Periodic Table
Atoms
Physical/Chemical
Force and Motion
Miscellanous
100

What is the group number of the family that contains ONLY elements with full outer shells?

18

100

Calculate the protons, electrons, and neutrons for Boron (B).

Protons=5

Electrons=5

Neutrons=6

100
Which of the following is a Physical property of a substance?

A.Flammability

B. Malleability 

C. Combustibility 


B. Malleability

100

Ashley rolled the basketball across the court, but it slowed down before making it to the other end. What science term describes why the ball slowed down?

Friction

100

An ice cube melts. Is this a physical or chemical change?

Physical

200

How many valence electrons do group 17 elements have?

7

200

How many elements in CO2?

2

200

Give an example of a chemical change. 

Read responses out loud as I call on your group.

200

Which point on the rollercoaster has the most potential energy? Most Kinetic energy?<img data-fr-image-pasted="true" 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ESuxPmjdFtsH81KxK5GNuvAd6rkw3S2Q4EeiBSQKJ8omNQ2ZtNT4kdIpAyHMmNK3HjI1wI6ZZlLToWrVxYxOjEqq2cGduIuNEuLHV08uD5SL0QnzzA3O4Mb8xfw1qVVPP/iS3jptdexsLQq6u3SDeH6Idwwgt/ch9HxCE7QMI4zrvQxhpmghyP7EfuU7Hbj+2Luwv4mEsuyRNrpwHUL3Eg7uPjyJTzx/GsiRSSAHW1Uce+JY/jIiWPYt6uJkfoIRuo1jI+NwXNzrLRXtffLYpoe45nYK9HO1w85Jih5pHq+ULW5S9kpgSLBda5uPpsI0Ne3jqW/YPP1D4fXQwoMKfC+pgBN6yiR3K5K24LI3ZOjYsrlex4cOpnaFee62lI7wnCJDAju0s5rm4edZzVOhgGTtI2cn5XNXzZLhtye4PaT9x/Hkf3T+I2f/8S2wSTzosd6a3UZ9SbrpzjB2kpulifvbwkkqedfXpgb+P1KK8YzP3gdX/j4Sdx1YJe8Y8HkehB59cYCvvvjN9eASJsoJxWGBhoCSUuRO3CmDlOFTka+YoGHggrp92Uuam2Pk7fPED4uopBqRMEV3UJYANm9MfzxHlPAtqUthgWKbPKeSNKVFWsh4IhP5FpQD8GSSUM+VcQ0PjUJxynQaidia12JArFxnVlewVtXr+H05Rg/feMKXnrlVVy6fBVpCdQbowjre1EfqaCkVNEN4BBIBiF8L0DpV9DKA5SlMtHS82Xlnpn92MmgsrJA4jjI8lzAJIElHW3KGp23AK9IUclSBGkHZRLDyWOslim+/fJ5fPP5l9GsBji0bw9OHDmA/ft34ejhXdi3ewqVqIKCzjsZLTSJh8kUM+RpAZf2mJRAStXp+OML3GZ4KwrdxdO8T85uyWUpPjwPKTCkwAeDAgoityeNXA8iL12dxbW5RVFtb0UNyaPevCUgKelZqaNRb3PxS6y01UHwR6Hdo0+9gN/4hU/cOpgsC6wsLaJWb4pmSJwmRSq5dVzJLYEkPXq4c82ggwVeWG5tAJPPvXRW1KRWEkkQ+e0fncbb1+cHJSOR4lsry10JxcCXhjdvnQJie0jAQBG1/Vy9b+Wu2IYVEsKHTjFB4IpkMi9sYOiex7X92q6S7PXw/O5TwCoaNGeVLrN9taVFDyJ2gAIqKWGTF2kXSZBkls2yWDDOLLRkpHWDU2C5kyOIXHTiHK+8ch5nzp7Ba+dv4LuvXsGF2RyFF4qaprb/FFLaVgYVuLUG8pISPU/sC+mOQ6vDMgOKzEfiVlFyvSohfXwJSM6VL1fnBI2yrKfdrqfbkBnLTZGothgJABn8wEFQdRFQyprHKONVBJUxNLwSkVPg/OwMXj3zPUSRj0P79+KuvZO458Rh3HV4H/bvmRZ+lHTaItGsRL5IH6hFJ3XUkYe/aavJPs/SEYCvtY8kGYeA8t3v78MchxR4JynAgOLbmdd2CiJZduZBELjTQ/Ck7LRTSPDzm6XDRfn5t2/sDEyWEImkSEKZsYAHziIEETqbDMp/SyBJ72oG2NzsGAQmozAQA1Sqs28GIiXdktstZuK9HYTRZlkN798SBSiDcXuSJyNvUXBBi7gCDPHDwcHJN6oECHxO4RJB3HSZzTvNLRVl+PIdpoAd1Josr/RPnVdEpW0dmFTYqM/pdc0A88ISuNuMBX4uMt70fLSQ45WfvI4XX3oNP3r5LN48dx6FX0U4fQK1/RNICgdOGKH0A5RZgU7hoF0EYoPIuJBwfZFMCnyV/dO5OAmQZ7qFl9hmkh+RKbIXUgqZZWKjSztdev8Lu6UnN+WIbkUklhlKxDljl5bwuK+3CwS1CjKHoYJS+BNVNJrTSDstnJvr4PLMOfzgtTexb3oU95w4igfvPYGjBydRDUOsUs1EqSf/EwccGsp7ZjsHYZ9iH0SP8kHH4LuG3w76YHhvSIEhBd63FCD22GxnLlvo2wGRTEP43C14g9t8eVaQq/tn0wNcQu71v7DJ79sBk8R8zHcNwN4aR26t2mZCVD1vdfAdSiaf/eEb+JVPn8Ldh3ZLAWgLuZUksj9Nm88QSPZTZae/CSuoulO7SF7paoI9gdM0dxtJEQX0OvNRr0eIQlc6aJrl4snNCZ3wpL8jDVXcO22PO/edqmKZHmGQShtVGsl2FfmatjWDh3dXj2xH43ZVKAzi21T4pqWL2HHAABWPPv5jvPjyG/jJT89irhXD4d6x0ycRVRro+ONIvTG4tJOk002SCfCkYwylkTY8DxzaAGnfMYgQEdXI4B61mYj02I8YJYBiUOlTDgFlhrLQnqq1U2BbUlQaBAI0GcuSwcpJAy8gEMyRlVILeG4Frt9AGaRwkaMsU6y05/Ha1WW8efVH+MErZ3D/iX345P334sTRCZSFJ1EFuGKiBJK0FHtJWUKRdkqnXol6bahPetfDX0MKDCnws0sBAjOrQR5UC/KAfbvGsYv2456Li1dmcH0b6uz1aWk+W3s+r//GXtvyCZ80vMk+2+rcDyb/2Zc+3VVzf/Wx72712RobTMnb2LNv9dGWEknORdsBEJbhLq60QCNUhgEhuFxa3Vyaub5QNo3194fXt04BbXwVsggYFLE64QMlUrl43Iahh0row6fUSgKLl/BdI8WkWs/2XpP9+utbL9XwiztLAY4YwhoLenQFSWYXJ5nEY6xUqyKuTOJMHEhCz0NeOIgJ0KjCzhw8+8IbeOSxb+Lc1RXcWIlRBA1Ek4eQBxFiShi9CEkRoigjOCVjQvooXII7SvF0W0yRHsriw4DIvorSmN0tCfAstDXuz3yHEkH5n3UggDM4WFTvQEZgagCoPifEI3D1VTrqeAJukyLX9EMFqZ08RtiswWvEQNbB28vzePvbr+DlV9/Cfcd34Rce/iwO79+NwHN0L12+H0WyW1PcieFx288gkHFB/pekKdI0RaPREA/0vuoNfw4pMKTAzzIFbgI86PzHzTnIeegMyMgPhm3dAqS7NQLdybmWTkR3HdgtwgfW5dyla9sqzK2WYUsgSSZKb6OtgoZbx5oH7zksTjdv35iXfXP3To/h0w8c3zQ0UH9t6PXkUfIwPO4MBQQISt/RmZmgUOzjOOWXIonkJEpvbXqqlrlO8p6oIwlIbjK67kwph6ncMQoomCSIXF5pYWS8AUbZuXh5AZ7vCwCiEw1V09VaiCIHXnjpLTz6xLfx4quX0EJV/sqxPXCq4+iEVcQMS89g4JQwcjtDwXoM6g2U9LIWiSeBoz369OiKDqUDUghK33HBmd1XTf8SO0UDKEXKavusyMMlMH5h9nu3n/IsNphGJis2lQSctssSmLoRMoG8GaIgheNFyBwflxZXsPSTS3jtza/h0w/ei1/9xc8j9EIUaSrDgwr3ZrOGTqeN5dUY9VpddtshM65Wq1hdXRWA2V+W4e8hBYYU+NmlAEOPEedsBpwIHC9cviEVnJ4YwaG9U/L7xtwi0nRw/Mj11CBrogPhdoRy/Haz8nj+rWEkYrNfeOgUTt19SGL1Pv3cKxJbcn351l8T893qcRMg6SKqVmXvyUEJWxD5sY8cwT1H9oqB57d++IbEbBvkzT0oDQGrQYggCAc9Ht7bAQVEXWfsZAViSCgY9Ugl2PC55SGBJGNFGQGR2k8yMzsj7yDj4SfvPgWI8Awg4y4x1UYdSeZiJc5QbYygUneQ5g5iN0QZObg618bfPPY9/PXjz+LaUgq/uRttt4ZofC9iv47UrSJxAg3MLXaPDG2RwcnpRqOAlTHGNFM6b5k+I/aXwjK1DxFx8lPHQ7pZl5LkNM31hOMCxy8pzbTPVZnPvBmeSDpuV85poxToWVXTOUoPyIsEnu+iMlqBl69itTWPuavXcP6vn8J3n/sx/t3v/Q5O3r0HSwsdAZFJloKbNpGOcZrK7hEMzs/8HFHT90pqa2vvsKS2tPbe8DykwJAC718K+L4vUSM2A5Is+e2CSdfzb3vPbZaDZRXBXnbzIOMWRH705BH4voenn3sZP3rtPJJ0a1NF5hNVqmtA73YA8JZAkl6VjCfEnW3WH4NA5DMvvoHl1bYUYrPQQBvS8Tw0mqPrbw+vb5MCEitSduvQqY3SFjrJhowXKXtnQwC/Q8cGMwMKPhhOhrdJ+Xf2c8GNAsxEydt1JbZCZLrcULXtRwHCyMHcChkQUBl18Mxz5/EHf/QoXjt7CfWxPajunkAWNDAxvhdzDDruVBAzFE7pK1CTkD60tzWAcT1KEjGlre/6h/yOJpNUf28SP40drwsUbTp6LkEjeAc+Yz6yvgaYyutrgCkBK6WhVjrKsxg/gtJQ/pWei8ytwCmqKAsf9T0jKDtLmEvb+J/+1/8dX/rlz+Pf/OuvSPDdpYVE9pMn8+VuO1R5M3066TQbDaTxzrc8W1vD4dWQAkMKvNcUCIIIjrva23ljkwLdDpgMwlAkkpskfdPbIuwRoY+DWqOJpU1CMtqEbgdEcvHPPETTwwTX8Fqbw8az5b4bn9De3fMlyvmgQJrc2eaBuw92JZEWRDIhonsbGujqzIKovD95310DUTnFtSPjkwPzH97cGQUUEDKMD3cNoW6RBsW5eLuy3bhAcCnSN92F0h/zWp+n987yHn717lPAgkjHD9AhiKyGiOHgylyGoAZcuLGM/+X/+gb+5//wZziz4CLYdQL5yAFgdD9Q341ryzniIhTnG41SYUAhpYzccaZQFQ4BnfrEqNOWdd5SxMhvDDAUtJerOQUZkbWf3Oxs1OfiqNP3Ts59uikdRQD+zkGVunHoIXCUYjLSgLoPSXkYd0jU4QXjbmiRnACdPESrqKCs7UIxsh+V3XdjJqujfuh+/O23X8H/+O//D/zojavYfagJPyhw5eo1BGEgAdq5baQfBlhYXlLV/jaZ67vfE4Y5DikwpMCtUCCMKvC4YN7GYcHkjbkliYdLNff4SGMgrrHJkVVQwsf5didHF9DxY8dBc3Riy2QIIrmzzU4kkZqwg+bIuC7OCV63zK33cEuJJPX6RKfcf5H7MPYf3NmmXquIOrsfRNp3+sHkZx68GwxwHAU+2n0reu5yUanWJH373fB8uxTg7MqJlR2vAGkssynjCLqBONio5ZsGqRaRvpVKytLndvMffv9OUcBosWVwizCwb5RTPtlpx/ApQROVLlAf8XDh2gz+y588hkeeeB7+rpOoNHej1hxDWvriXJMUKbyoBj+owBMcyIVHLmCMC5FSgJmR+m1aMdPf1j8nwi0J5kzAX4NPFQDal83NDc8cFI5ve7J9Wfty31UXTMo9ymPFqlO6PG0bHToElS6KwkFectedEO24jRsrKzh01wNIV+fgtAtcby/j//2v38DZ8/fjcz93DNMTE2Jc326tyraRdL65WQSL/mINfw8pMKTA+58CfhAgrFTEhGU7u9tYMMmaTYw0NJTYFjvb0EZdgeSWMrvNCUUer5IhAaPN0XEQ/DLI+aCDbJQ723zi1DE8/dyr21ZnMy3CxtHxCTB6DtXZAiNN3rYMg/LkvS2BpLzgB5javR8rSwvg3tj24M42T3zvFdlWj+rsQYcFk/a9fhDJ98NKhN37Dmpg4rWzy6DkpKqbPNjydm++tbPVlq+veahOBWtuvasX1i5t+5nqKqJbU4cWZVRsc1LldohcGfGphj0oRf/H1EkldvZ1328/4+Gb7xUFzC4t9HvOM9oG+kgR4zvPXcIff/UvcfrCFew9+VFg/ARuLMVYWSnhRQFQrcEtHbGHFBU0d4HJU7GHlJ1goLsfURJYOIwX2RtJa6oqnY3/dHtd9zF3idFj4zPe30SzTX0IgIp6h9t05WWmZ6WQ6jxm89AolNy5R+Ohhh6lmSUS7qPrBYDjo5Pw+wjB2D5cuD4D7ss9fugeUXXPvn0OX/+zR7A8+1F8+Ze/gJFmHY6nnun03G406kg7sanPelrwenAdzQfv2WlQyVjS9TV4zwo4zHhIgfeQAtVaE0mngzSJtzWCLZicmV9Cu5Mgyy2PW1sJgrFqvbnzfbbJb8VKR0OliT+J72Nieg+uXjq/NjNzRczFnW3+6MDrOcUAACAASURBVNFvgVF0tmMTaROi0/Pkrn2y5aMAScMgFBEQz27OMW4KJKnWHh2fEjB5/fJF2YmGGZOn0xaLf5YlrTGZktKpqiuJU/CPxRDbPSqoPA9TE5PYPT2tez4bNsx3LJPbcDY6vDXvGGcRMaFidvbalMqmsVMmr8b93sAOZopj28HU2EgAtbZyT+ptJkH5LalZiKol5L+kI2Uq9h252nymlS8G/SNSGImNl8MTFWABr9SdTTy3QJFR7ajEUimXiW/FmHoM+Nx1qxiU+uB73NyddSBNtC58jzUZfPQ/oWr9w3fYOvcosbY/8b6Gu9HFhHmPn0nAbrV5pdSQB1lZpR6hU7p4e3YZjzzxI/zl3z6NpdTFyO4HsFyOYnm+A78+Cg8e0oQgkVpnbmvjIityjdNIpxp2CpdB6zleCej4Z+wQTb+x/ae38wFL0KuLtieNFHmbhbb1XdvS67+wT6U3db/r/978VvJoqsLguDDSmzKy6KxDECiYk3t4uxosnRoRjw5IBcLRKWR5gpm4gwB1+PuOI1+K8MT3X8d87OFXf/khHD20D61WGz4XZEkOx8kl0oFHYJo7Ek7JFbtS9n0S1EhfbUW2ebZhNF0zXgnwSU7SP5c9wRltiZJVLgjJIxwJdMxFIoEzNUSMG0czAu5ORac6j173jNfJfiS0lCKLeQLzI7W8wXPgNkt9e6/1c0q2qmnS7pmpr783uBfdXjk+kF93x46tHXc407nF3pHzeoJuvm30ms82u1jLw7YO1M+2tXxERrWZB7YCLAPz5XfiD0AtBucv5ZxdltMHgAb1J9pBU/O6spRvW+tAMMnIDnpITeSnncqoYpZ066Nma8S+3i6LazP/r5kvDZs09pAEhZoyo14wckYJepmPTUxjdXkJy4uDt68mH5hZ0N0CB9JrwE3SnAJDaohFi0mamXIMeH3DrZsCSX5BY9E9B47I5uNL8zOi8nG6xu02zV6P1Mrzukdg+5bY47klRkea2Ld/vwQQtg0uX/SDQdZlTTJMry9Nvmv74rpz/2uaPhuFb9/aIV/RU1RUxPbbXg17dzR12/RaTr5HVs9/GetO2D9c6UiUFCoX15JpYGfXSgVLWoNlZq9km8t2zuqJrXMq06B9G/cGUckkCUp1JbeIY16cYMV+g1Itk3yXpob+MqeZdpGXbBPIi5ZZOCjcXCYppQEHTg8+mHmsWwF9ai7ZYe0I7L7xwf1h213BAyGTpZVpO1ad9LZc2TBCyw8leHaZCshw/VLitrI94Qc4ff46/ttffQd/862XgHAatQPHsIo6WoUjO9LEGRuv0N1kbPuUObi2kD7L+IkMWC7twV+8rX1Ynssty/36zqYO+kHvX1uF3p1b+EW1uowRZmrK0v2ck4fSSPPwjP2mpzzDLdEWoriCg4s8AfIUCEz9KamkBJahjdwqMpmIIkSjPsqwiW+9cg0X57+Ff/KPH8ID9xxC2lkB8gT1wAXSTLzJc+4OlPvC3CWMOXcPkqbsBR7unxTFjKRb/t4Pll92/SF/4EKObVXQRt0FPT7zLAV32uEe4XGaIYpCsevKsgKh5yKPE1QqNSwnMYKogjTL5D7TKTLuCMRClbKHesFg9Q6Qu2bRKGPPDuhemd7JX+Q08scm7ePxlkewNP0l6v623e2dLNwHIW3py5xb+scM5x5rV6wUVWDZpa5QnYtL7nq2k4P8bO2XuoCxOXBh2j1k/uHbOo4p1Fs/PvrHTv/vbhr2h+waQxEMF0+cj6hlYdIq3OC82ztYSAOoeZvOAYA4Fed5JlsQcicae/R4rr3TOxNw2WmLZy2/jn0/jDAyOgWfzjySPf+x1OHLLC9vsSykgW4cIbdMFtzogS/JzjsctKRZWUqEmz0HDiNLY9D0ZtCxnpaD3rH3WAKC08lde4TfCCYwIFIoZYlgPxhw3haQ5HfU8x88ejcuAoKEi7RH7PXpklxCJHlgr5RYrh+gMTKKfXedEOlIT1luUrEfrj93MyFTNA/Xv7P+2n4ju1fo/rn21nbP2n6aMPscrwl67Iq+lw6ZI9/r6yxdCaMtmH1bGakCLnuP7yiLlbN00uBmpgn247VncUwgvQsJQc70cqeU2IBx4cHxQ5lsOc9yQSA5S2eRLq115BROYRWFSuZsa7Y2M20NPiNtmDBPIkuTG/o27/Uf9lpz7H/ywf+tdOS/lgqD60wpEpli/0GJVBiyzTx0Oikq1UCWCanr44UfncOjT76AJ777U7i1PWjuOYGFToDUCeHXG0iTwSYo3fQlK81vUzV2t8y2XOvP3dTuwA/SaHM+Ixn0ldlmqCSz5ere7Rub5p44D/E9lWSILN6tIojG4Dsuzlx8G3/yF0+h/MrDOHX8kNgBsU1oNx/HCVwnQuD7yNICrs8tHc0EZrPc5pnzti4lKCzlYoITiEZTUIc5DkAI8E0ZfJ1byoK2p4UAxzwp0EnayMpctpGMahUBollqAS3ryL6kPU5rbMetcq1tFvWOv2YxS/d8x3P4cCYoPIZzFasv7a59wNzp9gWdruQtGQf6iwBwp3QjR1cOJ0lwXjFoS8yoTLL6lr4nfZMw0AAWCxrtWSRjmxSH6dD8hCs4mx8XYbp0Wj/k+0CkLNoE/RlxDtBojgkYbK+uym5bmuXaGJPU4DAfCyJZRlaPWhxBABJ7OxQtbrVmpHvdshswKPjQEe0ug5wXRvJIAMf0KO0kZVgHLlDtCKU0EtRIuCWiqIK9B+8SFXdrdbmbw63+YNpjk9PYte8QfD8UwZLQ3QBJm163LeyNdedtA0kmVGuM4MjdH8GVi+cwP3sdaRxvWEWsS9+0JBmai5CONSz0/uMIag3Zmm3j+1vdkSbc6oVNn0mHMx1805cGPaCTCrdis2JmGZRWhrT+AzY/y6hnfYs5d7u1fCCTtIxU6frmHuVUoqiS93XbOe1463PZ6ppp81uRdbolMgYip+SE0o0yQJA5qEa+FpFRXYxqSweHgsFCpBUWNG8864jVarIaOkHR81v/tHwE7vQMt6xL7/YmDNKIg4Rn+6tHD337g/nvYKBDOq0Fjj05YI+ZuKZt2Ff8qIpWWiBBBT985Tz+4E++gSuLKRrcmaYyiaRwkZG8Ho0kTEN/MEm681rpLKB8jGOcMd+cKvK0g9rEHlydvYL/9ieP43d+65fwc6dOYqW9itD10Kg1ZOxw1yDGd8tzjZIgVgA7KI1rdswQIxpuG8mJiQvBspBFIHtAEDDaQiATEIEsJ5VOSpV9ibzM4QQuYsaYcwukCaWSAcIgAAUsFqjKWBXJhmFTPL3Lw87ygFvNVznFzstr891B8/xsfSI206ZRzeKB/YeHbWqhPQnKG30NwZ99l7dYb/OxZKKJK8215QyeNDo65fk6Eem7KrG0JeyVVYGoprG+QLwrQ5jmH6Z2lMbxHs9dACSV6qVtKq7vmEQpuR8dnYDveiA40324FWxaCR+BF9XMzIAbeVjQzKyp3aAjDL2e6ZxXDNxeWjUDDEmbF7mYqoiCkkBa8LDkICUSaCrV1nITrErewss9VOsN7D98HDeuXdrgDL2eToOuxbxw936MTe4SrTPNGEkv5iGaGlZqG9JIpr1tIMmXmUmlWsehYydRHx3B7PXL6LRa4vEkRv62p1ge5Tjw/BD0jKLufXrvAYxP70fuRMi3WcA1BOgj6pr727iQSbq/H23jG74itkqyl4ZOxExCJ3w+Xd+5+Q7fICBwRZInnVtWhtLlzde6Q4hImwQrMkX7Plm+1wOVdgbYZnm1RJSw8AMpqX7JfdNLV5wNwshIIVlSI220tVEmQvUXE2B9FATr9bqVquTBNLTOZkT32eIQTOpL5lW185ALivYNuKEqQtSn9q1tVvZn9DXL8Gzx2Ur2sL/JgMVBivQTySQHtzYHQUTpekg5SUQeXj9zFX/4tX/AG2+voDJxAE40jtWMKuoQQa2KOKMErSMSM5vP8NxHAcO32AopAR1VZJW67MldH9+PmRsX8MdffxJZ4uILD51EuhKjFZeo+h4c2hznsaih+SV7dK81+/LY4ieblXaOXHaRgYskmmCS8giOT9o7eo7w2TLLRH03Vq/IAi7r0H5TJSLcHSzmNm5Gm1C4EHW2mI0YQMEEJcg71eeGW21RtHfk0a3SxxaC3ymvsXdu9bzTnG81n/f+/S6PYeeSahveuua67966Ihu2ve7uzS8lxS7Pt6XQfOyUb3I1sE+vZAgKoup/qvOP+lXwPitin/fKQomeZCn1JHhUrKKSPKMytpmv+16loMzHpO84GBkdk0gNBJP0js6yHEWeyvQmuwnLoo/jRwVkTIPe2dVaA7V6U2wiNbtN+hsXh9z1gOyc2RKYigRQ3+/VUk2dVGKpIfpKkYh6ZmHoiKZ4975DIk1dmLshTtE9ygz+RQA5MjYpkkjiOQY5J48hvrNSUQHghmbye3BS3bu3BCTtVyTa9N79mNi1G4tzs1hanENrZRVZlhgJJQnAbQ8j1BsjaI6Nozk20fVeorysa/9lEzXn/u6ysRnWdSJDcU667Ej2vC5JY3+nqa1P316v/6Z3rVNDT80o3ceOzr5u2Wt+/ZaDSP8GTy1muzlJQVVrfJvTSW+wbK6Ot+W2Z1tevTZqAtGIWY/tQiQoRVoAWUVeJ0S0f3KDdORI0WWkSVJXZHph66i07A4+87F+prXuT8JiYbWD5LcE2nQa0MEktiAmtw/Hia3Uf1h7GeEn0m/4VCZ8Mk+xozH9sCjgBz5SSplR4vT5G/ijrz+Ll88toazuQ1Hdi9SvIc4z5Dn7WIHC88Txgk4Yw2MABfoWwDT36JRA5EcycZDp1qeO4Pq1C/izv3wK9WoNn/roYRSdBEurHTRrATpxG2EQgnZRiYiAB+SxxS32Bo4RGTO0YaTpDCEpb1D9niXI26movSP2DoLJNBX1e7a8hEazgXa7g8TpoGD0+SBEtVIRKWma8z21G9VRSztM5qeylJ0Chi2qs61HloNs6+U1L60fO2se3uRi57neJOH36WNdLNi5kYUkBVTmNZiOtj/cDqU0ZYVxNkeereqa5eifH+QdY8qhJVY+qNiOvJE2w1xUkRf2TY9SSM1Nh7CWmr8VTMqo0m/WtFCv7vKrHzvIx0ClUpG/OOkgbrcRx23kSQYai0l5OGYdRyR5NPsjICMI04P+EGrfuCZbc6E27sZpTiSALIWq0FUKSa2i3DGt1RPgUDDDfLSmOm84TgXemC8OQ/Q+X11ZQtxpixc67T4Fi3m+SEsrtbpgMp/8yve7NpF8R0Dkuq0ctwMiWa0dAUmF/xTFhhib3ovR6b3CdLMsFcNwkoCBxoMg1FctAc3k6K3Z+qxHattHbMfvXnf7jhKcX3SfmZW2XBvM0+smvbT1lwK77rcmXXu9/m29JsgjY6ecQm2XuplL49sG7/9aeoFRaXPQMAdl3DZN+zZX2D3IaTsi86LHNbel603+tpxbn/kFy2lsRkqNBegwnHNOaUQON3bguQ4C7nEuXm5KOB2MujpirdaWtf/a/ra1YMd3kFlbbt6Wwcn3WD+WuNuI5rcCaUsXqaV5TV/4IP+r7NIyTSGN9GPb1uwRKg+WZ0I/GnaXyIsUlUaEpeUSl+fb+PNHn8dT338TEwfvQdtpoOWMop15SED7yQYcxm5traJgdIXhfvYbO5V2+p4dV5qh3qBtU4lOJ5e4au35G0BlF5bTNv7Lnz6BRv2f4uThceROjiTL4QceijJBJo5MZKnrx8fGbNff4RfkMhwrdI+jTTPL4LsOalGAoBLAz11M1HyKTZF3clRDD16jitDxkTaaaHklWigx087gRC7ml9pIM0cALhdrvclbweTtSffW12D71xasbP+L4Zu3ToG1fdDOqUxnI/3Jd7RP6Mx667npF8q37NfC32Sy4j8GBEoBLKO3ZyuZs4spzn8qfabEjqWTsWFft2fJqETpumJnKAsw8bKxdS/gUoLHyBPyjY6yteWTsA56y2AJO10xvcgPUB3l7jfjMn5oaiJRM0SVLbBPQatMeEJFGf4Evix318dAKaBjkFpI186LVkXOIupMyXjP3YOLPnHGU0mrUJh1ofrZ6gwNGOUGMsRcBIuSP8vKdxWOqMra9SRiDk0Nxd7TUYdb8QoXqaguM6RS3ULc/MeOgCQ7YkEMauLXMRuuAIKAFamaXLUxhXnZXiySlQx+mRrP5U0KuKaj9L+zcwMOLY2dqPvT3Po3wwkwMDLX8FZdrPMEUxS0pJfd3qfpaZfVXE0vlgf9VVNGzg6lf91WFyiodJKYeFsXcd1TtZEUV1VZwbHO9E4t1IYxz+GkidhjcA/iwK5AStprUMFO8M+2taBZ6yh1tXVck6PSgbThPEp1Gl+zkFiIY73k5BHLpyspsR0VQsnIWpPqB/WCQ6HXB3Rtq46Dyi6Fmmo001356m4u/I6hYEKsdArMLC3hj7/+bXznh2cxsuc4loo6vMY02mWAdpLCoWqWXr4rK6I58Zt1dDrD7f1u1q+8ahWpVTvVRjAz30Y1GEFjooKitYC3r1/A//2f/wL/5l/8Cj55/34kq200axHKLJaYbfSy3skhnEkWrAoiKbWgHRWdflqz8/jRs9/Fi9/8Nrx2Bw2OzziFS+NHSqgJhsMQq4GDuBoiHxnBL37l13H81P2IXZ2cWKZ+AEG+Njw+XBSw0zA5ifYKVZ1Kx2DYKnG85BNhypsQxz7jmb3WMPzuN8rd+FTmfv4QDRTtFs0zYkprnC+zKKWVNN1RTZpo/5ieTEH0xC5lwwR73/Zo4Z6lhrSiJiHPc/PHcknGpg59CNESQQYDtXSU/DOkl53LLcBj9fQ7imQYXst3GUuXQFLnsMCn9pBZsST9Z+au6TBdq820Z6qqWVaG6ZEzY/9KVhZjqGMck9Ri0bWSAiK+xHQNbcWWkRNKKRsuSPouBXycv00bm8lGJIusogGLUkIjhWSapH9/PbQ6/TTknc2PnXE96TzcrqxfBKWZCHYhEyQXFMkkkMQFOnELYRCJJIxUX7t26RWwYFw8U/neXZO2S2PzLkRZ/3iL61K8sPq9xvpftmLd/nu9344EeXZYdonjpp2A3wR+IAazaZqC3ugicpZGZeektK+Ek1PMLU3fBxi1gxQ5XfkDrK6uolqtIop8LK22UatV4dNzK6VE0th4SMdgz9JhZAdlr5zml8Fk7O+9XDVMATsw7zJQaYUON9WKhhhxKOkqxBYkCm09mZUNo2A90wwKkr7LzkvmwFWfBydU2SkHtKzCzGqs25bsk6Jv4MlDkuYi5a3V6H1cqp3XJu2+oY4f0BtkEVHgodWKRYrku77wstVOjJGRCuYXU3i1ELMrbTz6+Iv4u2++AKd5EJX6NIqyjqSMEDshijBUR4w4Q+lzxclQNxviI3xAqXiL1bKAypzVvpB8jasiB25QQ0dUzS7CcAyjezxcn3sLf/z1xzE1+Vs4frCB1qraKRKxM/ROpVKVSZP8gF72HN8TE2Not23cuY1lpESA81bhUY1Fj06VlHilh3i5hRefehozr53BXr+OzkoLUUpJhiznJRZkmyYM9QpaFR9nVxaxf9cenPrIA5IRW77dIV+pSxki8hfXwfLKCqrVSMrXqDdEqhN3OqjVapJ/pRIijlMsLS1hbGxM0qLWiQIDLkqo/uNEyIOTIh17ZMIC0InjriqT75Bf1etVUcGTLp7vYXVlBVNT47h6bQbjY2PCP8lLucc506tEERgInjyP6nvy7yTJ0O7E2DU9gTjWvPkN/0ZGGkJ/pk+bfUpdirJAlmao1SqinuTuRFEUqRrPcdBut6XM5MMsYz9f7U26LML7jzltVSZKpwRKGNDCzkUJlNjCscGMc5ewZTHUc+D4ql7dildo++rMojOMLoA511P6R4eNIldBAc1CmCfD6eRFJm3CtvH553uqWhVBBiREFb+nhoywghCNsgyBqXKrB8h6AIH3REAvYK0E21BYH7KM8zTntEzmNdok2r7KOpA+dG7Jueh2CnGw4fxOnksasZz2j044rkewZYCdYkkEnuYvA2DdP6SrpdJAuE3TJKZDS7Msl34uwcPzDGmaqcRRgKJKDgVoGicq6d9U9dODW+C8OuGo5lM1V5v1DdunpR37JJD22lZDru3FNs47A5ISQ7Lflk9z4kSoEkja9RRor64gDENEQYDxiSZiAspOC2XA3SIGDcwSXhBauG1WPLZJlClnpLyQzzbT9s6ezz01ZSmk6YvEjcxaVw7sdN1kWR2bLRw0mzW0aHuwvCLMiRMFGX+cxALAuAJQT2llXATYAgC5AhgQvoSdX7IQrK2SB8IwGvYWSRu5x86VCmOW+JVdrUApYT1o7MggyGL02FcPLTPBX2HiAGpF6DDELJXkVGkDce7CJY92ISFMvDCAHzrISoeaM8V8LB89yaQeWmZ2aGJ5WT0SaNIOjxMJDfv5nWlWPWt/4G8ykiynjQlVbSEc35MYd23RuFKcyfTNx5rVB/pfSnC5JaEeRiZN+7xOgiCsyGRZrXmI0xyNZhWtDpB5AeKywJPfPYO/eux7qE7sA5q7sZQBbQaipkGEBDLk6jI3q372Sdr1DI9tUYBgwnb40kEuITfII1yR8BZpjH1H78XFN1/Ef/yjv8L/8N/9Jg5M12TyrEYVxAYsEtiQmRNscUK9qTTYrNEkcgO9sDleGcaEIMr3sTuoY7K5CyfHdqHeTtGEi6DgHj00VwGW8wzLVQ9XvBy4egETbogGgVRRgjyTXuZRNcDUVIhrMymWl1dlpx4gxuR4hIWFFibGxzDarGBhfglRpYaFuUUwhMn+PVO4emMeoU9wwq3XdRJLOrGAgSRNxEY0DH3Mz85jeXUVRw8flKDveZoiqEWYn1vC4vwSpneNyk4gjuPDHx1Fu50gCkOhFQEkAd3IyAiiyEG16sp26XR+XVhYwcrKCsbGpjRm5sIqqvUa2qsteIGDsZEK5uYXUatW0IpbGB2rirPU/OIq9u4axaUrMxJ/c2pqFK1WKgCSbTQ93RBpTqultmScpNlu9o995lYn1W31s3f6JXosCzBTSR9BB/mraj+Up1OiyHoWhTBfo7J1EHJ+7p8C+8pKUKjPVDqmGFTNqKRvZKr14KIoz9Vngk85Z1SrGl4mcAkiCc48ESwxDfInOYvUzJavL2P5aSeiHjdjnhyiVBVL3ThnEZz5OjfluSdAjWCNixNuxkHJnvhpFAXq9Qo8zqeur0IVUf1SUkvnE851KrUVltDLVkoj4G59Efuu7etGbtnlwbxPjs+oRTnnUoJXLq5capwC+H4KytMo3FEbR4JaD9QgZnkp9WHh2C/559IGWtI0Qi5bBhaw/2AlpF2VjoIKmIbcNM/MO/2fbef3zoCkpKwZ20wEE4l4lrtIOKhVXTTChlgWLs3NovTHkLXbQoxCVkv83qahXZPkbScZStmbV7pln+hcd6fwvLCvi/P73rc99Nd/nyWkRIarYgWOCsBYWF6zQxNMRSYtvt/7nkCws7oM3ykxWtVgzQWDQZcegshHmpfCMK0o2XRRAZJcIUi7iAeupVTvzMFNRhsGLiKGaCkKTDRrMuBWWg5SQZzWsFbrIRgepXiXilSX70gmbAGlBVXT+p7WRMyDjaSQoyylersosJLlCBOgEjmoVAJh3lmiE6B0UALibsdSCSTLyN03KFGgJymBJgdpnuYI6cVqHEP4GQe2LC4cIKKnuFtBTGcEDvqQKgkH7TiDV/OF4rY39Cj0YfjFNjMHV9dZAS/g5F8iZf/xQ6zEPCvNnnv5Cv7zn/0tFtIAk3v3IPYacMoaypwgkl2XEIRA0koKzPgQ2yGb0fC8NQUsT+HYcpFzhit8FY94ERbTApWxXXjjzFk8+th38Dv/5JcwXo+w2k7hFCUizxNA1OnofrgEkyJh3DJT7f0czmxH/pE5y2IjzuG2YlQ7KcbbOZqdAvW8hJ/k8CT4uI/QyRE4EVp+gVong9vqIF1eQSvP4DUaInX8P//Df8SuXXtE+zE1PYXPPPwptDuUctcQuAWWF5eRJClq1SpnMezdNYYr1+aArIp6pSoaGIK9ShjJYpV8niyHEnOO4IQALCvw0VP78Na5eQlddPr10zhwcD/27dsn0s35mWWSFJVqRcr03HPP4dSpU6hxv+MkkZByTz75JF577TWZXOv1Oj73uc/hnnvuwdjICCq+hzACVuZTtMtVoSsX1Um7BAFKveqjEnhYmF0VkDvaaGJ+toVaFKExWsO5cxfBNJvNEbB95uc7AqYI9u0fwZWVorLJejxwywZ8Xz3k4pE7WJFFcwYh/Cu4kOccKDhC1Eoi7bXTsGyXSqEA7al7U+CaeomUkQ3ItiZiM1Mq+wFHjeAAUb+qlovBzSth2F1Qsc9QGk5gyWTYhfiNaMlNTrIWNkPQmvmZqc1OcfqmeYfzDNkb68rxQ4DGOZ1zU0E1dOAjL3xQA0iBkTgdSqzGHM1qFY6YflF6qgISnll90RDIPyoNFQdhahn5n3lHC7SGRDe/YCFlboQIdUSY47lCJ8qzkjSQmLFJkgASr5suuLSJZEnJ1/Vgv7R/cofh96wkh2ig77eBi/ZTwQzCcbrz++3189sAkpbZakflylncPCgNS2J0Mtr3UHsaouNkCBEjQweVSgPznY5sZdSrVe8Xd2rQStv0eebBVWKO0qhSzM1tn7ihhXTQDT1SV595OjhYM3eGydqLqBLsVWoCMmPaNyQlchGP+wgYrkcGlidbErJtRLJAz2Rb/HUlJcikjQVtICndy7MO0taqrAY7CVVHMeBXNtLJrDIo6dXDdix7Zkw5VVMrg9DdMgTSmc7Lb0uuQsUukqseZZx57sALXQk+pMxTaU6mKqs5rujMFm1UI3ghPb80NEnJwZvGMvGxzuwLetZSZp1cwFHh+uhkBYJqBVElRJLqHuA6ja4j0ofiUvu5jh5IKIYk5dbQFSSFh0oVuH4jwfTeCG+cXsR//dNv48ZiicnDx9EuQyy3E9kzWzkSw959DwAAIABJREFU27TXD7q/169MPxR03WklLf0EQRiRPMOiU7LrotYcw+LKdUyOTaMSlPjOcy9j755J/PIXP4WAGqksFQkb1aeUeFkpGydgq1obVDIZKzLByNLLMCstCyfKsAT8rEQlyRG1M1Q4bpJMgWTpIvNLhARoFaBSOqg6Hip+gHoYoAgD3FhcxNN/+Zc4cM8pJHGCdquFzvIqfv4Xv4ik00ajxviUtEdz8PJPfoKXXn4Zv/kbX0a1OiJbTXpuJhJB8o0ycJB0uFuWSmzoyT4+7uPK5UV89c+/ivvuuw+ffuhBkfq99uqrSOIY4yNjwiMJQulJzkX07I0Z/P3f/z0OHzyEPXv2yES53FrCM08/jevXr+PY8btBqefy0hLidgdhUMFSa1mAzujoCMKIW2AmSJIYq602xsaaaC2lot4ea0YCUhaXluG5PkbHXbRaHezZ0xR+R5U2pUCUgNL0g5JbCxjtmYDS/h7UZu/1vS3LJuYEBQo6dTDGIgERNRPcMU3CSamkUtS2InWjWlnREaOybHZYSS3nAf4RmNEcTa4F0HHO4NeMLkFzkAj1SgVRpKpczo2y+wyz4pxs5iRFkwoqOQzYuVhkO12bWzqlSfq9EgruELtF60Rm0iG4ZBK0NSZaJSCRO56UkeWUmjq+ztMsk8mTJ77NuZmFELMw4a0qoSRiFV2mqUOvNEb93a/8NO+wXkxfR7XJgfXnfUHTqu2Do4sabvGacsMDCmqMdJL5aqge8wEpTTW34fHUlJoGMDXQkrEW3UPq1L26I3188x7Ty2fjL5HkkQJUXSrlKbkzyjWM1D10VpdELJsjwGilQMXrYKU9B/gpxn0rVdyYNG2MeoRY+5wqZLqs7+SgqpirZe2Za1OgGJs2G4OPHLWJKvKkgyRZFFtIrm5Z206airq29GgrqWrF0vFEYkeVtIS4kUR7zaidSWlGUExw7LNhixT1yEcUElxmqDYCZNzSTYdOt2gCsim5ShZljHUf9P1wCO6ov5aDHYtrUnvNb5fMwKdKo0SaOCg7LlIPiEIaFmv5BA5yD2ZRC2RrOizboYwiVKKKtAmVXkGRi22nDMZ1VrAV7nvMclVCLLVjtNIOgqoPr0gRr+ao+BqSqK8aH+ifvR6xrpqOqpWo9qGF7HIHqI9FeOvyKv78r76NF146h+l7fg5LdJwpA5HqJnEbqJDBcXJnO/NPGSDbV4Yre8umma4rw4f4UiY2LlglIDg5PG22uUrihOwidQtEzTGstOdRC5tIgyYee/JHmJqYwmcfvBtB4Yqki4ydCzZKvQgoCVq2mvi9gmOUo9s6otnYqmw2dUKQMcZdxuCiRqln6In5iychhzLQAtMjPzaLRE5ZnACZt9gvwsG/+u3fwYG9+/D7/8/v49Uf/wQPf+pjeP4HPxY7SJb3Yx97EE8/+SQee+xxXLl4Cb/7u78rnqDPPvstAV3T09MYGR2V3z/+8Y9l7LNee/fsxeTkBL7+p3+O5w5+F+dO/wLGxsfw+k9fxZGDh3D18hW89JOXhM/WRxo49cAphJ6P+ZlZCZxOpyKRVJU5qlEVX/j8F/HFL3wBo6Oj2Ld/Gk88/hRuXJ/Dwf2H8OpPX8dDDz2EU6dO4JlnvidAc2V1VcDogw8+iOefew6zs7MSv/j+++8Xm88//bPHpRnfvvq2tMvHPvYxfOYzn8bZs2fxk5+8jIcffhgHDhwYqNK2k/TPyrAQCSR1ozJDUGXqqE0i50+P4JlnBp8mcFG1tJgr8QvBkuT/mxz8iF2MwkiCJcYtNUCGoLKdJMhSqrQhQhHa4oeBsS+Uvq29XCSZYv+vokzraMNcLZhjIsQXzIPlNFhpTcH4LvGhSN/4gpm6eFK+p+mph7KWg3xQuCPhgEACM+YU4WkaZpFE20hKIkUaybKI74PJJieU3AgpmDbLJWUYcNZP9FsWWdgy35MPFGh7gTov56GvdsHtDmJqC+mBzjnCLHLs2fIW6asGKG7F7u37a4h5Gxc7Q2UkkajQeKbsjX+5eGK7FBNL0Ns2RhpVrC7MitNJh2EoyjaCNEdngftDShNsKHpAufQmBwlN0e9ODjIpJezGfHmnf3/NNek7JVp2VVc6wqwldHAQwQ8riMKq9EWqoR1OBi5VYL7sNCFaBLvUWJMoO4/kKmoHTh6MFUcbpqS1hOWFOYw3qijaK92JRaaTvp4RceQPODTVXPKXx6LjZsxB0pUJMPQPlR5UTagRPFUU3IM34cpVbDWUVsIzpINz1cmUzagQhuMiCwIklIyGoWwRJzaQRgprhpgpIa8crMQJRiZ3oVqtI0k68PIIAW35zASqAGhApT6At4RZbqgX7Vt1yy+aI3AqIJCsjQB/98QLeOo7L6Ky7z50nAYQFaBk3KtFcLlalY0SpWHM8lYBpSuMku2uTlpmEGzIeXiDFGBPVH4mHpJqmGFEBpytStAekPt216IKkk6C8d2HMXvpLJ546kUcmGzi/mN7sJolIokcGxsRhr+VJJK5km+IuQidFGU3IraVGvLLZG3GPScJ2nhxxw0x6c5p81ZwIxuU4D1H7A85DtOSPKAAt1REkojXJ8f+5YuXsHJ9Dm5eYqo5jkf+4m/w+unXMTE5ibfeegtllqNeraNZq+Po4SMSN/ORRx7BE//wD7j7+HEBpGOjozh+4gRe+P5zuPvECczMzOB73/kufu/3fk8kmsePHcfRw4eFbvOzc1heWES2azdmrl/HWxcuYG72BsLgX+PggYOgXSlt6LM4FfVdnhZYWVzCa6/8FFmc4LOf/SzuOrIH33n2W7hw/jJ+/R//Jr71zW+C29iNNBr4xqOPiqqe5gPffOoptFZW8Oqrr+LMmTM4efKklOMP/tN/wvj0BFpZBzfmbuDjH/84nn32WezaNYrLl6/gpz/9qdwjWKFzhp2cFbyoxupOT7x3YrxtViZ2FwGMNNkKAtF8EThSQhjQREa7shRBBEGGrQuHEAcQ8noOByNC6zINldAyX+EuIlWkDQZBHvlVCT+kw5kv4I/CGYJW2etdQB5HFRc3RqrHLOQ+OT8BbW/u520BkaKulcJ0S6GFs//SUVN3d+JEzHlMvKo5rhTzah5i96+LNSbE9Dmd+QYoMjXOUnJfklYA28MbOgj5Tq/8NmSSLYs5G/JZHr/hrFlLfVh/QwIpAVPgNX2ViRll90eH0txQEEPCQA2GbpRE8mA/5R8Pe08u3sV/dg4kKS8RZE8ulhtgSWSvEkXGigwdD6+8+RIcSt0opmUQ3TJFzdNQNP1gwxJbtg2yDbGOEJQc0rC0/+CrMk2aPm+v+9/h8kClf/auyUAudXBQXNw7DOeWGw469ELz6CASyCqMdpH0TubuItP7DmJy7yGUIlGgilt7L4eFiMMd2lXa9IwzksmIA1JWhnkiW7K5FQdz167grbNv4PD0KLLlGRNLUpdQAu8kKR0J/bXQLPSO2kYYpwEOeZFIkm4cSArGZZBJrDqOJ4rG1YbUKynmN9ITDma+yIMnUTdQFW3ui7kjmZMvsfSyvNNVrbJtuxQtHQQVqqXa2Hf4KI7eewqhk6HIOgjoKRdG2L5TMWtgCtOlqyHoTU/225u+OOAFpW3vgdKlvyTr3+i9u9kvLY/CBpOesZNE4CDNHUQ14IUfX8cjf/8ksmAUtYm9WIiVZiUS2ZeVaxUyHIIAddNQVQ37C/9jP5SyaRabFWZ4v48CMqkIy+YMJLOQDgAzHgpqIbwICCpoTB/A6QuX8NiT38dk4wuYHB9Bp80dv6jy43KAzF6lCNpHtNcwD20SlbxQhS2OcXbyJC/hGyIuogGXJ46K8LmbjjFHKbmEoE2lGolxz2+HWykGLkQzIRxZRriU4wfPv4AyzjFSq+OuI0fx5498HZ96+BP4+Z//HP7w//sjzN24genJSRw5fBj/6Nd+WVTbj3ztaxibmhLbyZXFRWRhiIX5eQl6/smPf1zU0I8//jimJibE/pD3PvHxj6PVWhKwR0/w69euYXFhQVTaF8+dw+LcPPbv3Sdx+oQaOecIH57jY5S2kNUqThw/gvHRhqhCG7UaDh48iC9+4SH84LkXMD87i+e//32cOX0ax44dAwUQ5HBzMzPgbmsnjh/Hb//zr2B5uYNL58/j8LEjqHtNJHkiqneqzp999nmRGO/fv1+kqeR1oqItGHWkFyGE97p8sK+PbP+ntvLa9zdyi/63Nj5d+/X6q/5vyahrlUht7xmSz1fgRj4hIFKRiCZh1bU9BCU+Dr30+1MmfQh8mADvc4Kgo4f2Y84uIv2M6DCrIIuxUGm3R4mgDCdyJHHwYA11XpOsjcDC0lmHGedmAzZ7Bdr4iwmIiJTZ6hzLoUMppyzIehORKbcOKSbE96Ue3VR7lLd2siwTgZotG9+n7SX/29Eh1bb58My0DTlIJkIqklZZh9SjwliyjOhBJMk4svSEz1TjIKYLXCp26bpZqdaXl/TptqT5yJZrszQG398hkGTuBI0lPPEI1akwh3ovO1ks3oZe2kK6eAMnTp6QwOUJQmRJBzUvRcAGZGgcrqjZIKSehMDg/rKUylDVQc9eXYHrwKZXk1aUHcR0ZRUja58UuUv3vk6f2t/5Nr2MmQ/jRomhKomoqF49WzVSfZbmGtfK8yU2HO36EjauFwjwKfME7ZUlzM5cQyVdQLWYRO7UEFPVyGCibgAnz8T2hipwOSxSZpnY71kc7tVZ0NqQagAfET3b3AJNN8exQwfg5LtF2qt9TDuBDjAOUs46LtqdDqq1KjKqlQNPnIqYvlKHeWu9xRNVJibeIrEEJXYHkjIHvSd2GFTnceXIbzggpRAMsipm2zL4uIrkTjmRG0on9yJHJKHsGbTV4EqUiwjkiXgGvnn6dSzPXMLK7ARq47vEAzmnxFRIovUjreRX71IHOptd2p7tpcYsui6m/ZrWVmmj5NZuokxPnprBK9+YDCRJfX3Nv7ISXpM/H/cGGB9pc2q+fLrhdSmuDlTTZTUPAe+GQxhGJ99LYVRuTD7NCAOd3MHscoI//Orf4MJSibEjR7GQAkVYxUoai5mFbN3FoSOxP5kpy6TtLkxUbpmyDyqklmr4r1CA7cXpkP3GtrddKBsSUTtRqaKdtOGVgXjFeLUpZM0Mz712Abt3vYR/+uufppGrhropC5HixQxHE4Sy0JQQWdQRcHMA6b3cW5t6HR23oWg3AD/nxKzdnXbmeVCiEwCVoBBHrGrFR76ais0UnXMyWdBTM1KgpJF+obbNQaOGdCUXu+gvfumX8OB99yEoXfGu9gJPA7C7BZJOSzaUSLIEq61VXLl6GVPTdABLcOSuI7jr2F0CFI/edRTnzp4TLcTI6Aha7ZaEQeMg8EMfFy5dwOWrb2Nqsin3r12/hstXLiNOY3z64U/j2uVLIikjX0kS8oZC1M2UBgoeYKggeosf2I/l5SXMzCyLtyqljnt2T2BsfBTz8/NYba2gMVLHwUMHQDD4mc8+DJbt4qUL4gi5Z98kakspjt9zAv/wjb/G/nuO4/4HH8Ddx49hcWEWX//Tr4rq/Lf+xT9Ds9k0c4PyLgE+drz0M5ZbHCnSnzjORU2rH2uyRoBh8uCJfwIKTNeTMFBG+mezldflRd4xiMPwJoIdCiY8L0CjompsWmxxHcLuTL4iiqXuAoZpKH83HJQlUAGIzXDdWcGUlML0Vp3PlImbBZFo//iOyZD1ERDLziyzg6mt5m/JqypkTjcmfZuNII11Bem7tFJNuSVRWDRdO4KZnh3OmrRMBjINCh7oT6uPkzviDq7tpHNmt0DaVjJx9e71JbPtn1pXlrRvLhHwbNpMSQfXd8QXg+/7boGsoF+Fo+OO0zZXoeRexFAmNJAIsqRPqRRVLUI1KoHiIE9wljhZGXyiIgfFRNuuxI53tmHh2BZUY9otgxgXyVGJnVvkqAURgmIVTryK3eMjqI1PYtkdEQWcX7YENCGhhJJhlh3Z4NyupttJLCoZsYlkJ6JtI1fpBJcmPqUOO1PVbo+xVSchlLD2jmsCqEvoCpGmkuhMRdNmeBqqfKOwIjYJnIzJ1GjHw1FAe8gyiBB6JYKshcTP0JlpIV3uwImn4NBukiptvwrQeDdfReD6EkqHnZBTlHZiVZpJkX0fea4qHTrepNw3N++g5ubYu2sXWoUq2thHBPf1DT+xKWEIneUl1EYaWFhZBiqheIwycKqTGRAoBGDuumrkmeEelGT9NGImVG1Tkgl4RSCSSbdQm73C1WeMOVKUmXqbuwG83EPkROKhXWn4IhnJuUr1AvHqdooETrKCwElw7fI5nH7zDWr+cfJjD6OIGOC1gjh3xOhZYRcrqYOTi1i2o4j/bYnZD4wdGZkSwy4Jk+A3+r+e9aaEUZBVqknT5iFpCkDeyAhUomt7jpZByahUE7BGcvE/OfPp2nSYHeGiMHDzmRTRSAWkXtorjA1OLupGrujpDS8gsAS+9uj38cPTlxHtOYFOOIG4YJy2HPB8iGkc3d8pkZIIHvpbmSbLYwq3tmjy/vCfwRQg3bm0FYbKgSDENMDffJKLYwa3IvTRkpYvEU4exNL1Np754Wu499QR3HPkAJLFZUxPNrGywliFDNflC7fkYpj5cJMAzu7MUXbPol21MGUHDh3filKkcQzy33ZztP0MC15Kjx4kaRtRbYRmsmjlCdIoQIdhgzzdMYp9jXFuuZNVkmditjJ1/AiOnboHe48clNiTxZWrOPXg/Xjl1ddx8fJVLLZjfO7kMdlK7ZlvPYNnnv0eHnjgAXzqc58VO7jZ+Vk4noPxiXHMzM1icnpKFo55mWNq97QAy2PHj+HM2TMS1eGLP/957N67GxNTE2KDmRUZlleX4VUiOB69ryNE1Srm5uexd/8+oS55fFSp4PXTp7HSaolq9CtfCeWeTykwHNRH6xLa6oGP3Y/zF85hfmlOnASn90xhdHwUY5OjEkKI/oojY6OYnB7H5OQ4jh45LPPM1Stv4yP33C0SVuZ16NBhkUBSyqOODDpgZNiSdxP/mDE8uNdsdpcLcPYlsziRuYacguCL8wHnIAsgNANVNbN/UIqnMQ3lDemHwhU0s5JSaW40oZI3kQTSITQKEPkeIgJIfqNdTL4ZzAbYx231TBnW8bLNarf+Pnuv8GwmI+Vljpo+y6E1JTEHHZYzm0/llcElHvT1ev7bq9PaNKRYvYcb+PaatI2wife6VVrzAj9Xmq2/fevXnOc2suxu6U02Fd9FyHifNE4TtXjfopfvcN4RaaU66FAjQsklwwbRj5+dmSYvXFSQR6hKXAV5AmqJAaT9OXeYAgkBNms3renOJZKmYj2C6eSn0iI6jOjG4k6Ry96wdHaJnRwxBWl08GAIgNxFQMsIGuxy+z4H6GQxMgbI5nDLc7GfCaJQgAu9/QjuNGvTSaUAprN2G9UialKLZBFYqNhe3P4z9VrmlGG/ES9qF/nyKkJPnUiWV1fQbNQkw5T2RkmO1CnQ9KlKdGUFLwHEpxaQj08QdaohrAweNjDLwdrabt4jWu+XDiBeC8uhhNZMNB0J6WLVlBZMmi+pAm2nSP1Q1A0rjoO0xZhqPqKAHtMKcnrto9xCFgA6LAYMAkqDFejS30baULLjiqZAyi0w8wxBqIzRSzNq2eAmHURegMQrRK0GX7d4oqrVLTIEeUHcI2othviIOy3EnRi5l6MM1HuQYVOEEhYMWgakd7XXyzNVkahxNR0SSDhdcVqayuKMrS5dhG3CyvCabWL2bTXMsztQe4Ra+6v/BZuBeUOYvvlNuvYOWZ7IpZSB7c+yc+HCfi/mGaSzSqHIQCh9EHNWl6YHzKjEa6ffxt/+9d9j8uApzJZ1pA7tZOzWkja3NRnbm8PzbVBAGWl/An0NbyZI6a2UIkq/Yns7qIxN4cbsWTzyd89h/3+/G3XuLkTb4NUVjE9Mo5PT/o7LZvYBo+KTDszW5n886Byl8f74Hu+RVxZRhE7oIZtswh8PEF+fxxw8VGqh8MxgrClW+ilStOd8tF1gJU1kW0xKQyk5/K1/9S8RRoyUkCNyPYyPj+PL/+jXcO7cOSwsLOLkPSdx6qMflfL989/+bZlOJqen8W//3b/F6TfPyAKGmgZKHU+cPI5Gs4npXbvQGBlBrV7H2OQEfvXLX0YnicVuLarU8Yu/9EtojoyIZ/W1a9dE2vSlX/s1HDhyWJxxfuXLX0Kt0UCcZWIv2Rwbxa986Vdw7cZ1KQed+mrNUTz82c+JlJKS24cefghxq437HjglYYTeuvCW2Dbu2rML1XoVn//i5yXgdBAReObyzv67j6HVaokjDsfg8ePHUGk2cdeJExKoXQFGf5vfyd9GiCAOmBzsbFWOW7U9lwnd8mRlZ6JxIs9Vywj2A534hGPI9xrtg2ZFEZ1nJMA3zYwobFFrjDtZgzuX1jvBr96JNO9cje9kSuwrErRdEt1Yb85xBYU/Ic3VFFTSpJDRUZKMCxuq6alt5JyuwFXN2tQmc2NZlSttvL/2zs6BpAwEotT+ytjferaSJJ4lfpNDxShFMqGocmglTgZcOjlSGr6Gvuwj7EQeMjp/0IObA4hhGugVrPWWPMmgCQ91SNqzgiAOOw48PXPq5cFdFwhw+QUBk1gWyYpfRLsljXYDdFZjpG2uTEORLrZzR9TZblgRKUFWtAEvhEsJZAlZNa+2WghHdV9PSokoNqaklVQghlkLMtY2wGZXZJgZy+BQMqhUtpiXksOszEA7rdrIGFppG+PT+5EUqdScgJydzapobRn0WimnzWZ6kikErzJRXTO4qy8OAA7j57FzOgUCCeVKynJt48CJgSAP0FnowK/W0clWxPCfSwiqBWhrKfZlbDkaMBnpLhET7V1prkBGSLc7G6W/Sw8D9LScOunKMyGG2v2JIwLLQWxJunM3A7nJCxKNtk0MacIuRCcjlofva4/gd0JZ9gkCPdNWvK39qo/na+a9IsgvvmXbV/u8XEsrGERsEjLFkQR5S4CwIF7zHgO6O0DClZLnYX45w9e+8QRaToCqF8Ep6+IwxX4xPN47CuiqXVWVViLA0qRlhnpURxbW8fyPf4pP/vBe/MYvnsLstQU06nWkCWNKeiqFZHgPI0ni6oLSSAmUIItedhEz4OEidSDh0q60lnHm3BlcunwZu5wITnsZ1bxEBT4IHnPaT8HFIhxcSjs46rtIAl8c4f5/9t4s2NLruu9b33SGO9/bc2NoAARBkKAISgRER+YgUpQsU6bkslKyqpxKRXaqrEq5Er/4IXlNVfIWO3lLJbHslO0Hy3EpTkq2FEuiSJGiZXEAJxEgiLkbjZ7vdIZvOqnff+19zrm3bzcbPYHDPcDtb9rf/vZee+21117jcDiwpZU1+8THP24Ncdmw+VNQ6NyOHTtqJx84boMBQcWx8UYjPrFP/vzHlJGMrTD2iScfPG2j4dB6vdwmEw/evLZBcPCemMNjJ45rbv3UM8/4hgiTnU5hG0ePhKw3uZ159Izm2+JSYbvD2vJOYZ/81CcMbRFq+WE5sk6va898+EMGWfC5TLWFGFa8yonV+eyHP2Dbm6WyNb33/e+1J9//uA12a6cnnY49+b73ubqcWJWDgfWWFq3YdGeFx9/9bnv00cfspZdeESP90z/9jBFKSNlE7jpaiSixggVTqmgLx/1wT+uEr1VOdWiE0xXGAcLE4i9mU3mRuQNNc+9rgsRjO4dEkjL689fvem8OK/xBgIBLLiPtEa0AY8TXED7OWTpfX9Fu+Tqb560lFes4WlBsLJMQK9XXOLgpLYLqYlwBuZitazfr/R0wknPVilMKUkHdjuJW7kng7dHXWcitsJog4BOMo2ES3VenygqbdDv2u5/9Q3vtrTfsrasXbdSM5GkmD6YJgURr2QJ657C/C2qc6RG1bDS2ZfpqyRYocIYRIdek5okUj2KIYHyySWonj5yyn/3Ln7SN5aO2Oyyt6C5akxVWV2RwyKzNM2vGpZUtkjgPGI7jjZgE9Q0ajYE9LUTqcHuLPq2GtFQQWBhJ2uw0JYQlIQj6xHLSoV06b//8t/+FTTpm13a3LC08fA87k0iQZiPFPd+l+D2/js+5wmgfVpPUbDCRMJT8YCRhvhuYVTJldJfs+PJx++SHP2kPHn3QMtl7pjapkKgS9ImwD0TYBCZuI4mhNrBCKqgFmY0A0tdGaOCqmCCFiS0T2xsFzhJGupQGD1U86iC21Kk4W9jTEnQ3pI6i/8AOoksAdRFcdu6yvw29DmPla7dzr7L91LuRwZyfWGEsYBY1x/SPRkz5i8OuQRIEvg6BDwyq94mFAYLvno5xcCmv+wqTlNkX//Tr9qWvfduOPPy0nRu21i4vWEkaBF6In4wDd3i8fxDw3Ye+F4k3u/uGjFBZYZ2VYzbcuma/+9kv2U994D223F2wfi+zwc6W7F5JxzZJsYV1Nfa8hJkNIPNi6hxFykWb2OLRI/Yzf+UX7eTpB5RreyUtrKfYkokRvQEJ29ZwYG23Y9uTiZ2YTOyhpz9gAzYmdaMg99gfYvLSX+xYPRhZjbQLpM8yG4xKq5ra8gIbd5O6elyzCGXSQlzd3LTllWWr6sYK7END9h4YweF4JHyEycNbPO8WXleeGyZKC2QBYy7lmfWXlrR4lU1rKQ563Y4lk9wGO7tWsDEnTq2oVqLEBdiqE49TjFSWStIp+FhhnT555Le1mUcFTJ4KvV+VkvYSRq4z6ajeT3zyk/bG2TdEa4hXCdOLTSWpK9/97jPWNIR2a6eL8N1FJrcbZMrO9BQYT/BDxYijqi9KLCFgBf9BKzp5YUmWCye0EZ7LtiJhQUgpKE2H6CrfivQlUtC725vD2t5hCIj8+6aBdVT2kIGJZG5oPQ3XIJYzlARbJzOX+xOUJWYTxOSOsWBZpcE5Zl/8gZTg0K0tNneHkYzfDkc6GBtA5+iMUvzggGE4zEQrN+eDm6TxVGS9rv3e5/7IrlXb1l1fsKwHs4iqB8mSE2AZ99C5qAcUJ8rn3Gk/EFW9AAAgAElEQVRDEjBxBa7WFjCYZAQsDWokikbVEtwITNPO1R372vMv2JNPPW0PPvS47e5UVrdkTKisEIUvrMUNP4VQYrhOzalPdAKTy1HIGUl2jBJ+IXGSedWtDcYMjCK9VltmlVRhvtPkOYOtUD2INHq5nTt7xb7wzS/b+595v9UrieW9zCUU9Y3z+rpdBLXFdvkRJhyjffpFcGKIkquJYSRBWoKhdqybd+zC2cv25a9+3Y4eOWknTzxku6i82e3IlKGVLamysSjFAOMN44Rdh0sjwQlwQ8S/ZUF0XBCjSXPE081U1roPoytxvWcTgjGtm1YOUXECiQ3W+DvDxwKK+QKLYqcme0/HJh3PK+vqe4eCIDDHo8VlXvy4BiY0ajZI07OAVtOJh1yc9jjuO5jntxScS8UArMVksq3xdzq9xM5d2rb/5w8+Z+nSul0btdYUi5ZkfWvHFfuww987CAE2URL7oIIMnpyMM5StwjwjXbCNB95lL7z4Nft//78/sb/3n3/CNi/sWL/bUdpTdDBiQJkL0qgw1wO2Be9wGDz4VaJCIKlLe137qY98xD7yiY/ZUoEdNOZAZs2IANOttA/DamxLG4s2mrR2ZdgqW8126XRqZWnFiqxj2ztbtn50zQa1m8/AbNEfbNGXen05vgBaTIlYoEib2keqqblo1lvoy8t5ZXXRRiPfsHX7PamVYUQJNVOVHjOTzDXMA5wA+ZEzm42lCCPQymByazGiSFH4JnApel2rylJ5xGG4yfCEKQ1mNuTeRk23ubWjc+JZ0k5oQ0FyBJVF4tJYPYCBxpa0skcff8g2jh3RhlJjlqX26KOPhkU3tV3SLEpbcvcRSxIhmaABjRAYXJABqJOpNBEnGSJYqLzwis1vlGA6fY4KjGkrZSbmV8IZSI3vXV3wMC14ePIjA4Epb+fZgaSm1rj7A8bfE4y4aluTVyvTRPgEKwN/BronNXTGtRPa1Gjv4bgmeEmyoZvfF3x3wEiyHM5zsLNv0RTtq+hV+PlCzwNP2i5WklVajIvERpb0chu0pf3kR561T/y1T1jayWxrdEXOGR1iVbHcyieeevk+nDRH/vb/IGC0z9uI+oQ1gAwteDgRaoKJya63HTX2/HMv2L/7179vl8a7dmU0sLTJbHGhb2lnUZl6ahgppIx5z3nWinBAGI2zsrt0STaRdImk7zBhULjb/Ik5kSg2SK5Uj0vB4KFh6giO3HQSO/HYSfsv/t5vWG21bVeblpPlQlH893/cbRuvb5aPkxhJ81ykso8UM+mw1d4A5WqCVLa2b33lm/b6a2/YVrlt1gF7gQ+2F4UYRlyISIdInT0ajOF/0ZEBOWFMZGaQ5JJUK8hqxCVhuqO/GDJJaOivGZIMUghiOMwiIUYSWw/CM2nDEqTAEe1YmJW/lDJou2tJjiJTi0H6ngngnYwix4BXjGEcx1ixq6bj3QhlXYcdI/e4BtYQeS142OfCjCORh3GWSS1tRBqZ2IQAzUOzP/zSc/atV89Z//gT9tZWY53FZRvKxCDWuv/LsQWHx3cOAuz4Ozaqura41LOmt2a//8dfsl/82Z+xI3hXt74hJTpELZyFC8jdXAFZVVqLkQBrkK6jzQCn2bCyecKeD8bywmDXqh1PvUiigKXFBanJcVirLu+IRuExniWojjtyyIBhqcal4n5t746mThrYnBPWDCdDcDQrMP9xbQHxGJEaxriKMGeosbG3TIeVGEqYMhjALClssI10kDzAtcrtDD1TGBJFyvG+GMfh0NaPLNnWztDGZGXKUjnPjKvShuOhtD1s8mFEc8utHNe2OxrJRp7UhjCrSD+ZT6Px2KNW9PtiCrnHhgwTFvpO+yd1bey/eIcoIOTrXlhaVJxP+sMCtLTkHtu8fy9+2irIdg3zJ7qM5y2ONIn1BZ/ECpn6eP5lZX5hXURY4fymmqVZP3cdmUYeSo4iNTmrEV88/P0oQkDhl5jlYZ5y9F88cuXhimL/nfdqJZFUNJwOZhGpwsuxkZR2VkxjrCMeJfGI1dz0uGcdvWnJAx/yQRgN0Daes5Jyj2sQ2iUtWkjZiRHAXHEd3fuX62ZSWSsjodau7lyxJiutzkq7un3FruxessWlrlJhDUvyp8ZOwrTI8G5OOkkjaQsMDO46SA+cOOTYGzYT7boBPmpO6EY1KO3Sm1fs85/9E9sud5TnmiCqGKzBZI52dm2hvyAiiM2OAphCeBWuAymdq1X5CpOebksaqXhbtCe290AA3vCmrDzxrobbiAwOjEniIXg893JidTK23WrHxsnAXr/4ml3YfMu6PRxY1KK578tFXWpk/yhj5EyiXwfik8NotwqSzHMYYn4wtng0VuOxvfriq3bhlQu2M7hkad5aSm7oGsYdEsaCmhuXO3VtXSvZ+thS7pk6WBTr2tMypqiyECSLkcJWDKRm9LwtHOkFdeG4X9ZIHxur+MOEgMrk5ewLoATHvCtvNnc4yvKumxsoO49LqRPlL2VrAUH33u/5V5OKltz450pzf35dSYGalHqeh5zFtSxr2WHhQYcHLxLSHDOEDiGnUks7uTL/vHH+ov3hn37ZrL9ml3YbWz7+iG1WqdUgWtE1m5TIZW/csMMn9xQCSkGmue6bA31ME5+UM12zvG+7BCw/dtouvPSc/d4ff9H+7q9/zC6/sWlHVnoy30gnrlIi5SLMoVMolyYx23wOzLpB9Wx+UCmPUPcuLilrSz0cWtXr2W45suWNDWtHlXVzcgq3tjMYWS8tjADfMIrQJLLEEDKn1yVcV2G1SEBinU5iOzsjLU5I/GDY+IP5Q1pYlqWuOfb7fTFhCwsLYuZ2djynNUzZ4iL5s0dKjbiysiLnFlIRjkYjfQ+cR6q5tVPauKzt+Cm8uYe2tbuj+lfX12x7e0ce2mXFnCn1XrfXtYZ8ycj06koMIfXSRmBFm/nRNs75o+0wsLQLZyc82AnkTr+Hw107enTNrlzZkskLsSuluQBId/mHIwPe1RIyiIkkMogzw4qhi9CBJVOkDHXLxMM4iai4Ni+axkhu7UROrRQjGZrMBlWbZUI+yWKBtfHw96MGAXA6shS+zkUzQvgPjy1LGf/zTSFLh2gIEWIUTSVVVqy8zqyuPMWla0VuH2fukJGMwwQ3MKcXDKoZdUYeqqJYkkLldBL1p9XyLqPzAGbUjG0yqawoUA9V1umZnX/9Fbtw9bw1ydiyDIZzbM2kVO7UFBUz2tskszztisFA9UF9VTW2pi0lvkU94L7u4lhk/wMxKcdjK/KuTerEXnz+e3Zl+7yy1ExywmuU2mUbjFCBhM3jWmJnR0YImbWEWE08E5PMaNGcwDdi0Kpr4kqGn+oR6fMBFkJIFYFVXvhPag1krTj/YD+DU1CAr7NpQTFCvm+Yisp6/cTqdmDD+pq9eelly1DdYgPVtgqfMRqV1ulA6BftL/7ieTt69LgMbpeXVtzwtm6s2+srhlybjoxA14i/kZwpnhr2FerXRDlvsTfafGvTysmu5R0CmY8sz1gkiSPJToe+u3MLYCmr0rZrCHxjRadrvYVFjVc/70glCDMF9SOYuyR4qKzbVnagVDUYjqXigrbK2QQbSy2O7mSFpJgGSr0T8Inv8x/9ENOnRYLQB6ZFrK5qS7q5ZQR6zVxNoMkWVnU2G6jfkPwybnzCt0Xufc4VdbFDZHji5GWoI7OMAT9SE1/YXNWASh+P9X6/J1uy8dbANo6uebzArLCvfPO79uJrl61ePGkLaw/Yhe3SuhsnrRqgjs9tgifu4e8dg4BwYf/Xw6QX7latjYvEOgurliwfsc//2XP2l5952h5a6xtSt67yuRE3MbMhiIJ5B4gtMkU6RmG5pbWHtuqAhJbYYJfc0GhJlsR4joalNpnYZqIlIUUr82ShS4rG0hZhatG+BLMbwowp7zcq5Dy1EbbOIZTaCPvAjtMpoj4QuSHSL2y+0zxT2zXNcHpETR9U1vE9Wg3zShnU3fSVuvgtFkt7IIa9eZYv2M5OqT4BC2cAPRMLTB0/6DQ/mEJ+Tj/ZVDZqQ1kjUU2ltuc597mWeniuHzn10ECkOIRXyjtinJFSCtqEWRKcAxOvMdAnb+mfmVTI2xjbylFKJUSMRmierjzT2UCyIpLFNpAWVzE6pXJnwNTtHWkRZbWRZ62hweHHu2GZ8Tva7IcFaK5cLH94/OGHAAImIe1cVyL+xSOPmCsIzuI5JIpNMH+syfAGzCvKYdZBOKHAwszVfOund8hIsoCHLZGmqC/ooia6PqghLmfCISNjkYfhkfQQf26cOWACYRhHVjZDK5sda5OxvIlbG1k7wXbR7e3IhoLd3e722M69+ZadOnnaSEvW6RDPcixD5qaGsSzFeLAzx+aoTnIr67FV1jWryVyzbU06NgKPT5JKQbSlfsQLRIG5nZHw3nD+/WfpdfYsB4HipveAEzZQ/EFUYOZgZWBIkE/4UZmEYDjT0ibhD4LqAdYZCfIx+y71rcvb9o1vPWeLS8t24sQpO378hF29ck1SgOPHTtrGkVUr8sqqeqBA6d1OV8R3VI3llYp0os1aE7OZjm2SjvVdfL09oR8SRfDBF8iI8fQEiCFBRBpZlqjGSmt3RrYFZSywlEeqEBxnwiSQA43mTWAYFZNNM0L1+ShAOJ14imHkigdCxdRDlsAUok4H3oHOMpGQEo64JnwGUkHOQ7SgIIgNDHTYJDEbkXYqFhdSIjY9mVRUvBoZSKSz2GaxGEv6KubUNw9ImFG5YRKhcWRDpOAEmZ0/v2Nf/ur3bNhiMrFsVVNYd2XNhqPKjNA/snv9/rh3U7Q6fHiPIIB2YqKkBdhKLi+t29qJh+y1l79hf/Jnf27/5d/8lI2vbVqBTWOaWFUydzqy1QZhYdbSdGKZbLnRCEwkMUfFXeDEU2BjSSg1bZsUoxYxI3RqNBpKRb7UW1RiA1IusmFnIcG+nHlFPZL4a8/GPXd0TGRDc49AclitM78SFiTu9Ed8x2CUNWUiIwM5ndrQe+hYpGjEhASYbrN+OGSHiHUjCLBJ4xf3QjCKulZkE8cnZCppUliWYiONuZWvryp4m//cGSM5RXyWUf7mf/uv558FQsaUmqpgqczZELLd2KS2ZAKnWFo7YaeLOmgkezIC+xJjEkKK887uYMteeeVFe/ml79lj73rEHnvsUVtc7Nq4HMtGpr+ApJLdW6lsD8TamGS1tos4f0xSkqGzmsMQQahlRacQPgJ0Sly3II9SRh/KTDsfOjab9NyYF9DO9/ztnIuJxBRAXE3wyKMdxCJUeyLGoLIN0ssEiSqBjF3kjdkA5gNZ0bFyZ2DnL56z3taCbRzZEFN64cJb9uqrr9mly5ft1OkTdurUii0tw1hhN1VK+pH32N3gMV+CgVOG1XM4YULgcKNvzlA6MzmDEZIAd7IBnqh3y3FlzXBsuw22G+ADUge3AZVkR0kRnLHMkOIo9pUzdI4p85Ccx7/wVDBjo+LSDLfJpIHB1EJ5k8kLD665sw9mC0LJUB2MoTZ1lEG+GTaDSD4ZbfUJeITwQxXSqBLJj6vX1BK9EyrE5IMuFKl7x+PpTvzPamLlwOzr33zNvvPt12xh4biNu+u2XeXWXViyyc4WYh03FL0O7+bhcHj+TkKAQPFIv2o2SlViCytHZGP9xa982/7qz/2MHcMxpRlaAZNX1o5rQknXavh88TiTbDJiPFEywoCIfWz6EpfeoWVBug0lWig6NhmTSSuz4WioDUza7TnzGAztlOwB6ac2oD5HYC5Bp5tR6nsBT74+/1G+r3vf52Oxnbewj7+upvjudQ/u9Q2Z2eDo4KHOcmh3+CZtigKH2Kf5dhJ5A2bSWU9RR70ZaT90x1ed+be88uvv3OuOHtb/gwCBKeMYJtSe65C8A5SSpi4IyfyaOcnitA9zImJqPb1xD++AkQySpxvXHagFDYuNmx2ZANM/NZ5r9+5GYuN2PTGrgJdEQgXzQhYYnWK0jHQnZVc+lg3RN7/xLbt46aI99q4zduzYuuzQIMR4xakZzFxs8SRZC+GHsonFzC04h4isKaA3hHbGFKknykTBBHeG03vhu8d5UPgEvxXyOP/W3nPvdWBKRTWifQRPsJ2EwaF9vgTJrlKx6FhktKWV7Q+SjCRbUApFMVLWelYJ1F82scHurr3ZnLetrau2ubliDz541I4eO6osFg3xI4vC07A1rbU4J6WNYt8JjjBmYVgdFjDhICqMo/dAcMOzlTiewYsbyMCkIaVsAgK7aD4gsySDYASMmqyDpt+J5NOhFXGKqwgxP+ffKIlkYeabTpiBmKvCpR5TDMeJ8IqUcQXf5h4OOtMljrrpITJhVOG87zayMX4l9pswkUgjkXgqD636Rkt816dJi60pdlMNfvlIjlK7sjWwL3/lebs8TGz1+EkbZaSXy22IuDJjHiCBDraRd4ZWNObwd9chwK6jUSxcNgfbuwM5oa09/G578+zz9sdfes5+7Rc/bPUuwbpdnaStq7KTYEPh5ixIxcERpq9wjfi2BSYYruJmA03s1V7mGY5QV+dFz6q2lOcyGzVoHSYpSP7Be9FSEDpld6bJKek78/R+/0BdSLBvzSJt8yXC++xkWnM1NG7+XGTtNhrttPs2XryDV0SZQkehfWxUERiJbEMeAulSGtpAxf2WxwAOj69rAfBwmntQCe5R4vD34wiBaJKyv+9xZUT+hia3HDWyj4Sh9K0NeLMPd5hst/i7A0byoC/ExnDkN38tXaOWeuzcJiHEAawCf3j86pxnUmEy42Dk/D3q8m7BWOT+qOU9mKtc+a2tGVubp3b+zYu2de2KnXrolD3y6EO2trYcvGdxVGGnT65a1NZuI6CYangHhx0e9gK+8Ls6FOaDnLjcR4Ill/kZG7xv3sY+BxBMmeh4fetHqbKROuDlGyJeCgiyBwzwIEea0iXFcCI4ZpRSieOZDniQSOLPSKYEX57cQQh44kmddQnh0drVy1dtd+uiXbt60R5/9+P2EKnUity2hwNLOhPr9LtWNSOFCFKYIKnaffy8V85cO+vto69VMWx5xMzxUUlT6RNMIxsBTA7mNkSikjwLIsDp2PtXIib4VSyjiueg7diCio9dGap+kECLtJhaVzWT3g1mEhwo6tzylnimBIz2EE5T/IsoHYYPJpJJiRQSphB7E5lR1DiRUTfxFaRD8HngzfM4pzCSZa3sH8TAI6bPubPn7cUXz1qvf8SqtmfjNrckX1A2pYxQKkiD+WDCeO9rTGjT4eGdhkBj9Zh0iAx9LjvBxaV1q/O+ffmbz9vPf/RDtkwa1QkxGwsNJ1JMpFWQ86x18wrwNWwZpH1g1tZNZcoUhSWIQtW0CpHDXGhIkUjWLxQuMKQKUo16O5eDFw5t2lhCx5hnom5+9Fly/+EmSVz4bFyv5pnEeQzffz5/ff9b/va+CHzpV6TgtB0aBB3f01+NCxSR0eankuF8dtByGJ7DHPCbHb0cuETlEa5+9/DfHwcIIODwX8ANIRt3cB6eWFslynIzHuP8SYQDjzGJEGdGC5xP8Hri3VhvqH7f4S4zkt5gnwQ3+jC2OjAf7vlMP5H6tEltrTIcEGia6YRq1ZkopFtwjil2ZTn7dCgjAMBINLcWES35pfkr+taWIxsMUC9ie9SzNOvKxT0CC0aVRb5NM6kWGwxQA1PkDC1MbPzTEFhGvDKpJeYlkc7nMwR7e8sVDK/IyD6Q39olBAM4wSijlqU9kkLqS05spLVSWHe55gh+zoyHbyvqDgwNKlsYTBjnVgbpME44tKgHgRfL8o7CbiQJ4TUIodGzpEO4n6ErcnNiaY4NeDVI5IAZbQx/mWw5sel06qk0jZLfwcCR7osgqB4IWSYFYRyxG4TJFZOnLwUY0a7IYIZbsW6/DOIbTYHrR0DEWi/E8aFMOJd62lfVGLaE3Ry2u0gCkQKRboxnoWHyakWcANybOsEXyz2xg9GyOwvxDZ+cwgHNw9A2HUKHGJusY23FDnFiL798zi5d3rHe0XfZ1iixusgs7RSWtJXifzUkDhZcmbKhvltDpcNS9wEC2mwyJ5rKUmICkvGlTW1nuG3Fwoq98dY1+853X7effuqMvKq1iZo0ChLOwOJcA1WUDTRH8IxhZiPEfiRPrLfYswUkk63ZcLeyNC9sdaNru6PWFtY7mudM9d0hroxEOKhkQqGMTjiiaEMM5RWroQ2Wf+Q+ACh+Yh/qano6uYglbnrk9fjOTQv+oDyUnSPwDh1nDsc/2qg5zQnPuWAbTsQJbs2AxaXoyQFHf+Zvh8eKATx3R7cP//nRhwBOn75kucMcmjEXpCQ2GrFB9cw2UpgF3gITGSiP/+Ixwmr/dby/93gHjCQfiIvyfKXepPnP7z/XW0Hy6LIyt/WRBA6bxaAGFKMCk8c0zGBcMmW3ITQE4li4aZ4RCgZPYbwQseVbP37UHj7zoJ06fcwWFvCORbXrcxWPRDGRmqduo6YWi0I5S0j7+JZC70g9G5lC74mKAnhGbG56z0OB8wAd/3Ao6WW8BicenM9DiOLUHSS4ML1BaisGOOxZtexIikrbKM7R/zANQAI5aiqyD2ohQkVdIwbIiFfoqvwmbdwTvh5a1uvZ2sYRe9cjD9iJ4xu2tLJo46a2aji07mLfSKo9QmUrhjuyzjMmMu6jGb2oDp6ST7qon7fPCWI4F1NPoPNcEmF/xyEn+w4IcVg5rl9AgFuEX4ShX8eykkQCQX0HUPvEEh4wQoFYC4Y8q9ybLa3BMdTXLrWmmDYiYiTx3E8VE1JCQlohCTuFvKeMhaNIuBG+QzPkhZoQWrNjg+HIhuPSzr3+pjXj1rrdZSPxneU9q3G8wAWtHHvgaeL6RUAHiB4e7hUEIl7dytHbIBUy2Whqdvu1LS8v2XC8Y4tLa7b5xnl77tvfsZ9++jFrm0xSbJxzur1cEQyInUgENIaX+eOOX6kcs8hxf+7NNxW3tRwPrVN0ra4SpQTFH27UJNbv57a7S2gfMqF07OEzj9jp06etUPpR8LVR6CHwVMkYkNLPLR/3Corz9YoxDjfCrAi0bx7G828cfD5fTywR53u8vtHxoHdvVPau3BdZ4h/Xhmjz7/vXSCquI/+ij+oQcIFOzlrilNFv7KV4M0q4fzmZvX0/zmJjY+uu/2Yssf/Jjd/YX9Kv5+FycAm/e6u4cbM67vxZ7HXsZUCC/RXfQqco4rXEOmeVYFctj2xltKqM6CRknEI4V9U4efpaCPOYE/A+5N3WWnt9dWF9ndV/o7PbZiRla8aHBQ9YMbrGBUePFxnvIZmLfzAFSPfq2sNP0A/9CTLELWPCEe5lYElR26TX2KgeWZ2WHiBnkotxTNPW+h2AU9pus2VNPrKFI107evSYPXTmITt+4qhS4fEcW76sIBvKQDEL24SdeqWwL+NRTUZbK7CZbMeezs9q2RxlbWHdgrzgzlhKVcn0x/4vhMfB8Dn+B8vHOYOivjPi08GJJxyDyp5REePs0jhJ7WSc7Wp3TJoInu6wZolxKWCTtlYmeGnXVk4G1qaVWVZZQr8UtxGmr3a7RiSpLQtTY8NmZLaA6cDY2k5l2/WmjbORrT24bEeOHbfjJ4/bsaNrtrBQmCWVleVI9aEiE/IG3JeUEPV/XrhE1/AKLy2foPp3lS6MlBZFqZWRODtDK2cdhCrBaYnc3uAMaAMTyk9vhm8Jan57hsN7Jpvj2wzQXM/sNh1qvs/3ymHO+IiPFuNDGX6qlvBRbaK8pBT0T8exoxTjG8aQl4OzjUsPAnMc3vNm+iwIfKS+gzQKTzlsKwlq/+orZ+35N960dnnNRnnHyrRrFXFPJbFFLU/WIMDkcNrTfdV4+M/dg8DesfZ6uccfmALeOFbMcM43ctj8+syXvFGSZuKY1tWuJZ0Fe/mNi/bK2av26MkNS6Bx1ci0YWFzJgl/KidC5lfGnEONbZlt7+zY7/1fv2//4SvftFGb2YRECN0FazGyJP5Lt2/ppLJyvGM5gchH2/arv/yL9siv/arVZW39HrmsU6sr7HcJYt63ajQU7qIJQLVO+B3C4cSN1UixHzuKAbm0tKjnPMOhh5BAhAwhIHrYSwsiMKjgZpSKlOXY60w9g1WEF3EVWcSw3aauxcUlhdq6ePGKra2thtBDznixThCah++RTIK/pdUl2970eJjdbmKXLm4bcS2BusKVQUMJ6YPGif5lmaSzzFFGTn2cn5CxEzyLQ/s2EEqL8L7yfCNQGh0J/IyTYZPSF8cimoBkSL/AHDitpxH8eaQOnPsiyrGOChtDKCNfZwJkw3Kj/smMxzuj69hvap7r775me1OE4sA/0i43A+K703vXvRjnSJSvcO3NBqbeZn/Jn8QKvI3+L+X3Pd17GV/ScfrOvjLzY8gjJPrz9+Yr8R7O37m1c9U3NR/Y1wCZNt2oHrVIbVJv5/DQhyX2SgPmlQSCz8YPMxX4EcDEQajBBlQhfSYeDaUlVXCj+UUoLeYptIk5hMZNgp40jq87ubb0RfOD74c26Lv7+naDbt02I0l9QnoRVwdOQBsfNUEl7nl9uLDVgxinstVBlugNxjsZr11kj+PBjmVtY106NalsTCiaorW8m1tOJpSabCguJUqzVrG4jhxdtCeefNBWVlZtY2Pd1tc3FD8R4giAADqxClm8IYQKKZg01kd9mE9sqdexy4mEddYnj21WWAO3Dvcjj9wgFZUamVnmqvbIQPqRovwXfnRtir2Bi+JaXXbV+hRevKVB46FLzMAQwQmQiXgAQzhLJgaIMbKsgHA3NhxuW12PrN8rrN8plHc766HudvgSiDfrpLa6vmTve/pJNevBM8dF5Kv2qJ06s25Hjhyx5eVl/z761qSxbg7sPB4OzSOUEKwlqRDJlW4lDiPE/kysO8ltMuCLQIC/YJsYRpmWSGIaeGgfF0Ttjgce5igC7+0eVfuel7znfotzLFynP01eH6m5u/44DqDw1/sxfS+eqIzjRry1p55YBw/DeRwLNVxinFoAACAASURBVEO5xVnY4Z5zO3vhsr12+arlRx+zcZpZSTYeBZ51PKOSVCEaHLp7vhUbcHi8ixCYH8D5apn7/A5+zgbDmUmfzsRNzbFpTXPrLCzbmxev2StvnLMzpzesKVNFUmDeszgrpAsONC3RKvgC2aJIX5hYN+/boMwtXzxhx4+etjLrm/VXZUdLsH4iMlg1sNVmYDa4bFde/baVTe00FOP6IR7iqR072rOdHaImTKzb72uxwWmw6ORG2BBMO3DecWlFLvpAcgacdsqSWLRdhVYjfC2xUIuCa7fDhFmD+cQkJGeDiZ0nqW3JHQ/SpwTe575Zr1PI8aSufeEbj0dW16WtrCwbzKfCjLXE2uwEekjsR7Qfpvi/SPCZA9u7u7Y7NFtdW1HopJ3tkXU7ZOpJPe93ltm1a9DG2jaOHpHNamRUDh7BMLx37RA2mphqYZfP5h7zKLQXmK/TCMgInVGD5tcBVgdnzMEFFSGcRWAqBFPRKF7lqVcSGdj5eJNvtztiUOJLEmyEBgZGIzKTFIlMqopTbN/coFv0U93Tc8qEVULXLmSKTLPquck/0ypCjwM4Ilj0pr4V6uB8ugzfpN7becT6vL+/04bMN3Rf5bSZDY6WIT2LLWbi+zkwdpt+mHiHsxw80Wg5aQgB6F2DRqgvcAynY40P3xe6kOgiGLPIVI4Pht2LsgTOunCTJu/rwfWXd8ZIXl/f3jvXjaI3lX9lt0NuZyRmMBPEUrPEekXPVhZWrGd927x4zc6ffdOabm3FYiamBYNzACwipfiAvrNdWUitk45tvHvZLo43BVTUOfxQm0Lklb1AQXiJZ1hZt+hZO2ptcHVoWZVaUkHUUT221tbsugkuRCzCONDxSK3q3PQ4/2QvEN7ulcMo1hc2hz75wm4UDOlkhQ12d6zf6dmJjRNm44mdfekNe/X5l23SrazNK6VlY6KzCNAXCPOyosi0tnXxDe3aiUGHU872pZFtXSATC3gW1clIC126DCSx0Wyr3IbXKktr7Loay9j5g/Mwq8ql7Yz7db2OHbruQSSBBzx4R2/FBsfj3WsMeEneYcwxxnVlF869adXWji0+vGCl1hK+uXdau6r87rfl7vXqsCZIgkZOm2A0AUya1DpIDOsFu3r2NXvt7BtWNU9Yg2SwT37p1upxaUnBBpnyPvYweFoI2okNB0MbbG75wlKAIwtWtl0bW9eaPFdu6o51tbHs9ktLe4vWhmwtOBQWaWEXL1+xL37hW/axj39CTNaff/krUr2feeQRO3f2nK2urVmv27N+t8/0lwkImb3K8Uj0c2V5VYzQcBdnokwS006RibZsbm5JYrm2vq42b169pgDn0Nu2QWsBGFLbubppL7/0kl27csmGg12V/eTP/Zytrq7Y5UtDO3Gsb1tbiTLjwIySQrHX86Dhw8FIXukrS8uqj1ida6trqoNsW6Px0MgpvruzK+aGRZU1hs0xNHAwGEwDpN9PTMWkBrMscoZPykpJE5pJbkWbe3QIF0tMJUtqm+QNEhsIH5yRCBwZhyiBktkPb7jEUMdAN1xo4wzIdBMbEVTUZS99mcEEttQ3TEIDx2i1j6rZZKDMCTzsHioV0EZVxTaD016P41T8jlOywNBQQNK9mSBGGyu/rVciw+izw2vxOrz+eWZx3pHLX/YynOsdvhd+mm7x4raOsXfUDKKHymODD6hTmyzmN2+QKjfAWzcYe4AbUiByDDylGMeK7HxGiuBG89Gl+i580kYW/ijgg0LesXFRpz0Q+Z4BO6Btt3vrjhjJ2/1o3KEywRH5u1DT4/StdBZt59KOffcvXrDvfvW79vKbL1uZDS3pMkCV5RlhWrADCgwfRuTKSzuxlNy1EusySFwTcgEJJLHdUHN4ajrs49gB4/2Y1aklZWp5VVg36VsnLcTQtvK+rW1EeA42xu/AzyeKLESFHECAe6jTFzo9G48H1p10zYZm3/naC/bc175hr775srX5wNqCBcAJDAQdmPc6XTkC0JULdWUNoWVIF5mjyjZ5CCcTz52rXaRSF2Jticc3NeDN3Le0LKxX9S2xruVJx1J23KVLmr3Ne4HFOB90f2+pH6OrkE0A6dWVy9fs5Vdfl/e85R1pKlHF+A+C4gwF19CmQHpjgcPjDwoEwvohXAffW6STMAMsvIVlHUL0mJ09e8V2dsyWu2xuPT5rg6rY8MZn4MNckdQCE5dWEr5iadGygVnS7VtZ5VYmmD/0Xc2Nn00ztEkysLbdwW1bErxuJ9cmj73zqy+/ZP/LP/xH9ku/9LP2h3/4NftH//M/st/4jd+wbrdnX//61+3ZZ5+1pVPLtriIMX5q47Grxwjaf+TIitSxTY3jT26bm5t2/vx529hYszNnHlZCg9///d+3j37sY/boI48oa9P6Rt+U3rtxm2AiG7zy8iv22//yt+38ubPW73Xt2rVNe/TRx+yJJ96jfNdXruzY8nJfiQJcKkkyCYQMiZEcATqPIxO/pNszg9EtSzHEq8vk2wZ6S9bppDYgy05rtrTMe4ldvnrFlgo0Lvf5J9tsF3yw6Jd1I1tzNvZktpHHvqR+tMvVjXTELVidESR0ELQcmJC1p5N5HnbhSti8RIYIGPAufd7/07ob8HT/s9m1mxR43dQRVx1vS5R2idkJL/m5dsA+BsJdfxglozRnvkWzWmdfnj8Tszz3AvxZ5M1iqyjPfa4j4zlfx4Hne/oPNZ37yIEv3Pgm39Tbe+r08vSX9sZ+xKP6IWYxMP+KYBLb4Fo8BFnKzuQcoOLJjsvGYxRPWquiAE5ma2GIQjPhdWY/mFBnRHXvgHbOyt7Z2X1lJOmH6+KReDGGDkARCBwLyoldu3DNPvtvP2tf/8ZX7VuvfMOaYmxNgYSNyUFYG2xmUFF7Jgkki7IBTMkZ25WzDQPBBKBekFwSxcmCdYsV3cP4FKUqX8+NnMtda7cbOwER263Mqon18p7lTaq0fneCbHc2PM42RDSLyABSVsPKVheW7fkL2/a5f/c5+9Y3v2bjZGiVDWxYXbYUKS5qJ4JGITUsCOLeysYI5prFiyULSYH/2Idi90SecbyOgV+QSBIcmZzoLHRtYWmZ22K6as3Vxqqd0prdypY6S1YPsW6EXIXZzUQLY/zOwfDORuBevA3+gp8EiX7j3Hn73psXrHP0RIhW4MyEvrtn4s/dvxeNOqzzjiGgxT+EfnK8JxpBY6W8pRNbXF61ty5esvMXztnx9zxi48FQTlRIp6UIiOxDmPBx3mvxrmuprcYjZnjHKhIMpD1rkq42vnhpp83IilFjg8HYxoPadgdjW+zkdu3qVcWIbdpazN0/++f/p62trdlT73vK/uxLf2bPP/+8/dTTP2kvPv+CXbhwSan8AMYHPvABe+DkEfvqV//Ctra2lGL11KlT9vorr9s//sf/h1TRv/Irv2Lb29v2x3/4R/axj37U+v3Mvv7170h9u7S8rO+QmpVUswRi393esU998uftIx/5GRuPSnvyyffYn/3Zf5RJEnm7UaU/9NDDCl002B3Yyy+/LE3SI488akeOrNuXPv8FO3L0qKSWGxsbyh/+1S9/VbFwr1y9qpi3D585Y488+oi9deEt++KXXrKHH37Y3vvex+3q5u4dj/HbqUDrHS9gkSSGgSgkmBZgb9DYKNhvksVIDFtIluCMJDZtMM3O2EFGYSTRKjVFoY0CqV35ydw70Aqpw4WDMzvxt9NmyjrDGVSqkijMqDdrqZjV+D0uUK4H6aiSRxzwQZVSQyke1rXZjtm5LtU1YxjjyuSlnWmcZybV1jBJYll9Os6fuAxN1yBnOeK8YuOmqByhPQc0+/veom1UL5jBczDOCi8nsAhWMBqhawKkHIVluLm3espAN/BJ4FdpE8Zmyuc+URjI/1azrsq5E8c5zORcisn7CNP4iWaEcHec00JMKu7V774ykuqg5hWyLe8sgEMF0TS5tePWfu2X/6a9efUNSxcSe/dj77K14ys2tqE1Vom5aerSvV59nDSAMIxMMjy2fTDc4Ju6W5inamKTpmtddqRI3hq3w/HyE1vI+9bsNraYr9rJ9VPWjBvLlYqstX63sEpZb+7VEHy/eoWq6i2xyNhhQJjcGH7Bzpx8xH79l3/dsl5rk6IxKxqrbYRwS5AeDIeWp5ly0yKBRBqLGhrPbhhKUAxVK7DCG5RMhRiqu6e0262KiZTDFO4whSVNbn1btHSY2tPv+Skr2o4Vk67VEySc+/sTdl7X3d9f7sfjmqmME4DiTiYTe+PcBdvcHtjxk0/aDkSIya55D1VBGun2RGABtw9/P/gQwN5XqTDRuDSppMz1JLPewopdvvamvX7uDfvAex/VeKYJntt92x6XUn/GlIVMF3esaMUooALTnO32rMhWrOkuWtV0bVLPJJ9W9KxYXLJiacnyJUJ55TKoInLFkY1Va6vS/of//n+0l176nv2Tf/JPpYlAuvjWW2/ZxYuX7Stf/nN74bvflbf3yy+9bDCJD5952P7h//QPxZhhc76ysmInT56086+/btWRDXvzzTftwoULklISe/Xf/u4f2G/91m/ZiZMn7Omnn7YPPfOMPfjgg0HCktnS4pKdO3vW/vSLX7LPfOYz1u8X9ju/8zuqA8b11VdftY9+5KP2niffY0g5L126JGkkG+L/6u/+pv2b3/m/7bVXX7X3v//99sEPflDlX3r5ZdvZ2ZYd6MaRI2KE/5u//7fty1/+D/anf/of7Td/8zdlRhIp6f3EoBg+TMKSnMBgzO9gBy8TrTDP2dTHCS5a6Ro1Zj20AlU9tqocyZxEkoher0sQDkkrA7+n9U9GYuIvwndCh1V9WCBvTI49GkUQjvubknJKHiH/AvFlxDIO2jH4YEnanGfWO2JZ5j5C+8TPsJKJiSI1si8X036Hdqqu+Xfn6g1Fpof9ZacPbvXkDpjIOFzxyCcjo+uwDjRbEkhvEDBjjVQUmUjT3RzSw8pNzLq52aia2GhQ22g89rB5MKkpmlhU1QDchWliGJUYI0YX8Uxt/jWXXM/4aH3dH93lf+87Iyn8kAOLgx+xPSrmqqysGTX2n/2nv26b5Y4V3cQ2R5u2vLhgW+221W1l3XzBEpw6QOCwuyGgNLuAIoHhq5yxxKNaIbxdDUJ5QgR12MFba5WV1ksLKyelwgktpYvK0Fc3reVNx+ptdoyJDLs7OOncO0b+BsPpsIkP45xyjz4PE9LBiH9c22OnH7X/7r/+bwmjaWMbWNmUVqQdqZwr8pJPGlvMFpQrGwZ6qVix3XpbNk7YpMqDS7jtlhr+Lb6PrYWnPpRLjHZdqbw/ydOZNrlVo8qWkkUbXdmxbNIJ3uWx1YfHgyEAQTDPN94Wdm1rGzM2a9LCJhn2YOBsHHFEGVG1zb34d3DNh3ffQQiwoCMblLo6xIBks1YUNqngIHLLu327dqm0S1d2bThqtZFrK88+Q0zXFJWWFnokEx4CiIWDYUfKkSDJZtNtZiVrAis4U5UUiW0lqeaY0EPjkZWDynZ2x1a0tby0kW5NdnbsT/7kT1yCIgnSxB5+6Iy98J3vymZzcHXLTqwftWc/9NO6R5awL//5V+yFr33dHnrwYbty6aq9/uobtraybk8+BSP3tH3ml/6Kvfjiy/bZP/gDu3jhgv3T3/ot63U69gu/8HP24IMP28MPPSSParytR8ORjYZDe2tUWlO1dva1s3bi6KryhWON/uFnPmy7W7uGhHE0GNkXPvt5O3bsmG0cPWrf+sY3bPPapvVxLGpa+2u/+GlpVf7FP/vn9vFP/KwW2MtXrtj73v+UfeWrX7Xnv3POvv3tFyQRfdfjj9qlS1etQ4rJ+/xj/AjbxvjJ+5rrMI8ZY/kHSKbMOPumOy78rFXivhSiBSECQhC8cUmCQLxbxyF3cCIAvdvDzajHTFpFt10yJT3UzTelYb2LjJ97BOMZjFbQyVAw4RX+KdGFUNEZV/qMcAgJGCp5vPm1EoOr0c4/clyChkOE9eig397V8IAS07quf6Z35yuYPxdDdv07b+cO4zqj1zNOEpjxKZ7uPwqeTOI4hbWh0P5CMB4SOaQihJhHKZBEG1iCJzLjo042GD7/Na5IoZEMS8cfhDdTPKMVjE1szdvp4a2Vve+MpMYx9IdDxEwYSsTmF9/atHE9tN5CYeWosu3xQFw5u/M6JYMIiJlbUWDzaAI2Oza0AHgeouYG4Uknh2oWpBaAMU4tRmIcq0ltTb+xsioVPqjqTCxpJtbNUI1PLKlS6+RdLfBMCJS69/8383j3bwM5ROeCIHJBa6uJbV64pvA/pHwsuqntjjBirwx2G2N5bHDShdQGw9qIZp+sT2w4zASX/SJvJLSWwjzCnOPnTL8hHhNrs4mCkGPknqduG9lpOzYgpMh2a0sbtAjBO7sljez9B9kPyRdJcwdeonq8trNrdd61EpWRvFqR+kIggP0MjlMbIB/+H5Ke/jg1M8R+ZH6GOcqBpAckUiCUQovTX5LZ1tbQdgdDO7LYsRIJU0VoMx9Y8IIfi7O8cWFAsIXChAczlaa0ejJSvvuk6EqKQagu5nzTjhT5guDl3X5iy8sdkyP3YNe2NjctWVy0v/7X/7r93r//9/a//2//q/2Df/D35WADk8kfXqgPnD5tzz77Ifvc5z6ndpw9d86Wjh+30w88IMki9tYnThy3c+feUAadspxYf2HJ8iSx9fV129nZsc/88mfsU5/6qFUVEcL6iqsJjUZr1Ov17GMf/bg9+6Fn1C+YoU63a0888YS976mn7IUXXrDvvviibDCXVlbssccflyqbqBJraytSvf/cJz5pH3z6abt69Yo99sgj9hdf/4ZZkdsT73mPPf0TP2Gvv/66/fa//Jc2LMf26U9/2voLZsvVso1pUPhB+yKs4717cpQ60VW/wocQSJLRho+JIixnEpjx4T/5AGB+1IbUstpNSFsU17cJYcHymOAhJ+WRZTBuQakx7Q8oBRMxIyczGi1cVYHA0jkJV9MwC4PJqWFacB5rNZY4iIlEBdtO2OHIMsl5RBFQUoWbYU3Gp6EN9vr4DwvTpxtkbxtMpJrH9PHmePOjXXi4P9+FaQFvsqZdbBvPYlmaG88ZcxhbeGUxgUiJsBXT//zjSmqVP2gdU+NDGxXiztsNGAVKve/hp+TdAA3QWAcosdGcyLIhtDfwKyF8D3iJ3a9LHD0Ji3vLYGcbwigG+jDPQOIP4vhMy/faRWoDw131J3Rgihx35+S+M5Kx2XRKgyXuuwp2AexMMBRfUGDopXzF2rJRWjHE9W2LvrZrE4WeASCJdWzB4/aACRgPCE2ZNHHEHYmIO5kQtJz5iBNJSR6djjLliOMHkXG8aVOlx+MetmwKSO2oH5t+X45Agh4I2R2rHVOlFnH7mZT4mElHKSOJy0gw7aVszZK263952FoOzBZt1RYB367Zggz757oRJd4wjApOR2xNDz+ERIzJCVurjENEzm+RvKSWtZmlbWZL/QUrhx7qIyPYOeSP8dUQRAPyue/9mJ82dWULi2t28ZWX7ZWzb1m6tGaTomdlm0iq5CQHIDHwbZCI+0LyYw66H+jus9AqZBdpEIlw0JqNWxzVzDIkBm1iRXfBzr2FKviaHV85oc0vaj/ZwynbUarQCTBsqIolpUpThctJktqKrLG0HFjGHEcLMxxZS354Ky2rBlYkleWkYMywbyZM2MTyTkee1908t7/9d/6ObRw9Zv/6X/0r+/zn/6N18p5oIpLTrNtV+avXtjTfeQ97Q1TfoOLpBx+0UydP2sJC377wp1+wrz33nJ06fcr6/b71VlZsVI7tvU+9z7763HO29m82JIl8+oMftJXVVY2bslfZxL7wxS/Yq6+8KjvHv/W3/pYcaMqmsXFZitmDsTx+8qQtv/aaZZ2OlXVtn/qFX7AHHz4tBhuG9MrVK7a6umAb6+v2nW9+w5784AftzJkztryyaE888bh99o/+yJ5473vtJ37iKbt40dNW0gkW38hExuO9RCq+EYREms9Oyln7oKE+wzlBq8baJZpPSWkvPWyLO0zAqSD2xrvfS0G2yxq799JI0gFcELDATBIuSZXwjsp7/fTVV96giwoMkJwpgxSNsEwSdhH7Ug4dzkRqHWhoIwVDvXNHoStRT8igRuziFBV8Lgm1tyvDrkdCH/dfcCkcKx1MGN8UxdO6EUYldJuvOoxCSCQBkiWR+NC00yTlrlsiBVABczEwz5hq8R+S0TyzTl4oaxlmAXoiKTFt8ZjLjheuOlaD5vqodjBSMIiSMvOeM9qCFWF4QtIKN0MLYqjGQ91BDBg3jakqj/2cqT0TpUAFKpEh9M7CC9A2H0Okkwzm7D1/FAATSsXRdhy4dwKxd4SRdIQIAJw/SDzrYJLSVUGqaSIMIEBEzhZ2NBqECLQbHb1yTVvqJvi31mMNpSY4YRIcOZzx0V5FhtHMFZ7wm8dsr/Pe/huQKHzEW8G2in0bs43ZFeiDCBITxlUowDZRekcIlcMK6NCDmx1jLzEdkCUPhGAK7WDPgoOTAnCz5XV4CqCy+wFJZzv+ewufH+7a2REzItc2t+zy1U0rFk/bJEetXYhJ10hBFcKCod7ef/uKH24gvyOtn6MTDDFEfkLGpswaUrrmXeWWv3zpqm1ubduoXA+5ryeWtDB+Po/BDxYTD98RzXOQSo6sm1R2ZKFrm/W2AlzbUtfKcmArRWr9tLVsd2jbLXEZoWuZVe3YOr0FO/XQw/bxv/JXZYf58Z/9qBgx7KcfeuIRe+ann7WV9VV71/vfa8vLK1Z0C/vAT37Qjm0c0f0jRzaUi/7subO2fmTNHj7+gD3z7DP20svfM9TJjz/+uD3z7LPWW1iwv/Grv2qf/8IXJFFcXV+znd1dW171OtePbNiT73ufvfbKa3Z165okQ5gs/cQHfkIO691e1x5/z7vt5KkT9sGf/KDacfbsWeUZH4wG8nj+2Cc+bkfW1215bcXG5Zg8o/Z+PM6XluyPP/c5pX09dvyYGNFHH3vUTp8+ads7IzGYg1H5jmDFdP3QtOcffu4Mo7WQRWnPeqan8uIXRiFBQ6ym13xt0L/Q/MDs4UCKM0Y6wlHStXOJ7P8ke/N3p/+qIV5dlCoGAQVfgZEULooGRTUpxR0/YQJZUCJ/NV1YCGUjtTYpff1jSDSJ+zkqE9l1duQwlFmeJ7LvpCoxeZQPXdQ0CPVTC4+YEzSHTZlnbwlS0snExmOk8SElIPakisFMcx3WaPE4Q9We15nVWSuTE9diJpaoLUQkcLmoT0N/V8yZGE4fIZrImLFBI+mHGHAY2fAn7QGwJOBCGNUomXSYOiPsERpCAQHS4SUoBz7F11bdiQVVKHIl/kYAtHrInRtdx/v+1t3+951hJEGdG/RLhsKCx7zFBLsRBxEBuF3leuugYOBTcnUzQNpJuO2IPjNlTB1RGAeY1oDTN2znrX/9zkqCY26UDMB8F+mI5PtKr937J5BCA4RMZLqJT2/t6G9qyoUdc1ClY9iLVEWEBCmtw2hW6+17CHodP07/+jimqTOSW9e2bfX4qmwkyYPqOcgjPCjrO3FJpqcLTnx+ePxBgQCzJpqdqE2afCy8mMawgc0tK7pWdLq2tXnJdna3pe3Arg3RJXPWJRhx0ro9JHO/JqSZtba9ecna11+0ZHHdJhVSo8wSwuJgS9VJbdQObDK8Yk25bVVJcOLGim7P2jS1IydP2d/49V+TjeXq6qp95pc+rQDh/cVVW11ftcXFBVtdX1bazn63Z3/pP/mwLS4syK7wyNEj1um0NhqOLc16tri8ZD/7yU/YXxo/47bWWcc+8yufllf6mUcfsTPvetR2t69iwm1rG+u+YU8Te/DhB+yX/tqnra6GolBbV3ftzLtOW6fbUbDw/lLffvJDH5Rt+tGjR+znVz5lo9GuFus87VjWyeznfuFT7jzY69rla9est7hg24OBnb/wll3b3LTtnW17/ewbCkBOSCOYopXlRYUDwtNVNPK+Is3+L4bxnbYkXGtu722Yp8TlfTQ8cT30+iTRBHfALTYhSD5hYCiNdK4MZkZTBmNWN6ipWrSm8o+vKEjWWDT4rhhcNjRcqwXgsk68onA5rT6ooJHCy7EoLD5I0GDysMGo6rFVOXZ/7nWehzBGWepMJSwvnxDzFprLt7muKvoXVO3KjFfLmx+mkjnm0jvmWuCBo8aTVTMw4ZJatkgwa+W2p4mdLmlIUzmeEQmGH/cFo8hkI0VEKydpI9JWpKetjdFw0r4gyYRpBob8h6kevZHmFXgGJpv6eUcwCX2cwjCciA6oIfEfb5fehRGaZ56obPoT9AIUuSlmIDxVS6cl7/bJfWckHQ5zjKRgNGNEWEijsHYeXg6UYLOnobh1UGjH40Pug8uAAVcQJkh6mMfhlhCBZ46UPslu/Wt3r6SksGokdTqCcklDaWuEk6SDIK1znEGCC6xmbRedEgM4e99rnbVXk5Ec4yxQcxMxonEYKp/toT3Uq89q90urDn83g4AYBjKWJGYEWU7K2rqLy7YJcRJBhACBeYGJp7I4ALOTm33i8Nk7AYFAs8VMxvHSEcKSiZlEKkk8yV3CeZQj92RGwlKPXeLCuEvq4sSIRSlGVDj1wAk7/tZ5G4yumbVD61lqPWwu21wSHdutLamH1klrO3py3U4cW7csd49xFmEcuY4eP63vJk1jJ0+csLIeKwjaKh7dTWOrG+uem7dtbO3ounSNk3Ria+urlndaO3q8a6NxK1Vzf3HBFpa6IfRabseOb9jucKyMOqR7fOiRR2w4dltgllvU09jLIZUkYxmq/NXVsQ3HY1taXbal1Ayp4+LKoi20C5KAFr2OLa70FEcT8+3d4ciW19ekmtwhhWOvaz/17LP2ve99T57Np0+fUqif5577uj31/qfsPU88ISdOOBHiUJak5X0HcMNZMf/w7NyRZHrNYicc8vsuQ+Mdp/Kz61Z8hChEUOFOn0m8F+q9WagXrXvQlbCQgO023QAAIABJREFU8ApSOwm/UZ87ww0DB7y08oQLOXvobqgkLiyyzoWRol63QxRDxhZJ1x6pooYZG9Vi1GSrCBOHfa6a4z3xVUuNEvEjZCDxRGVgxfyQFBZPdmcuFU5N6xVt8u/pA3qbEHd0xE0aYEYVHRAGFLxsK+FlUbSSWDoTy0CEcYjvBRvRqcSRdmj7x1ylLvXAeQqGjbEIIh3dVCrkUKcEQpHJ83vCjoictFe/CINwGcbCR2WuSHwcX4vXe448vGmBPaXf7sV9ZyR9VZwD3nWdm0kDtUEQovpbjmBg6uzHY82HfcdZCRfBu+UegKRg3JkyjeNE9TdUH6cgUPAwg6m6rpnzH7hn505mDkQnefzRTnY9HF0sL5zWZMIcwBEnolDsxvQY2h3RiyPBg5D4ipFsSc1H5f4nqRh16tKZf3Zq1Oejxtg4PO8ZSH4kKnaPu93dgeJ+ZZ0+Ge6syZ2II/Jl5DV8Mq8A/wTkdwgPfySAfh87EWcUE4Uhy8SwYcvFoskWb3eXUGVs2rDpquW4gg0aw+wSicxqJnPd2MJi337+5z9pH/v4M7JXzotE9srYLPOHao5MOJ2ksQ4bu2piGxtH5HBI2KGsKOSAMaoaK7LCMkmZUAmWplSqLMKkhCUnNi1FQpSnVrWVJDVs7q9c27bFBTPUz6RfhKEgwDbzfWmhsCub28pms7TSERN4ZXNHTjRE18D+kni/9J8+VlVp/W7Xegt9G46GIZSN5/VGRVuVpS0uLVnSJDbCQbBq5BS0MxjY0aNrNhyWojmrG2v25FPvtVMPnA6M6YrCvX1sbUX5u/l2je0gecHfEYdJ6KLjwgwjZmeOkPHanX8CyRaJFbPo24SARxyg8/4OTJHrpYLAAFMm54QktfX6wcH4jfBFLn2h8BtaE2MZvMud3ITSkvY50ffXXDvC07AuagHiGseyoPWjfrWPfmXCa2w4Yb8k2cOOkplRJ1aTGo31VulBYQRpS2j3JLU29XekFlP/aZ9rFfm0bPenrfQ2+Zo0g7/WSfVz1mUILJsL4CxtvqSX3hYvNYOdoDP9xyWfCFr5gpjrEI7H3XjcQY6nsoXUe5EWsH7KZi805KCDXggwUC2zc69mbkzjjVAvBOQd+L0jjKTE5ursDGMj0yP80TMQmsUzTBUQzYMI7AFTmDc+L+L82FOCC95thZDCaF2HHcS+sgwhf46IPqDzSuR9xe/ppdoyJxmNHwtkYx9z4bByFoQ+hEkeX5pDPe/VfvJCdRiGV8rfzW7LYU89TFrf6UlKKhMZR1wRMwgGc+MdQuK5Lv5QnBK/czgc2dVrmwSBU1AxGbeDdOyetIJ4LM/pWPNMkyOO3g9FV3/sGulkPI4Rc4hzln4WWDawqKwzu3pt28qqsU7mqfzcgYGyzDVEQ0GiEZiDY0c3bKF33KrxwPK0saYaW56mVnSRtLlDj1uQo2rDe6dju6g3i8JGNTZcZLDKrIR5bErLk8yWV5ZsJ8SvREI4rkbTzSe2i9ADpJZZltvaxqqkTaQiRC1HRA2yzCz0YRzdoQSbS6Q/vb57amed3LRZkhcqTSnk7ECqsIqAtfgV4dzXmhWkDewV1ul15EWLxJYyYkzI5GGNJJf1JLFr21u2urSsLS/SzxOnTgrOg92hERFhldSJgf4RwPvYsb6dO79taS6R2/3FScikcGDvZ2dmEI4xFNnPArBOamMxfTXgUigoW9q5Z9qIaEH0jWqoOZTgyvHS/41f8ysvhAlGK4mkrikSPJz9OjCqfCO+Ho/cQIVLEnGqVDBsZxbphOJpSr0b1Ly0BpUwZSVZddMO4KAW8Y/qdkccrTswkVqYw0fDwXlWF6Ro4Q499ma0UjfzniSgMH5BhS0bALLhwQ+QEIWNXFBNS5Ay5QViJ2EaqdXNDCR01Hzlubb+bhZAw5HqCk5uTxqaJMZ/QpQF+X2opzOufYon8XvhuQDh576JEAcbquQ8lg+n8bX40ftwvC1Gks5khmevdwj7DdQ2Sgcm2bb3xEW/ft9tH91TTUzOXN81CFPHFkbPpVrCmYhYWkjdFiLChSoizGgJb8XreKQs7W0TwtpoVut1nscyErqJaY0184zag81JGJ8Ub8gJ/pi1wrNQJoq3OfcrWpLJpkXtUT/n4g+o3j2d95YkTKqw0NBS9ddRhNL+RmxxPPJNPxcBECMXSzsMZz26lTNXh8/JhEXIHH4zxnLaFu04qZc2uKc2owA+aMGUuju2x3d6yiEcmiL4ifh4f2fE9Vba+sNZBrikLPKDUlIcrkXIBAdn2Kd0IUjENcIO4neo0z720wkT5v1sBsVmOWbMsBa0APfjJJ6bdPGV73eMmxPqCHPiuleAjTYyjvMwQGLAY3Oue+He3dBYTauP/SaoeGpZWiioMEFft3Z2lZ96ghdpF89k8jD7iwkhg6Re9BBnLG7Y1FZlrbzbq4vEQyT8V+kUqk0sT6jfpYTu9elx/KDJVY1zQW5LS6ld3hnb+vqiDXd2rRmPnWmQ2s5TIipzSkNw48S6vY5CkZQwrUr40IixQypJmzqdwsajsY3HrS0vLdjW9rYVRdeGo4HCrMG4KkWt0tQ6A4E3OrZxw2GluHjk92bRJssNGV+ojzJQNlK3uidyYWS5gWkcV7XCKSV5IXU5NnIjhU9KFFqIIWeTRsgZAArzev78pvUXFuUVPh2a+3ziPMI8QkZM8XuRju+ZU/PFY3vBbXGXHvZHDI8WSlACW3mvKTKhOgb6HOum2sgLTpc97XmchsvWMnybcZ7/gZezbGjzT7xOmEMYSrc3DMwUH7NEzkB4lJP7nc0JzkCuKqYe3zJHaPid2AhnzGAE4y/M8CCBhTmEzEQ1ti608XHbRPdwnhcIqUnY/asdsVa+4yu/+qnvBUZW9pnRq5t1MpE9sZf29xGqBN2++sVdjQb1SHMoIGucpu9F+habsOfocJvdimMxg4M/4/7cej9Pb2cv39Oz22Iks0lrRTuS+3uddK1MOlYTEXtiVrDITLBfaMRcVtazKu1bRtieFs8oMvA5yxURWz2MOBOQLvZ6DndEXBgawSmMiSYC44cgJxznn1OPLyp0dW5HKmbVPwoCYG8x+8VzRz12KkU6saKtLKt3rUhL7dxgmIjYWId6s0mj0Btis9OO0goSgkP9lLOPI5S3eaIwDWozKQhb8rDWVtaI2YnJ2FEWBEf4WXtoo9jHOBPUaJ4HVShPkeLeBEH16qyz0zNCCLmRsDvXAB2fA2EKymnJv+Mt8vv+LTy6UcelVmucU8WWy2II/7axtC0NZjxpK9k0oboixVtOMG6pc4HVj/ZPkt7ekp197VV78+q2NWvripOa5YtW4lLBPgRGHFSBd+IvwAZ8Y/Tv74+J5lJTn3hux+cB6wmxAY6ADZBM30RgExgou0855oCjqI4Uh4awY2fcpY1QR10CE/uY1fSXOl1a7sAISCkgMOlRJoGvBOrHFANb09aqTOz5fQMV46XlJQiUdaU5yIh7WCDUcbBPkyy3a9sD28bmr9eXiphQPqhi1V/e0FQIG1CFGXENTdZdskHDArhsxIusCVBeekYvNM3IgIA/0ReyLvOKTBnAubXBTmuLS10bN42lndwdCFry+jrjmueep5fxxAsV1TcLPeNBgGR+0APi3BE6pcLWjfBCKc4dY+sXhbXl2HCeWOx1rRqOlReaQZe0h3ZTRzOxfqfv0iWqV6/JId2RnTcp4kRZsEOrscnke2ThglFIbWGxY20wuSmKnuBLeWg4WAiDq1mSoKqvLcsKa8jmdTO7QW/GXf839kMT+sDaHQCEkol4P1/sutkuQQ2MUjCD0MTyJYb3wCDNxmD6hPDNZ6cfp3WHinnGj1ZEZQjXmtJq0b4WBImdv7X/X2qDPjgzu++LMpdgLpABDbzRukyD9Zv1n1piP+JTjlFtH+/5G94+N13j8/SEOSBscSKqd2NrKB8hEpAvAgGsCQyHC0mnD3xsiNWINFKvMx/D+7FBOnqrZqhGYYjkXCHapmY4PzD35IDT8P70CW2cAm1698b4NStyL89ui5FEqpRBEieplWnXGohZUEFr9ZPvOzsmJrJnQ2EXBfJwh5GI0sxp58KY7UeW6fMwzbTeBMTQWIQx0qJ70P1QAe9p/KdotFfaCJkKTZh+UvVrIcu0U0nFMroklok/SZE8IhoHuYi7SG/xr6RuJjsicLyn3UAaMkqdLL5aHIFT21ieTrRLL4w4YB3Ls56kVmLQWMRjH6fMM8Sb4MbU6+oIyrJu6cgknUoLHYdFKALBYJpzTVvmfwqKG2SckahQJr6rdTHUO/8uk8LLxDAVLJ6UcMLOWBeJM+NZMpHkBFuxmjidbYoZmN0WIs43/ofkHGaiSRMrJzAV7G1QfUTCAhTjZsc9NWG4IlEHjsy86wbufvRdk8PHVFLGMJloUVQDRTylP9PZBGGXsXtoZOiMJOgylnd73Onk1EaIhQQ4+Ixk8dkzN7UToi0RC9m6uZ2g2yjtKX0/oKNvaM7TczWLsQx/LDgy8ndvzgnxH3291YpZ1SRU6BiRbUNFs74haZ3m1c2sIZcunqdor2Ge/GMuJYIGhyDJYkzY0GmxYx66fSKMmKAp9Z5nFeOb0AuYxkh/qYfffuZLY62NqtMuaIlK0k5tftDY6E1JZ7Rx0rWXE/0Omcf2DqoKxSEPF1MUED0BmmxqvGVcuYpxP9vhz3msN7TueqSPOLdm1d+XszBGN/8WOHureOv9Oqi++CTWtP96/p1YJh5j2fkyb++cmmJt1785HZf983muaHz77bbFyUp8Kx5jbXMfmLbvoGfz5W50ziJ7o2fcp95bqPuWcOIG37mTd29Q5Z3evqP1G3A5YXDYukITcjoxGAaZf6XhPKlll4NaOFHQ64OBHQnZ/o4xdnH8+CawvJXj9KWbvEMZGB+Nzz6mDZX9KOl7eBYy5aRda7PMWkklYebYHfCnGmT0DqmGAaBCbZynjYi9cgZLYT+C6o8gs/AUeKCJMSOYcZNYdd3uAyg4V7wXBhEgfMOhFXd14Q3dBeqoCDR2B6G8mFCvgem4pw4k/4HRjF+J9bBByNrSEiQchLFRpH3aOTarS5tklcJUTBcr4o3BaBNWgQ/FwY0g+nE6xkmkPkeI/oAAgA1SS6YjJCBBCqL2BmKNChZ8UrPZTCnYjfCAMa2xPQKhxZgwuVwC2TDeIFcOLnICQ+1/lJekXoyASz0DTyCMFfZGJzPmHSF2aBtG+zDbYmR/QOAXWoyAEQauIJZkhhbDu5zluZxPtAGciTGmmwdHiZCaDroKqHhV050NIzWxOcf0MheckfIKfi6f9BcO+lfgcnVdzOdMMZhFMa8HvsMWgbFnrMPYUi6YI83mcZzQ3mBQ5m784ib8ZnXFdTa2IF7f7J3DZ4cQOITA7UPgthhJJibBwX0l8F0hE1xZHZDKhTyxOKG6BAppFJK6Wt6LN5vYN6M3IgwUEON3a8cpaG7yDmUkpg4f18F5NUmAXKVIKA3CFMAysb/nD/kji5iTLIil9vuSTEJqXT6C1IDzSNj8OJVfSByPXRB5w6XTIhsGucFJrTa3uEz7AjPHyh2JtxZinoZ2iOGLpekNxDyyhSxK8Tq2KJZlXLk3Kzt7d1b3rDRnPiBsHorGPb4V9S7BOxRTh9o6SFwpicQD+yucA/DQA3oy7o5q+b01/yheCUfETyFpZAwD0sVdrFbcgHzXASBwEdfdv3c3nM1TnhbhhuO9S9QdN+ZxyBkMVNWO8all8kyW7ExpN5HqM3Okc8X4Hqk+0jqPFSCHFPBa6m4xho6NnGZkm3Je1DFdmm3Sd7YGY1pDhITrwC/o9O4daL5PzXGs3F5LcxXtQjDCb3CAoYbgbBVpyEGVyo5MntK+CYy2YpL6kjoWusqGDKmiUMpHTTLLQJsczWKbHO2mzgW8BIUSv++MOSTCN5wOS5hH9sZk+mL4mNuiTVQ8jwLqQLwRjwf16nbvRdp0wGevq5Lv+/xyantdgcMbhxA4hMBdgMBtMZIi1mJikCi5zaKkkGKrGql4Za0jFXdtaVtZ2pRiGuoE28GuYuYd1P6pSuygh9y7F7QJWnODLTNKM+isMk9Ieob3txNsedqKTsVGBVsopDKBoCtr41yjxTyIreTFxiU3qMPJo5ug4iLFFYq9ytKyngvjEACitkLkZ4vCdaCSNFTLVHgk8cVUjDtT/80IbazDF5zwEZg8xhnYsDCLQYh9jW9wpMbasmbsOaJRXWHzlaLqLs2akWUF0pg8GDcTRBf9vpsC4EiA3dSPx2++n5z7H5uwg7w7eeoQv8l430vAaV40NklwMGMzhP2dp8aEXRQt4ACu6Bq7vsaI/caredK1rE0sa1rLm8o6zdhyAgIrkwvolVmVFlZmuY2yxMZZbm2OpJ/qAg5TNcxLa5bLDtI3ZZRpsPwAlQCPNiWAlOCMunEvIXNA3c5Iu25i/jGMXWgWGTAqvK4bK6uJVYTwsUxq6nlmRxss6AQSYd4O9Ilr/oubEM4zAIOcULbWgYlEBcwmVMijHa7aQEkxjWG0CAXkZswqqA2qNqkier4hkN00fDkC4xZbaEadG/TUGfapc6A66ja+fAlzGd3y6v3r0RlKV2//n2mWF14V3qlL/p3QLz7n+OnrU2jm2//Y4RuHEDiEwPeFwG0ykqg0PJwF9C0ugi6RhPnA6w+VCUciwbuDheR3aWJ1UoRJfn37ZozM9c/eiTsQ6rwtFZ8tn4zksY1TDStbWB5Cs1zNI+IViL4TL1/QIsM97YNUyM54+u4fb96JwmOwQOZtZatZlPxM35qeiFDO8YeiooGI+qLjiwttoDmBDwxH2uprzIxRcZbGyzoTsPcd6vAFfNoIp998whc8sg5hv8XikSJtZIHEmxRjfk8BlxUdSzsdV0fKAYeNB0o/WvLj8IvsVxj7yBSE8RAY5hZdAfcdBA2fbtg4xfEJXFsi6Ty47aYYUncqdBQEgZSajcw78qa1fmPWrxpbqMa2Mh5avyqt0yDZmlhpiQ2Lwra7fdvutbbdNxukiVXy4ICWOIaCi9iWEnQ/7m0QoYHlwnQh4TtkA7cPbeN8023aJfsWdBVmFSncGFTCjkwSxVZkJh68MQy4In6QuefwEKsIvsDYofXJu4Z8ExORqpkoDaI7MGF/6jCJdNUZP17EQcdj99FOfx4IiIPcpcaSaM7sYOkKrKGTuHlEpRZnLh0cs2d+Fq/vdKZfPxm8LfP3gZDDztvi/86XmL9/eH4IgUMI3BkEbo+RRFWLZ6azEK5Mkm2UL44QxRQbOTlvEqQ0sSybWAG1SvGeQ8V98LQWATz40Z319Pu8fSPbTF5DZlBMzDqTsSWTsWEWX1tlmbycvWKYLGQHrqLyHbnUxIH5gozGP2fZ6OREi4HsInPI80Rpl3aHQxtsXbUEWGn52dt43pREIjCJVBwXL/+GL68ip/PPAkPpIlZ/J2i+1CQ/R7U1V988E0ozGMPZmqBzfRsWO80VHJZWyyiecCSSztZWTWrb3h3auCYUUyZJlFTdk+C8NF3J9vb1R/GKcWH8NFY6cj6H9HOnAnmA977b9wc0URIFzwjX4qI/Sxu0EZkc7qY4BH8CvmJTmVaKctCvJrY6rmylbOzIeGzHRmNbH5e2iKq2MRua2VanY5f6I3urHVtuI7NJz3ZbZplvXsS64IEL4ygnkbChYc7pT1MpMD6IJ0Nb7w+ErvvKgeMEHXCCaGmna93FBSs62DQyVQAufQUvGGxqiIwQE5Bz37hmmImkmWJCEtIHaT7CV1IwwkiWVWvjqrVS6dwABLDiPzelUBu0ieUT/h02/XwVmk32GeolTIuaEXEPe2+Y1KZWmB7FqoSrjMWkofJX6Iv3w1FGbVC/AqimEsnY14OOoawOtNMbsmee8EzA9n7EN3TLZaX+duhDfH54PITAIQTuLgRuj5HU/PVo9cxRJJH8B9PjEz3VLnl3tGlFt29Xt7ZkTwNZI8REW1+em+Z7OyQvQ6cEex9wdScE4QBpWvyA01Nad9CP7BFO5FvC1zSlHARGo5E146GyRNRNazWvy4sb/293QHDZgy963vRA8Dj4NlqdEm+Giq9urCJSSprb8y++aOXgsk3qsSQHqKm8JvdbcDtHVRSoKV8I19EA36nsdZ26KdM85Qque+2mN3CxaTBbMLJIgAUePJazZNJo4bt2bdPGk8xKg5HMFdA4b1DTi/24af0/Ug+FcASidgYBCT4Lvcxh4QbmzRYkdnLmXawFQ3xff5GThOlBp0nAYZzN2PhgouBmH4x60baWs7maVJa0I+vUIzs6Lu3IeGgbZWPHx6WdHJV2rKxsqa6lqh6mqV1tO3beRrZgI+u2XetVHbva6du4s2zjrBCDJStNwswE5lFMrbawDgw0nEwp34655zQ06X7+5OmsKbifUEUaMLE8T8WkwbC5Q0vijvsad5z4Icm+0QC42jAG3MizxDp5bp2CP5g+GEmzEumiHJRwknFb9HZSK34k2gBRZ5m7wJSmsluXkDSozcU85kSM4M+ZyQxtyBxJBGXJW13XqdVZYzX5vatAb/iCtAruqAOhnsKeT0a6BLUTaMDkODZ+FN2HwsGbqhB1xtHzKBTQLUx/5EwVGie6GGjWfrpG8/ePRKzx8HgIgUMI3D0I3BYjCdGSmikQCQWZ1ubUKQ+K30le2PaosnxhxV5/86KdffMt29nZtm7SaoEhVM6BPzGlBz4RVZjSlhsUudFtJ043enrj+2KPE4+vBhNJgjMIOYzj5e2RtZ1lsc+4EGTEjpxk+lOYDTIzKEgshDOEPwowg0iyiUdih8dkF8edNLf+ypo98Ni7bXDtom1uj2w83NVzCCg/EUsRW4mIAqkEKpGR5MxV796r+WezMjfucSzz/Y7UMCsjOKWFGEmvm/bF574QAKO0s2jjSSGpJNk1EDBJVablhvI/2j96yF+3KKxHvLvdEIUUqVP4I/CyL7TRvsvhwnp5u/h/21Dlg8QlVNghNkjywhDXBvuP2jutKsvayvptaQvNyPrVyDrNyBbKgT0w3rHj5cDWq9qOlJWdGJe2UVW22KD6NhuT5aUtbHHStf6ka8tN146WuV3sLtqVfmI7ed+qNLVRltkoL2RP2YS5IE4DCSlkB/vJNrUcgWjSWp27pO7Afs84lAMf3/5NGCGXkvooB3yGy8XRTDbBE5uQ1QXmT9OU2K0Tm6RswrE19jA9crqDsiQwj5l1O7liMhLku8jQ+PAFz8RB3EZMDwi+DFPYVY7uVrETDbMigpWrUxNFzEA4KOfINLEC5rRTKBd1UcDkeu8xkVT75DDpkkXKpkmujDqVwvA0ioGJOYszvDMGkm/GjQ9QmBdI8gSuX8wncNkDcGDo9IL3It2G7uFQ5DBiuONbXnZPFZphDvtYymfO7Gpv+cOrQwgcQuBOIHB7jGQw+5kSiKCeY7JKtZvkgSk6aqfPPGFZ0tjWtcu2tTO2shrIcUXhcd5my0UGnD68zTcpfntERItlg61RaklbKm1XVWaWdvu2sLxmk4UNy/vLlmTYKXkWH1S3snmSIXj4rmA0Y61okZxesJVqW8WFg0h3ltZsfWHZFlbWbWi5taPh/8/em8dYdp13Yr+737dV1autN3ZzkShK3LSQ2jdGC0VtljWSRpYBW4gRBzHGE9jJAJlgbAfBAIGTGQSTf4xgYASJMbIsYTzQALIkKxnLli1rZMnaSUl0UxLZpJrs7upaXtV7dzn33uD3fee896q6ulld4tIk3yOr737uud855zu/863wqQbkzCGx6FQN5RjspYQg++Y9TpzA9xPU8Zizj90KPaQFLbSZopFMtFPPyLN773VvZvmuUfjM1I+zh1xqwGwb9N0ueS7uip3s2OnHqtYO10JT73sO7HKq5cJrvtdBu5UCFzYl+wYKet0yAwolSJf+3KR82H58aYkHO0MVZSTOMho3tQwoFaTojzavDAtUIapyAY9z2Qh9kT7mWDAVFssRjmUDLBcDdE2JbmUwbwqRRibitQ8kvg+/jhDUMRKTYD6PMQgjnE8KPFz4uBgXGAYBdqIA23GKYZIgYwIEmkdYdSr7NUFpyAwvDMpNO+x9qXiwb37K77Je7ASMbHv2gVYSI41ChF4jfwSBzNJSGwYB14DNlDomcYQ0iRBHGuBfwv4QrAovoIFQjcALpVwOtoj2yHEkINAUFYoiF8l/FMSCu03JDDoVkpBlhmi1YgGGlJQqOFWNN4cttdvqNKXjWIYyw7mJ3bPadWa0c62MiBqpcqe0sBQPc4JFQbvCHxyHkEqQBxGlMkVebfmZ70sWHIokea8Dnk5CyWM67zG6BbORUHrKAOQStoj8yoYsUoajNuDjQtig/ISnbQHxlPeYWYEzCjynKHBoIMmRqTiBg5iMQQc/DcgZO26Qk+HEaPWPoB0HiNIuorhHKAGYkWV8l9JKUyuN2c6uG2SC3f/Srvv2OyDjFWnefhef5FxTMq2XR1iHuiqFgTWUvoVtlFEXfmcBTdiSTD6V2I8qOxPVFdXMAiJVusTqi7yJqijSjVkcAh9VYyTVl6mYHcdHk8xh/vqXoVWqUfw4MDCZIdXcDPVhIeI08FBJFq8I9Bh/GdVL8l67HV/YZ4flCTO/imeohvNrtXcUhi2FuJqxr1CWGyA3NYIohZ90FXhLykn3xn0q8zw8lecZOq0EnSSBl2cSjF77CGOvMkj7pR/t

Point 1= Most potential

Point 2= Most kinetic

200

A student bent a glow stick in half to activate it. What evidence suggests a chemical change occured?

Light 

300

How many protons does the element found in group 16 period 3 have?

15

300

How many atoms of oxygen in 4KNO3?

12

300

2 liquids were chemically combined, and produced a solid. What is the sign of a chemical change? (Use Vocabulary term) 

Precipitate

300

Which point would cause the car to change ONLY its speed?

B.

300
This is the chemical formula for caffeine. C8H10N4O2
How many elements in this chemical formula?

4

400

Using their chemical symbols, identify the 7 metalloids by increasing atomic number. (Least to Greatest)

B, Si, Ge, As, Sb, Te, Po

400

How many total atoms in 2Ca(OH)2?

10

400

Determine if the equation is demonstrating the law of conservation of mass. (Balanced or Unbalanced)

2NaCl + F2  ----------> 2NaF + Cl2

Yes, Balanced

400

calculate the average speed.(include units)

0.14 m/s

400

How many atoms are in this chemical formula?4C8H10N4O

96

500

What determines an atom's reactivity and what is the charge?

Valence Electrons, Negative

500

An electrically neutral atom has 17 electrons and 18 neutrons, how many protons does it contain?

17

500

Scenario 1: Karen poured dawn soap into water and created bubbles when stirred.

Scenario 2: Jacob put a mentos into a coke bottle and it fizzed over, producing bubbles. 

Which scenario is demonstrating a chemical reaction?

Scenario 2

500

Justin pushed the cart with 50N and Sam pulled the cart with 100N. Friction opposed their forces by 10N what is the net force?

140N

500

A police officer clocked a trucks speed at 62 mph in a 35 mph zone. How far has the truck traveled in 30 minutes?

31 Miles