQltm6CHbz336on5OEw3iJ5v0tPOmM1VmEbPPFvCmrN5COtObcyLLay7nm4WQti1b0VMkSeno72mhXk2Wd7ERaml5RCB0DQ3btetNwQTmml3yTZAfUr36h7kanhsxn57b2s1ryTNoNZ8HYJhgMqNV7x5/mncoxTSvFCyUlsrjpMr4bprd9gLVmou1Gxs/bdv3zKNTfqAjJJ5eHzH+XymVvjk5U+s3bBzObVfu4VyQ4wkTRQg+kCIAyqRNRXOlwuHww7UMU07pjgwxj0OD2o8xOAHsugmSS7S708v4l/vvd1DuTEuZ6pRIobIKo16Feit/uliys1G6s2Ic5smTHWV1Jk6H1gfCvO/aX1r4wo+oFzBgA5wVLUWkucvPmFeCvP5ZIpLcWR3sI01ny/c398ziU12z+tikzkUzuczfdRQENd6urAP03ucF9ZlxfvYqD+B6GyT5lSZLxfG6Olsj1sg4LYXq9ZKSnm7WVcmiSOlDF42xra4HlZa3O6apvpt2/8tQbkPNLCfs6nF6nV+2YZ6uash2YytK88x57INBvfet7qZJwRp3sZySe89fhiREK98Rh8wHRKbRRb8QM6JWQvPn9+jWhgGAzVyrpS6bIYenSdG4XR6YE0nip6ZFxuEPo7j9r7HMTLEA7UKadWNOha8lS+WZaFkzzAY1c3aZyr7/R5aWDtEzzTuCW40ZocK3kVSylRnOemV1qQtHwwtL79JM+RKRwvBCORrzlYrTODGkehDu/eO3W5HrZlUmmJ0O+CXnFiyEHdXVk7fN7cDK35nG/lWlgWbUW0/33oAlGnac3d3Zw2Ved0ubl7O19DNyRYebgwJbTlNiEjwLSBor+a8tXO7YIPxpBN6Be+rnTw6oWnlCfXpPQ/1vtrT7XswbUBwetUh7EjhVr26mfDR/+7qbUyJ6hYxhNZJwDVctQmZ2SBfevjYDT1sqJ6qbtr0HaDJzUiv+ZPePEdP8r0VWcfBWv1XmzCS8kIuKz7blJEeMXgMUJJgirm1DJRGfhYRhthY/ngzhFCQwT6/tC4sLcceYiHohbIWxFl9Kw47U+Msxuy4ZcxkbWKozjQppderuIaOtyhv//xuDzfd0N+m3S+N3d0+m7Vk4rriqJTkGIew5b89N07VZL9LweaOfUcYHr7BuD7sEK+rbct28Tz5CpBTJo477p694KFNoRTvCARkuRaUaX1PtE7cnDMVg2ODOGqMONeaApqQJt41YRkxXQ1owiTC1NSClvO77V2IXGtkuYU9qtdw6vbkswY9y3Fag4zdD22EM216GXKtEW1wOZa4K23qShu+ZR+6gyqIOWF7XMsTagNWric0Le+MuHh9fisTWCu7uNaf1g4dg/JpuVnX2ZAGfARDFLNjWTLzPJt2YG/U5KofH0JEtYIuoCNr8pRZQR273aHlIL7Vswp1hGmK5CFzmQul2r09n89QMsOkW+TgnOIbZ1LbxMvS8l8/qGlfSLSeIqATs6/Irmw7r9PUenlHG9G6VSGNnSGu1e86ylzImTb0/pp/2uB3Z6Rgq4jg49Mw/pu+/23rOwnU3KJtTzxDtVaRGEfu7p5RVmtW02KEV++4DkxrKOM2tgeDUsXHxjZ3DSX0pjveBrB1ddZeYPQ+EAbTqofVdN07fN46f9fVELHueTqh+LYgWbBNLBiUrNx4oJsmSdvQT9839Bygh4VfJ+/eolumy5GNF7eRncF52yC9U7r/27Xe1T+23rLCFqDbxBgLidc1o2ocz9T67JTCixfPWyjbOJVFSdlUtWq1EUI1GJqWUgJxjMOBadqZGpUMlGyD36dpxzgO7HYDuVTG6NAUIQR8mGzaitgkk1ECYQwsy4VafeNZVoKaipRr4BhybWbt9+79nPVDv7eflRhcQwuBaqiydSZb29Iyr4izgz20EUq5qM3s9k/ntfXn/dD3v2195zkr7xdI+2lyWVekKof7O9Z15fTliZIS02C9QbV27TuueQuVis1LLj15VaMBuQ0z6pvZGYm3aWxYE2AgSptIX1dy1tY6ftNy766MeGuQu4447T1jSWGT09YmwyW1adO7DdDY+qm77W1DKQD8VpeBhni1xLy21vTG6zaUzQlOb9pQcPg+elKsMODEmj9zzyVpHM1G1aqlebl2Eq+5QC24NkoW2A4V74UQTNE2quCWRK2JUlZqyeS8tvDLugiCH5nGO1CPMJJSIWebUBkHGEZwRXCSefbsOSVlkJFbsGnYRfaHPWu+4DFuaK9PekyPXpsnVa4pwXanOmihrbHIX3P9/m+WX1sjrYnBPhVidc6Ta8ZGOFl8k0phKSbl54ZgPMj3jKjX0/5ZjKuHMl/7D0cVo/V7hCFO7Pd3eP+mkVVtvm2MEXW95lObQbTJKclg15wzPnniYJoSFroVtu5R7HG1KNXXJzqKyvVk6x+AczYtfllaS4n4r52OzknTa5AG/fcg2N8YxzWf224GVxZFTtewr6/38z6oiLgr8udoxu3J2aE31/bU+I14bIfYtZ3mWlJQ/A2E3IeFg4U70zSyLJcGuggxylZ6qbXa4PflwppaDjUM7b56hECIE8HvCN5YH/N8IeUCnVuYVkRGUoaqiSVfKHUha2VXJyQa+yWGAVcKKWVyKfhacH3ow1ZA/vr+6u/LOWdTaVqtb0NgnV5Z9wiIs8PPBDkaGDNuUVPFkav1tHnvGYcBP8Rv7a1u1zfUuX7z0u0/af9pmzdl/1pqBWf/VlB8sMa8mtemseEYh4iLxv7WFu5QPXVJdKAmlYqvNv3C/r3F2dLa/2unK+lmYNpqaJW83XDnOpLUuIMhtr+5oRjBBtd7H5oigACdtPtenuZcG7TXGvS4FoG9+A1JtVpO2xCb4RcLTaWTSfvp3Jo9+8SYnmttQwh6C4vB4EVbVtLg8H6Q9FKH99Eqpk36zQcbfduRtlLUkFHxpFRY55VlXViWM7kseC/c39+3D92TUpvyEgL7/UDOK6fzA8v5SBjMwEpauFwuaA6Ii4gvrEmZ08q8juSaeP7igIsep+aFy2rwt5NiHcS1bnOnjYdK87xP1bhuwarN+KrinG4TQS2RqlRtEYc63BQtHHeWdlSsXjjt9tw9f9Hu4VPj+n0g+L6+Jf3p/Z/1yb+VUoj+Su0REXb7O+Z55vL2QnDCbhoYgqfmRMEzBBtnM2sheshqmhO1CKoRj6MApTp8sPxLRcx85WnuE8NgjIrS9tbW6m8ntGl9GNSdU71C2GotICLS8IuGbIlgkxZbaNE+XCdPa1xaHeqU4IO1XNwgXOL0JrdrBXKFrIpkG+AqahCFE2HNxpqoNM/lg40vRRmHqTUWZrSjai10xjvSeh1KWOWqLSIu4l1oLHpFdCVX03XPKVHWhZpO1HSEujLGyDTtoDguy0pdEtVlsl/ZHSbiNHJeKuucEOcJrUnxNJ8RKuNogEEVAyCWZSFehBfP9wxOgECRzFKTkWn92lR4V5wL1viktdX7OqvFt8K70aaswF+aZzLJKGtibSOQfPPeat0JVTNa+sHlbf6AG4hDZLd/xv7uJabS4q9h6Ldcv9W4bu2o799eX7uiXO/lXbm0D9XqHaomCTDtTN9Qq8Xza+vzIi9UjQQHU/Tk9Qw9Vq5CWRyX1NjhYTIomuZJVK0i73urttVHqqtIaKNNSy/aNgi4tIkpcSC2UaW10NgVSvbFwkqn2xxmrdfBedNg0sveOai0vrF2va2nq3tzqKizzmANAiKU4lp7unkfj3VQW35YmQKU1FoxaF3Pw0TsA95zshBvNxGDkaMfzyfW2QbBp1Ssxb0pINUK03jHEL3xInE4rNet5qZUnFd8TQwy4/zJNB8fhXdvHoiyY9rfM92NhJ3jH37xN/zDL4tNZHGOwY9WzE9CycLCgc9+8jnjEPjq119wPD6yn0b2YyCfT7z9ZWG/s1nUWiCKw+tKnSuXVHj+6jMMR3GEccJHT7rkpjpViU2cp9SW42PFYdFKmi9M08GQS3FWZ/MmolTKimgwleIwoDjWpTAdnvHik0/x44RJsl+Hy/f1bWzsN0+W/IBhvf/zh92lKbWWW4/WEukYI/N5YV4Xooi1IpTCupr2t5fKYJ1tKCZf3BwJnQGgTSUI1eZpruFdVtlidmn/3dY8oIV/otQiiJgsMmJGoKLUFrtvylFOQC3EUfVbnnQNEU0RuNeaLA8yIdRy09O1CeF4h1cbueZbGOjVoVFwxZSKtF7RUxExGWc1wxiGTpgVSk7My4XT4wPn04VSM2Mc0DoQxPqVfM/XehuFmuBNyQtSZ5xkglQkmJb6cVkIDWXUoqxL4vHdA0vNLFqYXu6RKITdyH634zDc4zVSZ0hJIV84nx7Js2cchOHZDlcLQQvTEIk33tpKDK6J0KyklDm+fW3CnuNoBXwZbeysRLtnLc9C2SaXOHFEaQX/at3KRStJZwP1tTD4YPlUJ5NT8HHPOOxxfgIGqupVw+M7rt88WZKrEd1+j15lxaRlX9p6gm7j3yvnzjZdjJH9fs9yOZHWAu6alK/rgguRcTdYDYXaUqobGbbNO7ZGwf569BqRCaL0outGEu7UrJ47dcPobPjGAbTGS22xZA8Hu9yaoXVP35/YBE20q7ZRtBLVtXqYmbc9vvQpsgRvLP6AWA4gzoxbhSqVJVtDaZfJtsbCspUC9k33j0aALiWxLBfOlxMlreTgyOPIEKzwG2IktB4xcXA5F3tcWvAkYhDEC9Jg/DFOXFJinY9czomanMlme486x91+D8ETph276cAuTvjqKJrxJLxkHh++ZJHK8/tnDKPjfJqtFLPbMQyTDd1rwp5VTGp7yZVlyVCP1kcWgqkIe2u4LG12mm81LGq1AoR0xNkoYT336nmr77nyEBrRwLGulepsBPHu7r71wHEzReW7rw8DGt/gpW6//xCKc/v9UzXaqx77tN8xHfesy8nyh9hYAjmhAsMwMa+5hS3v9ex8oK7UX9dImgWKo3gzdOcC3jdDwDZvLx6qSt+rLbxtLd6umv6fZT+I6OZhtr7s3Gg36p68T1Mhah7K9RyvFzLtXaiqtedrw4EpSGNYoMa0ly52geUbxpm0FpEucgmNa1crpSSsu3tFKazLBakJvyuEuMeH0KbB2L2b59kGBZZM9Aa1Uyp5XVnmI4fBfhYKY6jEKTIe7oi7AzLsYBhZ8SjemCy54Cg4Vka/sJeEuJlSClPxeA0MdaEgBEaG6FnbwMHiPOoipSprgVwqfggMgC/JyibRygbBQxFnmhuodUFUy1PFBdQZiFG1bIfrBgK1UbyGGAo4Txz2TPsDfpjskFS9dmB8D+sbPdeHDOr68wcg+PcMrVZLLl2rehtE7BnH0RgCZaGWZHWmEMGZBLO2CYKucB0o3kJEEROXNCTSJNZEBWoT9xSx+liTwpbG5pAWjtnzdXrNzXLSJBDNmIOT9sFZMVZVO+i0XY8hkX77+47+iYh1ylZtHlKbEbfXFCF2z6c9b2y5WTN+76A6U9uvtVBKa0YkEoNjTdYvpmIqwjnZvTRibjU13SCM0QY7DNGhJTPntXEqE3nJ5LSQfaEWh3eK5oxmpVAYfWC83+ObDLY4yJqYq+B1xOGpBLwGvCpCAp2hHNlpYpwq61rIl3dUhNEH/LDDe8jzmbUIKw6NOzyVjKdIwIVoI43mC2WZUTcQJkXDSPDBVH7V6lgigPd4uYJFKoJoaY2Wdn9SKXjMcEmFjMeFgf3dPeO0x4rslpY438o4v4cRfdP6jZ7rqYHpk+/f91a3v3MiT/Ot9m+iuvHd/BooeTWqDtZ6UNVOVcS1jVtb9yiAfeh9/I6Ia0UAaUVmZ/QlZxCzTb+w+pFzFSmFDuVeYdv+PZaXWZ8CQ/AtgqukKo2idO3/ukX9rvB8C01ESOVKDfMIVJrhmaEN3qTK6kbRki28VVW8KKVdd62mAYFEQyxdbTmmgTk2e4w2FmnEy8j9ZBD/MIwM44CK53JZOJ0vbS6ZlUiWtDIvibTAMNAI0IHowRPNg8qKJ1HbvRwlkKsSXQC/J4aAZ2ZdHrkcv6QcvyLEwOQhlML5eCJVYbp7brXNvHA8X5iLkGXAjRUZoLpAVc/ghHR6ZL08slZhPNxzkECNkeoCbnBbJ/q1JNJqoNQGt5eNn5laI2qpQLEB9xI903RgmA6oRFJRq69+T+FgXx80Lun0Eq5G9eT7es2v3JZ/2O9KC2f6LCq42cyN2TCOI+s8mvpOKQRMrEZLZl5Wi8n73/T/2jVcIXEz4lqlJen98UJOxaDYMBgzwmco0uhTYrrk2mYno2hHO6tB7sHRwBJrmhTMwDpk5MOtIm/jDgrN2zWoXo2om6uFiF7Bu5aEN4ChE4PRXsIwyLlQEaeE6DaVLeswtvwqurjVYTxKHAL7w45pNzJ6GCThqMQYGKaBUqVNpLHywzhaz9U47shJqWVlmQurFnxdmfYRdQknF6peyJJww8A47fDTjvM6UGVEZbCSiFZqWsnrkXU9QjhQk5DXREmZokJe7dCsoSASoAhVFkiCFvMm4mxQRL48cH79BWsVYgg4TdR1JuEIqq2Z0qbM9HzKEN+ElkzwhVqtftX16X00rqJDiH4kDDvEBVIpZPWIs0k3ucLwPdnYb0YL3/M+v+1xtmGfEn+lbfyu0weWV4VhwoWTNSP2Fgwgr4kYtZFjaTNvjRnub56zYQ0tjtYra0KVTCGqDbiDzq7oWdO1aNxLCGgHHQD6RJY2xrXaB3W7vPQZv9hpWbOBAdgpOcU7S9azoW+1VgNKFHyF3OpMtfTu5jZiqNrInC4waDLMVtgWsfaVnOu1n8xZQ6XUgvc2p3oXHSwJtLYDxnLDPgO6M+1jjAwBavGky5H59Jbz8ZGynkiPnruD8OxeGUfXZm0l60ZOI+L3JK2oZlJQgtjcrf1hZOfvOeyek88zmiDuXBMdDazFOsmnw4Hqsk3OJNkIplwQH9DB4cqFND9SNeA1MTgTM1ovagdSGHHeRkltnNCmN5nzym6K+Gp7Z03FBGbdYCUPF5A44tqM6JItYBlGQ29zKgzj9zND6LfXuT4AVnxTSNh/30m470euBVCtDN5oSGnac3q0vpvenbw7tBpSEURWQLZ+ppwLl3nmcGdzq0zcP4M2KW0s31Ft0staidETvGfyEzm77dqstcS8USdqaoP8xFXj17XpI9Qr+ijecT6fWzezhWMSpDHCKzjHWma0oVo+ekL1Bq07CDFybvWoTr/pSrBVQIIjr0dCLzo7obQc0eZKqxlM71FTjD+XC2lZSXPmpy8PHB8fuFwuDNOe/eEFRT1rKlTORO8Zooe6sl4ycTfw8u5z3OefkNYzdT7y4llEOHK6fEkuF1IREwQ62CFRnYECrh8OOBtgJ8rr4wrZU2RCB4/4YONd1ZHFeqdi8HgVUrEywOBhSRfOjyde7Ec+//QZRSPRZebjO2S6ww1CzQtOPFWEnN2T9iHnHOM48ng8mlKWF5bVRFhfvnjG85efImHC+YHqPLmoyQDgWNcMzpphc7Yxt7cskB/EuG6N6XddH6KLXC+w9W3VRq8U06EzONt6a0YxZkHDWM1rOWucjHIdGO7FNp6XDuuaEL/vKFFRqscaDencPasVbZNP3n+vQisOB0Jo9Jhi1y1iOdl+vyelFdXSxpBWKgWpGVWPsjTqVwdcDBxxtDnOzRH20eyK1cMMVyytS9a8q42Lvc3tblrkpaOLsnkmp57j8WgHQIFK4LQUy2emic8OB9OucBXNFVciVRZ8zaguRCn4/UAcIzkHVKKBHc6jssf5EQkT4kecG4zfR6Wq1cxEAuNzY3Xkzua/ubdBlNPphBclOM9uCARnh93j44lzOpFmI5eKN6BEJKEsiEacjKzLCamm3+Hb4MLe/VBrZdrvybWylEJ1xjIZpgP4EcUboKF2oDm11AB6isP3g2bwTTkXDVq2W8IGIV9v081X3cItWr1nex6nt6nXZnRZ9cmGWNXIqH05568iIpYGGU9MCuKcCdrkZAOn7YJRXJtZ7BqquEJxNgE+Ghva46nVod6UfaVzAkXa+Ws31zkHIRKqTaCvzvqJeo0tOA+hyxaAhZKJSsami2VqVVzLo3pOJy7i3ADqqOop2KbPraZXxQbljc7h9EZ4phjy2ONiAQu1m5E5mgKyE4IorIVhGHHFEvnj6UKpjmEYiTFyd3dHyTPqEoMMFrLNZ0RX4qDEacL//9v78nC7yur89xv2dMY7JSEjIYAMkUEChEBMKqitMlkQUFGhah0rUFCk4K/aBxyeUkorggN9HBBFrKJYQQLSMmMghkCYwxSSkMQkN3c8wx6+9ftjfXvfc27ulIQQwPM+z71n3Pt8Z5+99re+td71LoebLEC4UNqHUi5ikYfSBUg3ACmfm4RrVvqASYDYIJERlG4DjAOJJCv3MSaBdfwhIwMlDa8LlYDn2tarkYaoAlJEnFd0CKx+xsdX2mMbJ7bdUkLQOrKaGrzuSoyBE5QwWKshTGK4no8gX4LrFwCheW1HHBBS1DgJsJxDut7YWeoTMGq0sNn9G/78WOA+S+CZh1iOS5ihQWZXYMeBk/jQbh2iVmPGvIngxAZauPaKbexlncMkJFKdDg65G2MyHkbKgmaBUJNph3MOKg2Va0jZUJ8lqfkgpmkElvDlCJ/mH6JRr7BWq8BQDKm4g31Kq4pkBICboiPTYRCZCpJQDgwFgHCYSGokIhIw0IjBfakkEijBkc30QpXl+oZHaZu+n2WKSwHpBVC2DRFBoR4DlTBEPUpgUEVnexuIaiwd7kpuUk4hBLG7pl0+wSISMMaF4wXQTh5KFAC3DNIOoBRXLTsSAh4ojgGKACKEhtdEXAaUgESEOKwhMXXACATFdggKIeMQhupcMqQEfN+HKheh4zpf4CUzZxJTRZwAmjxoGLiug8gokDHWPecqC8dx4AiFWj1Cf5W7bfrFAK5fACkHobHxZaGsYTV7WAIGwtiK1oxb2mxo22N0E1pzbbdbyOr4HEVLI31CWM4dhk6Ehg4izDWMEEJY0cZmX5fzQkPGFUURS3ZBgDRX2yobRUTGdua+uZSG3KWA0ArSTqek7DhToxJgt8HWe6WtijgyyY3ASSSIowhCJJAKcHUatEkQUwiT1CCoBpmEMKlyVGJAMUDKhTFMtTGkuTMJHJDg5m1GcDItTELA0sWkEKB0xmIKSBZlTHmdSeoJQCKRtgzHWDkxpeB4GoHVUCdKEEV1mCiCNBGIIghTB0wdCnVI4QIiQQQgTAQSeBCqHdotQcgc4OSRaB9G264qSnEuEwGIJKQwqIcEBRdQGkITpIwhIBHXeTb2tA8lHSjtIgyBWhwiimOmMbkepKyDkhixqSKJDeLEalT67CpKAhytIAUrEGvt2HpABSMkevsqiCHheXn4+RKUFyCBQkIErTx2v0lkke40IpyFbbMq6GYD216MOXON9NxELZfXQ3xfWjJCup2hBtVaAUihee0VGZgkQZRLbH9a6woNu3KHIcuqmXhIOISIYIRkgmxWyTrEzJeKxWe01rblT9SUQtg2MiotL1DYtquGo5bgSBsEwXOYcgOKmIwc10HxIBwxCJFUoRKeuRATklhAJA4MRYCsQygPSgZMO5ISRkpLbxJIQmPLXZpnrUxOIC1rp1Tzgy9ELJ0g4ai0WJIAEXEvK6FAlgZWqVSgyPIH4wrisAJBdSiKATKIiVkTUjuQjg/llKCdDgjhItE+lOtCagloxS41ab74wINMDBzEfIGzoqqu9iAdF9AO4rCCuomhtAehXQgYRAnxb0IEbTiZnYRV1GJCIiNAE1+QwA0zBgf7ob0iglxg9VfkkIwDSe7GIh3kCkUE+QKk47O+vE1S29XAULCCeGkjIW1CX074PB8LEw7Fj/R4Ihj6AkCmKyES25oVNt/iIYp9mDhCZAwGBgagpYLUCspxILUtbLMzV61WY81CcPiZpQMkX9nBLlxaSCcEEzgRx3AdnimNiJsiQVmoJXUFVKo6xCKclNg0ghWfcRyHmfCUIIlDwIRIIhbiQVyF0gNQVOF1hC36i8hAkAsVE2IKAeXzmkJyQCYRApx7lpCO/T42MZ5RrERapRzbH17aQI698BlWDAZpGwBiF9eQba9DYCZLLUTgGMBSpZJ6BcJEgIgQhQRdCiC0A+27kMKD57VDOiUOjSsHsS1ASBtYsACrhARfdHw/QZSErPkuuLOLclhtKgwdmDgCJCEyISI4MMrjkhrEQJIgrCeI4zrCmJAoyXIBgiURwihCPQwBFSJJIoQh915OkoQ18ZWLUuckkOPBC3JQ2mW1ZzAxISEmZyt7LCVxvpQJDiw/B2NZQK+FW7ijkBmlh2w/LQ56KCE5SCAlHKWRBD78JLT5G4n+gWqmCuUKsLCNsKq3Zki9V2n2sz3PlmUntnRTEJDSkaB4DQQDyvptxWAVJs4fIfuOTEOSUoMVCAyMiZEY24rI1qU4ruQZNqmDKAYMV+CaOGK+ITz+7lJy21nJvDuutq0B4SCEzkGIGFKnRaYeyPDs66SVsCn5NOELhLAEVZOk3Lmh2S2twhWCUwXKdbjtj1LciJsIUSgQixi1wQrgcOVAFMdIogiOPb71JIarPAgnB+1pxMKF8AoQ2gclEiS5KoFnTJ4CBBFUoqFYDwGOUkyjsnqUqQyeoyUMFIKiRlSvoDKQoB4LSOHA9wK4GtDGQ7XSDcg6G690IaTLS++Ye78FQQDt+gAk6hFfEIRQCPwcvHwRQbFsI5qavafY2Bo8wEQxdEPP5LSCe+ixHFYN8iq7hds0CUCzkQ3vYp8itWhtf3RjUgaDASTnYwiEehxCKwWhBCKwaGiQL6J/sIrNPf3wHRdbenoRxzHK5SJK5QK05u4cuSAAmQQ9PT3oG6iAEo7e+b4Py5OF1C7TrxKCMFaBSDhIEol6mEBpD4gFKKpxHZL1E5Tgf/z9WbtDOIJLTmLu8wQTI0oSuB7BlRpRGKJaG0RYr0ArCaVLME4X638YA0UJQINIkq1I6gNQogbPU4CIQFTnIkFEIFGEo8qAVjAmRAJL0pUCUnMuzCRMLnV0sxKskikliy8WQiagxKBeD/mkUtxWlYgjolE9htEud4IkB+QEEI5EYgZRrYbICx9J7EBqH47OIbHHAg67246jgCSEiZEm3wANkJBwpICWBh44gpcQVxMnsYBSLnKuBykA5SlI0jzO2iCiyCCKE8g4gVJlhBQjEQYKHhJy4Slm09fqMfy8wyq92gORY5n/AXKFDuRKZYQkQEZDWdkEPhnZcJSSTPa1FyqSBAFpJU84NSSG5ZB31EXcaYGaFI3W3XTfsl0lDIRg49KSI3FGDPUKloqgHQ+u56Gnpw9Syqx9TRJz4rRWq6G3txeu7Y/leV4m05YkCTzHgfY0TMwRwchw6NxRXLelBCAkd8qANkCiAdtdA4LbgQohEacECAVwby3DJ3uSgCQQ1ao8g8gEJmb3BGAXQwgHicjDaMWxOsFBDS1riGgASRIiEol1kySAOoSIICiGoRCU2BOZyCpR2Zxf2tsLI7nrQ2rGQCrawgEcqWzZO2ypu2QBnzhht9nzi4hEHZVaBYISSDdArW41SQRLhQu7HlQs8cvus+TylWwtLdmt5gitrTy1x4TPAw60pOeoENxQ0HFzfOxFAmHl3pSfwAsJOiYYKWGksmtUF45rJQkohjIxF7w6eThBCcLNISYXRvL+rWKQrZBoUF8my/m0Y8+UvkTavPDVwU4b12hGlT7mL2NpR+mVVvEPlBEvwSeM53koFAr484Y/I5/PZ8qq9Xodrqez9RaBW78oKy09MNiHelhF3g+Qy+WyXrssR8b9vqTS/OMaLk8QxHk2CFu0B5MpBRHFVukpdRX4ZGWalUFEhCQxIBOz7jukLW/hnl1k9StcAXjSQJgcjO8hqTuI4ypMRFDCQGnDFCBLxSTA5s2ZmQG7ToDkBuqp1FxjJbjIJA5E5oKLoTMYadEoBLt0kgiO6yGJIxiSCPw8gAoq1W5QIuB7vlX6jaEcZFFdoViNiQOWccaX5FCsZJeWEghBCOOQj03DGjimeMjS7IUWVkhGKxYDBYTVsshD2L4ABhJhYuC4ebh+AQIaff01JCaGQozAdeDn8vBzBSjtW26rsEWWabMJO6ML4rwk8X0l7RoLtoLButXA9ruAI2GHjGv4FXRbA9v2/dkVAqkQzBBlheyt63KbGc/zYChBvc5BAyEEvNCB57gol8uIoghacwjdGHZ/wjDkPl5xjEIuD0rXA5bixGsnDonHcQhYcqwkjrMY2xyBu0gCEHx1I2lDs0KAOxTxOKWw1qBiCIfl4nR6RbczslRpTs+F6weIaj4SU0MS2woxUrBxEnZPbDWAVmlVAK8Z09AwGfZXOKSeHu/0imyPJ0kb/Uw4wJPmcgQAYhaI0i4nXAWHJKQbwAvKiMIEhjgwpMAMfyWYhS4sl9AQIYpDSM3ZfW64ACuhbZAkBhJ25iJb8W2s/mOaTLc8ySSugZIQoJinNkqgDEE6LrygDKUdQArUQgPlBfByJWho9FYMhHShHB+eF0C7HLggoZD2oB9pjZSet8O7pOxsVHA07NTMNaorCL5SGGErlU1qXEw5Irt2SLeTgrlcjpYIfBfFUgH9/f2o1+pw3aEZS0Igl/NZdlkSs6njGIZklkA1JkachPYqNXTiERnLKyS4DpdPaNuMmwwX0DVd8AW7lCk9RkFwuJwE6zJQnU8WoyCVC7JE0cSYjElhjEEsCK5QkI4PJyjAUAgTCUhXAdoFQSOBAJGCFtoW66UnYXakMdRClKuch0Kc6UXKGjXIVkxLKykirVunbBmGQByBI4lJDbWwDlc58AsloJKgUu1HLqVsJQko4SLMhAxMIjmwIhNIrSHAzBphgFTHx5CBlFxCxMbF5OKhCgJAawdhyEZpnRqkuUTpuIiMgZISTlDgLpyhYffPL0CQA89LoLwC/Hwb3FwRUrmIbfKX7MVdEjjql+4cyNxB0VCp3mhcKSGBdvfMNdqslZbgpxcOwavszNflheTQa6lMVtpNMqXn1Go1xPVaplcR1mNQMohUd461J9hl0dLKMdvwcJJEbMTEsyIHDy1zXhLimLUQRbqOMKyNISRfbYVhI4QBkiynlFYbg/NSSUMuRHAeKYnriGMCyQSQMSIBKGJClHJcKNeHCHNMUvYcSDeHRPiI4VnungKEgrFtbShboxh71VcAEivnnf0aw34dadn0Vs9PEmvCW/oXGQUpWd/ExNI2dCA40oWBi9iwFjwQQ4oYAhGMCGEohrHCOr6vLTNFIJYCIG7wrSRfCLUS1g1TMMS9lxOk54GC67pZGsMIhwMPMJCC18dJrQYDwFUB4HhQEhyOd3IQJOHmDNygBC9fhnYCGOKWSNzXLC2KbViWNAjCNj6X3jae10KIV8m0xuAWDoGG3aYDaXQLhyVh0/dQ+sBY4RB2DI1gn1tLZlVEydAB0Fojnw9Qr+dhojALVnAvL4HBwUEro+wyszvLqqcuJpNkDSXMeo6M7ZbCXUskuLOKkA604Pohhv3OwnBXLOLyekNpJxRevwmRUo6YbyiFglS8dYIQSWJg4hhp58eEbMW0cJBAI4SA4wZQngfHL8CoADAuQuNxRNAga7rGs1Wzm525eJBD4wKYXiItBdU2dkvHaKwHm+pICiWRhITEAFK6iOIa+msDiKMapHSZXGyMrcTmC5KSrFOvIaGlsAaUCucQtBJwtIIx9rm04NUwrVkQr3t5SZBkEWmlFBzFrWFBHMWD8pEYg8goCOMgJgFIF1oFIAM4voR0mURMNnCRSa5JBSkiNnbF6Qpty//5Oda7lIK4mpmGClabi6V2Hq+aWzja6ylSvmFKNDUNeZq0U2J6JcnlcojjGNWBQfT29kJKiWKxCCU5hxOGMc9eygERC7lwdwtOCJLl97Fgf4RESjikIV0Oz4ZhCKm4ATVBZAacNYkT6exLgIkBIr4gwKrxktVbgKVxCXYnEhlCCMOhXqsGBVhXRUhERKhFBOU4ENqH4+cA7cNELpJQIyaBOEnguz7S5nmp5iC7O1Ygx7o7qauVwY4rZYcTEYwiK5RFGfteKYUo4Ro0x3VQqRC29gxAUhVt7QWkbqiAhLKsFq3cjM4fRSGUzYtZhjV3SRESRnL3FgnmhZIhUEINUUUXtVqNdTziyDaVt0Edw+sz180jrkcISVndSgXAgRa2SFQrQDiIjYCyTcSFUhC2LhBCZkKwXGHQcF9KpE0ohq+3Xu2118gz1zgfMl5CjaNuQ5XEqTS7AOe7JCQcwYIyRGRbd0rAc+AogTgOkcv56OhsgxBcRdvXN4BivoC2tjb09PSgv78fteogcjkPQY5rwFJp7HzOR5KkbU01hwPsjFOvxxAEhFEFsReiWCow48IYxPUQhiK7jDE2zwTEtjGcMQYRyM6YnMczZJCYBCYJEUVWYsAhRGEVMmHGdpQYVGqDCCOCF+QQU2xzRxJKedDCgyMdiJiJtnEy1HKJ14ki6zASx/FQ87pkqMmfVPZCZylX3Awi7bAY83egGAYSwnCjCCmYm1iv11Gv15HzFHK5AkwYI41UcsJV2d7VEo7DCf16nXt6uZr7o5nEIErqQNanmbhSIHXXpOIILBJuYaQFS2NrzescISBI24usRr5UgHI81lchgYgkBqohDLhqOJ2xCGkAJ60pTOC6DleYCY5BZi6hXYcpK3GdKjLr1F0E7NJhW4N7neS5TLbITp9PvzxgX7LvVYJlz6SV/Ur16DzfQRQzQ4MNR2ecuEqlYosb+cocRRFUyCFnR3GgolarAOCQv+P48F03cwcMxRjo60WSGNRRh1PTgOsh5RMKkrZshH8oGF5npUla3i9H+jhYIyHSfsy2ADOxsmiJMYgFWFAqMUw/AjdQiAkIE8BJ+OKTstuBVE0qgRCwTfGGmusxEwP2lOIqbKUa+0kNeRN8snGiIXMTBVnmCmsXGhNDUMIKyI4BJQbK0SDD65gwSiBi7lAppc2fCQOppC3a1ABxQIiM7dGcsO6HEJxnSwzrvwvFrWZd10W1WuUILxFyPnMEJfHM6ns5zjkZsL5FYvhCbA3K8STSTihSSiZjSxZplUrAkWpIPq9hxkqrJ1LB2fT8HH4eI4sN7NxMNqJxSRryPUdiaIzFOUxdGJtetG4grxOSNHEH4h5NCewXJkAKZloLAZe4haZvu65rlaBWq6EyUEG1WkFnZye4bJ9njziOrXvGXycKa01JZt/3obVCHEaIYsNCKVGCKEpQq9Y5fG0VmtITUlAMY9u2DklTM9JqZkW2gQJpkDGAZfKTCTmSSTHqlrmfRJGtzxJwPY9ZIlIhMbAzn4RhygNg80VKcRJZCm3XrEP5GiHIrhfT/E16bAUnxdNH9uLGEVzDPGiKoZRAUrel+3GInOvA0QlrGWqfDZ0MDCLbz4qv8Ilt+i4E5wlZp8RBEoP7X1GCOIkgNGvuw5KdYYNXjuegVqvB8T04vgcpNHsAMeC7Hgp+jvOIBIRJiHoYI464WFOrNL2hMqPRDhuV0LzGVUplARWJdC1v+wVYNzABr50V0sALsj+WY2hufrejRvbq57kkkPbKbRxUI4WE9TSa98cHC2BuH3dX5yZtBiBujMezm0aSGDiKo2JKD51Yie2aoeTQ+PgkSfshC5ARyOUKEFXBPYNtextHOTzFGIMkqiKheGjdQiJraZS2LFW2KkEoBWkEjDRQjgtKEkThIMtEG5FJaScJi4JKJeB6gQ1l24heQoDhWQMASCXWxeUOkpQdX2Hd3yibaXmm4+PGhjQkAcCXN26jqoXJ5AISxHC1QCwSRNVBJGE/XNcA0qBeCSG0ALSAp1xA8UmZqiVrzdJmjVd+gaGAAUdoIzhaQrke4iRBXcTcH1kOSSpIQVDS4y4qUNxowRDCKEZ3f78V9IRtsK7haAXh2hyj5LVgZmAaUApcOa4AnTJVRHN0UDbkufhsaCBvN4Tj0+LZxnN9+P2JYNfkuQhI62OokZkBy5xAusA2NrmZHgwwmdc2IkfC66iwzu2BeAbSNons29C9gOPavE0Uoh5WUcgVrXtCWcdK7fBs6Dgaie1MiAT2qq/huj67JbFAJRpghSsylonPSebIJqm15JNPa5V9d3ZLWI6sVjcQJuKaKuLDLIhYd0JZnfgkTjnlMCQBaCa8pgEZ4gSttDLbTG/SkBJI0qptYqVe2ApcZrsoKKTNGVgwkwRXRrOR8ppTa8DRBiauoFbthTSAJpYY0yqAEqztx/VSdm2klCVFM1cxNgDFLB4KWC6fFExT8hSkoyET1rsYcq0F8vk8BqqsQ+K6nAgO6xF6+nvQ0z+AgWrFzkQOtHLhulwhwTOlhnIcaM1uaRq5lEpAaXajZcPMM1KSWFtGfPaebG7f9vwe6f5E8ernuQRstG2Iqp8yM7LHYuiK17htepL6jmv1IIaMK4piwEhobVCtbkEcx4hj68MLDdd1kIAQRjJr/pDOGKxoW0Tesj/6e/ssXckBK1koKOnAUYobydU1kihCLeTZJB2/sLNxrVbjgINjICNAGtuyNDEghFCSGReJDexIYWdyCSglUatHTLWRBkoSlHaglYDSDst72VwdYHmClObZOAI5lF+zM6vhCmgiaVuiWuaHSMAhGGaw22g9C6WCoIiVjTUsjxBsgL4fwPGK8Lw8lHShpJt1djEm5KZyIq3OjiGAbDYRNkmsFLM7SBtoUkyg1uyGuZ6DktMGkwD1eoR169Zhy+ZuVKt1HqOjrWARlxM5rmtnTZ0Jy6ZdIR1XDYXZZboehaVToencStGY24JdY2X3hTU2gabtdwSj5Lka11Tb5rlEOqaR8lw2YJFtbYMc/JSdwdIFeGLnNtHYvBvZOi3VljeJhBASAzRo9fdYpMYkdTihgNJ5FIoBPM1l4WEt4jJ/YmUp2JYxIAIRu5pSKGjlIE4ixLFBFPFMliQhXNdFLa4giuucvBYSaKicDsOaLc7j70ZRiMTEdqFch+vayVhaHqUUACmQJCjN4fbUMDhvRTbfo/kEhIJSPKM6jgcyQBjGLANGSVMAI231Stk6eVhDP+tBCNiG6YJb66Ra8Y4UcHIucr6AqwxCEsjlcpBeHo4O2EjJapiAUwoQokkrBWDeYywAJ+0kQzH/vhKZRj2khCFCHCeohQkG+ivo7u7Bpk1bMNA/CN/xkSuU4Odz0K4D38vB8wJ4bg6+z/cd7cLz3WwW01rZbjRgZojANo0U5LDzt2lNArKV6/a+UM1v3Ymgxi7Kc6XqhRJCcLO2xpxMY6vNLNEJq7pEBvUwsYRYA9fVKBXzEAREdW7MBhDiJERYj6AjIJf3ICDh+9wmNPB4vZSSfsMkBmp1aF1DSgPiYAiAOEYYRxDVKiIhEceDKOZZODQMa6jVQ0Aw5Uk5ng17uxyREgKUsCqvMLwYFtJAChdSRLxeUQ6kcDivJ3imDVxubsfBH+6ZxZLYfHI4QiFRBo527LoTIKrCmIjZFMoBCeb+JQlZojIbnBLcyI0zb7HN+0kQcT9kQYAjCXGlhjiOICW3F8r7LrSKISIBR+chlK3wTWz6WSg7M9goKjG5mKOFNsKGBDGBFaliQqISgLg9K3eWYffQJITnn38eq559EVGUYFLXZEybNg1KOQijBPl8EcJxEbgeHM9H4AZwgwCBG0BZ957XWsoarr2ASyCVFU9zdRCGiyjt+cjaJFb3ZNjz29Sa7CRGNK7EjGQwQxZsxnmdr8b2SseEL74opO5hnNjck8zWFxBWy0JIFHN51CMm4xpjoAXB5DVqNY04Vpg8uYw1a9agp6cHpVIBhUIe3VsGEJeBcqEAIESlMgDtOAhyOVTDCP19A4j6BhBLDVcruJpbyQjXhQOeTauVAfT1bsGLz69jFSTHgXaZkuX7TCr2fR89W/t4cUwSpAQcJ8h6EoOqrPirrFsKPvGVdCzVS3NTgbSZOATTigzB0QZKa+YnJgZhXOFCRseB77KrFIYhHM0iLBACgZ+HcTQqlQpAXFkwWDO2+YK20VjbZziOEEc1RLUawnoFteogonoER+XheO1wtQM4gKMKMOTwmtTq8IdJBca6ZX4Q8JrWGMTWbdba8JrHzlD1KIIJIwS5HHK5PEwCbO7eis1btmLFYyshtYP2UhmOH8D3Ajiei3y+CNcL4Oa4ODPwfXg+32rH44aKcoi6NDSDpg3F7awvXXsmDjOekW5FaoQiW/tDjrQC2368anmubZD6DTTkooxVmiINMwgURKbqpKUCpGIhGfhIkhIcR6Gnpwedne2o16sYHBxEX18/yuU2gBQGBirI5SQcRzFhVjmICXA8pvVU6yF6eioIPM/+MQm4HtbRPziIgcogunv6kC8odLa3I5/PWy4cYXBwAH19vXAcF8bYH1OwyyrS4koCYAIQ2A0UqZovJBLDZFYT2VCy47Bcs6NZuz1OUKnX4LiA73soFQrQrouoFmFgYAC1Gl9scrk82nMFJAmhOlhBkhA8L+D1WhyDSDOzw7BYqUAMz+G+Xp6bx7o1q8FCqgpJqGEShThx4Lh5KAC+V0QiASU0l0QRtweKQy7fr1cBSLKv8xxpKEZYT0DCwHM0glweWmts7evF08++iHXrX8HgADfzC3IlOC73yg7yBeQKReRyOQR+Hsrz4QRFKM3rLLdhvTU8stf4eOhviOA87q0Y6fbVw7gMjZ0p80/3NZpRjfaZsHQopsYMcfmKxSLrbUQROjs70dvbi+7ubhARyuUyXNdFEtWQ84o28qYQxTEoTuBohSQ2SKIQSinU63VE9Toiz4HrKFDCoiltHV0oFhxARFBSIjYCJuS8kzEcpKA4hrINyKXk66WQNucFDQc5EJr7Lid2LQnbQyxJDEt5u4qjYQKAZXlEUWzzOwJBnreJjYJycvAdBwODIYwJobWLnM90pTAMYQjwgjy8nIt6LUKtXoFAAs/XkNKgt7cXPT1bucAzitHb04fBgSomdXgoltrQ2TkJsQFe2bABA7UqaoM1xBQj7+eRL+VRzBWRD3zk/TxqUQ1hNUStXocwAspVCNwA2vWgXQfrN27CSy+9jNVrXkZ/XwWO56KjfTLa2ttQKnfC9QMUi2XkiwUEfh5e4LNir3bg+KWmNe5Q44vmc2WkRLB4tS1kJzCqcTUz3bfPyMbMg4nRBRez1zBU89XIk0trvgqFArTW6Ovrw+bNmzE4OIiNGzeyHLanUavV4LkKJGLUaiHi2MDRLlxPI0o4ZD04OJhpPBjD+g65QhHFfCcCdw8MVnrQ29uLWnUQQATX03A9H74SqAwM2lIKlhFQNuKYRvCU8kHEFwZptRGlaSD8CqYxxcYgiuqo1zixrZRGzi2AtEE9rGKwEkJIF0GQR5BzQcQuURCUbR7MJkUjg0QYDqjEBv193fB9H66jUR0cRH/vAFxPor2tgMmTJ+GRP/0JSikEuSJct4B8sYz+ShXPvbAcq55/Djf/z28RhiGiMIHraXR1Tsaes2diz1l7oaOzDdOmzkChmEN7Wyc62tqglYswqmFwoIpKbw9eWrse3Vt70NvfB88NsN/+czB5j2nI5QqAkGjr7ILj+giCPFzfg6Ndy7LQ3GDB8RoKVUV2XqTnkJLjrY3kOK+/NtilM9dEZq2R6Cemiak8NIaUI9bW1sY/fhShVqth9erV2Lp1KzzPw/Spk9Hb04N8nuu+YBIbvnU4cGJC9PX3o1YLWf9OaSQkIRKBMAHqCSEcrCIKYxgoOG7AzGpHAsJSeRw3GxcRN0dPm3dJAEborCxESFtmLmCDAekJ4oJiZpckoU0wexLK1wgTAoQDITTiRHDoXkib8Dao1yJ7gXGZ/iUUym2dcJRGGIaYNX0menp60NOzBcV8AR3tJfT2bsEf//gQnnhiJTZs2IAgyEMLjShMbEpCYMP6zXjxxZex91vm2DwStzqKogRrX9mA9Ru3QGuusi4W8+jqmozOznYUCiVmfCSEKDZQfg7F8iTss99B6Jo8BW1tbfCCHM9MiiuHIRW0du3anHmMTOzlSgI50qw0gcgdgV43c9eoa66R2BUTNbQx82DYdkYbftCogfuVuodphDGl3Ugp0dnZiTiOEYYhXnnlFfT19aFU8FCXEcjUUSiU4LgulPYglUBYN4jjCGRZ8LVaHZVKhQVyfB+lEuelfFcDwoV2BZKE+x3HJgFLASTQmuuRyOqTc1AmsmsT68KQtKUmyHhtaYtagCOmyhJx63XuzhGGMYRJUImq8AIPJAgDfQPQWqNUKqFUKEIpB23lDmzZsgVCSEzqnIR169bj1ltuwwvPPw+lFCa1t2GfOXMwfcZU9PZuwYpHH8Hy5cvw0ksvoL8/RqGgWM9PaIRhBClcdHR0YerMPbH3fgcAAMrlMjo7O5HP57PfKS0JCsMQcRwjiiIIwSU0HR0d6OjoQFAsoWPKDAT5EnK5HEvZkYDWLrxCkZn1pJAKt/IPjqZIHXM7m5O8YxlWU3Ejvfprpx3FmDPXrpq1RjK4RqRJvvQHbWw+kBpjWpqyxx57gIjgum7WgEDnFGq1GoRQ8JIErgsgDBHGzAv0PA8CCj1RhP7+QQhRs5y/AEpFKBaKMIkCRXXEZhBhlAAmsUlfwZy7VLwySWAsVSmlWkkRAJavzWMlrilTNuGZlYBwHzFXKwhIRGGMJI7hOhKe1Jlb7Hk+AsdFtX8AGzdswpI/3In169fD9wLMnj0b3d09+L+778LLL/WgrU0g5zqY1NmBQrmAOA5Rq1WgHYVZe+6NUrmA/r5B+Pk8CvkSfD8H7bCL1lbuQLFYRNfkKfB9H/l8PkvYphJ2nuchCILsN0jXRenaiISGzBUB6WQlKkP9caVV2pINf/w6k7vsw7SUuzG524Dh56VozGu9TgwLAASNYEEU1Zp83MYTO3085k5HcCtHIv6OtB8ilmtm5kEzgTiruxIsZ51+VrVaxfr167F27Vr09WxBe1FDJBGMABztQrtpfsqBUA4Sy/yOQkJ/ZRBJTKxTrhQoiTCpowjXIS6vkAmisIYwrIKSOggxt1U1MShm/UQy8dBYScPROaS1V8IKUCql4NoZ11Eacczk3jQ3RWSQRDGiJEatVoPre5kYaKFQRL1ex7333I9bl9yGTZv60VYuQCmFWhgil8th+rSZKJfLiJMQMNzbSzsSSmvk8n4W9TQAZs2ahcFqDYkRKBbKKHd0olgoo1AowQ9yKBTaoGykLv1zHAdK6waDYRcue5z9+NJSytWQURgu5ZCCZ6wkNvxbiCG6Qpa9SR8MK1wcbaky8oy2e9Zc/7OZb0/s4tsxdQu3vUIMuWopRjKUHclqN89ypuH+kGGnUaPGmqY4juH7PmbMmAGtNdatATavX43A18jn81Zvw86ECdN14sTY5uYBOhwHvf0czheKO9VX6yFcNwchNcKI1xxSa0CBy/hhc1ipEq5VCTbGoFxuR2xiO0OxkpChBEkcI4rr0EJA5nKs2GsSXtPYC0cYhojDCK7rIhochBAC/f39uPf/7sbSpUuxubsb+VwRc98yG16QQz6ft8wFD34uj3w+jyAIeGa2DHHH5udy+TxyuRwcO/NI7cL1AuRyBfj5AgKfWRBpOT3kkBuOxr+JYPjbZEpG4tlKaWCIUmB/f8tCktn5M/pn7Qxr4rXEmHmuiYbRd/T18dZmI703dUe47B/ZDOb7PgAg5zvQIsaG9Wuwes1auK6LmTNnYsqUKZBCo1qtwnddDFSq6A8HIJUDpRzk83kkBrbBXgzHiSyXTSMRLkxSgxQSrusjqlegJLc99TwHWilovRnd3RxhzAVtkCoBSW1ZA8xVk5ZG1dO3lctfooi7TwKZDIIxBo8ufwS9W3lffQOD6OnpQRTF2HfvfTBj5p4gIvh+DvligXNFQdBgXHm4ubwtx3DgBy48a4Dac6Gkg1whzyRg7UA5LhzN4XPWUnOs2IuTHfdGfuhEYPvLNDzTnGMafpa8usX1rx+Mu+Ya6f7w945lgGOF4Ue7LxveN5o7mq7F0qZnSim0tbWhVMhj2tRJeGXtarzwwgvY/OdNqAzWsP6VjTyLCYG2tg4Uc3mgqBEnhEqlhmq1isQAWnH3QgEDrRVyPhtYVCdAEhzXgQ5yiMMQYcR69drXcJQLV7Osdj4fWO6hQb1WQxxGmWinlBJhrQbf9+EHeYAImzdvxqpVz+CZJ5/BunXr4GsXWrIoarFQwp6zZiMoFNHW1oZCsYxyuQw/l0euUEA+z8YV5ArI5XLQng8/V4LM3DoH2hKhyQYRVC4YWvgLBSCdlZidT7bbYvpzb8/Km/cy3C0b200b+dXXRzh9ZzDmmit7PMqMNNp7RgqIDN/HWK81tsgZ6ZZLFVgumSNtMYb6/Ro4ihDFdQz09WHTxo1Yv34dBvr6IQQ3bti0aQuKxSKKpTKEdlCt1FGthyDBM+Jgfx9cR6CtrYSOtiKkSFCtDYBMCN9VUMIgDmsYHOiHiTliNtjfi2q1zgWeRNCuB9+u9VKeY2TzasIQtm7twfr167Fhwwb097Oqleu68BwXnnTZ1fN95HI5lMvt6JzUhWK5Da7rIl8o8ev5AoKcJbd6HhzXh3QcKM+HVA7ThRwNSG2Nh9IiL4uhGSU75lCA9HZKAYkNbKSZa+LbvxExoTUXMLpfO1bUb6Ju3/bsv3Hb9HEqc01EWRnCEEucUI+Im6U5PiZPm4bOzk70dG/Fxo3r0dO9FVOnTEYtjLB1SzcMBBwvgO/7ICLEccQteJIY9UoVUT6HXODAdXzUazHqtRBxrQLXEXC1y50bBwaw+c9bUK3WUSgUkMvnodLulQDqlRq6u7uxubsHg4ODWL16DZRyLGexhJntU1EoFFAoFOC6LtpL7VaARyEBu4DtHR0ot3fA8zzki2Vo7XB002VqkNQKUmheKyk9FNoWoinMDSltY4qhYyxsykCkXFDsrKvGndEmOl+9UY1pPEwoiTyaG5e+d/haaXvWUiPvf/xkc9poWohm7UNAwAt8yEjBOMy8UGQQBAHIquk+/fTTqFar3IO3WoPrB+jomoyOji74ucBGDTlYwmwPCUdrJEKiXo8QRxGULYBMuLkztHZRCDTaimX4uQJqYR0b1m9Gd3c3uru7mRsYxTAJYc9Z+9hgQg6FQgmFQgH5YgGFXBGu5wEAisUSU7oCH1pxCx6hWIG2ra0DQrGMWDYrpfw4AKkqKaW/E1kjss9LpbLQ99CRNvZ+ps6xQyC7r/GNc/jMlhJq3zwY0S1Ewg29MYrrNlZ4HRjfLRzv9ZjG/mkaw/RpgCNdmxkQojiGdDQ8pVgP3EQwcfqXIKrXERuD3t5+vLT6Zaxbtx79gwNZY+9ysQghCI6SCHIuyqUCPF8jrldQGewFRdzsLqrXWQOPgN6+ragO1ODnAvT29qNajzA4OIh6PYRQEsVCGW2dXSgWiyi3dSAI8ijki8gX2cXTrgtPexBawcvnLINBQzkaWjmQjobjBYDk6maCVdQlkTXK4yo4YjGYJt2PVN1o6ALVyA0XtpwSSON5YvsWWo0QbKQGNOrcNEJmE83G9cY0sgm6hRIkmC9nkHDnc2mbBtj6GCMMJLhptiQJI/i28Yq0PRHExvs2cDbqrae56jh9jMQgBnGNlVYIcjmESYw4ChGFESQZq9ngQLsaQmkESqFYasfkqVNRr0fo6RvAunXrsGHDBnRv/jN814FwJaqVEEolkMjBEOe1qtUKTBIhDiMErgehFPoG63hu1Qvo6+tHR+cU5HI5lNr3QEdHB9o6OjnYUixnBFXX8eHlAmazK5Yw05pnJyfwEMYGQkmeyaRGHEWoRQZKAUoz6z1Jjx20den4tLTJAighhhmR/XUMHzdrm5zshhq2ThqnVGPU2/QMGi3/NNJ2b06MnOci9r2FbatiYBuC2SpUSC6CZOFI0XTLLXnirJo5y7o3HeuhmW8obzh0X4ohT2ekWzKJvSWkFdkshGRgYsMCLgK2zJxbgxIRYlgDBbdFFVIAihWMyo6PoFjCnH32wqonH8PW7j9jS/dmThTHPkych+NqkCTEFKNar6Gvrw+DfYOI4wSeG2Dftx6CXFBCub0LhVIZ5dJQyYrrugiCAG7gw3HcbRgOGaNBKkA58Pzmq7d2VPOPJbaNyTUSiNL/cqRbOfRYNL0+jOmQRhS357bhN98WEy0HeXNgRLewsbndeBju2gkYbg0zQb9iosyNRmzDRWxkkghYhdvR95myPIaCICZLSIskBqJBbN6wDi++9AJeeWUtBgf7AWHg2LavlUrF8uxceG6AQqGEtrYOtLd1IMiX4QcFeEEOOT8Px9PQ0oFQgKs9KIe1ESGJ10CSAKH5Fly/BpF2NmnhjYQJRwsnim0CFjR+hj0FNXBeGu+P6/APp8I0bCfS18XQWznwMbS5GSYKyYRayd0KieAGAXw3QLE8CVOnzcbmLX9GX18P6lY7o9SmEAQBSsUyyuV2lEvtXJuUz8PzfAjNJRNaaJYpS43IGhWLeZpspucrvhWcIHrzhs/+wrBDctYpRgyzi7RZ3PhBifES1KNheBlC46xkRtjN8ABKyrBv/OyU0iUhUOnrh+8WMWNmJ2bM2gu1ahUDA30YrAwgipie5Hke9+D1PGjtZzLMEALQkoU+bXscpST7remCRwj2zdBwERJyW05QC29o7BLdwoluOxJSDuFEth2R+yjQRPgdabtUNruR/ZG+LkgiyLdlQpVScsm9nyujizXOsnVnxvY2yj6funkGJBpqt7LOlCk73AbBs35KqUBKQ8l5C2947PDMNXoeS4FkAkkTn/2Gz2Djff7w15vHAEA2M+GGv3+4cTUZGASHwhOwZgQZ24KGddkBsusivmvbkQ1VUNhZSabRbGmNzkbHyCopZUa1ze2EDlsLbwDs8Mw1br3WBGSqqGF90Xgf4xn3sJmrcVuOHDbEzYa5kE27aPiYxpxQaiw6UMhicDZubcyweUVhG4MgwHaF55QGp414KwPBysKWuzf8toU3D3Zpf67t2X5H9jUSERgYKolpDFo03jZGC7eNPKbWjmx2Ijth2d5qiENLjkhtWGJorSS4iw83DefwdvatBJNa08fMoEDWYikdv1YtK3szYKf7cw0/cQFwx48JYqSZZTwjG29NNt4U0BjQ2HZTa1XZLLqtp6a5yeWwDRv3P/bwmj+vcbgto3ozYZfoFu5sMdvuL4YbfnEYXm27ne9v4S8Su0YUdCdlgbdn5hxx+52aAdJCv9QvbMRIRtNYGJhu0zKuFnayP9fuwq7//DQMmOaigPENZmglJSxtNQ0obs9tC28etC6xI6KRjTcCJhB3Ebbh9vbetvDmwa7Tit8JbC+3cNegccZKk78NL2dTTXp9GoFRLuxz23vbuua9KbBLjGtnwvO7Hw0nNjXeH+GtTQaWGlM6A+1gKYVoGdabBa/LmWt3r+kANBvW9myTJaeHEXMnetvCmwavy1D87scINKQJfyU5wv3tvW3hzYDWr7nL0EDC3a7bFt4saBlXCy3sIrSMq4UWdhFaxtVCC7sILeNqoYVdhJZxtdDCLkLLuFpoYRehZVwttLCL0DKuFlrYRWgZVwst7CK0jKuFFnYRWsbVQgu7CC3jaqGFXYSWcbXQwi5Cy7haaGEXoWVcLbSwi9AyrhZa2EV4wxjXunXrcO6552LfffeF7/vI5/M47LDD8L3vfQ9RFGXv+9GPfgQhBA499NDdN1iLrq4uXHbZZbt7GC3sJrwhjGvlypU49NBD8a1vfQvPPfcccrkckiTBI488gk9/+tM4/fTTEcfxazqmffbZB+973/vGfM8VV1yB9773va/NgMbA1VdfjbPPPnt3D+MvDq974yIinHnmmdi8eTOmT5+O++67D93d3ahUKrjhhhsQBAF+85vf4Ec/+tFrNqZly5bh+eefH/d9Z511Fg477LDXYERj409/+tPuHsJfJuh1jrvuuivtt0j/+7//u83r//Vf/0Wf+9zn6P777ycioh/+8IcEgA477DBatmwZHXHEEeR5Hh188MH0yCOPNG37q1/9io4++mgql8vU2dlJn/zkJ6mvry97fdKkSQSAbrvtNpo/fz4Vi0W64IILsvGkf//zP/8z4tg7Ozvp0ksvzR5fe+21NHfuXAqCgDo7O+mUU06hNWvWjPrdJ0+eTP/5n/9JF1xwAU2fPp1KpRKdcMIJtH79+uw9tVqNvvCFL9CMGTPIcRyaNWsWXXzxxRRFERERLV68uGmsw49Biocffpje+c53UmdnJ+XzeTriiCPojjvuGHVsRESlUom++c1v0tlnn02TJk2iIAjo5JNPpk2bNmXvyefzdPnllzdt9/GPf5zmzZuXPe7q6qIrr7yS3vOe95DnedTT00NERDfccAMdfvjhlM/nacqUKXTeeedRpVIZc0y7E7/dxH8pXvfG9fWvf50A0LRp0yb0/tS45s6dSzNmzKAjjzyS8vk8AaC99tqLkiQhIqJf//rXBICCIKAvfOELdOKJJxIAOv7447N9zZgxgwDQoYceSvvvvz+9+93vpptvvpkWLFhAAGjOnDl07rnn0hNPPDHiWBqN65577iEhBH3/+9+n5557jpYuXUqLFi2iBQsWjPpdpk+fTtOnT6cf/OAHFEURrVmzhqZOnUqf+cxnsvd87GMfo46ODvr5z39Ozz33HF1//fVULBbpH//xH4mIqKenh+bNm0cf+MAHaNOmTRTH8TafU61WqbOzk0444QR65JFH6IknnqBzzjmH8vk8rV27dtTxdXZ2UkdHB/3oRz+iJEno6aefppkzZ9KZZ56ZvWcixjVt2jQ64IAD6MILL6QHHniAoiii3/zmNwSALrroIlq1ahXdeuutNGPGDPrwhz886nh2N95wxnXuuecSADrqqKMm9P7UuADQjTfeSETNs9/KlSuJiOiQQw4hAPS1r30t2/aggw4iALR8+XIiItpzzz0JAB1zzDHZTEBEdOmllxIAOvnkk8ccS6NxXXPNNRQEAYVhmL2+YcMGWrp06ajbT58+nd75znc2Pfexj32MjjjiCCIi2rx5M2mt6corr2x6zyWXXEL5fJ7q9ToREc2fP5/OOuusUT8nDEN67LHHaPPmzdlzfX19TcdwtO933HHHNT33ta99jXzfp4GBASKamHFNnz696TER0VFHHUWLFy9ueu76668nIcSYs/3uxHDjet2vuRob1m0PJk+ejNNPPx0AsHjxYuTzeQDA+vXrMTAwgEcffRQABybWrl2LtWvXZuuj+++/v2lfH/zgB6H1zkk8HnvssRBCYNGiRbj22mvx0ksvYcqUKTjyyCPH3O7ggw9uetze3o6tW7cCAB599FHEcYyjjjqq6T2HH344BgcHsWrVqgmNzXEchGGIf/iHf8ABBxyAqVOnYt999wUAdHd3j7nt8DXl3LlzUavVsG7dugl9dooFCxZk940xWLZsGd797nc3veev/uqvQETZb/d6x+veuGbOnAkAePnll0eUyY7jeMTn99hjj6bHhUIBABtpT09P9vwZZ5yBmTNnYubMmfjxj38MANucGMP3tSPYb7/98OCDD2LvvffGRRddhL322gtHHXUUHnrooTG3C4Jgm+fS79vX1wcAKJVKTa8Xi0UAQH9//4TGtmrVKhx77LGo1Wq4/vrrsXz58gkHQdLjmiK9iDUe44mgXC5n9yuVCuI4xle+8hX4vp/97b333gD4AvlGwOtSzroRixYtAgBs3LgRS5Yswd/8zd80vf7tb38b3/72t3HhhRfik5/8ZPb8WKq/bW1t2f3LL78c+++/f9Pre+65Z9PjsTpRbg8OPvhgXH/99UiSBPfddx8uueQSHH/88Vi7di08z9vu/aUnZGpkKdLHjSfsWLjxxhsRxzFuuOEG+L4PgC9mE8FwA04/u729HcDIv0O1Wh1zn7lcDo7j4Nxzz8XHP/7xbV6fMmXKhMa2u/G6n7kOP/xwLFy4EABw9tln45577gHAM9DPf/5z/NM//ROef/75CV+lAb7aHnTQQQDYJTrhhBNwwgknQAiBMAyzE2M0pCfMwMDAhD9z6dKlePDBBwGwsS5evBiXXnopNm/ejA0bNkx4P4045JBDoLXexo198MEHUS6XM9cOGLs5Rq1WQz6fzwwLAK6//vpxtwOAu+++u+nxsmXLkM/nM4+jVCptM4s99thjY+5TSol58+bhpZdewv7775/9zZkzB67rjvv7vF7wujcuAPjxj3+MPffcExs3bsTixYvR3t6OQqGAD37wg6jVanjf+96H8847b7v2+f/+3/8DAFx44YX42Mc+htNOOw0nnHACPvWpT4277fTp0wHwifXRj34Ud91117jb3HbbbTj55JPxq1/9Ci+88AJWrFiBb33rW5g9ezZmzZq1XWNP0dHRgY997GP4xje+gZtvvhkvv/wyrrvuOlx99dU477zzsnVie3s7HnnkEaxYsQJbtmzZZj/z58/Hpk2b8MMf/hDr16/HNddcg4ceegiTJ0/Go48+us3M2IhXXnkFX/3qV/HCCy/glltuwTXXXIMPfOADmaHOmzcPv/nNb7BlyxaEYYhvfOMbI45hOL74xS/ipptuwje/+U08++yzWLFiBT7ykY/gmGOO2a4L6W7F7oiq7Ai6u7vp4osvpgMPPJCCIKAgCOiwww6jH/zgB03h5TRaeMghhzRtP2XKFAJAv//977PnbrzxRjr00EPJdV0qFAp0wgknNIXV02jhr3/966Z9DQwM0Lve9S7yPI+6uromlOeKooguvvhimj17NrmuS5MmTaKTTz6ZnnzyyVG/8/Tp0+mSSy5peu6CCy6gvffeO3tcr9fpggsuoGnTppHWmvbaay/6+te/TsaY7D233nprlr+67bbbRvysL37xi9TV1UXlcpk++MEPUk9PD33lK18h3/fps5/97Kjf7ytf+Qqdc8451NnZSblcjs4444ymXNSqVato4cKFlM/nacaMGfTVr36VLrroInrb29425vckIvrZz35GBx98cNPxeuqpp0Y9Xrsbw6OFgugN3Uyrhd2Irq4unHfeefjyl7+8u4fyusD/bObbE7v49g3hFrbQwhsRLeNqoYVdhNd9KL6F1y82b968u4fwukZr5mqhhV2ElnG10MIuwmtiXO9///vxzne+87X4qNct/vCHP0AIgT/+8Y8T3ubb3/72TnMa34zYvHkzhBD45S9/ucP7ePzxxyGEwH333fcqjqwZb5iZ64knnsDs2bN39zBeVZx22mljFnm+4x3vwDXXXPPaDWgUvBmP/WuBN4xxvRmracf7TnPnzm3iS+4uvBmP/WuBcY0riiJ84QtfwKxZs+D7PmbOnInzzz8fYRgCAP7t3/5tG2b02rVrIYTA7373u+w5IQR+8IMfYK+99oLv+zjiiCOwfPny7PU1a9bg9NNPx5QpUxAEAQ488EB8//vfBwB89atfxVlnnYXVq1dDCIH/+I//AMA8tne9613o6upCoVDAkUceiT/84Q/ZPr/zne9g8uTJWLp0KebPn49yuYw5c+bgBz/4QdN4ly5dikWLFiGXy2HmzJm48MILUa/Xs9eXL1+Ov/7rv0ZXVxdKpRJOOeUUrF69eqLHeEQIIfDiiy/i7/7u75qIxI0Y7hbee++9WLRoEdra2lAsFrFw4cKMazkSJvr977///uz7FwoFHHvssXj44YcBjH7sh+OMM87A6aefjquuugqzZ89GLpfD8ccfjy1btuALX/gCpk2bhs7OTnz+859v4ivecMMNOOyww1AsFtHV1YWTTjppGwmF733ve5g1axaCIMAxxxyDJ554YpvP//nPf44jjjgChUIBe+yxB/7xH/9xXIIwwITwE088Efl8Hl1dXbjwwgthjMGdd94JIQQeeOCBpvc/+uijEEJgyZIl4+57XPrTpZdeSpMnT6YlS5bQ888/T7fccgtNmzaN/umf/omIiC6//HLK5/NN26xZs6ap/P3UU0+l6dOn03HHHUf33HMP3X333fTWt76VZsyYkRX0HXfccXTMMcfQQw89RM899xxdc801pJSiJUuW0ODgIJ1zzjk0c+ZM2rRpE1Wr1QlVz1577bXkui4df/zxtGbNGjLG0Fe+8hVyHCd7z4svvkjFYpHOPvtsevDBB+mmm26irq4u+tznPkdERC+//DKVSiV6z3veQ4899hg9/PDDtGjRItpnn32oVqtNmBpzxx13EAB68MEHiYho7dq1BICuuuoq2rJly4jbXHXVVaSUIiKmXJVKJfrUpz5FTz75JD3xxBP0mc98hnK5HHV3d4+4/US+/zPPPEO+79MHPvABevTRR+nRRx+lk046iYrFIq1Zs2bEYz8SzjzzTNpjjz3oy1/+MoVhSCtXriStNe2zzz703e9+l+I4zo5BSkF76KGHSAhBl1xyCT311FP00EMP0Tve8Y4m6to999xDAOj888+nZ555hm699VaaN28eAaD//u//JiLaoarllStXEgB6y1veQldddRUtX76cvva1rxEAuvrqq8kYQ3PmzKFPf/rTTdt9+ctfpunTp2cV7Y3Y7krk008/fZtq06eeeoqeeeYZIpq4cbmu23QSLFmyhADQ7bffTkSsF9GoN0FE9Mc//pE2bNhARERf+tKXaM8998xem0j17LXXXksA6L777sve8/LLLxMAuuWWW4iI6OKLL6bJkyc38ROvu+46+sQnPkFERBdddBGVy2XaunVr0z6klHT99dePd/gyDDeuarVKAOiHP/zhqNs0GteTTz5JAOjee+/NXo+iiO666y4aHBwccfuJfP/zzjuPurq6miqk+/v7yfd9uuyyy4ho22M/Es4880zq7Oxs2s/b3vY2mjt3btP7Jk2aRN/4xjeIiKi3t5eWLVvWVOX929/+lgDQxo0biYjo7//+72mPPfZo+n1++tOfNhnXjlQtp8b1xS9+sen5BQsW0NFHH01ERJdddhm1t7dnEwAR0QEHHJBNLMOx3ZXIJ554Iu6880584AMfwC9/+Uts3boV+++/P97ylreMPy024K1vfWtTqUBaefr0009nn/ONb3wDF1xwAe68806EYYj58+ePWruzPdWzjdW86RjSat5ly5bhsMMOa6rZ+shHPoJrr70WALuMRx55ZJPrNnPmTMyZMwcrVqzYrmOwM3jLW96C/fbbD2eeeSa++c1vYvny5VnpSi6XG3Pbsb7/n/70J8ybNw+O42TvKRQK2G+//bb7++21115N+ymVStvUypVKJfT29mb3X3zxRbz3ve/FnDlzsMcee+Css84CMPQbPvnkk5g3b17T7zN//vzs/s5WLb/97W9verxgwYLsnPy7v/s79PX14ZZbbgHAgZ2nnnpqwjJ14xrXhz/8Ydx8883YunUrPvKRj2Dy5Ml4//vfjz//+c8T+oAUwwv30orVwcFBALw++PrXv4577rkH73rXuzBp0iRcdNFFo+oRbk/17FjVvFu3bs3GMhL6+vpw5513NlXE+r6P559//jWtiFVK4d5778Xpp5+Oa6+9FvPmzcPs2bPxk5/8ZNxtx6tmHl7JDHA18/aWdoxU8NlYIzb8s2+88UacdtppmD9/Pn7/+99jxYoV+N73vtf03v7+/m3G37jG39mq5ZHOy/ScnDZtGt7znvfguuuuAwD88pe/xNFHHz3hiWVCSZSTTjoJJ510EgYHB3HLLbfgvPPOwyc+8Qn89re/nXClaTrgFGmhYXqg0srTc889Fxs3bsR1112HSy65BJMnT8b555+/zf52pnq2EZMmTRqzXqlcLmPhwoXb/OjAUDn9a4VJkybh8ssvx+WXX44nn3wSV1xxBT760Y/iwAMPxLx583Zon+VyecTv39fXh2nTpu3skMfEtddei2OPPRaXXnpp9tzwcyefz2czXYrG4sudrVoe6bxsNN5PfOITOOOMM9Df349f/vKXOOecc8b9XinGnbluvvlmvPTSSwD4i55++un4+7//e6xcuRIAT+2VSqVJUnqkqfjxxx9vOkhpNOrAAw9Eb28vfvrTn2b7mDJlCr74xS9iwYIF2ecAzVWxO1M924i3ve1tWLp0KWq1WvbcT37yEyxatAjGGBx55JFYtWoV9t5776aqWCklpk6dOuHPGQ0THeuLL76Im2++OXt84IEH4rvf/S6UUnj88cd3+PMPP/xwLFu2LIv+AnzyPv300zjiiCO2e5zbg1qths7OzqbnfvrTnzZ93n777YfHHnsMxpjsPXfccUd2f2erlocnkR9++GEceOCB2ePjjz8eHR0d+OY3v4nnn38eZ5xxxoS/37jG9R//8R8444wzcM899+DFF1/EXXfdhV/84hdYvHgxAK40JaIsvPvMM8/g6quv3mY/pVIJH//4x/Hkk09i5cqVuPjiizF79my8/e1vh5QSn/vc5/DJT34SK1aswIsvvogbbrgBf/rTn7LPaW9vx4YNG3Dvvfdi9erVO1U924hPfepTiKIIZ555Jh544AHcfPPNuPDCC3HAAQdASolPf/rTGBgYwNlnn40VK1Zg1apVuOyyyzB37txMXOaPf/wjjjrqqHHL1xvh+z6CIMDdd9+NFStWNF2cRsLLL7+MU089FVdccQWeeeYZPPvss7jssssgpWxSTtpefPazn0WlUsHHP/5xPPvss1i5ciU+9KEPoVQqZeuf4cf+1cL8+fNxxx13YOnSpVi9ejU+85nPZLPlsmXLUK1W8cEPfhAbN27E+eefj5UrV+Kmm27KhIRS7EzV8k033YQbb7wRq1evxne+8x3cf//9+OhHP5q9rrXGWWedhX/913/FKaecMqILPSpGDHs0YOPGjfShD32IJk2aRK7r0qxZs+izn/1spopKxMKdU6dOpVKpRMcccww98sgjBIBuvvlmIiI66aST6JRTTqHvfve7NGvWLHJdl+bPn0+PPvpoto+lS5fSscceS+VymXzfpwMOOID+7d/+LXt99erVtP/++5PruvTP//zPRDR+9WwaLWuMRvX39xMA+slPfpI9d/fdd9ORRx5Jvu/T9OnT6dxzz22KwC1btoyOO+44yuVyVCqV6Oijj6Zbb701e/33v//9NpG84RgeLSQi+pd/+RfK5XLU2dnZFI1M0RgtJOIo5iGHHJKNY8GCBfS73/1u1M+c6Pe/77776JhjjiHf96lQKNDf/M3f0OOPPz7msR+OM888k4455pim5xYvXtwkEEpEtPfee9OXvvQlIiLasmULnXzyyVQoFGjq1Kn01a9+lZIkyaq8f/aznxER0ZVXXknTpk0jz/NowYIF2fnVqKm4vVXLy5cvz9SU3/Oe91AQBNTV1UUXX3xxUxU3EacMANCdd9456v6IWpXILbSw3fjSl76EW265ZVz3e3glcosV2kILo+CZZ57BHXfcgSuuuAK//vWvt3v7lnG10MIoOPzww1Eul3HllVfixBNP3O7tW8bVQgujYGcl3N4wrPgWWnijoWVcLbSwi/AXb1yNfYu3t/J3d/U8/vCHP5xJfI+GVvX37kdrzdWA7a38veKKKzLN+V2Jq6++Gg8//PB2tab91Kc+1VST1sJrj5ZxNWDu3LmYO3fuhN+fMhh2NXakEvhd73rXLhhJC9uDv3i3sBGNbuExxxyzTbsiAHjve9+Lo48+GkCzW/jUU09BCIH/+7//w/ve9z50dXVhypQp+PznP9/UuO/73/8+9txzTwRBgHe84x14+umnIYTAL37xixHH9Fd/9Vf44Q9/iB//+McQQmRlIFpr/PrXv8Z+++0Hz/Nw0EEHYdmyZdl2jW7hRMd2//33421vext838fcuXNx2223YeHChfjsZz8LYPyq9BaGYUw+x18AGpslNNKNvvWtb5HjOE00r56eHnJdl771rW9ts+2qVauyBhAPPPAAERH94Q9/aKLppDSaz3/+8/TUU0/RddddR4ceemhT4d9wjNTT+Mwzz6S99tqL3v3ud9O9995L9957Lx188MF0wAEHZNudeuqpWZHrRMaWVnYvWrSIHnnkEbrrrrvo0EMPpWnTpmVV2eNVpf+l4w3XtnV34f3vfz+SJMkK5QCuEEiSJGsHOxJOO+20jEh73HHHYc6cOdmM8uMf/xhTpkzBlVdeif333x8f+chHcOqpp445jnK5DK01PM9DV1dXVjS4YcMG/OxnP8PChQuxcOFCnHPOOXjqqafGJCyPNbbf/e532LJlC77zne/g0EMPxeLFi3HVVVfhlVdeybZfuXIlDjroILz73e/GnDlz8N73vhd33nnnhIsH/9LQMq5RMHXqVCxatKiJ9vKrX/0Kxx133Jg1QmP1MH766aexYMGCpqrav/3bv92h8e23335N5RqTJ08GMHbic7yxtbW1NZVbLFy4EF1dXdnjV6sq/S8FLeMaA2eccQZ+//vfo1arob+/H7fffjs+9KEPjbnNWFW/W7Zs2abAcng900QxvHo6LVqlMXjY2zu24eN7tarS/1LQMq4xcOqpp6JWq+H222/P3MMdnWkAruGqVCpNzw3X+9hdGGlswLbjO+mkk7BkyRJs3rwZP/3pT/HAAw/gE5/4xGs1zDcUWsY1BiZNmoRjjz0Wt9xyC37zm9/g+OOP375iuWHYd9998fDDDzfNLhNlW481I70a2HfffbFly5YmzcD7778fmzZtyh6PV5XeQjNaxjUOzjjjDCxZsgRLliwZ1yUcD6eddhpefvll/PM//3NWbf3b3/523O3G62n8auD4449HEAQ499xz8fTTT+P+++/HBRdc0CRlMF5VehiGOOqoo7Yr2f1mRsu4xsEpp5yCV155BUSE448/fqf2deKJJ+Kyyy7D97//fRx88MH42c9+lgnfjKSSlOKcc87BK6+8goULFzblsl5NTJkyBb/4xS/w7LPP4tBDD8V5552Hf//3f0e5XM7GduONN2KfffbB+9//fuy///4466yzcOyxx+I///M/AbDM2dKlS7F27dpdMsY3GlqVyK8hiAgbN27EHnvskT2XSlQ//vjj28UO2RXo7u5GLpfLjKler6OjowP/+q//is997nO7dWxvBLR6Iu9G3HPPPZg6dSouvfRSrFq1Cg888ADOP/98HHnkkU0h8N2Bvr4+zJkzBx/+8Ifx2GOP4fHHH8cnP/lJKKXGzcW1MDJaxvUaYvHixbjuuuvw3//93zjkkENw2mmnYd9998VNN900ov7ja4lSqYTbb78dW7ZswcKFC/H2t78dq1evxu23394007YwcbTcwhZaeJXQcgtbaOE1Qsu4WmhhF6FlXC20sIvQMq4WWthFaBlXCy3sIrSMq4UWdhFaxtVCC7sILeNqoYVdhJZxtdDCLkLLuFpoYRehZVwttLCL0DKuFlrYRWgZVwst7CLI/mT8N7XQQgtjI7Ujp6FySD4zCAy0DKyFFnYY/QnwzCDfLwxJUuL/A9Y0QEAQIwUAAAAAAElFTkSuQmCC", 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", 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" ]
1
math
kindergarten
count-money-pennies-through-dimes
false
true
How much money is there?
"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"
[ "14Β’", "12Β’", "13Β’" ]
null
1
math
kindergarten
count-money-pennies-through-dimes
false
true
How much money is there?
"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"
[ "7Β’", "6Β’", "8Β’" ]
null
2
math
grade-2
certain-probable-unlikely-and-impossible
false
true
If you select a marble without looking, how likely is it that you will pick a black one?
"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"
[ "probable", "unlikely", "certain", "impossible" ]
null
0
science
grade-5
compare-magnitudes-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material, but some of them are different sizes and shapes.
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"
[ "The magnitude of the magnetic force is the same in both pairs.", "The magnitude of the magnetic force is smaller in Pair 2.", "The magnitude of the magnetic force is smaller in Pair 1." ]
null
2
science
grade-2
read-a-thermometer
false
true
Select the temperature shown by this thermometer.
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"
[ "0Β°C", "35Β°C", "25Β°C" ]
null
1
engineer
grade-6
identify-independent-and-dependent-variables
false
true
Hint: An independent variable is a variable whose effect you are investigating. A dependent variable is a variable that you measure. Which of the following was an independent variable in this experiment? The passage below describes an experiment. Read the passage and think about the variables that are described. Jon often saw woodpeckers perched in trees in his backyard, but he never saw them at his bird feeders. Jon usually filled his feeders with sunflower seeds. He wondered if he could attract woodpeckers by adding a different type of food to the feeders. To test this idea, Jon gathered eight identical bird feeders. He filled four with sunflower seeds. He filled the remaining four feeders with crushed peanuts. Jon then placed the bird feeders in his backyard. Over the next five days, he counted the number of woodpeckers that visited each bird feeder each morning.
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"
[ "the number of woodpeckers that visited the bird feeders", "the type of food used in the bird feeders" ]
null
1
math
grade-1
which-bar-graph-is-correct
true
false
Roy went into the family garage and saw three tape measures, nine rulers, and four nails. He made a bar graph of the items he saw. Which is his bar graph?
null
null
[ 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YzWYyMzOZMmVK+6nNs5WZmUlaWhrLli37t6/dcccdJ8yYlZXFH/7wBw4cOMDs2bPp3bs348ePx2w2EwgE2p/3z2P+vn2faCzR0dHcdtttXH/99fz617/mv//7v/nd7353NkNtJ6dGhRDdmxGkxbWPwjwfiUYZBX2yaaj1ktUjSGEeeANgtVkAUE3N2Mw6himNvYcV8nr3ITE+ityMJEYO7klrq4sUy16Se99M1pAnTuu64L/q378/ZWVl+P1+dF2noqICi6Utx5o1azh8+PBxz1+/fj0ulwuXy8UTTzzB7NmzAZg1axb/+7//276ggdPppLKy8oxzDR48GJPJxIsvtt1iFAgE2LNnD8AJMzY1NfH2228TDAbJysoiMzMTr9cLQHZ2NsuXL8fr9fLYY4/R3Nx8wn2fbCyvv/46LpeLuLg4+vbt2779c0GKUAjRrflbG4mO8TB0pIM+6W7Uxm8oyPBTPMyPSTWItkejG1ZUVSVIIh4tjWDQS7zdoKgoD5+3lWAQmjx+clhF9uDFZ12CACNGjCA6Oprzzz+ft956i3nz5vHBBx8wZcoUVq1a9W/zMJtMJq6++momT55M//79ueWWWwDIzc3lmWee4YEHHmDs2LH87Gc/O+7a4umyWCy8+OKLrF27ltGjRzNjxgxWrVoFcMKMmqaxdetWLrjgAiZNmsSQIUOYOnUqAAsWLOCFF17goosuIicnh0GDBp1w3ycai6ZpOJ1OrrjiCsaNG8eBAwfax38uKMtqDQPgkk4408bmzZvlhnrRIZ47dHO4I5y1G/P++5Se19l/jjZs2MDIkSM7bPvNjXt58/F+9OrZNuvLru0tWGJVeuXqxMcqmG09MHQNggEUix3F8GDGxZ76vlT6xwLg9TbRJ93LtIvuITqx47KeyLx589pvmxAndjrfSx98+4bcS1LkGqEQohtrcR9g0zcLqGgyY69T6JPVQkKKisVkEBOtYLbYMKsGhmIQMEwogKEHMMxt70i06hU4onVGjL+awgE/+8c8o6JbCXkR1tXV8fzzz7Nv3z6Sk5P5xS9+IZNvCyHOGX/AS3PTN6xbfw8+/xc4HEEGTzCx7XM/SdEGGWkGAGZVwWxuK7agYcGkesDQQLUQ8DXRM8XO+f2vJ7ng15gs5+6t+qLzCWkR6rrOQw89xOWXX86dd95JVVUVwWAwlBGEEN2U3++ksmo5O3Y9SquvjLRkM9F2K7rfRWa6nfp6B+XlR+mVa+CIBosVUGz4NDNRZg0MhWCwGbMtj+yRb+LoMbnTTKL95JNPhjtCtxbSIty8eTNJSUlMmDABaHu7rRBCnCnD0HG79rD3wGscPPIcFotBSqKDpOQCAoE6jKCH/TUpJAR9DC2q5IsjJho8dlISW1BNSex19ibRtA+L5RjWpBJyBtxDfPpUOQUaYUJahIcPHyY/P5+3336bnTt30qtXL6666qr2mzmFEOJU6EEvNXVr2FX2DPXOFSTEJ1CQn4rdZgPgwMFW4uPsJCWnkJZaQXOTlyjH5dx42yNUH1pG/c47CGoesqI2k5Ixhozz/oo9ofis3wkquqaQ3j7R2NjI6tWr6du3L7/73e+orKzkvffeC2UEIUQX1tp6jB27HuWDj3PZuPmn2G1b6V2YR252D1pbVdxuDQiQlubBH6jnaFUDcbG3cf6oPYwqWYojsTfxmTOw2DJJyLyY86b9HwXjPiE6caSUYAQL6RGhw+Fg8uTJ7RNuT548+bgZz7+PrKUmOkQnvF3odEXKz8Z3pz9Ldz/NwSOvk5BgI96RTEa6Hbdbw25r+2dMUfw0u1rwBzwEtF7k5jxMVsZFWK0Jx22vR9oA0i7bD4pJyk8AIS7CzMxMNmzY0P7YZPrhb8LOfP+T6LpkYd6uY9UXr1JTvwZDcwHTcDrjMCsKzc5DOBIO4/G6iYnRafU2Yo+6gF49F5CcNPSk1/nkGqD4ZyE9NVpSUsLevXs5cOAA0DZFjyzQK4Q4mfiENFq9VhKT+2K2ZFBb7ePAwVaOVR3D4fDS6vNhtVxH8ZBtjCpZSkrKSCk6cVpCekRotVpZsGABzz//PG63m759+x43w7kQQvyrgvzhfPrpywQDbupqm/D5naSl7SO7ZxyJ8Q9T1O/fT38KcTpCfkN9z549efjhh0O9WyFEFxXvSCUhMZ3SHd8AMHSonQsueJn0tMlyjU+cEzLFmhCiU1MUldmX38nTVT9l5swFDB00HUWR9QLEuSPfTUKITi85MYuZMxeQlztYSlCcc3JEKIToEoYOmk5A+/4V24U4G/KrlRCiS1AUFaulc8z9KboXKUIhhBARTYpQCCFERJMiFEIIEdFC/maZq666Ctu3M8QD/OY3v2HEiBGhjiGEEEIAIS7C1tZWTCYTr7zySih3K4QQQpxQSE+NtrS0EB8fH8pdCiGEECcV0iPClpYWNE3jiSeeoLGxkZEjRzJjxoxQRhBCCCGOE9IiTE1N5Uc/+hFjx46loaGBhQsXYrPZmDRpUihjCCGEEO1CWoR2u50LL7wQgNjYWMaNG8fWrVtPWoRdfS010UnJwrxCiG+FdYq1hIQE6urqTvocWZhXdARZmFcI8Z2QvlnmxRdfZPPmzWiaRl1dHR9//LHcOiGEECKsQnpEOHXqVN58802WLFmCoijMmDGDsWPHhjKCEEIIcZyQFmFubi533nlnKHcphBBCnJRMsSaEECKiSREKIYSIaFKEQgghIpoUoRBCiIgmRSiEECKiSREKIYSIaFKEQgghIlrYivDxxx/n1ltvDdfuhRBCCCBMRVhaWkpVVVU4di2EEEIcJ+RFGAwGefnll7nssstCvWshhBDi34S8CFesWEG/fv3IzMwM9a6FEEKIfxPSInQ6nSxfvpyrr746lLsVQnQx2zcuC3cEEUFCOun266+/zqxZs4iNjf3BdQi/I2upnZ15HxSGO8JZe/KSfed+o7Iwb6d1uPRjGstXsLJ8NTHJhaRkD6TXwHHhjiW6sZAVoa7r7Nixg+3bt7N06VI0TcPtdnPjjTfyzDPPoKrff3AqC/OepQ+c4U5w1jrie0AW5u28Whr2k5iag6pAq/cI+77aTkXpR9jic8ksLCa3V3G4I4puJmRFqKoqzz77bPvjgwcP8vjjj/PEE0+EKoIQopNrrtuPt/kYqtkCJitWezypqRasJgN38y72bSxj9+YPSc0bQmb+ENLS88MdWXQDIT01KoQQJ+Oq3Yfmd2MhGt3QUVQLZosV3dCJjU/G0tpKi7sO7+HP+Hr334lOLiC9Z0lEnDpdsmQJBQUFTJkyJdxRup2wFWF+fr4cDQohjpPVfyq2uBQaj5biqt1L0OtEtdhRLXYMHSxR0SRGxaAoOrFxrbia9lG+bhuHvn4PU0w2mb1K6FM0PtzD6BDbt2/HbJZjl44gf6pCiE4lOXsoydlDAThSuoKm6h34PI2AgapaUBUVo+0RtthkouMSUQ0Nj2c/5Ws2s3fjO6TkDSe710iy8gaEdSyia5C5RoUQnVbOwOkUTZlPwfCf4EjtA4CvtRm/txHd74Wgn6DmQzMMomPjSUzNJDFGJ1D1OaWfPsqqpQsp3bwizKP4fvPmzePDDz/k5z//OTNmzGDTpk1MnDix/ev79+9n8ODBJ3z9q6++yqRJkxg3btxxZ9f+dbstLS3ceOONlJSUMG3aNJYvX96Rw+qS5IhQCNHpJWYWkZhZBMCxgxtprNyKu24fgYAHVVVRDQu+gA+LqmCyx6LGOXAYGseO7aNiaxnVZSuIis8jLX94pzp1unjxYhYtWsSQIUMoLS095dd9/PHHvPHGG7z//vtERUUxZ84chgwZwoQJE/5tu2+++SZ+v59169bR2NiI0+nsoNF0XVKEQoguJS2/hLT8EgAqSpfTULEFr6sawwBVNWMYAdB0VNVCfHw8FrOKohi0esrYs2Yz5V+9S3L2eWQWjiSnYFBYxzJz5kxGjx592q978803ue6664iPjwdg9uzZrFmzpr0I/3m7qamp7Nmzh7KyMoqKikhNTT13A+gmpAiFEF1W9sCLyB54EfVHtlB/eDPNdXvxt7pRDQ1d9aOYLAQCGopqwWqLJzZWwW7T0Wq/pPTQGnZ/lUtq7nAGj74sLPlTUs5sZocjR46wZMkS3njjjfbPXXDBBd+73VmzZhEIBLjpppvo1asX99xzDwUFBWceuhuSIhRCdHnJOcNIzhkGQOXOFThrdtPScAC/twnVZMVsVQgGdWLsZhRVwRLjIDZOpdFZRdWOpdTs+YTo5L6k5w+hV9GEsIzBbDYTCATaH+u6fsLnZmZmcvXVVzNz5sxT2vbs2bO59NJLeeSRR5g/fz5Lly4967zdiRShEKJbyRownawB0wE4vH0ZDRVb8TgrATBMZvC3gqqiKCaibRbiYqNRVQVfSymln39J2fq3ScoeRGbhSPJ7Dwtd7qwsjh07xubNm+nZsyePPPLIcV+3WCztRXnVVVfxxBNPMHz4cDIyMti3bx/Z2dlERUX923aXL1/OwIEDycvLY+jQoaxZsyYk4+lKQlqEzc3NvPrqq5SWlqJpGtOmTePKK68MZQQhRATJPW8WuefNor5iG/WHNuKsKSMQ8KHoARQVUEEPaCgYWKOiiXMoREeZ0Oo3s/Pwl+zZlEN64WgGlZzakdfZSE1NZe7cufzyl7+koKCAu+++m40bN7Z/ferUqdx3331cc801XHLJJTQ0NPDTn/6UYDBIdnY2jzzyCDk5Of+2XUVRmDdvHk6nk+joaB566KEOH0tXoyyrNQyAS0IwCfGOHTuorKxkypQp1NbWcscdd3DXXXcxcODA733+5s2bZa7RszT2fme4I5y1tfcnnPNtPnfo5nO+zVC7Me+/T+l5nf3naMOGDYwcOTJk+zu6+zMaKr7G3XAIzd/S9q5TU9sxgclkAkXFpKqoJpVjxxrRghqY7ESn9KVn//PJ61MSsqzi9JzO99IH3677cElKiI8Ii4qKKCpqewt0RkYGhYWFuFyuUEYQQkS4zL6Tyew7GYCKnR+3lWLjEfSgD90Akwl0PYgSVHE4orFYbShGEI9nD2uXfcm2hDTie/Qjr9/YkJ46FR0nLNcI3W43X331FQ0NDQwZMiQcEYQQguwBF5I94EIaq3ZSf2QLDVU78XucqAqoJhVFUQj4W1FVFZvNRlJSMglxZgKuHWz/v22UbcoiLX84w0bPCvdQxFkIeRE2NDSwYMEC3G438+fPx2azhTqCEEIcJzFjAIkZbdOxHd39GXUVW/E0VrbfsA8quq6RnBCFYSjY7THExJmpqDxMVWkFH+1ZSUxqP7ILiynoOyK8gxGnLeRFmJSUxJIlS6irq2Px4sU4nc6TzqZ+qmupDS99+lxFDJvNA2/pgK12/YV5O2Q9PVmYV5zAd6dOXXUHcNbspv7IVjyuGoxgEN0wUBXQg37QgqQkx2M2qagKeJvL+GrFGoKBX9G7aFK4hyFOQ9hun0hJSWHUqFFs2bLlpEV4yhf5T312ok6rQ97QIAvzfi9ZmFf8kLiUnsSl9CRn4PS2U6cVX9NQuR2ftxlFNaEqCiYFNE1DASwmhdTUdCnBLiikRfjKK69QVFTE4MGDaWhoYPXq1YwdOzaUEYQQ4rS1nzodAUf3fk59xXZc9YfwB1rb3mVqMhEItJKdVxTuqOIMhLQIp0yZwhtvvMGSJUsIBAKMHTuWSy+9NJQRhBDirGT2nkBm7wk01+2nvmI7TbX7cTceBiNIasH54Y4nzkBIizA7O5sFCxaEcpdCCNEhHCkFOFLa5uxsrNqJq24/iRn9w5xKnAmZYk0IIc7SP7/rVHQ9sjCvEEKIiCZFKIQQIqJJEQohhIhoUoRCCCEimhShEEKIiCZFKIQQIqJJEQohhIhoIb2PsKWlhZdffpnS0raJQa+66iomTpwYyghCCCHEcUJahB9//DF9+vThpptuYs+ePTzwwAMMGDCAtLS0UMYQQggh2oW0CK+44or2j/v3709+fj6HDh2SIhRCCBE2YbtGqOs6tbW1ZGRkhCuCEEIIEb4i/Pvf/052djbZ2dnhiiCEEEKEZ9LtQ4cO8e6773Lffff94HNPeYX6sw3VCXTMAqqyQv33khXqhRDfCnkRNjQ0sGjRIq677rpTOhqUFerPkqxQ/71khXohxHdCemq0ubmZBx54gIsvvpjRo0eHctdCCCHE9wrpEeHzzz/P0aNH+eCDD/jLX/4CQM+ePbn//vtDGUMIIc5KIBDgf955g2ibjZmXXIHVag13JHEWQlqE8+fPD+XuhBCiQzQ1OVn67rvUV1ezY9s27rjrXux2e7hjiTMkU6wJIcRpiotzEGWJolfv3ny+ej1333s3gUAg3LHEGZIiFEKI0/T556toqKsnyh7LtKlXUL2/nheXvIhhGOGOJs6AFKEQQpyGNWtX8/ILzzN29Eh6Zg2lrKyc/D69CfgMPlnxSbjjiTMgRSiEEKdoy5ZNvPrKcwwp6sPBgxVYHA4yM1O59PILGXX+KGob6sIdUZyBsNxQL4QQXc2B/fu45+75JMUnUL77IBBHi+8Yt82/iZSUZACGDx8c1ozizMgRoRBC/ICqo5U88tiDFPXrj12NIkgc6TkZ3HrzDe0lCKCq8k9qVyR/a0IIcRI1NdXMu/3/kZfag1Z/kChbEpZoK3Ouv4bYuLhwxxPnQMhPjX722Wf83//9H06nk6eeeirUuxdCiFNWX1/HPXf/jr4986iqrqOxwY8pxszv7/wP+vTuFe544hwJ+RFhUlISRUVFod6tEEKcluamJh647/eYAU+9m5oGD7pi5t6775MS7GZCXoRDhgzhvPPOC/VuhRDilLldLhYtfIiA241VMXC6PdiiYvjdnbdRUJgf7njiHJNrhEII8U+8Xi8PL7yf6mOVeFSD/ZW1tAR0fn7dtQwaIr/Ed0dy+4QQQnzL7/fxxOOLOXzoICYseNwt5OQVcs011zJm7KhwxxMdpNMXoSzMe7ZkYd7vJQvzin+hBTWeeupxqo5WkBifwLFKJ+lZA5hz/VUUDx8W7niiA3X6IpSFec+SLMz7vWRhXvHPDMPgueef5kjFYcxBA6dLIyohkV/9Zg6DigaGO57oYHKNUAgR8V595QV2fb2NaMXEsZp6TFYbC34/X0owQoT0iPDgwYMsXLgQTdPweDzccMMNjBkzhl/+8pehjCGEEO3eevs1du76itSEeHbtPEx8eia3/OYmBvTvF+5oIkRCWoT5+fksWbIklLsUQogT+utf/4f169eSFB9D6ZZyUtPz+cWvr2PQYDkSjCRyalQIEZE+Wv6/fPTRByQ6ktm9q57E9Dx+MucnjBgxNNzRTuqWW27h2WefBeCLL77gmWeeCXOirq/Tv1lGCCHOtZWffsI7b71Bz9wcyveUk5KUz1XXXsHYsSPDHe0HzZkzh9TUVAAqKir4+uuvwxuoG5AiFEJElNWrV/HyS8+Rnt6D/fsPkZjUg1mXz+gSJQgwcmTXyNmVyKlRIUTE2LJ5I+++8z8MLOrH4aO1JCTnMmPGxUyaMj7kWebNm8e7777LzTffzODBg5kzZw4ejwdoe2Phrbfeyrhx4ygpKeHVV1897nUvv/zy927z0UcfZeTIkUyYMIHFixeHZBzdgRShECIilO0q5YWXnqVHchr7yspJTe7J1OlTmXbR1LCtI/j000/z61//muXLl1NTU8OHH34ItE3zdvHFF7Ny5Upef/11HnroIerq6k66rdLSUt566y0+/fRT/v73vzNp0qRQDKFbkCIUQnR7+8r38tiTixgwoBcHD5QT7+jF+eePZvr0yaim8P0zeO211zJkyBCysrIYNWoUBw8eBKB///5MmzaNYDCIx+MhJiaGffv2nXRbCQkJtLS08MUXX2CxWCguLg7BCLoHKUIhRLd25PAhFj32AAU5uWxbtx1HfA7FY4uZPftiTGZTWLMpitL+cVRUFJqmAeByubj99tu56aabWL16NXa7HZ/Pd9JtZWVl8frrr/PKK69w4YUX8sUXX3Ro9u4k5G+W2bRpE6+//jqapnHJJZdw4YUXhjqCECJCVB2t5MGH7yczLYPDZUdJTOlJv/PO4/LLL8JqtYY73gk98MADFBYW8thjjwGwYsWKU3pdcXEx77zzDh9//DE33HADmzZtIi4uriOjdgshPSJ0Op08++yz3HnnnSxatIgPP/yQ8vLyUEYQQkSIurpa/vPBe+mRGE/lkWrSMgdSNGQYV/3kUmy2qHDHO6mKigosFgsAa9as4fDhw9/7PIvFQiAQAGDbtm2sXbsWgMGDB6OqavvXxMmFtAjXrl3LsGHDSE9PJzY2lkmTJsnhuxDinHM2NnLvvXeDCrU1taQl5pLbK50rfjSDmJjocMf7QfPmzeODDz5gypQprFq1ihEjRnzv80pKSti7dy/r1q3DarWyZMkSJk6cyJVXXsm9995LUlJSiJN3TSE9NVpdXU1WVlb748zMTMrKykIZQQjRzbldLh568D9QgwFa3D5SUvLI79Of2T+aSWxcTLjjtXvyySePe/z73/++/ePRo0ezbNmyH3xdXl4eq1evbn/85z//+dyGjBAhPSJ0u93Y7fb2x9HR0bhcrlBGEEJ0Y9+tLt/UUIu/1Udacjp5eT358Y8vIiEhPtzxRCcV0iPC2NhYvF5v+2OPx/ODF3JPeS21gbecTbTOoQPWjXvyknO+yZDriOX0irn+3G80xDbXneKi1R2xzmUn5Pf7eOyPj1BbVY3h10nN7ElyRg5XzbmChMTEcMcTnVhIizAjI6P9PhmAyspKMjIyTvj8SPkBFkKcnWBQ4/E/PMLBvfsxmUxkZPcjI7sfl/14GikpyeGOJzq5kJ4aHTNmDFu2bKGmpga3282qVasYPz70UxsJIbqXP/3pCTZvWkfQ5yUhNoP0jHwuunQCmRlp4Y4muoCQHhEmJCQwd+5cFi1ahKZpzJw5k8LCwlBGEEJ0My+99Dxr131GTFQcPZJz6dNvCOOmjCQ/Pyfc0UQXEfIb6ouLi2XqHyHEOfHSS8/z2acf43CkYDXiScksZMyk4fTuWxDuaKILkWWYhBBd0ltvv8aHy94lLTkVW3QK+bkDmTBpBP369wl3NNHFSBEKIbqcD5Yt5d333iAnMwvNb6VXYX9KRg1i6LDzwh1NdEFShEKILuXvn67g5ZeeJS8nG3/QztDicfQv6klJiVxyEWdGilAI0WV8tmolS5Y8RU5mJn6vhdHjZ9KzdypjR0sJijMnyzAJIbqELZs38sijv6cwN4vWVoUJ46eTnZXMmFFyv7E4O1KEQnRSgUCA19/4M0vfexu/3x/uOGFVunM7Dy68myF9hlFb08KQQVOJT4xj/KTi49b0E+JMyKlRITqppiYnS999l/rqanZs28Ydd9173Fy9kaK8fA93/X4+/QsKqW1oYvqUq0jMSGXS5BJUVX6XF2dPvouE6KTi4hxEWaLo1bs3n69ez9333h1x68sdPLCP226bS8+sHBobPIweexEJKQlMnFSC2Sy/x4tzQ4pQiE7q889X0VBXT5Q9lmlTr6B6fz0vLnkRwzDCHS0kKiqOMPfmufRITiLQ4mHEqMlkpmcyfsooLBYpQXHuSBEK0QmtWbual194nrGjR9IzayhlZeXk9+lNwGfwyYpPwh2vw/n9fm797U0kxUeD2cbwkVPJzMph4uRRnX51edH1SBEK0cls2bKJV195jiFFfTh4sAKLw0FmZiqXXn4ho84fRW1DXbgjdriVn/6dfbvKSIjNZkCvCSQmpzFuwogusbq86Hrk/IIQnciB/fu45+75JMUnUL77IBBHi+8Yt82/qX05oeHDB4c1Y0fz+Xy8897fmHPNAg4eOEpCSiwXTB+Pw3HytUuFOFNShCFk6H4wPBiaE8WSiaJawx1JdCJVRyt55LEHKerXn8aaBjTiSM/J4NabbyD2nxaw7u7vlPxg+SfkFgwmYAlyy20/o28/WaFGdCwpwg5k6H6MwFECTZ+iu/4GvjJ0fzl+L3gDA0gfsxHVHBPumKITqKmpZt7t/49hfXtTXddIlC0JRTUx5/prjivBSGA2WZg4vpiRxYOIjsDbRUToSRGeY7pWj97yFcHmpejN72P4agEwvvslXgV/s4IS2EmrawfRiSPDF1Z0CvX1ddxz9+/o2zOPquo6Ghv8mGLM/P7O/6BP717hjhdyl82aHu4IIsJIEZ4jQe8ugscWEmh8AwBFB0X9tgBVQP/2iTo4ehgYihlz81P4AtuxJv8IxZQQpuQinJqbmnjgvt9jBjz1bmoaPZgVG//f3fdRUJgf7nhCRAQpwrOka/UEqu5Cr18CgEkFnVhQWsHQvn1SWxcq3x4VGjoohobhegN/zRvUlz1OxrhvUBRTeAYhwsLtcrFo4UME3G6sVhNOtwdbVAy//e28iCvBDRs2hDuCiGBShGdBa1qB/9CVKCY7uhGLydwChoGKF12xg+EFgpj+5b0Nitr2n8cFNcfA69lJD60Fk8URlnGI0PN6vTy88H6qj1WhqwYVlbXYYxK58aZrGTQkstbUGzlSLg+I8JIiPEMtlY+hV85HtYFJdUBUPLpWjaK7UdQgqqphjopD87mAYNuLFAVFMfD5VJz1Oo1OhSAGitWOarKFdTwidPx+H088vpjDhw5iwoLH3UJOXiHXXHMtY8aOCnc8ISKOFOEZcB28B9f+h7BEQYwtlmCgGcUUQDGng9GEYtQCrWgBwGRHMdwA6JpBY5NCk1PH6wFNaTuVaosfBIr8VUQCLajx1FOPU3W0gsT4BI5VOknPGsCc66+iePiwcMcTIiJ17xuSOoDv2As07mkrQU1T8La0XQfU/V4UswPFkgNq243PCq0ohhtNazsN2tgArV7ArGJ3qNijIKgrxKaOQ1E67q9i+8ZlHbZtceoMw+C555/mSMVhzEGDFpdGVEIiv/rNHClBIcJIDkNOg9a0giNf3YDV1laCZrNBi6sVszkZW2wUBKsBMMx5mI0gms+JtwU8HgV/ALx+M5puQtMNFEPFpARRrDbiUid2WObDpR/TWL6CleWriUkuJCV7IL0Gjuuw/YkTe/WVF9j19TYcMTEcqanGHp/K7b+7jQH9+4U7mhARTYrwFOlaC998cjXBoEKKCcAAFOw2A4+nAZM1A4vFh2H4UAB3i0pLk4K31cDjs+D9dvUcHRPoflDNoGtYouKISyzosNwtDftJTM1BVaDVe4R9X22novQjbPG5ZBYWk9uruMP2Lf7hrbdfY+eur0hNiGfXzsPEp2dyy29ukhIUohOQIjxFlaX343I3EQiCxaqQFA9G0IAoMGPgbToKcWZ0XcflbGkrwIANr0/BIPiP6dR0A0yxqEoAHSsmsw3Fmt8hmZvr9uNtPoZqtoDJitUeT2qqBavJwN28i30by9i9+UNS84aQmT+EtPSOyRHp/vrX/2H9+rUkxcdQuqWc1PR8fvHr6xg0eGC4owkhkGuEp8TvrWT3V49ijVKwWhXuf8bMwUoFxaSgaQoAZgt4PRr1tQZNLWbcfgfegBlF1zB0A13zoRsWUNoKUVGsqKqCLToF1dQx00i5aveh+d0Ymg9da8XQDcwWK7piITY+GUdsNFHBOryHP+Prjxez5sPHKC9d3SFZItVHy/+Xjz76gERHMrt31ZOYnsdP5vyEESOGhjuaEOJbckR4Cg5tvYe6eoV4B7yx3MzfPrUQFWXmj3e0EtDaTpEGggYeL3h8FgIB0Aig6xoYGn6fQSAIXl8jKamJmE1tN87rQT+xqR13vS6r/1RscSk0Hi3FVbuXoNeJarGjWuwYOliiokmMikFRdGLjWnE17aN83TYOff0epphsMnuV0KdofIfl6+5WfvoJ77z1Bj1zcyjfU05KUj5XXXsFY8fKfXNCdCZShD9A1+p57rUVHDliY1KLj7+uNJGZrjNtlJ+KGuiRDAGfQaNTQTFb8AZM6LqGogbxtwZo9sCxRhW3lo4t5TyiAvtJM5ejqlG0+AJk9rmuQ/MnZw8lObvt6ONI6Qqaqnfg8zQCBqpqQVVUjLZH2GKTiY5LRDU0PJ79lK/ZzN6N75CSN5zsXiPJyhvQoVm7k9WrV/HyS8+Rnt6D/fsPkZjUg1mXz5ASFKITkiL8AeU7/syGHQFaAukcXunDMLVyxUQXY4dCqw88bvD5FAzFTmvAQNc1jECAOhdU1cXhDPRAicmiVY2noVGlT6Ibq9lMq2aQkv8LVFufkI0lZ+B0cgZOp/HoDuoOb8JdfwBfazMYQUwmM4piIkgQXVWJjo3HMNkxNC+Bqs8pPbiavYmFpOYNZ+BwmRT5ZLZs3si77/wPA4v6sfWbPWSm9GT6hVOYNEWOroXojKQIT8LQ/bzw4hIa3VHERBu0Bizk5cGFoxtwuRTsUeD1gK5a0BUrqgqKrrH9sMqXB/tRmJ8NJlDNNmxmB73TGnHYfWiGg6DWQN7QB8Myv2hiZhGJmUUAHDu4kcbKrbjr9hEIeFBVFdWw4Av4sKgKJnssapwDh6Fx7Ng+KraWUV22gqj4PNLyh8up039RtquUF156luzUHPaVlZGa3JOp06cybcaUbr+OoBBdlRThSRyrK+ebg23LRvgDBoqqomNlwx4rV4z142lRsJhAV6Mxvr0hXlcVPlkfRZOhMHRIPMcaA2xZs49pF5YQp9VjUjR8PhcFJS9itWeFc3gApOWXkJZfAkBF6XIaKrbgdVVjGKCqZgwjAJqOqlqIj4/HYlZRFINWTxl71mym/Kt3Sc4+j8zCkeQUDArzaMJrX/leHntyEYOL+vPNxlLiHb0oHlvM9OmTUf91wlkhRKchRXgStYc+J7uHBYuaxIHDDcREW2jxBGj1J2OiGg0wzPEAKJjACGAyArS4dVJyE9DVKN55axXDi/uQE19NWuwuWn0u0vveTnL+L8M7uO+RPfAisgdeRP2RLdQf3kxz3V78rW5UQ0NX/SgmC4GAhqJasNriiY1VsNt0tNovKT20ht1f5ZKaO5zBoy8L91BC7sjhQyx67AEKcnLZtm478cl5DB9dzOzZF2Myy6oiQnRmUoQnYBhBana+SmzdPoysMbhbWqmt95BgbqI4vwU9aIDJThAFEwaozVgVPw1e0E2xjBzVj7r6esZMLGLMsJ5Esxrd10xG75vJGrQo3MM7qeScYSTntE35VblzBc6a3bQ0HMDvbUI1WTFbFYJBnRi7GUVVsMQ4iI1TaXRWUbVjKTV7PiE6uS/p+UPoVTQhzKPpeFVHK3nw4fvJTMvgcNlRElN60u+887j88ouwWq3hjieE+AFShCdiBGlx7aMwz8chfxkFffqxe9k2Bg4JUpgHXj9Ex1kIaKCamrGazQRJY+/hWvJ69yExPopoaxJZaUm0trpIcewlufctZA15okutO5g1YDpZA9reHHN4+zIaKrbicVYCYJjM4G8FVUVRTETbLMTFRqOqCr6WUko//5Ky9W+TlD2IzMKR5PfufvNp1tXV8p8P3kuPxHgqj1STlTmIwr75zP7xRdhsUeGOJ4Q4BVKEJ+BvbSQ6xsPQkQ6i9rr5quwbCjL8FA/zY1INLPZodMOKquoEScSj2TErLuLtBkVFefi8rQSD0OTx09eyiuzBi0ntc1uXKsF/lXveLHLPm0V9xTbqD23EWVNGIOBD0QNtiw6roAc0FAysUdHEORSio0xo9ZvZefhL9mzKIb1wNINKZoZ7KOeEs7GRe++9G5MKtTW1pCX2JLdXOlf8aAYxMdHhjieEOEVShCfg8zVTfsBLr552CnLB11TP8N4qvXJ1grqCYnOArqHoQRSLHcVwYcaFGt8X3e/A4wevt4k+6V4uuOgDohO7z/1jydmDSc4eDMDR3Z/RUPE17oZDaP4WVNVANZnx+/3ERVtBUbFa44h1qBw7VkXF1+9Qsf0DolP60rP/+eT1KQnzaM6M2+XioQf/AzUYoMXtIyUlj/w+/Zn9o5nExsWEO54Q4jRIEX6PFvcBNn2zgIomM/Y6hT5ZLSSkqFhMBjHRCmaLDbNqYCgGAcOEAhh6AMPctsK8Va/AEa0zYvzVFA742T/mGe2GMvtOJrPvZAAqdn7cVoqNR9CDvrZpVU2g60GUoIrDEY3FakMxgng8e1i77Eu2JaQR36Mfef3GdplTp9+tLt/UUItiWElLTicnryc//vFFJCTEhzueEOI0KctqDQPgkpRwRwkvf8BLc9M3rFt/Dz7/FzgcQZqbTWz73GBkHz/2by/3xMcq2OwOUGxouoJieNq3oQeaUazpZPW/neSCX2OyOMI0mvBqrNpJ/ZEtNFTtxO9xoiqgmswoioFhGG33KqoqdY2tJMRFEQi04nQHscRlkZY/nGGjZ4V7CCfk9/v4r8ce5nDZXnR/K2mZ/UnOyOHnv/gRKSnJ4Y4nhDhFH9S1/f+SFClC/H4nlVXL2bHrUVp9ZaQlm4m2g+53ER0Xx9ovHXjLj9Ir18ARDfHxCiZzGj7NTJRZA6OVYLAZsy2P7CF/wtFjcodNot0VHd39GXUVW/E0VqJ9d8O+agZ0TCYThqG0fc5spqKyFpNZRbXEEpPaj+zCYgr6jgj3ENoFgxqPLv5P9u4pxwSkJeeQkd2fy348jcyMtHDHE0Kchn8uwog8NWoYOm7XHvYeeI2DR57DYjFISXSQlFxAIFCHEfSwvyaFhKCPoUWVfHHERIPHTkpiC6opib3O3iSa9mGxHMOaVELOgHuIT5/arU+BnqnvTp266g7grNlN/ZGteFw1GMEgumGgKm2Tj6MFSUmOx2xSURXwNpfx1Yo1BAO/onfRpHAPA4A//ekJNm9aR0xUHMnJBaRn5HPRpROkBIXo4iKqCPWgl5q6Newqe4Z65woS4hMoyE/FbrMBcOBgK/FxdpKSU0hLraC5yUuU43JuvO0Rqg8to37nHQQ1D1lRm0nJGEPGeX/FnlDcpd8JGipxKT2JS+nZNtdp1U7qK76moXI7Pm8zimpCVRRMCmiahgJYTAqpqemdpgRfeul51q77jJioOHok59Kn3xDGTRlJfn5OuKMJIc5SRBRha+sxyg+8yr4DjwCQlhxL78I87DYbjU4/QU0jNtYgLc2Dq7mRo1U+UlNuY1D/OcTE9gTAG5hB8/7HScgYTY9+87EnjEBRZNqsM5GYMYDEjAEwAo7u/Zz6iu246g/hD7SComIymQgEWsnOKwp3VKCtBD/79GMcjhSsRjwpmYWMmTSc3n0Lwh1NCHEOdNsi/O70Z+nupzl45HUSEmzEO5LJSLfjdmvYbW1DVxQ/za4W/AEPAa0XuTkPk5VxEVZrwnHb65E2gLTL9oNikiPAcyiz9wQye0+guW4/9RXbaardj7vxMBhBUgvOD3c83nr7NT5c9i5pyanYolPIzx3IhEkj6Nc/dKuGCCE6VrctwlVfvEpN/RoMzQVMw+mMw6woNDsP4Ug4jMfrJiZGp9XbiD3qAnr1XEBy0tCTXueTa4Adx5FSgCOl7QirsWonrrr9JGb0D2umD5Yt5d333iAnMwvNb6VXYX9KRg1i6LDzwppLCHFuddsijE9I41CFlfT0vriam6muqqfVB4mxx8jO9VLfECAx4UaKh/zj9KfoHNpPnYbR3z9dwcsvPUteTjb+oJ2hxePoX9STkpLisOYSQpx73bYIC/KH8+mnLxMMuKmrbcLnd5KWto/snnEkxj9MUb9/P/0pBMBnq1ayZMlT5GRm4vdaGD1+Jj17pzJ2tJSgEN1Rty3CeEcqCYnplO74BoChQ+1ccMHLpKdNlmt84oS2bN7II4/+nmH9B9NQH2DKxOmkZSUzZtTwcEcTQnSQbluEiqIy+/I7ebrqp8ycuYChg6bLuzzFSZXu3M6DC+9mSJ9h1NY0M3zYxcQnxjF+UjGKooQ7nhCig3TbIgRITsxi5swF5OUOlhIUJ1Vevoe7fj+f/gWF1DY0MX3KVSRmpDJpcgmqKt87QnRn3boIAYYOmk5A84U7hujEDh7Yx223zaUgt4DGBg+jx15EQkoCEyeVYDZ3+x8RISJet/9VV1FUrBaZ+1N8v4qKI8y9eS49kpMItHgYMWoymemZjJ8yCotFSlCISCA/6SJi+f1+bv3tTSTFR4PZxvDhU0jPymHi5FGyurwQEaTbHxEKcSIrP/07+3aVkRCbzYBeE0hMTmPchBGyurwQEUaKUEQkn8/HO+/9jTnXLMBsSiMhJZYLpo/H4YgLdzQhRIjJqVERkT5Y/gm5BYMJWILcctvP6NuvMNyRhBBhIkUoIpLZZGHi+GJGFg8i2i5vphIikkkRioh02azp4Y4ghOgk5BqhEEKIiCZFKIQQIqJJEQohhIhoUoRCCCEimhShEEKIiCZFKIQQIqJJEQohhIhoUoRCCCEimhShEEKIiCZFKIQQIqKpFqXtA1cwvEGEEEKIUPiu777rPzXW1PbB7hZwSxkKIYToxlzBtr4D+K7/lGqfYWxsDl8oIYQQIhxGOiDNCophGEaNH/Z62ppSM8IdTQghhOgYFqXtSLBPdFsJAvz/A3MZi76MXewAAAAASUVORK5CYII=", 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" ]
1
math
grade-6
which-figure-is-being-described
true
false
Nancy made a 3-dimensional figure out of cardboard. The figure had a triangular face. Which figure could Nancy have made?
null
null
[ 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", 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", 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", "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" ]
0
math
grade-1
equal-sides
true
false
Which shape has 4 equal sides?
null
null
[ "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", "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", "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" ]
1
math
grade-8
changes-in-mean-median-mode-and-range
false
true
Look at this set of 5 numbers: How would the median change if the number 1 replaced the number 8 in the set?
"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"
[ "decrease", "increase", "no change" ]
null
0
math
grade-1
ordinal-numbers
false
true
The first picture is a fish. Which picture is second? first
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"
[ "turtle", "sub", "fish" ]
null
0
math
grade-1
which-tally-chart-is-correct
true
true
Ted saw some food in the garden. Which tally chart shows the right number of each food?
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"
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[ 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", 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" ]
0
math
precalculus
determine-continuity-on-an-interval-using-graphs
false
true
Is the function f(x) continuous on the closed interval [ – 6, – 1]?
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"
[ "no", "yes" ]
null
1
math
kindergarten
times-of-everyday-events
true
false
Tim is eating lunch. What time is it? Choose the more likely time.
null
null
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]
1
math
grade-8
compare-linear-functions-tables-graphs-and-equations
false
true
Function A and Function B are linear functions. Which statement is true?
"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"
[ "The y-intercept of Function A is less than the y-intercept of Function B.", "The y-intercept of Function A is greater than the y-intercept of Function B." ]
null
1
math
grade-3
select-figures-with-a-given-area
true
false
Which shape has an area of 5 square units? The shapes are made of unit squares.
null
null
[ "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", "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" ]
1
math
pre-k
triangles
true
false
Which shape is a triangle?
null
null
[ "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", "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", "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" ]
2
math
grade-7
apply-addition-and-subtraction-rules
false
true
The number line shows an unknown number, a. Is 1+a positive or negative?
"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"
[ "positive", "negative" ]
null
0
math
grade-2
place-value-up-to-thousands
false
true
What is the value of the underlined digit?
"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"
[ "800", "8,000", "8" ]
null
1
science
grade-6
compare-concentrations-of-solutions
false
true
The diagram below is a model of two solutions. Each yellow ball represents one particle of solute. Which solution has a higher concentration of yellow particles?
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"
[ "Solution B", "Solution A", "neither; their concentrations are the same" ]
null
1
science
grade-3
identify-minerals-using-properties
true
false
Select the one substance that is not a mineral.
null
null
[ 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", 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" ]
2
math
grade-4
acute-obtuse-and-right-triangles
false
true
What kind of triangle is this?
"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"
[ "acute", "obtuse", "right" ]
null
0
math
kindergarten
one-less-with-pictures-up-to-10
true
true
Count the teddy bears in this group. Which group has one less than the group you counted?
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"
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[ 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Fx1EB6KYAqGUktXjBPleoF49coVSTmY4WmRg+jNMfoq8riCPYidpQqRSy5OOLeNq7sdgcFGJj585MSfMzO3GaX/nLxy869k0QBEEQBOGlutqDEGf2/YT/+ItfZ2jbzbhsZbR6BYC6KUw+W6bLbUQxmTg5GaFeLbN+7RAmA8h6HcXhIz4/fMlzywYLJd2LubGwXNdSTDbUWgnFZKMjGKJQVpmNFRgfPoSExLotW7BaZYy2IBKwNH4Sh78Vu8dHMTG2fG7J2snRvY/xkX84fNWOe3+xqoUsf/3BbfRvvIGODj+lVLN+jWxjJpJlqL8LpVEmUTVxfN/P2HL9HfhdRtDB47KylElRzSd55hCOZ9JMQfRGHUXLLG9rPpci/o51WMoJ0jUzi4ksY0eexNfWS1+nC3uwF0kyoKoqialRPG19mG0WivEzZ8+iU6i6iCdTvOtz33/VzREhysrl88zfxasjRc8hMrofdJCKURSjpblR19E0hd27t+Ny25ldjJFPRVm3bi12m4GSrY2MrjxnAALA5GxHluoX3adWi8zOjREv5AiFPNxx/UZ8LT2c3PcooyOTRMdPkJodR9d18rFF0nPjGBztKCYbIGFQdOyBEHu/8/nLnCNX3pn9PwUdXE4LSIbl7fmizK7rb6SlxUepWmZmYoTuwY20OyrUHe0UTa6fG4Bwh/vIZqvQyF90fy42xezSIlXFyNouK3v23EQ+EeXA0/tZisSJT50iH29OdJmJzLB0ZhhbcPDspyVMVKkWcozv+8nlzBJBEARBEIRrxsTB/2z+pbDIcoNV18mmi+zavoXW9hC6ycnS5DDr1gwSdKhYvT4Ud+A5G1UAZkcLil5b8bLn3NtftVZiJjJNGY2hVW287vbrcPhCHH7qceYWy0THT7I0fhJ0nUJykejEMFb/ALLRCoCkq6DrHP7RP1/2PLnSxvY366ZW08qVDgo1C+vXbqCjLYQz2MpiZIaBTdezKqDi9PmweLzMRyNnAxBwsQCEO7SKYkVHVtMrtjefi0RyfoRIMorF7WRDt4Nb73gdqYUpTpyYILaYIjp+ksTkCOg6mYVJknPT2EOrl69nNRlIzJ5ifvjplyFnrqyXtazYX7tl5aoPQuTi8wDoSMhm//J2WVHQC1EefnQvhx9/gNbetdgMKolClfjsyYt28X8md0s/i0sJTGryOY6SUGslFhcmkA0ye3b0sP3GO4hNnyLbsKJ4ejB7u9HsrSg2L5nIDBZHM+StGC109a/h6E++RiWffo5rXHuqpRxIIMsypWwa5eyXHVnCoZQZnozxwL9/C11V8fvclG2tLE6fILM4/pwBCAAJAyazEUl67q9mPj5NUfHgVCq84Y7rGNy0m9FDj1ExeJAc7ViDq6ibg0iKidj48HIaJVmiZ2grj/3LZ9E17bLkhyAIgiAIwrUkn2wOK9YlGbuva3m7jA6lGAdORfjZD7+DyWLHbpZJlDUWJ48Sn7lwaPMzucOriMYyGNTEcx5XSkWILExilOrcsqWPzTfcyezIfoqyC9XWBu5OGrYWkE3EJ0ewOoMAGC0W+jfsYN93/6q5XOSryLk2D7JMrVxb3q7pGmGvkZloke9955vE58dxu+3UbK3MTx4nOnPikis1NOkYFANo6s/pBSyRmh+hYHATtJV5/RvuxuENMXroMVRrCM3VgeZoR7OGaVRLRM+cXG7w1is5+jZez0///nfh6u5k/4K9rGUl/totK1d9EKJv2x0gQUly0qid7Z4vSRgNMjOJGomlGe669/Vcv6UXk8dLMfPcwYdzjAYDmqY9rzVV1WqJ2aVFStZWen0qA5uuIzl7hoCxSMgp026HRDwFignOdneRZKUZgQLiM5deWudaNLD9DgAW5uYopOKo9eYQGbvNQCxVYvTwEwxs2s1dt2ymNeQkk3x+z0QxWcjlylhMz+/HKzk/yly2jOoIsbbDjsliR61WaLE2CFhUWtxWspWz6yQ/4zErRgO5+MILu2lBEARBEIRXifY1OwBoWEOU8+fr12arnaWsypnDT3L97ffy5ju3YXI///q1IslUqtXndaxaK7NQlqjaQwz4G7T2rSU6NUKbrUaLuUq7HfINAwaztVnHBiRZRtYbVEt55kf2vvAbv4p1rt0FQDpbILM4tdzAt5shUahx4MkH6Vm7g/vecAs9QRPx+IVzAlycRDpTxGZ+fken5kdJ6g6sNgc3bOoBFRr1Bm2WGm3WOgGXhaLsWvEZm9uP2WQgn1hotq9eRURZeXlc9UGIra//AOhQLRbIRGYx2ZvzK5jlDMMnjoAGBoeD2YVZFidPPu/zVso1DAblBaUlPnsS1RqgLeyjWi2Sk10E/S7a+1fTs2oNWHxIshmrO0xi6hQNTQIJgl1DL+g6V7tQ/0baB7dRyMQBBUdwAAClkWIxkaFaLtLR0UIknWN+5hTV/HNH+M6xu0JEYzGkeurnH3yWWisRXZzEpGh0DW5gduwoRl87wYCL3jVDWO1OMFiwuNpwtqylnEmRikVx+Ft4dcVpBUEQBEEQnp+tr/sAAEszYxSTS8sNXquSYmR0FHQIBT3MZassTB1/3ufVdLBZLc973q1aIUls5ji6xUtvTzfVUgHV0Upreyudq9fTEgxRVxxIyJidYRJTo9T0ZvMl2L32Bd711a1rww0EutYQOX0Y2exYfqOtaBnGJ+epFvP09bUTrUjMRGapF59ffdkV7CGVySI3nn/9Oh+fJppKYjZo9GzYTmTiOL7OQdo6WukZWINRMiCZ7Nh8ndhDa8jFI5TKVUxWx/N6wXstEWXl5XHVByES08MggdPXHIqRWohhsnmQkFAkCZPNTnxu5AWfV1d1LOYXFoQAWFiaw2EzY7LYOPzojzg6kUCrpPF4PdTUGnqjTK3cnM8gm0zg8rdidnpe8HWuZrqmEZ89hTfUga5WWRofwRHqR9ehVG5O1pLNJJdXqni+rDYnBoMJXmB4QK2VSOAkHHCDDj/592+wmNPRcovYbHaMDi/1Shqt3nwu6egsoe61r7qJcwRBEARBEJ6PXGwOdGjtWU29VqaUbyAbzch6A6PZijPYSmTm5M/p5n+har2B6QXXryXihRIOiwIaPP7jbzGTqqEWYnj9PhqajqbVqVeb9bh8KkmwewjLq7B+nZg5Rah7CK1aIDo1gc3XC4DNbgUJMqkk1cJzDSW/kMlko16vX2SmiOdWKSQpWtvwetxUSwX+49++SbYioRcWsTntSAYLtUICGiXQNBYnTtK+Zuerrn4tysrL46r/lgR71xPoGGT8yJNI9mZEsFSsM7dQIp+Os3bnLS/qvLlCFYPywiN1arVIw2DgdW+6l56hLYzsf4hyQ2Z8fBy7zUQxNYvV2wmAzeUll1x81c09IMkya256K9HZ09TMzTkwErOz5FU/Uyf2MrD9NhTphRVEgHK5QLlUQHrBP5OQj03hb/Hxhrffh9MT5NDex1E1lclTR7GZatQKKepq8+vubemkUsq96sasCYIgCIIgPB/BnrWYrA5mRg8hmew0qiUUSyuZmoe5U4doX/Xi3pxWS3UM0guv95ZSESSrjXvvfwf+9j6e/Mm/U6trJNMZbFYzpeQUVnc7AHaPtznU+dVWj5Mk+rbdTmxmFMkeBqBcKNIwdTK872FaeteiyBefUP+5qFrjRa+OEJ85QXd3C7e/7s3ousbe/YeawZLYIg67Qq2YQjdYQJLwtfZQexXWr0VZeXlc9UEISZK4/398HYe/haX5OXRbiEq5ytL0KH3rtmI3FF74SXWdarWKVIu/qDSl5keJzI7h8zsBOD42Qz6TxNRoDjsoFwooNi8L48fxd66+apZFuZxu/8D/pH/zbcyfPkrdGqRRqxKbn6Zn/fV0tPlArf3cc1xAr+NwOl90N67FyZNEI2OEe1aRSy5x4NQC7X2DaLU8oJNfiqDZw0SnT+EOdrzquosJgiAIgiA8H5Is8/bf+yogkSlrSHY/qfkpzhx6nP7NNxB0v5i6q06+VERSL77C2c+TioySiIzS2d0NwGyiyPT4KCY1CkC1XAYMxGbHcfhbX3VLrUuSxN3/z58Q6FrD3NRpJHuAfDzKwuw0Lb3rGNowBI0X1ssYoFErIyO96HpvZOoYudQk7QMbSETGmUvWURQDWi2NBMTODKPY/CxNDGOyvvh6/NVKlJWXxzXROrY4Pbzpk3+Dze0nMj2GbrADIEkaBovjBZ9PkpoF8cW8cV9xnrOfnzj6NF0dHiRJwupuoZiMUdEUqpUi1933savywV8Od3/0z+jdejvjhx9HsvkpZeJoah1Ne3HRNl1TLkteKUqza1NsbgKXMQuAzd9FvVomE4+h6zrXvf03XvJ1BEEQBEEQrlXh/g3c8u5PkZg7w9LCIrLNBRKYZR39Rcyc1awXS+hq5SWlS5KaE7sf2/8EfX0dSJKEbLRSL+RoWH3kk0vsftvHXnWNXQCLw81dv/ZHIMmMHHgCJIno1AhWhwv9RbZbtHoDk9n0ElLVvK7Z0pzZcmTkBK1BQ3ObqwVd10mksyDB9fd//CVc5+olysrld00EIaD58N/0X75IsGstEyNHAKhWNGSj/aLHK1YPk6Ugk6UAmrVlxT4dUIwvpTA2yY0Ua3c1V++oaFbswT7is3PUKwVqtQZwfqbbVyOz3cW9H/0zNt35Lmanx6lWiqSWZihnLz7xjWy0kDW0MVkKENValyd2OSefmsZitV70sy9Ea4uHtv6N5BMxkK3YAquITU6CrlOvVzFbHbiCHS/5OoIgCIIgCNey9XvewXv+6AcU0jFGDj0FQKUBBqvnkp/RbW3ULB0X1ON0QJYNyD9nmfWfx0CJ7nU7qZby1DUDFlcLpXyDYvb8XAiv5vp1uG89H/j8IwS61zAycgIkSESmqBYu3ftbtoWoWTuQbaEL9lVK6cvS4PN7Hfha+0gtTKI3GthDAyTm5pAkCV1vNsaDvesuw5WuTqKsXF6GK52AF8Jsd3HXh/+Yv/3QDjqHtuO2Qzkzd8FxVUsb937071g7NEQwGCQWi/Nnv34Llsr5pWwsFgP6RcqyZmt2WTFoJdRy5jnToxit6KVmtyhVh+j4aQBKupPZ4b20DW7D4vS++Bu+Rtz2y/+T5NwYRoOR1oAHq9NK6VlxCNlo4TPfOsOxMxG6urqaE7x4jHzinuDyMZoGkla+4Pyy0Ypq8qKjIxefx7I3koLN6QQJqg0ThYlRdF1nfilFIRNn4x3velUOkREEQRAEQXihXKFO3v//PsSXPnk7dncQh1GlnL6wfi3bw/z23zxCIneCrq5uSvkUf/ahXajF6PIxdrsZtcBF39nLRitavcTF9z6DWsVp94EONVWhlCvRqJbQ7C3MjhzEGWjDFep8aTd9lZNlmff88X/w4y/8NpMH/5Oe/kEsDieFi0y59uiUiS//8GeEQn40Dd5wXS83d59f+rFRK2E2muEi0w80n8mFde+LMRklAm2dpBYn0Y1hkrPTAJQUD9HpvfRvu+NV2/v7HFFWLp9rKggBEJseBsBllTHbXKjlhQuO+Z2//An1usqx480lOx0OB998pIP37rYsHyNJ8rM6z+h895jKfzzxU9auXQM6fPCublyNC89/jtnZTj1/dl6JWgnJ4kJVbMwefIS1N76FW9//P17q7V4bdJ350QP0b74BvZaglJq/4JCFipsfPXIIgEhkCQCn08HH3/Zu5FLz3xJcEBGU7SF++XM/wub0sGbNECa1xofvDKOW05dMTi4RJ7m0gMlio56Lgd2HLpkpZE5z0y/9Dtvf+KuX6cYFQRAEQRCufYmZEWqlPINDG7F7XDSKF9bl/vGBM+w9chpdhzPjE7S0hPjyQ7O8e5d5xXHPbjZFtVZ+5wsPsG7dWiyyysdf372iMfZs9vBqCpE4SCA3ypQqeRSbn8mRgzj87dz7kT991a3AcDGaqnLqiX9ncNstNApLFGIX1n1zhnY+/X+/sPxMJEliZnaaW//nW9BKseXjnj0EXTZa+YsfznEmkqG7u4u7t7axKVh8zoBEuaySz2YAKCWmkRQziiPAzIEn6N2yh3s+8qeX58avcqKsXB7XXBAi3LMOk81BqS4jp6O4/B5qxcyKY46MTqz4d6FQwGVV0GUbmtwMRFSKZcySAUmvgyQj28P8xZf+Hk2HsTMTOJ12Tg6H+cp/vQm1nL1oWiRFYmG62fuhUNGYHTkAOvRt3cPdv/5/Lv/NX60kifY120nH5mkJeLAH+ynGz6w4JFNSL/hYsVDAoJWom5rLr+r1Bo0GmNHPDl2SePhkhrHJeWCeo8dOct3unXztSQO/uPXSBUpSDKSXpjFbHGQbVhYO7gVg813vFgEIQRAEQRCEZ/GEuwCoY6Kaz2AyW1Gf1SD90r89tGKS/aWlGNVKGV03NWfflyTQNDRdQ5aa83MZrF7u//DfADA+McXGDev47b9f4k/fP3TJBq/e0JifatavNdnE5NQk1VIBo8XOOz79L1flcoMvB1mWcQbaKBbyuGQJe3Dggvp1LF1d8Ux0XWdhIYYO6Lq2vE3S9fPPCDi6aOLbP34CXW8+F7iV3KCPG55jtHKlWGZx/BgOXxjd2cbogYcBCHSt4c3/5e9e9b0gzhFl5fK45oIQFpeXjtU7iM4MYwp5MFi7VgQh7P5u/vST7+a3/uxr6DqsX9XJh96wBTkzzcGnTjW7Isks/+lv6yXU3oW5vrJnRD5fRJLiJGs2PFwYhFBMNvLxJbraw0xWSqSX5nj7p75Mx7rrXnNd/SVJYuiW+3jw736XlrCfev3ClTEGWty0hTwsxDKEfW7edfc2Vvt19j38ZHNglHT2Px3MNgehrgH8ATeSvHLMzNN79zM66uIXt+65aFqs7hbis3Os23ELwwceRTYY+cDnH8IV7HjNPRdBEARBEITnwx3uom/r7USmTtIZcuPsXUXpGd3MLa4W3v2m2/jK9x5e3vabv3QXm7sdnB5fIh8/97b2JL72Xvwt7ThtMkhW0FmuYx8/MYzb7aKs3IC5fn6Y9DPVKhU6elczmlxi4uQBNt/9XjrX7iLUux6Lw/0y5cBVSJK47r7f4Kd/9zt4tt1Avf7sF3o6YZ/rXPUZgE2ru3nPXZuZmV4kOjly7jDMdgfBrkE8bjcWOcvUQmq5kVwoFPne93/IqYF+bvj19VxsCIBstFJNLNK/6UYmjj1BRFK440OfwxNoo3PDDS9TBlydRFm5PK65IISuaUROH6Bn7TbkUhS1AedbsVDJx9nRZ+W7f/pB5hcT1CLH6Qw4GbjhnYSDPhRZR2uUUUxOypUq0ViCsZFjJI5P8qlffh2f+acfLV8rn8vjNdXRLxJ8sno7yY6dRELHbHfgCnS85grhM82P7MXT0o1eLZFfWsDmXBkVdFoVvvpf38ihuSq27CmcPpk1G3cSCr4Rn8dBvVJAMpgxmCzE4gmmJ6cYOfgkAVeQ23as4+EDw8vnWtUZvFgSAKirzWiiXm8GL9rX7MR9NmIpCIIgCIIgXEjTNBJzpwh29EM9hSRbnrW/zrt3++nvfCeZTI7Vziz18hIh33ZaN27E5bBTr1cxGs3EE0kW52Y4fHg/4b617Nm1np/tO7l8rkZD5VJj3Z1t61kcbU5A72/rx+z0csM7P/my3ffVLjo1jMMXRismKCsayor3aRIBu873//zDfPOhEa4fcFNeHCFgqtDZPcSu3TehajoyKvUGROZnmD5zklqpyLrO9SuCFwClQpZLPRejvRUSOcxqDoChm9/Khtvuf5nu+uomysrlce0FIXSdarmAQWqgAeVMorn27VlqrQRSncx8EqescNMv/So2k8y3npzkX3/0dfYeGaGzNcT777uDN9ywlg57jY4bd5Aq72DfE4/yfz/+Rv74G08QCnj59K+9Ab08e9F01KrNJVUkq4988jRDN933Stz+VUnXdfLxCKH2TignqFdLWNr6KKbORwVLiTEkaxu2zFG23XQP/R1eZrMa/+frD/G33/gP0OGtd93I2+7cya1rfWzs9bJt469y4swU9+Ufwu/Zyb89uJ+PvecNvOOWbrT8hRFBxWSjVmj+OFb15pirznVX54ywgiAIgiAIVwsJnVwsQmd3D1odkpEpLJbzL/lqhSTuoJ+tSoOZwik277qXwb4uluIZjk4lePrYIVb3tbNpVRurwk56fT3ccON1nBqb5PW9I2zov4vPf+On6Dr82ttvw1y5cBw9gNaoN9NjspNcOMTQjW95hXLg6qPrOsnZU4Q6VkE9STmfJtTTt+Kte70UJeBtZXcwi9fu402//BvIUoPDk3G+/tBxosks916/noFWDxt6fWxe8zrSVZkjB/fzNx+9jd//xhGiyQztYR9f+NQvgXqJdk+p+XJPtzQn3HcH2l/+DLhKibJyeVxzQYhzY5lUrfmo65UKNpcFtXZ+ndV0yYK/tYttgyFUA+z6wP9h9bqNbLv+Zn7x/b9GPp9nfn6WN3z8L/nvH3oz92/TccsSe26+jmOnZ/jCb7yezu5WqoUIanXl5RWTDVW3kJoZR9c0UonmJDHbXveBVyoHrjqSJKEDarWOcm6jYuSZPVRUxcvIgce589434LbCvz45zWf+/nvccfutfPazn8HhcHLq1Cg/PBzhd/7sqzz1j59Ezy+xusVK+5vejuknP+QTf/cxLBaJUurCH0h7oI/k/CyNahkdmYljTxHoGKRj3fWvUC4IgiAIgiBcm3SdZrXt7Ktxk8UGzxqOnC/AzMgR7rjzTrxuM7//xZ/wV1/7Hu959y+xYf1uFrM5/vkvvsuRw0fY/6+foYNFBlstdPzir/Kj736Db/3xRwh7DJiNdarZC1c7s/hWkZydBCBbas5nsO6Wt72Md3310wHZIEOzvXnBvAtqvcrRgw+y85a76fDILGQK7PiF32PL1s287t57WD+wk3994mm+/vVvcN/dN/OXH70NFzVu2bmB0/NZPvcehfbBDfhcRiqJsQuub3G1oGEhNXcGCQMTI4cwWR0M7Lz7Fbj7q5MoK5fHNReEkGWZjXe8i9NPfI++1QPUqyXqNR/OYAvF+DSa7GJxZox777oNWYbDs3mqmsKDP3uIn/7nz5bPI0kSLS0t/Mb//jve8YPfR1drGKixYVUbDz2+H59LQ9IuXAfH6ulk6Uyzm4wkyzhcHqI6mGzOVywPrkZb7nkfP/z8x1i99Sbkcpzk3ByBrtUUYmOg6yxE4ly/517cVkAx8pt/+EXCLWG+/o1v8i9f//+WzyNJEq2trXz9oRHee1NzdhyHUubGW/dw5PhxOkOGC36AFZOVekOlUW0O/5DQcHqCWOyuV+z+BUEQBEEQrlWyotA2tJ1kOovPaqKUTRJctQ61lKBWTKFj4PTRg9xxz+vxWGH/XJ1/e+gA73n3L/HVr31j+Tz33nMXO3ZuY9cv/h4L3/8f6GoNGznuvPeNPPbow4RWt1Mt1S+4viPYz9L46PK/DSYTAB1rd7/8N3+VkiSJ9qGdHPvJlxlYvQG1kqZUqGDzdlFKN1/IJfJmhrZcT6dXAXR2/MJ/Z9v2LSwuxvjDz/wRkgStrW28+92/xNe/8a+89Y7t7Bkwg1ZndZsNVR2kmE9SqeUumgbF6CRxdm4JTa9jNNtxh7swvYbr2KKsXB7X5Ex9G/bcT7VSQGo0AChlU6hn5wIo1hTWb70O09lX8iaDkaWlJTTtWQty6jqLi4t0twTQ1fMTKZoUnR3X30gi24wqKSYbAFZXGA3ncgACQLa4mZ84idPf8pqf9HBg1z24/K0oSjPjG9USuVgExWRDV+wUMnFaXWeDB2Y3MrC4uISuX/hcFhYW2L2+b8V2r1XH4fCiG5o/eorJCoDNP0AhVyM1M778edUaIp+JNyejfI3M1CsIgiAIgvBS3Pa+T7M0fhJNab6jjI8PY7Q35+Eq6276N2zD06x+IaERiSzwla9+HV3Xl//70Y9/wr59zSXZn1nDc1s01m7aRamx8qWdbLRiC64mMXe+l6skm8in45isDlbWEl97rr//NzHb3dQkIwD5eIRSvvmSVJeMRM6cYFW7B4CqyQ86HDhwhPn5CLquo2k6kUiEr3z16zQa2gX5ubbDydL0BLqurNhucbdi8a86P7klzdUb6tUiFrv7NV+/FmXlpbsmW87VYha7J4j2jOBBYuoUGPykY0v4A4Hl7eu6fbzxtp0XPU9byMcDf/c7F2z3eT0UchnsgQE03U4hWyc+N0cpm1o+RjXYGT6yD13TedNv/c1rvjCi6+QSi+ja+YhdKZuhXjOAwUPXqnVIUvPrZtBq/PivP3mJaVbgd371bQy121dskySJUChMXfZgDw2QjecoZOvEJkdQq+eH4lQkJ2OHHyPQOcit7/v0Zb9NQRAEQRCEV6NqMYvDH0aqFZe3JWcnm/WuTJb2zs7l7eu6w3S0BC52GgD+9c9+C9SVq6V1dbWTjMcw2TxYA4NYvf3Uqwqx8ZM0qs2GtWyyE80USS1MctO7fhf5Nf6SD705/4BJOd/ELCQXsQUGkK1hulZvwig3X5zaDBIffOelh0l0twe4ecOz1uCUZAY37qCm+DE5fBhdvZg8vWSiCRKT59+2a7YwZ06fRNN0dr311y/vPV6DRFl56a6t1J4V7F5HvVJCsodXbC8kFgEZ5ezAKdnsxESVP/vIvXz9jz7Gzo2rkSUJRZb4r7/yNn7y5x/Cq5z78pwv3GqjgUGWWTpzknxi4ezWlU1mmWaB33zvewn1bXg5bvPaIkm0r9lOvlRBko3Lm0vZJOVSM49lSzOipxktbBjs5MCXfoff+eB9yIAiS+zYMMAPPv9JPnrf9ail9MrTG0xIaoVCNk30zAiXYrBaQIdb3/t7mK/ypWkEQRAEQRCuFmabi3q1iCSblrc1qiWiY8PUKhVcjvMviOxGne//0fvZtWnNuenakICO1gD/+se/wc0bLpy4UFZkLDYXyUiM+MQw8elTlPMr63uaLpGMTLDpznez8fZ3viz3eU2RJJzBNnR9ZZMtNjFCMZfDYrEsv+RTS0n+2y/ewv/57fchn30o0tn/PviOe/jx5z+BsRK/4BIWvUaxVCU5HyU9N0ZqZmy5oXtOQ1Oplgrc/eE/Idwv2j2irLx019ycEAAWp4e7PvwnPPqV/02osx9TLdncIUlYHXYS0TiGlhBLU/PkyzU2bVrHHX4/fUELdqsZp8uOxeZAKifRrS5KWQmDyYTVJKHVymTmJ8hnU3jOzgD7bLLZTjzbnH9gYPtdr9RtX9UkSeLN/+Xv+d6ffoiJqUn6ejqWJxGlUaFcV8hli1QrDeYnR2gJhejpDPKxtwe5a2MrfR0hjDYbJoOCVslSxoHWqGP1+JAKi2Dx09BSyz+qF9B1dJuPuZEjmCx22q+xcVGCIAiCIAhXUqhvPT1bbmfu1D46ewfRi7HmDknCYneSWliivb+XciFPJV2krbObr/7OW4lmK0RzVbqDNjwOB26fF71WQLeHkSUJvbAEQC4aIZ+OYXWbLpkGzeQAINCz9mW/32uBJEnc9K5P8aPPf5S+TTdgPtfmASQkanUVzRJCMsjkUmnsLjO/cMcG7tn8X5lJVbFbzPisBgJBH3Ijj2RrRdM0DHodtZRCcYbRyIJ0vtr+bJqmUSk1gxLtQxfvXf5aI8rKS3dN9oQAGNh1N2/85F+TWppfMa+AzWIgmkiTXZgkmsqSz+bIFytQTlEq5fGbq1jUHOQXoFGlVtN45NFHmZ6ZJxWNo1vclOoSbl/rxed5sIcZPnyI2NQId37wM4RENHCZ2e7iHb//DXQdJPP5CKBWyZOOL5JNRsmUG5TyWWq1OhoycjmOJKtY5DJKJYlaiCErBqbnl3jssceIjB1HcbaRWpgmnkphNl08bpZtmDl1+GlMNidv//TXrrkuSYIgCIIgCFfa6z76Z2y6632kMytn+7fbbeQrVSKjh3jqqb0cPnoQvV7FZYNGo8KN61rp9BlwmqpohUUwOTh06BhzYydomP3IzhCFUgGj2XrR4biS2U0sV+f0wUfwdQyy4bb7X5kbvgas3n0P7//zB5k8+iS6pi1vb+Rj5NIJohPHOH58mP/84b+RTmcxVBMEHBIWqcpQq4WQS0WuJjAYTCwtxBgdOU1kfATFEaZUqpLKVzBdot6s2cIsJHJETh9m11s+gs118Re0r0WirLw013RLLdS3Adlopm70IDv86LIZvZylUilTlaxcd/1u1q8b4MCTTzA1F0OtqeRxorjCSI5WkpkyoyOnGFy7gfZwmHI+SWL6DBMzs3g8KycD0XUNyWQlGpnBGWzh/X/+IOv3XHtdX152ksTme9/HUjwFNi+S1Q2SREtXL4u5Bp0dYa7b1MfS0hInjo+yOLdAvaYiu9qQnG00LH4mpyIkYxF2796Jt7WX+PQpcoUKsfkJtLMRQuDshDsasj1AMjJJ/+bb+JW/fEx0ExMEQRAEQXiRNtx2P8n5CSTz+WGten6RuflZdMnAjbu34AsEOT5ymprJh4ZCTZUBCdnsRLe3EJmaQkOnLDlJTg2TiydJFTXcvsAFr9x1XaekyiQjE+x8y0d475/8UMy19ize1h76tt2O7mhd3ibJMg6vn4pkZ2hgkDvvfT0njh0hntOQHC2gKOhaDZBQXC3kyw2W4jGKxRK6xU0hkyExd4bI9CmkcvqCa0qKiYXp05jtHl7/8b/i+nd+8hW842uDKCsvnqQ/e3mCa0xs8iT/8qm3ALBm641IlQQoZlL5CoO9XbT3rUErpxidXEStN5BlGafDSrFcY356nFVr1jLQFQCrj4XRw8xk6jQaKnbyaLqGLMmgmBg9cRwkMFkd3PVrf8zArtfu+rjPxz9+9CZyyUU8rb20eswA6K5ObEaFjpAPl9/H9GyEZDJDKZ+jNRxA1SGVy1POZdi5dT0Ot5dcOk0yleXg3idYtWELWjHRXKBXkmiYA5w5+gQAgc5B3vH7/4r5NbxkkCAIgiAIV4cfJJp/vvHS89Fd1U489E0e/9pncYe7CAR86MUEij1Asaayvr8Hj8/NqYl50ukMXrsVo1HCqpepo5CoyqRiS9y0YwNmm4OFyTNUzV6OHnyazrYWJO3cJHw6NXOQfCZFbHqETXe+mz0f+J9X8K6vbpVClm/973ehNWp4Aq2Y60kMZhuxTJlVPV30Dg6RTy1ydHgCv6/Z4PUrBTSgKjuYnJmlf3CQbp+RhsFLbHqY2ZyGLMsYK4nl68g2PxVVIjY3Tj65xOt/8wsMinbPJYmy8vw983fxmgtC6LqOBMSmhjn8wJdIzI5iMFkIuENMjR+jo381iqKgqw0KhTKhUAifRcPfNYgsaSxFk6SSSWxOJ50tQSSDieTMGHlVZuz0aSx2Jy5DFXSdaKaKK9BGrVpi4cxRAIZueBMda3cT7FpDeNXGK5oXVwtd10HXqZXyPPWtvyAxO0omOkNX3zoWZqdwer04nU40vTm2LZfL09ceINjSgcXppFIuMz8fodFQaW1rwe1xU8nlySyMk2pYOTNyhK5V66C4hGTzsxiZx9/WSXSm+eMIcNMv/jckSWL9bfeLCSkFQRAEQbiirtUghK7rzA8/zfjBBxl55Ds4fGGMFis+mwKNCqqjlUajTpfHTLBvCEmts7AYJV+uUa81yMQXCbd3sKa3Fd3kJDZ2lKzu4PTwYbp6etErGXRHGEWtg9HC8L6HAOjbejtv/u2/vfTEBK9xmaUZ4jOj/Mf/+1HCvWuJTo+wdvNu9Eoa3WAlmSsz0NuL12nB29ZNOrbAQiqPpstkkwkkdFYP9BBo66KQSpBenGEyVkBTGziVMpJiRrL5MKglUiWV+VPNpSPf8PG/YtXOuy4+RP01TpSVF+6aC0JUcmnic6NU8jn2ffevqJZyVIs5wt2D5NJJOrt7qHz3CO4N6ym4VTRZI1FO0BrwUMFCdH6Stp7V+F12jHoNg15DkwxUJQvlmsrC4jyZyBRtqzag6Soms5VKscD8maN4Ap3UayW6Btahl1NMTk5httrJp2JsuuvdJOdP07FmB7ve/psAr5m5CDRNY35kLzJw8MdfZmF0H2abE11tEGzvpa5qhOt28vtGMW3pQTNKLBYWCbS2YZR1ZibHCXUN4PN4MShgbeRBgrpsp4pMNl9kcfo0VqcPl8dHrVbFYrMzM3IIxWhBkiQ8wQ5cThMNycKZw4/i9IaoVUoM3fgW4vOn2XLX++jfcSeSLF+zXZUEQRAEQbj2XDNBiLO9Sw/9xz8iSRIThx5kfng/yDC0/RYsZ/JkvQqTEwdAhq6123HbrcQSSVraOnCZdVwOOyarC7PLSyWbolbOU8xnqehmZubnqFXKBFo6MFTTyBYXJw89uXx5b2sfvlAr82eOUy3maV+7k7s//MdkY3MEu4awvgbnINB1HUmSmD3+BPOnDmCxu3n0a58FINyzlt6WLlKPnWYhXKKQimK2OegbXE0dCxo6YbcTi17C096PohhQTGZqpQKZhQnqsplUWWfixH58rb34XHbUaoGy4mDm5N7mYoES9Gy4jnI+SyY2R7WUZ9Pd72Xbve8nG5+nc911r816tSgrL9k1EYTQdZ1cbJaJgz9j73f+L9VyAXTwt/fg8QSIRqa5bs/N1OoalWiR6D8/yLo9N5A/PYIEZDf2M1NapN6ooOk6iiKjqSrFbGp5tU27y4fTGyQdi9Dav55yMUd6cQafvx1Nh96qjcJ4HFNnkEpnBavbB2Ynna0+RkammDlzAm+wjejsGQBcgTZ2vvXX8YQ66Vi7+1UZNSzn0iyM7uORr/4hucRSc4iKxcbaTdsZOXqAG+9+HaXsPPlUkeLXh+m77RYaZ04AOo2uVua8MtGlCTyBDrKpCCaLlWqxQK1eaV5Ag5ae1eTzaewODza3j8XxE9idfsxmG2ajjc6ZErPHThP+4J3ks7ME+9dSyqXpDLh48OGnUVUVi81OamkWdAh2rWb32z6GK9RBqHfdNRk5FARBEATh2nE1ByH0s71XH/ryH1BILFAt5YnPjC7vv/2N95PNZdEqEql/+Cnd27egLU2B3c5whwGLy43BbGb25H5MNjsObxiTxbriGksTwyDB0Lab0ZA5fegR0AAZ+vu3Y01qEHCiGqMAFDQbvT0dHDm4j3wyChqYHU423f1erDYXa2+5D7PD/apv/D71zf+X+VMH0HWdhVMHlrdvv+lurDaZxGKS+o9H8XYPYI3PoKOR3zjIRGkGX0snqaV5qqUcJosdhzcInA9qFDNJ8oklvO29hFvbiS0tkFqYXA48rOu7ifpcDOf2XkqZaQw2L9lild6OFh598EfNhOgQ7Bmif9vtOAPtrL/t/uXzvxqJsnJ5XbVBCF3XiU2eRAIe+dpniZwtfN6WHrZuWEOxoZPOlZB0Db/HTqNRxOYKU14oUX7kFBt8NBuYFislZ4BKPkd+egbdaWNuVZBKvYgkyyiSTiI2h6etm+j0KTo711PXarjMbkJzSWwNhXIqRnhoI+kazJ44huO+NbhDbRRjE5idfpw2L/FkiWw2Q61ex+N1k02lmD59DGjOHfH2T30FJIlQ3/qr8ovwfGWWpqkWcww/9l2O/eSrZ+fGsHPLLTdTa+jE0gXQNAxGI96AE7Wap1YyEP/iQ2y+dReOfLOA6B395NN5itFZaqUKhY3riNSWkBQZq8nKwsIYdm+IRr1MtVggGOqj0ajQZgzgOjaGJRBAR8bX1cHBh/bhv+8GcFQw24yUM0sEu9ZSKtaIxpLojQblcgWvz8PsxASp6Azo4Aq28YZP/DXoOsHeda+ZniuCIAiCILxyrrYgxLmG4tyJJzn8wFdIzJ6iUswQaOshn0lQLRZZu3UXil7HapNQzA6KkRqZf3+aG/bsoG5sztQ/u+8pagM9SEgUzDJTxTkkGQqp5hKFJqudQMcq6vUq8elTyw3cDT27sReqUK5gmo9Sb1tFNrGIvt1OuH8dxfhpPK2DlHIlssUahUKB6RP7m4mXwWxz4u9aQ+fQTra9/lcw2ZzXdN36mWKTJznyky8TnzlFfGaU9r71VKolkpFJ1m2/FR2N7p42EvMn0QiQ/OKjbHvr6zFLDZBkUlOT5LQaus+DruucUTKgSCTnJ5tLEOgQ6hkCSaeUS1NINhuz3nA3qwwtKPUaylwMCxITZyKE33cXufIM4f7VFBOTtPVsYHp6kUw2R71WYWFiePm5uoLtOAPtDN34FjbseceVzMbLRpSVl89VGYSoFnN87//8GvOnDiCdTdF1t9+DwwSSwUwuv4RaLS0fX9YDzIwNs+2GXZQXqjQOzDNkLSFJEjPJMhVHkHIqTWiwn0Y2zcyREwzech3B3AKSLFFyu0jYPeQW0rgW5pDcHgCsJjOhrha0hRkAos52zjzyOC2/vhO1Vlm+fr7hppzNMbCuH1VtUM7FCLUNEInEcDntHD9ylOTCVLPhG2jl7Z/+F9zhrlcsPy+XB77wW4w+/r3l3iNrt99ER9CJqqk0ZI1S+vxqFbIlyJGn9rJ++2YsJh8Lf/VDbtrajS5J1ML9LCXSFDJFzA4bRlRSsTSyLDHkN2CUNTRNI9XeSiRVxaMaYe4MclsP+sIsofVrsRaS6NUykg4jZSu267qoyJHziZUMzEZr9PV0oMgVTDYXpWyMULCH+aUMVrPC8aOHyCeiIEGwc5C3/49vYBFzSAiCIAiCcBldTUGIM3sf4OhPv4IOREb342/vw2S20tnRQUtbkEajSq1aQZOMjJw4hcvrobOnh+J0ivrBOdaYi826c7ifZKaM0+3AWK+SPDNGtKZhHeol5FBQ9AYTRp18OYcRMx0LeXSLBcP8Ao5gmEBPJ+g6cq3MbE5i6onH6f3U/dTKCWqFJAA2/wALC1EG+9tpaKAoClqlypNPPonTGyCxME2gey2SJNGxZgfXv+MTVzZzX6ToxAn2ffcLVMt54pMjmOw2HJ4ATqeHtWu6qKoqmqajayozs0lKxQKd7W5qJYXE3z/IjuvXY64VkDoHSORVGrqG02okceQQ9fZVRLMLdKwZxF3PErNbmSslaDRUwtYw7tFJVL8bw+wiLdt3YtFqSIoBLTrP8cUqjptWY2yVqRQSaLUSZoefqmYnk84yNNhFpaFiMRqIJ7KcPHIQp8fPwsQwHWt3oWsam+96L4PX3Xuls/hFEWXl5fXM30XDlU0KVPIZhh/9DvOj+8ktTXPHPW+kipF8NoPHYyedjICuodbKKz5nIU4+HSOXSmLU7Tj8ASjPoQPdWzaQTeYo1XPUY1FqJhsAoewCKM3WtC2bw6w5SR88jrxuPbKuYXHYUCwKmsmy3Oh2GMCzdWhFAEJH4dSBJ7jzzW8nn55HrRYBiC2MIdfKFJKwc9d25hZ6CPkdHHh6H9/+3++ib/udbL33/Vd9MKJSyDL8yLfJJuaZOPQgW66/mUAozMTUPKsG2knFl2jUyqi10orPaZU4wfY+YvEi/X2tzSU0m8OnsOpVQi0BnHqdQimPrpipZNJ0blyPsdoMZMiyjD+yxPhYAjx+FHsIqypjbe+hVmtgc3nQ42V0CfSGesFwl6ruxmzM4XBbyCwuUC2kAIjFZ1AaRVTFxpYt26hpMkapwf6nHufbf/BL9G+/nS2v+xURjBAEQRAE4VVDU1VGHvs3/vPvfpdVm65DbTRw+ELcunMtFYMNDZnF6WMrPtPRYuHgk0/hd8no2DEYzzcVqqkk5PJkNJVKsYQS7qK6bx8bOv1Yss06oR/IuzoYPnAUed06KqUytA5STMxgq7Rgjc+gAg5nO0a/m0L89DMSrHF471Ns3nEdhVKOUqr5oskZ7GHb9TvQtQZdPV0cfuoxgm29HHngSwCsvflteFq6X86svGw0VWV++Gn+4y8+RmvvEFazhWolzx133oTi8IIOkeljLDdEAKdBoyzZyJd1vA4n6GCq5EGW0BQDpZF96N1D5NJZjL1DxI4epXPTRjojkwC4gf66yomsgtmdp+Fsp5rK42obIHbwAN1bNqLNjaNrOgarDaNFppSaXb5+udxg7NRBbrjxBhZnTixv97QOsmnLauyeFmwOF0tzE7h9IX74+Y9Rr3yOvm13XBPzFIAoK1fCFQ1CVPIZ/unjt9K7dhsBj4esxc7RI8dxh8N0tntILIxd8rOSJLFm+40MHzzEpi03IynP2JlOUsuVKFp9pGfncHV0AlC1OTFXCwDomk5yMYkkSdhsZuxSHV+LF2MqgjYTWz6VarJhdNqA+vK2bMWGyWwlEz21Yn4BtXo+UJJOzmCR6gwPL9LeN0Qhl6GSmOXb//tdvOtzP8Di9Ly0zHuZaJrGN//XL+LyeAgEw7h8LSwtJUgksvT1h4gtTC8HXS6mpd3HiYOH8PtcSJKEbLGh18qosXlkfyeFmkoqV0Oxyjja2nl2P5yiu4VGcQZDezsuu5WAz4zN6UCfO4OWP5dIHRQFySFD4ew2ycj8zDROd4DM4uSKc55Lr1otUUOiVpc4eWqC1VtuJBmNMH/icSYO/oxf/Nz3URQFQRAEQRCEa9nDX/oDjj7wFXQJLHYnyBIdXe2sXt1DJDlzwcu9c3S1gsMfZiFRpdXkwOZ2IxVzAHjrGWw9vWQWFpEdHsqV5vKB5noR5PP14XRZpZHPI+cz+O0WvCEHxtYh9PT5+rXBYsGzYQCoLW/TTAHyiWFqxQha/Xz68vHp5b/7O9Zyw57bKZRV4gtT7PvuF9j33S+w8y0f4YZ3fvJyZN3L5uRD3+TRr32WarmAxeZARyMQcNP9prdS1hrkp46fPfLZXeclZFlm7OgBtu6+HR19ufkhTY/StWsXyekpZNlJQ2sgISHLK8+hm6zkp8ew79iOWa8TbPHi9TmRg2tpLDZ7f0uSBJoGRumZj4VUvkG4cxXJ6JkV58wsNttp1UKSwf71dHX6iaeqJCLT/PTvfxez9bPc9O7fveqHaYiycmVc0SDEw1/+A1Zt3MmGwR4a1TLtt92Gx+fj4YcfI56oYv857UGHRaZaK6PLKtn5BTpb7OiVIqg1PN3dOCsVeto3Ezl6hJat21ioS/TqeXQdUp4OUkeeJLRpM5LBQLqiUVrMEPL6sFaa0STJYiMbT2Db0kpJPxsR1DTOHH6KbTfdCGr2kmmrayamp6Lsuvk2PEqRqmEARa8i6Rr/9PFbefunv0aod/3lysrLZu+3/gKTUeGG7esplaoMdt+FwSgxfGae6bkFQs7qc35erqcw2+zk8wWsnS0QbIWzkViL3UyoLUhbdxvpySkqipno+AShVSFM1QINxcLUdLPQuWwmGiYzU0t5HJE4PUODaLPNHzupZzX6yWk0zvdOURUHqchh+jrsNAfAXVylYWX81DB77noDTkOdQmcIi8XKgQNH+OeP38qbf+tvCfaue4m5KAiCIAiCcGXMnniSuZNP8Qsf+iQOu5XZuUXMJgOP/PT7DA60IKNe8rOyrLB67WoOPfYYwRv2UMzl4Wx9XA63Ezt2jEZ7P5KuYatmMQeD5D2duHLzAKiKmcUTJ7CEw6TyZSwmG5W5Rbr6OqB8vgdtqdbAGHRR52z/bE3jzOgZBrbegFrLXnIMe3J+hJIeQG3ovPUXP0C5WsdqNvHdb/wTsixz3f2/eVny8HJbGj/Oo1/9LG99z6/itNuZjyzisNl5+D9/SG9vG9JztCkkScJvz5PzhEjGF5FkCUOojUZ8EXTIpXMUJTsNgwljrUbLhnVkkmnaLfpygzdqDYE0Rjmbp1SrohpM1OcWCbqM56/j9qAXyujGxnJ7V5ddTB17kk037uHSXxuJ+NIZEkUjPk+QX/jAR8ikMhjNJr79959CkiTW33b/ZcrJy+taKSuGoIvGq6ysXLFZ+Q58/4tUUwus7vQyNbfI5PRJ5uZOcmZilj2330a5WEaVnc95jnJNAh3K9RL5xQWq3hYA9FIRUz6BxWalWq+hd6yiUioROXCQfWMp9o+nGH34SQw2G4XFRTRkrOlF7LUcdlltTgwCVN1hyg3Acj6bdMWM2WYnlX7uxnh0Mcut974BqV5kKlljdmGeU5NRhtYN8IZ3vJef/M1/4yqZjmPZ2N4fM77vR1y3awenpmLMLMwwemo/s5E4vX3tuFxeqvJzD27UFCf5ZAxNNmNd3cVCtopkbg6H0WbGsZhNaLUamtNNSTbTKJfZ/9Qwh+fK7D1wmuz0FAaHg4IqY9A17KlZWvu70aNzoDcDQ/OnJsiMj1EpRJevq+oKSKAbL93tS9c1ZqamefPb302llGM6mmYhEWNidoa1G9ezccdNPPXNv7jqnosgCIIgCMLzEZs8yU///nfYuGkjscgc87OzKFoNqZrhhlvuZXo2hy4Zn/McDV0BBeq1KqVUGinc7FGsRSN097bQ71Tpc0lomSTBVX2M7j9KwtlJ3NXFyViNerGAu6MTv1TFXsthdnrAYFyuX8ttPeQyeQxe2/I1dUmiUszi8jz3rP75hpdGQ2fjmi7S8SViSwvEIvO84R3vYen0AR7+5//1kvPwcqsWsvzH5z/K7lvuIhNd5NTp06jVMuXMInvueB2TEwvoiv25TyKbSc1Popgs+G7YQlY6m3cSOPNRettc9Ck5vC4LSjpObmaGKWOIlLuTWUsbk48/ATp4LDLuWgZjo4rZ70eynx+KXFIclFJJqrXU8jZdatavjWr6OZOXyBsJ+EIMtrtIRObIZ9LkU1ne+t4Pc+SH/8hT/9+fv+j8e7lcS2XF+CosK1ekJ4Su60wfepB1Q6uYjeWQavMoMtCoUEmPMDMFnX19JOJR7FL+kuexSUm8rd2ks0X8qzqZj+XxmjxImk5uPkmjaCAzOU0pHsO/fj3d6waJxzJUa83u+R3r11CTDERPnKRRLBDa0k45ksbhcIMkk5tZIDZ8mvabHcvXrEluquUigVAAKvMXT5hkRDHJNPIJEpkUWqX5dt8MLC1IBP1hqqXsBZ2trrTJgw+yaef1xDNFpOrMcvrS0ZPIxo30drZx8uRJzK5Ln0PWCqzbdQvDex8lvPNOog+dwRCyY7EHKS4uUImkKOaLpEdPYQ2FaBtaQ12SWdi/H4PbgbOlHbdBJ1utMnPiOLZQGD1ZQFlI4OnrpbCwQMXVSujeEBo5znVZS8YzBDtXY3H6qGUuHk3WFTvBkI/k4hy5fBK10owoSkA8KhMMBpmazF2+DBUEQRAEQXgFHf7xl9h+3W1YDRLRxTFkKui6hsHWSVvQSFt3P3W5gUlNXPIciqxhstopIkMuSbLUib9zAEmCmiqRXYxSQCbRMFN+eh/hHTuITM2Rn5kGoHXHTmIjw0iSRCDcDclFKh4rlu4BdFVjaWaW9EKW8C1hOFvN12QXtUqRZCJF0KZfdDl1XdcoFQrcetP1zCymqBeTNEox8gYHtqKH22+9lW9982vc8r5PX1Wrnx360T8xuH4rNqNMIjmPpOaoArI1jFexsu3Gm5mfmcahXHq4M4oZX0cfc1OnWdu+kehMgb6eIeRSFtXqJL4Yo1AxUKrWiJ+axNnTQ7VcYWR/c6VBZ3cPVp+PmcOH8awZwmW0UF2K0Ojrx9DWQ10xk5yPYXBbVnTvL5ztdKwa/Bga0YulDF1TySZjbF03xHQ8Sy0/jUwdTTdgrPRx8+172Lf/wFW3lKcoK1e2rFyRIIQkSZRLeXS1jixV0Ffsk0knp/H7u6mUq9gsKpJ88XEZOiDLEorRgmV3Cwt//1PynV0YbDbSYzPADN7Vawh0tSJXq0RmIlh729E3DWDNwPR/PEnnrh20d4UpWwaJHT4MEthCYcxeL4XIAm1vv4VaKbl8TVXVQYLC0iSh/rWUkuMXpCtbsrBh81qy2cxyAOKcWiFCFDNGk4XM0gye1p6XnJ+XS62UR6spaNXMiu1Go4H00mmU8GoqxSJ43KCVLn4SQNWaeVSqxalkk8yVy5j9OoXFDPUzEQw2Kx27dyGnoxQrVRInThD+1Xuo6Sr5bz+N6vbjlSo4du8gMTHD/NP7QIKcLUC9olAYO0D3J++hlGuWRl3XqVfLSLJMtZjH3bqG3OKplYnSdZYSdXZfv41kPL4cgFhOc3GWpGIiH50lH5vDdZVPHioIgiAIgvBMuq6TS0To9nWTyRWRzw5blSQZtRwhVXDQ2dbC+NQ0JtOlz6M0Uvhauskm4vTcvJW543MU/R4AKrKR5MgEjUIBe1cX3ZvWUpUgPz2N/xfvIPvAXjRNpaOrlYrNzdL+/SBB3ujCaTGD1qCkuFCcZUr5Wc69TCo1mm9/Q14neq1w0XTVlRB2m0YsmqSWm6JRKzYbtWqRpchJKsVm3e1qCkAAJGZO0d/uoaZJSOr5l11aOUrBYCHsC5DNpHH4L30OWS3S2d3FsacfodbfILZvLwZ2IatVNINKZilDbnoKxW6n7bpdGAtZYrEYrk2rkVu9FB4/ia8lSPf2zURnF8icHsXa0krGlMKs1QGN2OwiwTdvo8wc0Pw+ZVMJ2gY243a7KCYvHoQo6iHWbPBRrtWoF2eRz86jJ0sN6sV5MlGJWrlwVQUgRFm58mXlilw5szRDtZTFaDWjV+IX7Ff0Cmanna6OVnRz6KLnsPu7kGzdJBemcTitKDYJ7w2bKaebXYhCW7bRvW0TXjWLKxQgMj2PtbcddaMFd9CPfciP/003MbfvAM7WNryNAt1re2jZvgNd10mfPoVrSy9auLLiuhajBoBk8xGbHMVoW9n9X9M0zFYbplqGci7Cs0mShCzB0PpNHHngyy8q/14OmqoyN/I0NpuJaiVzwX5FUpFMBnbt3Ey+evHSaLJ7sXj7mBo5TEvPGvy9/QTfcSOleIxGsYS9rYP23TvpCLkIWHQyJW05ACE7JQw2A55f2E0plyJv9tDqcxA0VuneuY3Qlq2kR0cpzM7Q9ev3Usqd74UiSRKeQIDY1CjFWIR8Kgk6Kya91NEI+v3UChnyiQsDR5IsI8syqzZs4cyBn77k/BQEQRAEQXgl6bpOPrmApkG1nLpgfzE5ikFpTs6uY7nUWdAxkF6axd/aRtmZo0GNmYNHmDl4hOj+/VgDATp378SvZikbrCztP0DLh+5B8xlw3beV5MRpikY7zuwiXZuG8G/YSOrEcWYOHGDm0BHihw8ReNMmnjkBo9kogQbFfIZK5SL1TF2n3pDYvHGIXCFHo7ay14CslzGajbR29nPyoW++hFy8vHRdJ5dcQFN1cpmFC/ZX8zNUNJ2Ojk4qzznkWSe6FMfhDWO0SATfdDOz+/YxffAos3v3UYzHaN25i46QC6tWJzI9jzHsRt7qpRFW8N6+lZl9B1AkmZChRufuneiaytKB/cwcOsLMwWNYOn1UTedf0kmShMFkppLPEZ0cweC48AWdpmkYDUZ6Am6isUUkbeVwdalRwOm2YzQonNn7wIvOx8tNlJUrX1auSBAiF5/D6QmQyRTRufj4+2KpRKOuoau1FdsVkxWbt5NSvkRhcRynN0SpWMJUk0k/eZRVO7fQ1eqip91Dd08L/pCf04/vxxBwoezw4W8NU6nWqBcWqLvyuDYOcnr/EVxOE93drfR2eBlcP0Bo4waSjx3Hoqz8QdDP/U9qZl0+UcBg68Ae6sMe6MMWGMBgNJEs6aj1iw8lUQygoVMtXT1d/+eHn8bX1kuuWEHSahc9JhlbRNPUC2bcBbD7OlGsPhLTp2ntXc/SzCnq2SSJbz5By9atdLW46W7z0tPmpbO/g3hBIzc/S8sH7sEStKJVC6j1Ak6/B/87ric1dpqlVJnuvna6O/z0tHtZc/ceDA4HuScnUUy2Fdcv5gp423rQJYl8bAFNcmJyd2P3d2MPD4C1E5/PS6GqIksXn2TG53WCYqJavPTkQIIgCIIgCFej+NRJHC4flYaOpF6ka78ko2sSPZ0tlxzrbg+voS4HqJYLKGgEu1dh9DjxDg3Rdd0uujYN0e4109HqRW0bIHb4EC2/cg/YJExGBWfAi/+dN5A4foyip5Wu7hZaHApdPS20794NOgRu2UqlurKnsEHSmq0SxUSjWsIaGMTqaV3e32wtSGTTCarFCxvzAJVSnq72IPOj+19cBr4McrFZ1FqFhiYhNS5evyyXinT6LaiqdtH9zrYhZFOIaqWMJEtYrM02iGKz07p7Nz3bttDhMtHuNRNct47Z4TGsfW3I2/14wmHMdhO0yXhv2MLcqTGCm7bQGnDS5jLQvXEtntVrQALXrj60Z60EYbHZKGSioOsUEou42tZisnnO7tWRFDOKLBHPFZHqK58pnO1ZoEG4rYPYzMiLzsfLTZSVK19WrkgQwmJ3UysXUQyXXv4il8rT6VPQDM0JCGzeDhyhQTScxKYnyccXweIgn45hNpqZ+esf03fjdfjTszjzMUyLE2hTp5hIq9QLeex3DuJuaaWcXqBaLtOolfG2t6NvsKLLMJnW0GILKHNjOLMRBg15Qps3Mv35H2JzdiynS9ZVkEDVm1nXqJfILE4RPXOa6MRpYosJBnrbMZrMmC/Rr0qRZMZOHqd32x2XMVdfGneok1Iugc1sukRYCIxGO5IkY7W6QNcx2X04QgOYPN1EpyaJT5wCXSeXXMIb7qZ8NI3BZKVbLuBVszjzS0gzp8moZiIHD+K7cxeapUwpfoa6ChIS5ewcih3C772L2b17yRucaLNjmBYnCCQn2bx1kMKZeap7cyjG85FJm8tBemkaxdycv6OUTZGeGyc6OU50bIRSsU6LS6JWv8TNAelcnuF9D7Fqx92XMWcFQRAEQRBefpViDl3XsJiMl5xku6LWsRgMqJL57BYd0LGHBjDaO4mOnaSamsHpb0FVNQpPTlJfSLNmTRc9PWF6270ElCqZdIHIwYOE3nwz2HXU4hzpXJ5ScgLJBOEP3M3iwUPk8jW8tTTd/e30BcysvnMPiUcOow43LkzcM3qxxieGic/MYvaswmDvQLZ309Xio9GQkLj4y7KiqjM2MUuga81Lz8zLJBubx2K1YTRfegR8vVY4O/R85TEmuw+DvZPsQoRcfAFvsIV8YgmpaCD+/cfYcMtu+lo9dLa56exrxZiKceyRvegmMO5oxRP0NXsH12s4vB701RaUgIuRwyMosQhtThM97R42ru2gfecOZv7mR9hs3SvSUCmWMNubCwU0qiUWRo+RSxWx+FYhmcLUDS30t3tQVe2Swy2qjRrRhQVcwY6L7r8SRFm58mXligQhQn0bkAwmJEnGEey/YL/J5sUogWzzUMwWMTg6iE1PsXRmmHy8OcRBNtmJLiVBA2emGTmcfOJpnjw8w2ih+WVJujtIjYzS8t67sftsFGNnmh1nzFZAp5ScwRlqw/sLu0iOjFBwtaBrOlOSj5S7gx6bisFhJ/nvJ1CM1mbiGlkc3hDTI4fRHG0XfHFlSaJUbWA2G9Eu0n1HMVnRZBOhjl4K8QuHa1wp7pZujFY39VoNk7v3gv2KyYouqRjQUFUVxdFGLpll6cwIqZnm8AZdVlCtQVJL04RCnaSeOE45Fmff/jGeODSDKployCZOHTyOtbcN4xoXeu18ty+DAdRqEUVWyZVn8F6/mbHR6Wb01RFmwdZOQzaxZtsG0odPYSycHwrjsjSjCzOzs2C7MPhTrdWoK24MioQ9NHDR+zMZDfhbesjGLjHhqCAIgiAIwlXKE+4itTiLQZYv6DF6TrVcw2WV0WQjstGKydWHZAoTPTNCeqG5pLpsC5BPLKFUZeIPH8bREiaaKBBbSKLGFqhbnIwfOoa1ux1DrwtFqYCuIyOh6zpqOUJDyhG4azejB49Rx4SeSaLGlgimJhi67UYSjx3BIfUtp0vSCyBDOldE0873CEjOjJJZmCKVzhEItaA4nTiCF9bjAHx2B5LEVdXY7Vp/PYmFGQwN7YIh3OcoFhf1mobd4QRdxx4YQMNFLpknszBJKZsEDETGj9M+sJmlbz+NNRQml6+wlCiiR6agUmJWd1AvFPDfdyPukJdicqbZbJZlCvFxvOEWbLcPUI5FiZkCIIMajaBOjdHbiOEfWsvMX/4Qiz28nDZfwEs+uQSOluVtjWqJxNQo+XiESqmM2WhAU4xYXC0X3hwgaRK1SpFQ99DlzNqXRJSVK19WrkgQQtd1LDYXZlmikC9h93cu71NMVmp1BavXw9xSFqNJIROZOv9hxUDdHKCqm9HOBgDsbU7C772b8IfuJvxrd1FKpahrRsb3H8G1aZBseRpdPfcKXMKo6Ehnh1NotRTIKuF33s5cNIdmtBA5dJiRh59g/1PDmBwOClMRTPVmw1aSJDr611CtFDE20jSsISRnG8iGZkhKVoinsyiSTiYyjcnTg8nuBXTs/m403YrdYkBraFSusm7/FoebYkUFDNiDq5a3KyYbiq0FWTKjWzykUgmyC7M0qmfny9B1sAUpqhZUtTnUwe2w0/HL9xL+4D0EP3wH3hu3UHZ4iZqD1AsFHHetxWwxc26MU0OTUUvNgEQlu0TL6rU0enVqlRI5Vzs5VWby8Sc5+sheTh8+CcDcV/4T07kf9HoBdLA7/Ui6iuzrB6t/OUikaSp1ScLptBE9M4ItMIhiagaj7P4uajUDAZ8fHf2qey6CIAiCIAg/jyvUSaB7DcVKFZO97YL99uAgjbpGVXFSLlXIJbKk5saWX/BJipGaOcD4yLHmsoynl0CB+PHjJPIJ4vE0kg7zVTP1QgH73UMYTRq1QnK5C/i5t+GOcBuVYAXdADFrEF3TeWrvaYZLNlRdxxoKM/XF72OyeJqf1Or0bbqOxbGjSK4uZLsfTT/fwDLLGuOzC1CpkJyfuaDBa/d1YbHacLl9JK6ibv9IEsGeIXJ1FZQL53ywuFspZXNY7A6SiTiFXIPoxAilbJJGtQTo4GhhMZWnWirgN3mpJXOU41GSuTgzJ45QcfgpulqIHDiI/65dGFwGCvFz85/pGJXmM6mVUxjMCuEP3MPskaM0JBNRVxf7x1NMKSH8AS8Gm538Y/Oc69RvUptDAeYmT2Hwr0I221dMuqahktNtoOtUyyqSYeULWHugH1kGk9lCfHb0smfviyXKypUvK1ckCCFJEs5AO+NzC9gdXqKTkxgdbRgcbWTjOYr5LGZJo1GvkS3k0a0+VEsA7K0YHWH8Xitmi4FyLknHmi3UTQV0RwXNUMLssWIMu1k0eqgXS5h3dxPqHaCcWWxeGyjmz8/VoFaLOHx+SsYE2fk5FhUfro2DeN+/k5b33kWt2hwnlPrZieXPyEpzGEmuouA213B7bGANUDX6yaZSlLJZzLKGbHGRmjlDaiFGIdsgOjmOLttBMjB9+hDrbr3vlcv056F9zU6WFhZw2GwsTYyhG/0YbO0Uc1VSM2OYrFbqmka5mEO2+9CtQWRXOwZ/F26vm6DPQTqxBDpochYpZEA31bD5nDjWtZEu6cwfPUbozTeBQaOcnl6+dq22sqtRYekMer2C7/7riaYKJGcihD54D+EP3Y7runXNBymBnGr2epFkmc7BzWTi86iSAYdSxOlyotlbqCgeSrkUqUQKo15HMtmITQyTi+fOPpcJ7O5WFpeSpJZm6Vy3+xXMdUEQBEEQhMtDAiRFQdIUTO5erO5WZKMFe3CQ6PgwVpNCNJHFqMjNtqSug2wERytVyYHTouDwhTFZ7Dhuasf5rs1Y719NfRCSoyNUjXYiBw8SfucdyAaNSuFsj1ZdR3nGnGGl2Gm87T347r+BxdNnKFu9IIPc5Wbs0Scpx5orLeiL54cgmM4uQ2BqZDBIGgZPb/MNvGxCRcFhsyIroNYbZGJJHOHV2EP9WPyriC8sUWtoxJbmcV5FPSEAXIF2yuUSFosZg6MLi6sFyWDBER4kE01gtNjRFAuN+vkxw7quo9tC5HUHFquJUEcPABa/mc7/8masb19NbbWE95atFCUrM0tZDD4H1WANo+n8cPdyXVleEa5WSGI0qWTzE9g3D5C0BSkVy1j720klFhh77EkaxSKZI6exOXrOpQST1Y7Z6kDPzyMZbEjubiR7AHSdWrmCQQKTJJGLz6M2TMvPxeTpJZfIYrFZKeRSuAPtr1COPz+irFzZsnLF1uXY+rpfZv70caKRJfyda8ksLpCJzKABgY4BZKOdyTNj2EwWXB4Pre1hgmEPil4ikSoxvP8xdE0jHLRRL2fRa0mopSmnJnBv6WN2/wFCb7qZSimKrp1f4UJi5aoJAOXMHI5gC/63Xk/k+Alsu3pxt7Ri7XBgvLOdll+9B7WhLndPsktxQp0DzI4eJF81kpkbJxBwEQ7aCbeEyKTS1CQL7f1r0J/RTcbsDBIOeDh5/DhD178ZT0vPy5/RL8D62+4nlVjg9PBJetbuoJjNkFmcpl4p42gbpDXoZf/ep3F5/ShmK6GWIKGAC7NcJp+KcfipR0lFpth0451IapF6fgm9FqWUOAO2MjP79qMrUHLksbtcPzc9/t5+8tlpkpFpakoDjBUsHhPKKiue9++i5R17yA/PLR/f1hXCaLUzPXKUYrFOObNEKOgkHHAQamnlxJED2Jwugp2rQDYsz31hC/Xg97oYPrqfzXe/F09L98UTJAiCIAiCcJWSJIn2NTs4efQQslGhFI8Sn50ll8gTHR/G4grhdjuJLc6TyWSomYPoni7MvnZcFgW308ZiNEFqYZKuNZuQFBlfRy/hgXWE+tcQvHEbo0tFDF4HRUMSi92MVistX/uZjWgAxSiTz0xjGWxnKlEm+OZbUFbZ8H/wVsLvvB2D18Hivz2CfHaOL7tFAgki0TS6puH3mPH6XGgWD7lcnuHjR/EGAth9bTSqJZbGThI9c4rE5CjB9gHiyQypyAyrdtz1iuf9c2kf2sGZkWNUShWquTyJuTnyyTxLY8M0ajXsVjOzCwsUMgnKihfN0Y7B044/4KXV7yCTKTB26FHs3hBadRaDQaJlYD2h/gEc3QHmpyOkRkcJvP1GvO3dFBMTy9d+9rDxWiGBzRXAuDbA3OgZ0rPzmHd14bhngNCH7sZ7wxYAqmfSQLPnePeazSQjExRUCyZFxecx43S4qZp8lIo5hk+dweN1YXG1UMoml59Lcvo0gZZWRk+NY7K56Vh//SuZ7c9JlJUrX1YuPUvKyyzUt56b3/27PP71z9Hd+xaca7dQq9XR6xoBr43IUg6H149RL5FfTFKQZTJ1E8m5carlAt5wN2G/A4tZ4ewzXSY7jRg8DsrOLC6/i3JmaXmfho5iXLmciVor4fB0kM5EMHjtmDyG5QLscBsw+2WC969DbTQn9zDZfQTcaeq1LsaOPIGvpQdMc+hqHalRx2hyMTs7T39/Hx2Dm8mXqlhMBlwuJ8lEhrmxo+x8+yde1vx9MdyhTu7+tc/ync/8Mn2Dqwm0rcJsNWExGjBKDcrlKgoGjI009UyOWHKeqslPfH6CQiqKyWKnf+063B4r5SSotTLnhltUCrHmLK9vvgFrh51C7PTyvkspJWdwBFuRb+9ENkvoUoZSqhlFtNismMNuCOTPXgdsdjc9Pb2MDR/n5KEn6dlwHercDLoEqHWcvhDT0xE6Otuo19dQz2fwBAMYzWZm55dILc5cdb1TBEEQBEEQnq9tb/hVIqcPMj05xfp1G1mYn2j26jVaCYQ7KBSr5IsFWr1WrB4PislMLhaloMHS4iLJyAS966/Da8lTyeWB83Vo65pO4k8couWD96K4FKrF6PI+HR0MK+vXxegY4f61VDxllr74AC13dqMYKlhsFqSAE+87dmCt25BMGqX6HHI9wdC2mxk99Bg6OpquoJaT+Fp6UUpRKtYA6VSe9rYg47UqjewSisWOLdhDR2uAH//ox+y+76NYnZ5XKLefnw173snEwZ9x+tRxdt90K7ElF8XkLCarG5evBV/Aw8H9e+loC2JzODA7HJQyaTLJJIVKg5mTe2npXceqwV6q2ZlnDLUAs81HfnYa16bVFMtL+LwrhxZcuAqhhNGsUsrGMLd6kJ127AEnxdgYttAgtd3tyENuDGUFlebw5I5WD4XsBqZP7qU+uAV3YRrFaCTg9mCqJsmkk5hMZnr6BzlzqoZazqAYbbjb+vD7vDz9+MPsvu83Ljlx5ZUiysqVLStXLAgBsH7POzjywJf5yXe/htlsY8tNdxD2ujk2PMH08EF61m9nYmQMxWxFUWTyiShOf5hqqUBLwA2XWEoSk0r4TTdQs5apFVeu/SrpEunFeRztK8csFWJjyAY7jrvXIvHMJRwlSsnZleeXJHS1TmvIh9XuYWHyOKnFaQB8bb24QyZGDj7B7NRpNmzcRjGfxejxceToMeZPH2HzXe+ha8MNLzH3Xh5dG25izY1v5uEffhOz2cbQ9pvpbA0xF8ty4uD36V69mdhShGImjs0dIL30FE5vs4dI//ptUIwhK50XPXfo9TvJlqex1Ht5dgBC1UC3eJDUZy5bKmF1mCk3Gsg2A418afkHTK2WKVXPrLyApKGWMwwMDTE9M8f0iafPLqcKoe4hbC4jTz74Pfo27iYcaqHU0DAWy5w+sI/kwhR3fOgzV13vFEEQBEEQhOfLbHex8y0f4d8+935cHi/trV04PV7UShajxcHomQncbjcFVaKSLYCeZ3jfE8vVsqHtt0AxisXVSSW3tOLcskPG2ttOsbSAzWi+YDnHTDSCq3XlcoZavUChFMd741YsdgPF1Pl6uWyyoVqb4+QBbP4eCpPjrNpyE+NHHqeYidG9ZhvpQhXZ7MRiUDh2/Bj9Pd2sHxoinuzAYTNRbzR49Im95FJLrNp5dfWCOOe29/0e//TxPRw/5qVv1QBdnTegNqo4XE7mZhdwB8I0JBO5iopeiDE3NU4h1Wy4elt78VpUjGYL1Wedt1pqTtJv2tmJI+CkGF9ZN5YAg9WHWs0sb9NqJRyhbrRtDQwOE8XYGMDynzZPGxUiLH8pDFa8dgW9Zx2RsSNU2vvxhdtRayArZlx2H0/uP8Cq7l56B4YoFor4PG6y+QIPP/IISBKrtt95+TP1JRJl5cqWFUm/1LokrxBd1xnb+wDHHvgSkbFDy43Gc38aLXZC3UNIwOZ73098eoSpow/hs+hIkkSwq5NydunZZ8Xm7QZZppScftb1NGaXVLpbDPCsiJwjtBpN05rDB56DLThAbLw5kYds8zJ86GnW3PhmXIF2IqcOEBk9gNFqR0KiViksf87pb+WNn/hrwv0bXlRevZJikyc49KMvcerJ7110f8fgNnRJomNoJ51rd/HtP3wfA4P9GIxGgj2DlNNTF3zGZHVjsAcoPaOb2Dn5uhu7TUGurwwaoeuUywq+tvDyvB4XoxjNSGY/mcgMAA2zn5lTR9l893tBlhl97N/IJxZx+MPNH/Vz3zMg0DHI3R/5E0K9659f5giCIAiCIDyHH5wd/v3GC+cifEWcfOibPPrVz1KrFOhcsx2ny0UsMkM+FcXfOcDC2JHlY00WB8GeIbKxWTpDHpAkXAEnWr2y4pwWRwty3UHD3KCWm155QV1nJtqgK2y44I232d1LIZ3A6XVQyV66Lmey+0gtNBveDVuIM4cea+7QWJ4LDMBsc9A+sJH43BQ2t5fM0iwmu4s3feKvCfVdvXW5kw9/i0e/+hlq5QItPeto7eolEVtk7tQh2ldvJTE3RrVUaN6vDL1b9jB15CHWbt6FXs3SOriBfPTUs86qY9U7KJDD7rkwf/MNHzazjqKmV2w3OfwUM1Ucfj/V7MxzptsRXs3SWHNS+HRFYWlq+Hw9+tyzAcx2B+HuNZRyaYwWK4sTJ2lfs4Nb3/Pfr+7nIsrKK+aZv4tXtCcENMfFrL7uXlZfdy/RiROMH/xPutbuwhXsIJuYI9S9HovTg643gw6x6RHsDg+SmgFANjl5ZvcXTdOQZZlSeharO3zxi16CqlYoJy9SEHX97MNsPtHU3PT5652duHLLPe+npX9DcyIZTQNJolbMEZseJtizDrPNiSRJSPIVm4bjBQn1beDej/4Z1739Nxh59DsEuofoXHcd8elhXMEOPC3dy89k7uRTmMxWDMZmRC+fjq34Yul6s0TUylnq5UutPCFxQY+x5qcJdPWuGN+2vEfTlvPT4gwTnTp/jNFoxGJzsv2NH8Rsd3H92z9+9jISudgs2dg8HeuuA11HkuWrrouYIAiCIAjCi7V+zztYf9v9HPrhP3HkgS8zd+ogJqsDZ6CdhdNHWHPTWwh2rQFgYOddnHzk29SK2eUXdDZvF4Wzb8bPqRSWMDn8GGQrF+uLLEnSRQfaGsxG3D43pcxzL4FeLpwfJ2+kATrc96kv4Qp3Mb7/p8yP7scdbCefWGBudB+hnrWg62y6+71se/2vYHG4X1AevdLW33Y/a2+5j/H9P+XRr32GI48NY7I6aF+zg8joAdrWbGdg+52Ui1kGdtwJOkwdeQi1nEaWZYr5wkXOKlE1p3E6gpRSF7ZhdPQLXrpCc5JKq7Pt5wYgLO5WEjOTy/92en0U8228/jf+EqvLy/j+nzB1+CHa1uxg8vBDLE2dItTbfC473/IRrn/HJ676OrYoK1fGFe8J8UJoqsrf/MoWBjdsRS02QynOYCsGg0q9lKag+UjFYjg8PoxGA0ZFxkJixTl0XWNuSaWz5cLo04rjLK1UqzUaqs78mVHcwTZCASsOT5D41MovmsERZGz4KL/yFw9jvsrGob0Svv8nH0KhhnJ29l2D2Ya/o5NC7Ay6OUQkEkUxWPD53DQ0HbuxiqQWV5wjV/fgsMrIjdTFLgGALhmoyV5MRoXoYpLY7BidqzfhsunYXEGSM6dXHF81+alVa9z/+9+4/DctCIIgCIJwCVe6J8Qz6Zq2/OIISULXdeRnvRR74K//C1opjVxqvthrGVh/dv4uQNfRDR6op0GSUEw2tPrK7uW6rjMfVekIy0jSynNb3S0X9FrWNBVMQSStgqQ1J3crZJ85WZ/OXDTD7vs+zoY977joPUmyfP6+rjHPnLhekuXlF5jPvJexvQ9w6Pt/g9fSHCbuDLaj12Lnz6HYQa0i0QBdA+nCF525hhe7BZRG+oJ9FmeISj62cqNkRJUdKI0USBL2QD/RifO9LySLm9nZGd78yb+94E26ruvLL/eu5eciysrL56rqCfFCyLIMkkRdV5rLeug61brE+Ngs9WqJamWSnoENTJ8+iq7r1Csl2gY20eqXkM/O86ADTn8YieTFL6LrpBt+xvf+dHnT2m03EV2KcPj0UcxWO6vWbUQrJpcLu1YrUi3miU0P03mVzvXwctKAcj6P26Cj6zqNRp3x0Wkq5TKJhUfoWbOFXCbNibEjmCw2JGTWbduMop7vFWE2G9B19ZLX0HWZqdk0/397dx4dx3Uf+P5b1fsONNDdWAgQAPdV4ipK1C5bS2zLsrU4x1ucvDd2HDvJOMnLe7YzmbxkXs5k4jjJyyT2zLzxEi8zkpNYtpKMJGuxJVEbdwIECYLY19737qrurrrvjwJBUqQk0uICyvdzDg+xdFXfqsLtc+/v3vu76dmD1pbJLVFWbNjC4L4XAQi39xILexGN+uLsCH8ozJGfPYFpGIvbqkqSJEmSJP0iUVT1rFHXN3ZETMPg2As/ZMOOmznVNU5NjhJo7aZWzTM2Okt6doBAaxu+UAsOh0Es2oxSP7tjK85c63qGxU6V4iBVdlDTamilCunZn+Hy+uleez2+QBAYPeMoheXd3Tzz375E1/obztm57FRb72p3qn5eb5wZ/cbvhRAcfPJb+JvCoCUBKCZniPStp5hLUaqaDB94CYC2vg0ARNtacZlnD76qimIFKM7jVACibouQSudAQGJyiFqlTLizj2jHMpTS2csMhJanc/lanvirz/Frf/3Ts+7/qY774tfXIFlXrpwlHYQ4FSVcjBCaJm5/yPra18b0yCC18Wnalq/G6WonFG6mOeymt68Tm8PJyeFJThzcQ8rl5bodm8EoowiVUjpOU5uNcybCqE5GxtJk5gZYdf1uursiiIaBze2gp7uV+pZNDA1PcXTfKwB0r9+OzyxgOAOAleAErCUhyhuime8aQlhLXmw26zoBty9IOT2LEmwmPjtPKTuNPxylu6cHX6CJDRvXUjNMYAeKqvL0Pz7KgZdeYu2OWwjYcwA4VJNSRRB0nvuWutrK0MG96JUSN9/zPjxuNy67Qh2FWPRD+NwKP3vuRY4dtfJQrNt2K1QSZGYncXl8i89hKUQAJUmSJEmSlhJFVQlEOtAa4AQUV4iSaaP/mX8BAS3L+njv+97HgUPHCAabSCfnGCvm6FrejkNYA0oK4PGHUCif9z0EbkYn0pSycVo7eihm5rn9Pfcymy4xNzFMMR1n1dZbURQFm5YFs4ai2EGAXileuZuxRCiKQijaRXb6BM1OE8UdQHF6ee35p628EcCOW++hXKkwNXaClkgXR15+njU7biVoL4GwRspdThVTKLzZUJymttL/0nO0LutDq5boXbOFro4gr722n5nRIca0Mj3rt6MooJSsDnJDNNCK+V/IdrWsK5fOkg1C9D/3GK/98D+jlQt0rbuB1OQxCqlZAITRoKZVWHPdTlQFOrqiFLLzYJbIzU4tniPoMtl28w0MDY6RzJlEAme+w7mVJpm3U8ol2XLzHdjqSQrJM3dqsCJW6zduINoWY1mzm8cf/yH+cIyg8IECT3z1N7j+3k8xuv8ZBAq7Pvy5JbsLxs8jMdLPE3/1OQqJWVZsv4tCaprk5BAIK/FJpZihNdbFsp4+uruj5DLzhFs7SUwPnHWeHTdsJFXycGzfi+y4aReKaVXC832OmcLB0IG9RLtWEo0F0AuT6AWwuXwYehkQVJ1etuzYiep0Iep1fvb0E8SWr6Ou59G1Mo/98UeJ9KwjNX4cpzfA7od/m0jvhitwxyRJkiRJkpaW+Eg/tWqRZRtuJDE6gF7OU0zOsmzFBsq1IJOHXgMBd99zD4bTA6qNYm6a7bu2Uc4nCIVWMzJ8gkN7XuK6m2/HaVqziyulPMJnP6eFbapBBg4eRgjB+h27cSt5tu98gOTMMF3Lu1m3Zjmzs0n2vvA0LZ196NUyPcv7qNusnezyiWlifRsRhoGAd+Xs1nx8kkJqmkj3evRynlxymkJqBr1agZYuBl9/ARRYef2NrO7tIJEp4fWYeH1e2tt2olULVPX1DO19gVjferoiVr4zVTEo18BxnluWLHsY738efzhG7/Jm/OH1eDwBMvERbr3zLpxqg1f3DjDWvxeX30+4rQevrY5erlDTSmjFHJ5gM1oxh9sfumby3l0MWVcunyWXE2JqYA8HnvwOo/ufIRCOEWqOMj3STyAcoaN3PWOD+6lVrQhguL2H3q4mFKXxlpG4ZMnD3Oggq6/fgdtMMTlXp6vNdtY6HGELcuTAYTpXrKfVX33Tc7n8rdT1Mom8wtiR1xYOhtauPgrJOWp6lUBzFF0rU6uWueFDn2PDbR8mFFv+pudc6hKjAxx88luM7H8WYRp0rNjI+MDrOD0++jbsYGZ0kGImAQo43T42btmMzSyeP6qwwLAF2b9nD12rt9AebmA6wpRLBgHX2YkrM9UAI4dfZuvNt553Pdsp7kCYakWnf38/unY6srhs5UamT1pBkNb2XlJzY7i8AW544HNsuP0h3L+AOTwkSZIkSbq8llJOiFOEafLk13+f4y8+DoDLE7BGTt/QXLv1vg+DaaLYNCqZGXiTqeMjk2V8gSbamusgBJNxg66Y7Zw2+VzWTi4xy7r1XWC8cZNJS3PHOjBN7A4n//rY9wEItLRRzFij763da0lOHkcRsOvDn2PXw//2XTEKL0yTV/7hr3nth3+LANyeAHr13NHs1dfvpr0tgsfnIj1zdOGn516/pkbof/k5tt98M0ojj2FrpqKLxZnHi++retm35zXW33gHXpF803vZFFmJsNmplHVefvrHuHx+APRKCZc3gMsXpJCcweUNcOvHv8SG2x961zwXWVcuvTM/F5dUEGL4tSf557/8PE6Pj2hnL++9+15sLg+J+Dyxthhmw0DTNOq6TjJf4PkffRcELFu7lVjEi9p4k50XVCcTU0XyqVk2X7eKQt2H32NHbVjRKNM0ODGcwub0sGp1N9Rz5z+P4iBZtFNMJ0jPjbP9jvsJ+T00hyM0NYcwGwb9g8fZtGk1pVyVx771N4A1S+ChP/gO0b6lvzXnGyVGB/iHP/kYulamc+Umdu66mZbWMPlcEa/Pi8OhYDYE2WwGl8PBPz36bWrVEuGOXpb19uIykm967rqzk0MvPMma7bcScJSIpwxiYWOxomi00P/qT1m7/VYCrsqbVkbD1kw8WSSXnKGuVXjP+x+hplWJtLfj83rI53Ok0wV6ejuZnonz9D98EwCX28fH/uMThGLdl/7GSZIkSZL0C2upBSFeeewvOfjU36NXivRt3EVrNMahV56lb8N2li/vZt+reyhmrC3/FAXWbd2JvR4/J3HemSqihaOv/ZRVW3bT5Cowl7UTaxaLedgAdKWVI688z8rrd9PsLrzpuUAghJ2hk/MU01Znyun2s+Wmu5iZHmf6xGHWbbuD5PwkqZkRlq2/geve+3FW77rvktyfq6H/ucd4/fG/pZCcoXXZSq7bvovXX3iGYEuUTZuvZ2joBGMDr+J0+6lpJTbuugO3kkcR9Tc/qc3H4f39uH0BVq/uwMCLZrrwK2ckoFQcjEzkyEyPsu3W2946KbwQmPYwB/a8sPiz1s6VrFizgcFDr6FXSqzdupuxocMU0/P0bXsPW+75xDU9E1zWlctnSQYhTNPkm799O6Zp8pFHPorD5aRaq1LPzXF2VMna7tHXvpaDh46gaVUmjh2iplXYtHXjObsuADh9zWQyOscOvsbW3bdS0QQ+t4LDpuNu6qRU1Nj3/L+yfut2fE6N80WwUBwcH5qmmE7QsWoTLqeHO+++i2r87K0jnaFOavkZFJsLRyBKsVLjice+QWT5eh7+w+8vmUjUhfrRf/o0owef4+Ff+U1aWoPUaw2qqbE3vMp6Pu5wF+PT8+TzOeanJpkZ6Wfz7jtwGanznRpcUSbGZlBssCxiYzpu0N1mw9fSAzYXRw8P0qhVuW7HdsrJE+c9Rc3WyuGXnicQjhIIx+hbtYYVXRHqpSSwkIjF7kK1uzC0AjZ3EHuglfGRcZ7/l//Jmt0f5Jc+/xeX6nZJkiRJkiQtqSDEnke/yuuP/x0dKzfR2dXLlus3U9NKoLpRMDBqFVzeZhRFkM+kefTvvw6A0+Nj7Zad5yQ7PFOq4mfs8Cts330DxZrrrJ0YBDb6j5wk1rOetlYHonb+jpVha2b42JDVsRPwwMc+TawtilE3qNfLON1BUvEEoZAHbG5+8uS/UsgmKWbmed9v/82S6FxdrOFXn+Sf//rzBFraWHfdTtasXIXdZmCqLmwKGHoJh68ZFRNVGHzvu99e7HAuW7OV9hYFzPNt/gg2fx8HXnqGjpUbafWWmEwYdMdO7wpYMsIc2/sztt/+PhRt8k3LWGw0MzZ4AL1SItDSzkOPfAyn20mj3sCoa6gOH6ViBbezQbVu45U9PyMxPUKtUuKhL3/7mkzWL+vK5bXkdsfQSnl+8McfpZCaZcPOO9DKSar506PeQkDDALtNLEaZKskJNq3pRnF42Ll5Pd/42l8xPZNnWbsbRTTOOr/TH0PMHkMIQc10YnMqVI0GtXKdfHIQ4W0FITBKeTy9PedsjYLiIFFQKWYSPPipXyfc3EqjrqOlZ84oowlCQc9NoSgqwtCp5aZw2930rNvGiQMv8NTX/g/u/Y2vXL4beYk9+Xe/x+jB51i2YiP+gIPC7PDi74QQ1BsCp12xQhAKaJkputvaUNpb2bF5I//8L4Khg3tZc/2O81bKUmIahEI5l8a3fhflE6/SaFtBfGwE0zRp1Go4XB4q+TTnm94kbEFGjw0SCEf56Kc+TcMUmHUdPTvJqQCEEAJR0zDrVRRFxdAKGFqBnt5ltC7rY2jPjwhFOtj9kd+9fDdSkiRJkiTpKsjNT3B8z48ItLTxvvsfACGo5uYxtAJntq0apQSgEIiu5P5f/jXqdTg+NMiRPc+z7cYbUSmdc25/Sw/V6iwCgbB5UYSJYrPjCy3HEA5y6Sx6pYTX3kDUzr/UWahejh44gNPrZ8ed9+NyOGgON1GcOz34VM/P47W5qOVzANx1xy2onib+8fvf4MXv/0dW7rznnG0UlzKtlOfg03+Pw+3jwUc+icPtpK5X0bNW7rtT8xysATWw+Vq4730fQqvVGZ+a5sieJwnuuB2f7c12+qsTbutGKxfBZ23NaHN48IZ7MBoNJo8eI9azHp/fTUU7/ynKZgvH9/2U3o27aI1F6YxFqRXm0HNnz8KwA40aOID3vucuytXbeOxb/y+v/PBvr7kghKwrV9aSKMXwa0+Smhpi8033ct3WLYiGFYAo6gZDMyWGplLM5SvMZItMpHUSZQWzXkHPxdGS4+B0cvv9HyUTn2RsPGtFLRbYnF60chHd5qdjxWbGh/ox9BI1rU5Dr4AQJGam8TVHUf1RVNu5cZmRsQwTA/vYett9eGwG5fgJ9MwEoqFR0O3MFEzmCnVm81VGE1Wm0jW02sKWoI0qN2zbTs+GGzj24uP0P/foFbmn71R89AjHXnycNdtu58Zb7qRRtpa6VGqQKCkcn0oymSkyGs8xk2uQLNvQaga1wjx6fo5KtchNt9xJpKOHIy8/j2lvPuv8vsgKFE8Ip9dDKZMkmSjiCzWj5a0pYfZAhOz8OKZhYnM4eGMAwrSF6N9vbcV6x30fpjh/gmpiGD07Sa0hmCvCTMFkJldmNF1gNFkjUVEwF3ZcMcp5dt/6Hlo6+nj98a+RGDly+W+qJEmSJEnSFZKPT/K9L36QQmKGtZt2UJ47Tnl+CEMroNdNcpqCXjPQawb1hfG7SuIkfqVEa1DltltuBmDgSD+mGjzn/MLmwlQdKIpCrmRgczgolRrER0+SGjuG3rC2bkcv4m3uOvd4xcPYRAq9XOLBX/5VNqzupa8rhp4et34vTBAmjYagrJ0e9W+UU9Rz0/Su2UQhOcP3vng/WulNlmQvMaZp8oM/+Rgzx14ntmwFUKM8f4JadgohBAVNUNYMSlWDWv1UmzWNvZ7Gr+TZtWsH67bdxuDen5Krhc77HrmZEWo1jWx8krrZRDWfo5AqMD/cT2J0kHIhixCCaiF33uM1tZWRgX10rtrMXXe/h3V9XQS9ToRpBSCEEDQagkpNWfy7AdBz03jcsGzFZmaOvc7jf/6ZS3nrLitZV668JRGEKKamwYSdO7ZCfhqAvGYjX2mg1qawGSn0wgTV/Ay1wij5+FHimoOyblVOLTlOh7/BfQ/8Mum5cer203PfbN4IuWQCt8tOU0szpUwcm6pS06zQnxCCzOw43SvW0RB2UrPTeKMrsCJe1rSXzPw4H/j4Z9m8bjVm1Xpwet0kXoa5+AiV9BDlzCiV3ARmZZJKbpiZdJmqYXWejdI0d9/9XhDWHr/XgpG9zwCwZu0aHPo8hlakpAtSlQbZ1DB2I42ozGJU56nmTpJLDDART5AzPAA0Sins+jx33HID4bYeEvHT04o8wRjzw8fQDQcBpYzL66eu6yAUFLe1hYnWUHC6fUSiYbI5HRwteMPLFs8RT5Vwenx86COfJOQ8/QmYr9mJF2sUUsNU0kNUc1OYpVnM8hj5uQEGJ4vopp2GVsRv07j5jrsBOLn/2ct+TyVJkiRJkq6UE689RU0rcd9Dv8rmzZuwBnQUMmVBpmSSiM8wPj3G+MwYU3NpcjX36Y6vVkBR4OH/7bfwN7dZGfuV0wN17lA7xfgs5Tr0bb6J6eMHMPUyhrCOF0IwNzZEe99GCHSgODxnF05xMDQ0QTET576HP0U9P0UtP0ejnEIIQbJqYzypM5EscHL0ODPxDBOpGpW6le1fNDS2bt3OjtvfT2ryOAPP/+BK3NJ37OTrT5OaPM6OOz/IL73vA9SL1myGZEkQLynMJxNMzU8xPTfCTDLJXEGhYp66dwpaZo6du25k8+57GD7wEhotZ53f07IKxRelJdaFXi5REza8wTDmwgCt4m+jlI2jqgqmCarDfdbxNbWV/pefp6Wjlxt33URl7gSNUpJGOUWtbjKZMxlPlphMJJlJzDMezzFfUihq1nM39Qq3vece1m2/g7EDzzJ55KXLe0MvEVlXrrwlEYQQKKBAeSEwUKlBMpulmhs9/wGKQnF+gOn4HEXjdOXxmnmcbi/JVAG7vw1Nc5AeHwZXC6IUp5DN42+OYhQSaJWi9c4KON1eytUKdqoIW5DE8HF0zYlJkPlkHqfTTchlUsvPAdBQvUxnixQSx1CNyjnFU1UVU5thOpFEX/gDLZYrC9e6JFJwvK2W5WsB0Gqno56JnI6eHUZ9k4Q4aiNHfKqf+crpimdoRZavWkti+iSqvxeTAMmpaRzBNtyKjvBG0aslHE4XgXAr2KyKZ7fZqFXLCGGiqHZKyTkSY2NUNRs2fye5xCztPWsw8pMYuhXgmC2qzE0fRcuNotI4TwFVXGKWmbQ1TUo0NEzTeh4tXWsvzY2TJEmSJElaAuoLuyx0LGujmjwJQKJko1BIUcoNo5gFVKWOSh2jkSQ5c5B4oUChYbXF9Owkjuo8d95+C3qlhK40AVanSq8aVOrgd9txOe3olRIYBrWqzql0c8XMPE0tYWp1g/kTA9j93agON6rDQ10JUczE+cBHfoVmZxlhWKO3esPOVFojO9dPozxOrTyHzQHU56kVR5jPpMmUrXZmLT3C5i3XgQC98laJ/JaO5MQgCGhvb6OUGEYYOrmqoFjMUkwdQ2lksIkqNsWgoWcopQeZnj1BtuGlbkBDK1DPjLKxO0RH33pSiSRCmDh9YfzRNSRODqDVTexVK2dAo2Fid7lwBqMANAxrpnY45KVSExRSRXyR1Ti91ozldDpH67KV3HP33Tgbp5d7VISfsbk59OwQjfI0hp6GegZqcxQSA6RLOtWaDUMrIAoTrFq9CoCpY69f4Tv885F15cq76kEI0zQZ3f8sgXAUn9cHQF3YMCtTb3usahSYmzpGaSH6pqgq7733/cwcP0AuZy23qDnCKJUEiqIyc/Iwnb1rUFQVoSgLy3tUOldvZnJwH2gF6sIOTi91vYJmqMyeOMzu+x7ErFqJQ3JVk4npSczy7NuWz6jMU1iIQjlUlUBLjNH9z7FEcoG+peMvPI7T7aU9EgEgrwmov/lOF6eook5ufpB4+fS+tCs7mvA1RZiamKSSS6N6m2kYAlMv0TBNnG4fojSHw+5YjByqehan20vDtCEqCQy39eFp6Bpzs1mcbj/bdmxffI+qPUwxO4ZNMd+2jLVymqJuPQO724HT42d0/zMXfnMkSZIkSZKWuFNb2hfy1v9lzaTW0Khrb548TyvMMT8/ykz59ICSvVGgZdkKZicmwBEjNTlJKZ1EcXgxSkkSczM0d/Qi9BxapYhAoAiBPxwjMTuDq55HDXaQmxmhkCpSSBWYm0sQaGnHbVY4teS2ogSZiE+jF8ffNJG7UZkjV8pRXphxfurarpXE76FoFyhQr1mDZUII8uUGhhZ/02OUeonU1H4yVRv105sp0NWzgrnRo9Sd3WRm48wPD0CgE49ZAn8MVHA6THz+wOJMCJttoX3u8CJMgaI6iZ88SmYuQUXzkZwapmf1evTsFKeey2xZZWriMKpx/s6roqjUi+PM5coIIVCA+sKy9FD03KUFS5GsK1feVQ9CIASpqSF61lxHZX4IgFKtbmU6vACK0EhXatQaVuUKeaCtbwN1owH+NlxuB8LQwRcDAXbqoIDD5gS7EwCvy6qQqieErTpPuWZHsdmpNQTLVmykM3j6NukNgam/fWccQFVMcgVrt45GfpKeNRtJTh4/K2fFUiSEQK8UiHb2US9Yy0cM1YlRO3ff4vOxKQblwhzluvUMHarJ5q3bmD1xCMXmJJevQDmOYnOSmZ+lpWMFiqKgmlU0fSFDjlEj0rWKQj6HYjZw2BqU8COEYGLwNTbtuBGlaJWtLhzMjg+ed1bKectn5iktVMiAy06ks4diauaaCA5JkiRJkiS9HdM0GTnwLB0rN+HzWrOGbXY31czw2xwJSj1HozRDdWEZgKLauPWmHRQzcUrVOgiBZg9COYkCpGdGiHZ0L7bdVRRQVdp71pCeGQGzht3hRnEt5DDwxYiPHuW+9z+EqFvtZK1hJzE3ilLLvm35GqUJtJrVZvO5HQRa2hjZ98xi3q+lbPCFf8LXHKU1Ys080OuCaunClmrn08Nk687F71fEPPRs2MnkyYW+hTeCgoEwdAwU/OEYZjGF3abQEAsd5dI8/nCMugFmcYaao8lq/wpBrqwRCLexft3p2cHZqpNC4gSqOP9OHGeqlaYo1hwIoDUSwunxM7L3Jxd+c64SWVeujqsehFBUlb4tdzIx3L/YCTQb6kVFaaq5KQr105eiqFDOF6hWdShZ++KWKxVCbd2Y1Ryg4A0GFh+wWUnTHFtOtmhtz+m36aRzOuViEdM0MRcSZRZqTkqFCwtAgNWZ97isDwvV5mRuYoyWrjUXHGC5WhRFIRhZxvTIADXduvZGw7ioTrqhpUmdscOJy66CgHLNQdANKAqqy09mfpwmtxUtNSo5yvks5sIaqeaAk8TYMVRvC2Yli9/np7KQ7MVtO1154nkds/72FfEUIQSqspDzwzBIzY4TaO1cMpFBSZIkSZKkd0IBtGKe1lgHtewEADPZ8gUvCq5VMmSy+cVBPrfNoKW9l7phojtb8diFNcgXaLcG+YwyiqJgdzjB5gLASR0FBcUXo54ZQxcOhCNIwzDoXL0Zh5Gz3qsBiWyOevUC29iKwqkWZi07Se+660hOHmept+JOtaObW2M0MtYzyWsKNvPCBtEUUyeTGKZYOz3yvmpFN9nZMWyesLUEvJxAUZ3Mjh6npX05KAo20UBbWPKuKAqh1g7S89PYHG7ctgZ1VwRUJzMnDrFl524amXEAKoabZGIQG+dfhv1GNuoY4lRZG0S7etErhSU/yCfrytVx9YMQisLW+36FQnqeQyetgIFC7aJmCzhdDkxxevq/2+WhlJ3HYyx0TIWgmE3R2t69+BqXQ0U/Y05TU2s7iljY0tHQafarNHQN1NOPKZ0v42268A2fvU3tqAvTnk7OFUnNjrLtvk9dE53dXQ/+JgD7j44D1jILU/W8xRHnMowais0KwrgUBVTw+h1gWNVBcfjABGFYH26n7oq68JVRLYAC5qnflOcJuqyvTx0jhKBQyGFzXnjZVLsXt8Oq9PsOHESvlNhw+4cu6tokSZIkSZKWKkVV6Vp/A0MHX0Zv/HydwFJhkoputbsURUFRFDLxGVxOO2bFyhdQqVTpXH09pm5N9fYHm8DTBIBZzdLWt4FS1eoAO2spdBwUclmMRsPqmAG5qop5gbNZT5VFLKT+srkCjA8dYeW291wTg3ytXWuYPtGPtjBbWJgmQnG+zZGn2YwKVf103jNFsfLqZUpVnDVr6YDqDVFKx/EKa6tHo5xGK58OBgTtDTIzoyjuIEYlg8dmkF9YPm4/Y8ZDKl9GMd9+BsQppmlSX8g5YTQMklPjBCPLlny/R9aVq+OqByEAlm28iUC4jXrD+sNt8Tpxt6y+4OO9zcvRdW2xcm3ZspliJoHisnJMpMtQ08s41NNBB7MYp5jNcGoXDK8LkpMnKCwkurS5/SQmh9i2fQdgdXZL1Qr5xNvnggDwhGLUNPB7rc5xOpXE5fGz4Y6HL/i6rqamtuV0rN6Gpll/6K0+G+5gFzan94KOd/qa0avFxcir3yNo712PZlgfcoovRv+rP2HF9TeiLAQEUBSaW6Lgb1v8vnfjLo7tewnhs3JC1FUPHX0bafVZf7oaThpaHk9TNxfCH11NQwngtdURwqSQztC5ehvdG2++oOMlSZIkSZKuBbse/E30SpHjk1YnKOJzXNQIqN1hR9hdi9/7QwvbrZet/AU2dzOlbApvILD4GofQqRunZ6v6m8OU8+nFwUV3PU1dr+L2+hdfYxgmzsCFD/LZ3WFYyAF2aGiSQmqO6+/95JLv7ALsfuQLOL1+Xj98DCEEIQ+YZ+ykcCEqug4Ls4adqtWubm5qsjq/Nhc1U8Xp9S0O+gnAbneiqlawQxg6CDDMU4N+WYIeJyjQqC8sixaCciaB03f27htvxdW0HIfNap+//No+9GpxcVBzqZN15cpbEkEIBdCrJfx+q4PrcQHChoEXX7gb3mJCjCcUIzkxQj5bWHxoXrebQEsbisOLzdNEYnIIp9vD9NgIwjSt1ykqLo8fYXOi+FoRqhOXL8Ds8GFUlw8cXvytbYQCC51uIfC5nFTzOfyxtw6Q+Fr7yMYz2FxBgnarMnv9AfRqacnngzjFWrKgoJyaVqUo+L0eisUa/uhq3uqZ2JweanUVDEFFP/26SNsy9GrF2k4mmSDQHGX6xBHwtMLC2iS7qFIulVFcPhR/xNrRwuunmLW2Rq1WKrTEOhbP6VAdmHVBanIUTyj2ltcUiK1l7uQg7ct6cNitRDqKEKAoS36qmCRJkiRJ0sWI9m4g0NphtXUAv9dFKLYR9Y1bAL4Jb3M3s3OpxTbS9RvWkJkZxea2OlhziQQ2hxP7GTuSmZUMhczpY1ymRjE9T1Zf6Gg7vGRmR9ly3XrAam8ahkkxfmGDfP7IKoSjiUiTNdBY0zSCkU66Nt50QcdfbU5fkMjydRiGgaIouJ0q3uaVOH3hCzw+TCmXI69ZwYeQ22TVlluo6gszFrxhxo/uo3vdFpSF7TcVRcEfakIs7IChqCo9m3Zy/MCLKD6r7WzYXHSu3EQk4ACgbvOh2MDmvrAghD+ymkbdTpPLmqlc0yp0rt1BU9vyC7sxV5msK1fekghCoCh0rd3J6LEj1BYWE3UGBaorRHxsBNUZwR9d9YYp9wJ/bDXZeIaGXsET8KGo1uUYio1iZh6MGsPHBuhYux1vMEopk2AmmSet26g5m5k6sZ/p6XkG973E4L4XcPlC9G25k9l4BmHUKKXmqVatSq2oKnanFUGcP3EUf2zVGy5C4PQ142rqJT4yhN0XIhJyAwIl0MH87BSda7YviekvF0JRFMLda0jHJ8gvBEVDToNI12rmh49iEsQfXYPT13zWcb5wNyZeSsl5DJsTv9t6Jqo7SCmfx+v3U1WDmKZJpGcDTn+Q0YG9TCVyaLZmkrkK8YnjjBwfYnDvi4wdeZl1Nz9AcuYkpieKx+ulUi6h+q1dO8xaGaEKGnqFcr6Kp6n9nGvxhbtRnK3MnegnEFuJq2Fl9224YxSLGZkPQpIkSZKkdx0hBHq5gMNldUZVdOq1BuVC7W0H1LyhdlKTo9hsYrGN5HQ6QAGhKijeFtLTI1SKGUaP9y8MJglr8MgXRHUHwN9GFRe1apn5saMorhCq04PL7cfrPj3IlyvkqRQy+GNr3rJM/uga5k8O4nZ5cAoNEHgCIbRifkmscb9QQgjUhT6Loij47YJS0cAXXfOWnV7V4aFet6MC9jMGA10uF4bRQAjB/PQEiqpw8sBLCE8YsAb51EqaSkVHdfowfW0Uc2kQkEpZW3zquk5LrHPxnFWtQa1WJzk6iDvY9pZlcresZP7kcZqbwyiKCgiMhrl4rdcCWVeuvIub/3MZ7Xrot/jBn3yMJ574V957930EvSqxljBzRoNCcpZCcg4FsLm8eIIhisk5SvmjAHiaosSaPJyqaPVaDQyo1BX6tt7FvZ//CwDiI/3kklN4/CGmj75KS99WZo+9yobbH6Zz3U66N+1GURR+9Gf/hnrdWkflcrthYT9VK8mkCpjMnxikubMXl9ePQFCv6WQmhoEEqjNAe6wNn6NBItfgtaf+B8V0nIf+4NvXVGf35kd+h9lje/mXHz7Gzfd8iO6wg6jfhdGzkdT4AJV8ZvG1gUgb1UKB0tjI4s+ikRgO+8ISGLsLt8+LrmtMDOzl1//bXjzBZrRSnsn+l2mKdTE58Aq6VqSYnEUr5dlw+4MEWzuIrdjMhtsf4ntffICejTtxOh2YpQSg4HQoNEe6yE4fp5JPU8mniaxYi021Y5om1UKW+EKZApFuepZFcVJjZGKegYGfoVfL3PjQb13J2ypJkiRJknTZWWvddzFy7BDd0VvwOaGjSaFS7WT+xFF8oRb8kXYMPY9WmANAtXvwNHWTnh6joVfoXBGBhdR2hqlYubwaDUaGB7nunk/g9gU5+OS3OXb8BC6fn1jPeqYGX7ea5Ir1r3frnaiKQjw+TiwWRddKVHUdNwJFVQmEgmTyMH9igPbVmyjGj591Hb5wN5VilfnhAVp7NhFyGiiqi4armZGj/0Dnup3X1CBf57qd7H387yhu3kDALQj7DIz2HqZP7MPu8tLcuRJF1KhkJheOEnjDy6kWKhRTM3jC3fjcJqCieMMU86O4PF4KpTqKrcJ1d3+Skf3PcmzvTwHoXLOVQmqWYnrgdEEE7Hjgsxzf8yMqvi48bjflUhE1sAqzGMel1FAUa7ZFLpGmpXM55fTEWdfii6yimJinMHqMcOc6gg4NVXVSwUs2PkHvtvdcM/0eWVeuPEUsoRBVNZ/h65/ZyU2/9DA9TQogKOmQLjdIjw+gqLZzjnF6fARiK+husr5Xgx2MDQ5wpP8wKAp3f/bP6d60+6LKMfzqk+x57CuU03FuuPkulvd2YlasJJfTBUiMHUURxnmPbepYSVtrCx61iupt4vjQOPteepqP/od/IrZi80WVYynQijl+8CcfIxLtYOv6DkSjDghmCirxkwcXZ5+8UXP3OiJ+Bz6nNQsiHU/w4quv4vU309K9jns/95WLKocQgif+/DPUKznKhQw37tpF0G0ACnXhZCKZpTg7ct5jVYeD1q61RAMOHEoD/O0cPnSYybETPPTl71wzU8UkSZIkSbo2PGHlCOQDF758+7IoJKZ49I8/Sik9x/sfeISgB6p1helkkVJi9KzXWi3v0zyhDto62mhyWVPIdWeYf/zm11m57Wa8rT3c9Wt/BEA+PoleLuD0Bjj6s3/E5QuhVwoEWzsJRToX2+GP/6dPYxM1Tu5/iY9+5vNQthLSlwwnJwcOIhba1t5QC97WGJiCWqlAIWltYemN9NEeaSborJPIN3jx+acRwMN/8F2ifRsv1y285LRSnsf++KOkp4bYefv7WNnuo24ozGRrZKePnfXaNz4TodjpW7uVJpc1TVkNxDh46CiVapWxQ6/w2f++D3fA2nZzauBlIj0bGH79KWqVInq1CEIQ6dlAdPlamtqWUy3m+Pr/vp0V227GJhR2bOxeTP4+V1SZHzm0+N6BSCfeUDN1XUcrZKjkrfwJwY51tDc58HkcDI8lOXzgZYSAT/zZEwSjXZfzVl5Ssq5cfmd+Li6pIATAk3/7e4zs/wk33Ho3ba1hHGYBUEhrNjS9jl4uodUq6OUKgXAnsVgLAbW0eHzd1cKLP3ueWt1k2y/9Kht/zkSQz3/jjzj0k+/S1rOW9957H0beeqh1Q6GMh5HhYyhaEUUYuJsiOHxNNDc1EXboqA4XDXuQ5PQkh48O4gqE+cgf/c9LcXuuipcf+0sOPfVtrtt+Cx1trfhcAtGoUTUclOsKxXyWarVAvabh8oQJhppoDxgLU7KsD8ihwWEO73+Jvm13ceen/j0uX/Ciy5GLT/Ljv/gs6akhtu2+h7V9UcTC9ql14WA+r5NLzdIopVEEOENRguE2PB43LS4duzeM1oDp8VH2v76H6+/5JDd95Hcv6b2SJEmSJElaKkEIAK2Q5Wuf3sGN9zzEiqgb06ih1wUl08PU8QMI0TjnGE8oRlOkgza/1dlR/G0MDBzn5PFDqKrKB77wNWIrNl1UOSb79/D0f/k/0ctFduy8id6VfZhVa5AvXnYyM/T6eQe3hBBEejbTEfZhExVUTzODQ+Mc2PMUv/qXz16Tg0mmafK9L95PU7iVGzb2IAxr+Xeh7mNm/Dha+dyt54Vip3P1VpodGk47qK4As1Oz7Dt0CNXhon3l9Rc9yAfw4z//DHolR7WQZcuGVURbg4BCuQbz+QaFmcHzHmd3uPDHVrI84kYVddRAO6/vPcDc1Agf/9Mf4w40XXRZrjZZVy6vMz8Xl8xyjFPu+NQfAvDiUz/E5fbx8Mc+gVlJE20OYlSziGAAhYXMogqAFYCw+SNUtTrTo6NkZqb49f++H5v957+8O37tj7jxwd/iu1/+ALPDx2nt7sGpCqhkaKLCppXLqRoKXq8P9BJ2m8Dh89Go6DScTbz84h6mhg7S0rWaD/7ef3lnN+Uqu+mRL6CVcrz+9PcAeOCTn8aLjtfvxVPN0+LyoOAFTAQqiiIAFcXuBHeYxMwM0zOT3PKx/4vNd/3yz12Oplg3n/izf2bg2UcZevEfiTZ5aGrrQqnEcSh1uppUWn1dmGofILCbNdweN4rdganp5Eo1Xnj+GXKJSTrXbGfb+//NJbk/kiRJkiRJS5U72Mz1d3+cAy89jrH9JjraYngdOi401LXXU6sZ1Os61VKBaq2GP9BMe6wJD9XFc+jVKvH5GTyBMDd86PMX3akC6N60mxXb3svgiz9kdGqWnjXrFkeUw+463g27SGWzFDIJfE0hhClQHD4izU0EHSUUtUGt4WduZJiJ8QnW3fzAVe9U/bxUVeX6ez7BM//1y/hcLtojTbS0hAhSwrliBZqwUyqWKWXiGIaBK9BKOOQn7NFOn8ThpVAzEUKhfeX1i32oi3XPb/w5P/rKZ0jPjpLrXUnU5gKjhs8JvVEPCd9Wypk0Va2MzeHEpqh4A600N3nwKWVUTwBNazBz/BgTQwe57u5PXpMBCJB15UpacjMhTsnOjvH9L32QtTvvwuuwEU/MccvuG2jk51D8UUQ5ufha1d9KfHyEV/YeIBRbzm2f+PLP9cDPp/+5R3nh7/+UrpXrWb9mBUGfHdE4vWeu6m3GrGRRfRH2HzhMS9BHpQEHXnyKD3/pmyzfdPOSWXvzTlULWZ746mexYbJ8xUrGR4bZuXMnrnoWNRBdyNMAIFDsLur2AANHBonHZ1ix/b3svoSzDp7/xh9x7IUfsmnbTazdtB5zYX0WgGJ3otjdmFoB4Yty+MggLV4bs5kiidkJPvDb/5nois3XzDo1SZIkSZKuLUtpJgSAXi6w59Gvcvgn38Xl9fPgIx8HPY3qjWJWkgghFjs5Z7aPVF+USrXK3NQ0/UeP8Gt/9fw7GuQDa7T5u1+6n00bNxFta8fv92BWrDxjQgiKNRW3YlhJ4W0GtkAHZimO6Wzl6af+F5m5MZat28EHfvfruP2hd1SWq23Po1/l0FN/T61a4v2PfIqgrYLijSAqVj/n9HMRizOMsTkxHEHiU5P0Dw5yw0NfYM2N972jcggh6H/2UYb3PM7qrhaaY904jPxZv6/WFZwOJ6ZRw+l0YPeGaVSzZMvw3JOPo1dK9G29kw/+/n99R2W52mRduXyW9HKMMyVG+/npd/4UTJPk1BAbt92MH42Zos769WvxuT1MjIxQN02mp6dpW72d2z/1h5e8c2kaBk997feplxLEmkM47TY6+1ZQLlY4OTbOiq42UpkCe/c8u3CEwm2f/BIb73jkkpZjKSgkpnjuW39CITVDrZQjuqyX7iYH00Voa+ugu7uN6dFRqrU6uVKFTHKeh/7d9/Fchohobn6CH/zxR1mzcSsum6ApFKK5rY3EXIJMvkh3W5jjo1NMjx6nmJwjEGnj/t/5+jW1blCSJEmSpGvPUgtCnFLNZ/jGF+6ka9V1RFpbiacS3LhjO+hZFFdosfOr2Jwo7ibiE8O8tv8ILcvXsfvh3ybSu+GSlKP/ucd49Z/+hkBTC9uv20zAq8BCLgIA1RvBrCSxB9t4bd9hmvxeSprO8JHXefCL3ya28t0zmGQaBv/wHz6OXsywdt1mxqcm2LljG24jjy3QhlGct15oc6LYnNRwcfzESeZmplix7S5ueuQLl6wsz3/z/+bQU99h86672Lh5A5TmT//S5kR1+TErGXR7MwcP9xMLh4hn8yRnxvnAv/3bSzYIvBTIunLpXTNBCLCiPEIIUuOD/Pirv0ExNUvv1jtJTg7iDzTTMEz6tt1J9/pddF1kAsqLtf+J/4+T+35CIT1LpK2bxOwYzdFu8skpqpUSd3ziy2y4/SGAN03Y+G5w6k+mViny+Fc+w/SxvXSt24FeymMYNWo1nZVb7yQU7WLj7Q/juoyRt3x8kgP/+g1S48fIpqZp7eghNTuOx9dEpZxFVWzc/ztfI9qzHgGLWyJJkiRJkiRdLks1CAGQGB3gp9/5fwAopGZYvXErAbPEVL7OmtWrCQa9jAyPYBomM3MztK3Ywu2/+u8veUdGmCZPfu33KSWn6OyI4LWptPesopBNMz4zT297hHg6x6G9L1o7CKhw2ye+/HPne1vKtFKep772+9SqRbRyAY/Xx8qol8mCSTgcZmVfD7MTU2RzOXRDkErO8/C/+95lGeTTijm++8UPsGL1JjxOheZwhOaWFmanpyiUKnREQpyYjDM7foJiapZApIP7v/B378pBPllXLq1rKghxJtM0rR1MVBXTNJkefIWuDTdd8eiOXsoTH+sn2LqMpvYe5k/20xzrwnWNrn96J4QQKMLa61YIQWJ0gKbo1bkX8ZNH0KsFIj0bcftDTPXvsbLMLpHonyRJkiRJvxiWchACTg8opcYH+dFXPkshNcv1936CYy/+kJa2HuqNBn3b7qRr/Q0Xvcvcxep/7jGOv/Q4+cQUkWW9pKbHCLQuo5Seplwqcscnv8z62x5c7AO8mwkhqFWK/GhhkG/Zuh3olSKiUaOmV+nb9h5CrZ1suOPhyzq9XivmePkHf0VqaohCcppIZy9TJ44QiixDL+dAUbn/d79GZPm6d/0gn6wrl841G4SQJEmSJEmSpKVuqQchzvTGQb7U+FEivRuvyiDf/Fg/oYVBvvhI/1Ub2LraltogX10r0rJ8A25/iOmBl+naeNMv5CCfrCvvjAxCSJIkSZIkSdJlci0FISRJkq6EMz8Xl948DUmSJEmSJEmSJEmS3pVkEEKSJEmSJEmSJEmSpCtCBiEkSZIkSZIkSZIkSboiZBBCkiRJkiRJkiRJkqQrQgYhJEmSJEmSJEmSJEm6ImQQQpIkSZIkSZIkSZKkK0IGISRJkiRJkiRJkiRJuiJkEEKSJEmSJEmSJEmSpCtCBiEkSZIkSZIkSZIkSboi7IqiXO0ySJIkSZIkSdK7xo+T4moXQZIkacmSMyEkSZIkSZIkSZIkSboiZBBCkiRJkiRJkiRJkqQrQgYhJEmSJEmSJEmSJEm6ImQQQpIkSZIkSZIkSZKkK0IGISRJkiRJkiRJkiRJuiJkEEKSJEmSJEmSJEmSpCtCBiEkSZIkSZIkSZIkSboiZBBCkiRJkiRJki4hh2L9XzSubjkkSZKWglOfhac+G2UQQpIkSZIkSZIuIb/N+n+oDCUZiJAk6RdY0bA+C+H0Z6MCiKtWIkmSJEmSJEl6l5nXBa8XrnYpJEmSlpYbQhB1yCCEJEmSJEmSJF1SQgjiNRiuWKOADdnaliTpF5RDsWZArPZC1Gn97P8Hsu3x/RhMzRoAAAAASUVORK5CYII=", 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", 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" ]
1
math
grade-8
parts-of-a-circle
false
true
What is \line{VW}?
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"
[ "center", "diameter", "radius" ]
null
1
math
grade-1
name-the-three-dimensional-shape
false
true
What shape is this?
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"
[ "cube", "cone", "rectangular prism" ]
null
2
engineer
grade-8
identify-laboratory-tools
true
false
Select the funnel.
null
null
[ 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", 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" ]
0
math
kindergarten
flat-and-solid-shapes
true
false
Which shape is solid?
null
null
[ "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", "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" ]
1
math
pre-k
different
true
false
Which is different?
null
null
[ 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]
0
science
grade-8
compare-amplitudes-wavelengths-and-frequencies-of-waves
true
false
Select the graph of the wave with the greater amplitude. The graphs below describe two waves. The waves are traveling at the same speed.
null
null
[ 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", 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" ]
0
math
pre-k
cylinders
true
false
Which shape is a cylinder?
null
null
[ 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", 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", 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" ]
2
math
pre-k
cylinders
true
false
Which shape is a cylinder?
null
null
[ 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", "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" ]
0
math
grade-3
match-clocks-and-times
false
true
What time does the clock show?
"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"
[ "three forty-eight", "eight twenty-eight", "four forty" ]
null
0
math
kindergarten
count-sides-and-corners
true
false
Which shape has 4 corners?
null
null
[ "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", "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", "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" ]
0
math
grade-8
model-and-solve-equations-using-algebra-tiles
true
false
Which set of algebra tiles represents the equation 5x+9=24?
null
null
[ 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