A group of students were observing the land around the creek near their school.
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
c. It was a slow destructive process caused by the movement of water.
Which example describes a method that could be used to prevent erosion on a hill?
a. Add extra sand on top of the hill.
b. Make the hill steeper.
c. Plant trees or plants along the hill.
d. Put stones at the bottom of the hill.
c. Plant trees or plants along the hill.
A student is asked to group the statements from the box on the following chart about electricity.

Which statement would be correctly classified and why?
a. Lightning strikes a building does not belong on either chart.
b. Charging a cell phone and clothes sticking together in a dryer belongs on the static side because both are temporary.
c. Negative charges moving through a wire and charging a cell phone belong under current because they do not naturally occur and are created by humans.
d. A buildup of electrical charges on an object, clothes sticking together in a dryer belong under current because they have charges that move around.
c. Negative charges moving through a wire and charging a cell phone belong under current because they do not naturally occur and are created by humans.
2. In which of the following situations would an electromagnet be more useful than a magnet? (DOK 1)
a. A child is linking metal train cars together
b. A jewelry store employee is repairing a broken bracelet clasp.
c. A scrapyard worker is sorting car parts.
d. A teacher is hanging up artwork on a metal board.
c. A scrapyard worker is sorting car parts.
1. Refer to the diagram below. Which structure is labeled “W”?

a. chloroplast
b. cell wall
c. cytoplasm
d. nucleus
b. cell wall
How is the surrounding land affected when a volcano erupts and generates lava flow?
a. The flowing lava cools and creates a layer of volcanic rock, burying all living things.
b. The heat of the flowing lava stimulates the seeds of pine trees to sprout at the base of the volcano.
c. The lava indefinitely damages the surrounding land so that plants can no longer grow.
d. The lava pushes the soil down to the base of the volcano causing plants to grow only at the volcano’s base.
a. The flowing lava cools and creates a layer of volcanic rock, burying all living things.
The photograph below shows the destruction caused by fast flowing currents in a river near a small town. Based on what you can observe in the photograph, what type of technology should the town consider to limit the impacts of future flooding?
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
b. The town should consider constructing a levee to reduce erosion.
A student turns on a computer to do homework. He then walks across the carpet and touches the metal chair to see a flash of light and feel a shock. Which statement is the best explanation of what was observed?
a. Both actions are examples of electricity. The computer is powered by current electricity and the shock is caused by static electricity.
b. The computer is the only example of electricity. It is plugged into the wall and is powered by current electricity.
c. The shock is caused by static forces and it is not plugged into the wall so it could not be electricity.
d. The shock and flash of light was caused by current electricity from the computer. There is no static electricity in the room.
a. Both actions are examples of electricity. The computer is powered by current electricity and the shock is caused by static electricity.
Which of the following is the best explanation of a magnetic force that attracts or repels?
a. Magnetic objects attract or repel due to the force of charged particles
b. Magnetic objects experience forces applied on them by an electric current
c. Magnetic objects react to gravity along magnetic field lines
d. Magnetic objects have magnetic fields of force that surround the magnet and come together at the poles
d. Magnetic objects have magnetic fields of force that surround the magnet and come together at the poles
<img data-fr-image-pasted="true" 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jLD0YTGVrjGgiuaFS764IpmhYs+iKb2PriiWeFm/hXNCnfefHSO5Rh90dwVPhvbb/zGb2yvnGyEbaDJthnaMNUP+7AP277I0JMcvdFlg6c0XzbxuZvfXPWE50nBKy5PEHjim2FyVrJH3LXIt7JphcvHeax+46A5cRA5TIqlg8dnmP6CiFeFDh+vIvvczStGOE9dnsAchvjJVx1ODipzSjYd2n1hyGtIh57D0c89yCaj37nJkTlPsj04+hAuaKz2DM+DLx0r2Stc9MEVzQoXfXBFs8JFH1zRhBtpagejAcPNcDV2NflG3XP74OFWEs5wFNTYCtdYcEWzwkUfXNGscNEH0dTeB1c0K9zMv6JZ4c6bj86xHKMvmrvKZ6O0SbbJkZvsNjyvEX0240872eyUkW624UEPetDuC7/wC7fXXJ4wHKCe+nzeZgNN/gxnOWM/nSs40iVzhWssuKJZ4aIPHksTffBS+NqU8GqrzZFXiH6TqO+r/erbv/3bb4eRg8jh5tAzb/gdTP1tSAeZg82h5ynMpQMd+g49bYchPV5RopEL5HjyNl4hP/+CjYHhgivcOBZvuOCd5Rv5Z9n1L1X21eIbfakdPNam6INXmq+8HvXuax883PYxnvCnCIiATdK3JLvdS3oboCcsB5nPZ9zgPXV1OB2KHN6P//iP354k/DTA/9rt25V+8G1stbAOybynjzvIbAw+F/V5poPI33p8r/d6r+0JzTw52MyTV4l+AyfW7/d+73fxCc4h5WAz5w5AT2IOLZV8OUAHPn2HmNeVdOI1b9Hf0+fj5P/5R+Dg4SZZOy1nOJrX2ArXWHBFs8JFH1zRrHDRB9HU3gdXNCvczL+iWeHOm4/OsRyjL5o7y2cD8x+P2sAUm5dXXzYyB5o/32TTtNk52DwhjK8k8axsgPc08LjHPW7jI99X1702iye+GW4EF/5pbIVrLLiiWeGiD65oVrjog8fSRB+8M3zmyYXDk9Zzn/vc7TdrDh4/yna4eRo27n9EN4d+jP0rv/Ir29OyJ2avJ305xJgv9Xha7/MzfGqfhZpffbQOO0W/Nj+6CBnLrxme5eeV5su2lU0rXPTBFc0KF31wRbPCRR9c0YQbaWoHowHDzXA1djX5Rt1z++DhJkmVGY6CGlvhjK3GR5n7+A7RHMuX/n1w1BPNCtdYcEWzwkUfXNGscNEHVzRwc4k+aLz2DEfe1diMq59MX0roCwIOMZ/VONQcRKqDzkHlx77wFksygrMNLSgbJT79cOldwVnO2F/R79N/NfiyJbiyd7QruhnOfB1s4Itf/OLtP4L1StFB5lWjpzQXB1/tdyHxmzV/d9IfPPYq2dO3Oe1Vozl2GJpXhxS5HWzjocYutflGo+91pQtROdP4aPdZfo50K9/jXY3NuPrxXKrsuxvf6G/t4LG+RB+80nzjPjDqXrUPHm6YciTBoCT1usErI1WS24gUm5m/gGABVEp8ffKSpT+2x374YLJGmhUu+uBIH26GK5oV7lrlG+OwsnuFy5eRN1zwLD4blhu8Tc784jH3Nj/V4daryXd6p3fantpGeXM7O2bd+iNu5AsfTMZIs8JFH1zRrHDRB1c0K1z0wWNpog8ey4eudWatuoQ85znP2f7iiEuG9eqz0j5784N6n2/6s1t+q2acTq8qXTLqd7CZb/ieyNJHJzyIB1Qr6fWlky4uxvIvGP2+sehmeB586VjJXuGiD65oVrjogyuaFS764Iom3EhTOxgNGG6Gq7GryTfqntsHDzeJKZElZcVi8R8efs/3fM/2rSuvKeAka+/U/T9cT3va07Yfc8KV4OgETB/UtxhO5e4XAbdvn72YS9VGZ9PyGtFTgAPN4dYmx8MWy7Heor9UnmNlX890Yta69fszfz7rF37hF7YLqaew/rCxV46e4ny70X9745uvXl/iNafWp0uMS4u2L/eoHW49kYll9OBZhXwyDtGdJeM0dorAoQgcPNwksWKxlLz+OO5XfuVXbn/920Kp2OgqXm/4UPqzP/uzd4985CO3BeSQ61aHzqaX/PhO8O4RAblgk3KxscHZ+BRtr7uMaXu696Tg//GSK/hOh9WVm2Mx9zrS/9Pm24v6oDnwZqU/hOwpzt+RdOg0P9ouKg42BZ9Dsae15twYntZ2F+EOwPFyg5YN46G4CT/9c4rAZY7AwcNNAtuQOoS8gvzWb/3W7YlN8isSu0TWbuPrL034ltvHfdzH7T72Yz92e7/vkENXRV+pPcPGwcZWuMaCI324Ga5oVrhrlW+Mw8ruFS5fRt5wwUN8NjobXpeU+EB547MVh5uvg/uSgo0ymlH2yoZwI/2MayzYOHgWrrHgtcCXLcHRhxGXreFmOPOZn9tuu237DE38+6yrv+xvbvwAv7nCb12aU2vdZ2++TPKa17xm9+pXv3r7XxvMqTIeWtY/vvaJ5GyE0z/9Ds4B5+Bc+RDLamzG1Y8HDBdc4caxeMPNsPFRzgp3LfNl2+jDiMufcDO8Fvjk2LHl4OFGmI1K9fmK/xn51ltv3W54lBgfXysKCFp4yetr4qr/CsM7/y/+4i/ePepRj9qS2kKwQPCvFkWOBEenzsI1FszOs+BqbIVLZnBFs8JFH1zRrHDRB1c0cHOJPmi89gxH3tXYjNM3z27gntC0zV9zXz7Ig8b7H5lHO+Z2dqRvX3/kizYYz0izwkUfXNGscNEHVzQrXPTBY2miD14qny+P+FzNPJDhNXFPbKCPErxx8Tmbww+NeVS9qvT2xbgnO4edpzZj42tF8z3ap12VA3PxpZTG45vhyLMam3H1z4PvLNln6bsW+UabageP9SX64NXkG3XP7YOHGwZPWhL9O77jO3bf/u3fvt3yOCbJwW7u4xMZPguh1w9eVXk9YrF92Zd92e6mm27avnBgU0wWHjJXcENe+CeaFa6x4EpWY8EVzQoXfXBFs8JFH1zRrHDRB1c0cHOJPmi89gxH3tXYjKtv0/I7J5tmlxS4Djl05lVVPEG45HgK6ItGyVrZEO4smsaC8YBn4RoLXgt82RIcfRhx2RpuhiOfted1sMPJGjUXDiIHnM/aPLF5ivJlkp7AzWEHUvwuJvgcSubvhhtu2A5Mn7t7EjTnKj56lOa++c9u0NOaLxsZY//Kh+hXYzOufjxguOAKN47FG26GjY9yVrhrmS/bRh9GXP6Em+G1wLfKp+ye4f99oDZjhz4HJeyznvWs7WDryyMlb4nd52m+SOADagvIV4gtimQQ6wekX/VVX7V7wQtecPE2Oah7rWbBfS3kPaQj5qP/Y7sQwK3wjR+CeG1I+2S0Ue2T01OZue82Hm15Yf5tZg5Cf2DZ08ExZdxk8zM42pztwWNko0lWMFz8Ix6OzlWJboT76Fb4u4Kjc18x5nLpYDNPFfFX/f6wi4Zxcz3nnDlE6ymt3xl6ejPfj33sY7cvi7W+6WvO7A3w+rNMdqC9lE0q20/wFIFLicDBJzdJ6KnrJS95ybZQSkqJqy1RLQIbWD/YzQBjNr0+gNZXbHLPeMYztvbjH//47SDUMR5NssF0bgwX/jkL11gQS+19cEWzws38K5oV7li+YoBerS/Go9ytM/yT/FD1gyNvuGIdT/0gvBu9DdJfdndpwauyx+0fvi8Z2PTc9ivRuaWj98eQ5ZI8mf2hswMk+8jJlnD106FP1oivDcZXvqYDv7baIW5DVuKJJtwoF+3sAzo00TVev/HkZ0t602McT3Twin48F1AX8fX5kl7z0W8OrcOKw8qXR8yfP7vlbQq5+EB68k/f1//73M2Pu/H6qU/2dYDFl514k0d3cXCYyqtxLFnBbAXDBVe4cSzecME7yzfyz7LrX6rsq8U3+lI7eKxN0QevJt+oe24fPNwkZB8k27haOG0IHLSIHG6KhK2gxQ/OC8C7/Gc+85nb7c8XTiwmsuIhYxW8ZF+vkM9tAsUATlzh2wiLTZtZ/WPjQp6aPLJHGZ60/DbKqye/f/Ia+eEPf/jFeabHV/1V+cEOsrK9POl3UZ7iHZK+uICn8ejJa+7ZxRa18bmdn8nJ9pGeTXIWVD2FZIPN1VOIAxf0+SEbvTJ1GKsVuc03/Ip8N+4tBYjPIe+w8MNnhze/8aDN9vzLRrLCsQ9dMUSTT+M84UleEG30xQMdXPr5YEzlYwccvekkT8UDZwyfygbrlJ8OOq80+40cXWjjo1cfpA/vWHwhxTyMF6Fx/NQ+ReByROCow+2Vr3zl9oEzhZK/zQf0+tGfVvJjT5uEb19JckXyohmTu8S3ePwHlz6H8yeAxr9e0aLd5yAZcwk3Q3Qzbu6vaFa4K8FnU/DZlFjaIN2QbShtTsaVYgTW3gYW/q58wTNual1czJUnMTd0G5jPbBxInrjasNLj1u8/pfRtPBu/jayNkHxtG6l8AH0hyRcT7n//+2848cx2bfwKqD/nDVp1LmhHWWjYy35+2IT5AHqtbmO1ufMZ9GaBb/SqbHVgyW15DYcWXb7kF13shO9VvLiYN1+zl9te6TnwxBudp6gOv3w0RlZ+jG36lcZA9uKZS3xo8NGbD/TqO4TZ50A3J75M4rOzCj6VDHHA56c9Ljx8cZl51atetX1el038ygdy4FW4sc1uvnsLMI7Fkw1BvPPYjKsfz0g/jtWe4Vl80a5oVrjogyuaFS764IpmhYs+uKIJN9LUDkYDhpvhauxK88nvY8vBw03yS2SvElo4hFuUkv6pT33q7gu+4Au21xt+BPrd3/3d24YiiZXgaJCg4begvu/7vm/746yPfvSjN3ktWDQl/8qhs3CNBemuvQ+uaFa4mX9Fs8Idy+dpyZd2QJuSP277ER/xEdv/YG3TLOHIU8c+vZVj9DUPNjKx9jRj4/JDXoeAzcwrK5uRJxIbWHrpsZn7coGLiTxJjjHy8DkEVMXFh/wHPvCB29MbWfKgjZQ9Y4WPZhMwzKO+g0ntW5sOH4eQw8ubAf9tjp8g+DKUXENXRafSwS82sllfkbcObHxs5At/oyuv8ShkiZcvaPjavEMVDR5fu3eo0OPAFy9/s9EXOcTV0x8d6PlPZraA8YGqgp59qlI7Wn6SZf7oYzc9DtsP+ZAP2f5fPfp9RPCd3/mdG631rJBBL3vynyy0LgwuDuTPhU3lhzjmD1zziseBKbfpMKbMcJS9Gptx9c+D7yzZZ+m7FvlGm2oHj/Ul+uDV5Bt1z+2Dh5ubto3WxiFBOVT9gA/4gN1nfuZn7u53v/ttOP+LsvYP/MAP7H70R3902yAtmJI85QUFtAl93dd93bbIH/rQh15McrT03ZOKONlAPGHYTG2ENmY/wPUEJT7+M0+bg43E5tCmUUwvJV54yHBx8bToCd0342xcDg0bm0PLAetvD7axpsMG5iZvg7ahk8fmDo0ODhDOpuii5PVmT6PZT6Y22tqNsc+h4enLAaxNlkNMXxuOrbX18RdHfsphfpGnpo9fbFfRmAc4bbWDh4xikJ0gn0H8SnLI5zcbxYdOB6C4aqNz6Hm9OfJYMw6joAOyV6D0s0ORG+Tqs8EYf3tao99ckuNpzeHmqflhD3vYdsEg0wXAwdi8JZ/P2qAi58y1g1EuvuIVr9guK3Qo6PigKqCYGA+nzRa51B/R3ohP/5wicA4ROHi4eUXl9tcB1aK2oB7xiEdsN8GSGM57+S//8i/fFtE3fuM3bgvBIrFJtBDA2nh8rvP85z9/47Uw0xHN7PcKH26GeGfc3F/RrHDnzWfDc7DRIy42KpuKticB3zT1H34+5jGP2W7+42aSbSu7Vzj0Nlp/5d3B5lBzIJgrc21DNvfa/tsTTx/0jXrI9QTSKyZ22pTNXxWNDR6fjc0rMIeoV9n66Nr86JInDimvZV2qPHn5AgP7bORsRGczpQ+/dnrFkAw6jdvQ+aSPrie9aNrAjYdjD3xj+MgtjnTV5oPDh654ihO+Lgrkqw4RstjBDwedOOMllxx44+jJGuNTn97k4/N0Zh48ETmsyENDFx55ZA7ES0zY4bMv80EOGjCf6Y8ejly/ifOGBf5FL3rR9ue8POHU+T0AACAASURBVOGbLzY3n3wmCx0Ir9LpUPPkDrIFjVo8t8bwz2psxtUf2JYyo5vhWXzRrmhWuOiDK5oVLvrgimaFiz64ogk30tQORgOGm+Fq7ErztRZGvfvaBw+3ccETzGGJbOP1X2ZY2IoFoEhmi+fJT37ydtP+lm/5lm2jhLdYleTUJs+3Mf0fXh/6oR+6yboUJzah18E/NiWHingoYioOYueW7TDyh20dgL6K/YAHPGC7pTcnNko0NhKHgHjbRGxMcDZO8lSHh59juIXTQ76nKZshG9p8fabmidF8l+xjqL0qdcC5ySs2LPrIZLc+f0B9G6pDyxOWiwyczZFPP//zP799tsM29qvo0fJNLrJhPEi0yVZtnvzkHzz/vQoFR1vqoyvWIHw+drjwiaziYZwOBb82uzow+J1NxskUU37Y9PVV9uIRV/RqvGSzh1y88kJbjR8NevrjI9N8u4g4zMypmCSfPQ5BevHIFQerOHcgkpudXRjEjm62ku2yY46tfa8pyTFunsRbGw99dIPofZEIrzc+5h6+Utz1tRsb8c1hNCOsHZ9+hYxR5oiPfh8N2vI3WriVvOSeBfEpZKXzLPrT2J2PwMHDzasfG4vJaBOhTpLb1CwSeImnmDB9yeyw8pdJ1BLE4lTQBPF4MnnhC1+4vdb0mgs92cqYVBviAC764Cgj3AxXNCvcefLx2SbT5mKTsDnYRGxKDh+xcgj4lp+/2ekyYHPygb+Dyn9hgkecHRri7JWUV0pu9j5nMe5p2a3bWBsQ2fhsqKoN8sYbb7z4B7HNcbTNg43SEzybvCYz3kaPvvk2l+TzybcvHWY2T69cvcI2//j5LsZqmzA+xUYtRqrDpviwky59+sYajozmDq2+2LC3PNOHTx+Yv3SSZX7IsdGzz7iSXemItoPNXPBNpYfNaNPFN3aQp22MHw4v9A5HBT06PuRH8UBvrZKNHi1+ecNWa9KbFV8mIcM66/9zI4OtxStddPMVj1eavU52SME/+MEPvviU7ZU6/9hFFnvsE75d6dB1uHnFjZeN7FOLmTbeUXdjG/LCWwA2qdElRz96OD5FC5/8aILwc4neWLrYFs9Z9Giq0Y06kgGnkpud6BuP9xAu+uBZfCNN7eCKr7HgaMuIizfcDM+LL70rePBwcxuTsBacImFMiE3ShtniLgGaRBNm4XziJ37i9trLq69xERpXLQAyLH5/kBm9RdiGk7zR+LNwjQXx1d4HVzQr3My/olnhjuUTj2i9gtN2wxUfB4H42VxBh4ONqCcKr/r6FmCxRUeOg8P8iKsNzaYkvi4nySPfXEhKG2Eb2oMe9KCtTaax7OOnAofGpunbr+SSxWaVjWjYQobiNbf/M8yBePPNN28HNd1t5Oiyhd1tusbJapx8OPrkJ3z2oVPRKPQ3BmeMrfjDj3SNo+0pLj3iM/pIL/norBU8cNaOyv78p4tvDiFtlSwXmGLHJvQOKHKqbBrXIXv16UNPjwsC+xwmxY1s84mOLgeLMbH9pE/6pO1z71tuuWWT5fBBw252yj+fo7tEeSXuMqSQ4dBy2Hl6d3HCB3p68/TPN3uAS5i9Qi7AsYct7Rn845sCp6+Er28MX6X44VX149GPNn586Rlp4fWzR9+6YG9rZdQ18uLRT24QblUaZ1M02akfbuQ9C9dY8Cy+kaZ2cMXXWBBN7eCV5it+o9597YOHm8m1WCwGi1ehwPt3tzkTMys0cSZd9SNt35D76Z/+6U2GpFEdZm0aybQ5er31vu/7vhc3KzJm+dFvxgz/RDfDkX4eq7+iWeGiD65oVrjogysaG5XNwyHkizzixH8bjTiLK5zND95G6jMp89ATmAVprhxq+Gw+NlKvjvAbI8umA9eGxB6bqzkxN2gdWg5DNktmOke7t85ut+n3qskFxoZIfnPLRgU/OeTatG+//fbtCc4rSKVDxriKlq/4k0mG2kGBptoY3troVP3ojLOPr+UWmE5jbAHx4NcWJ3h8cPwTa7jo+dGYOIuj2Gd/OtiDlyyVfH4apwdU4cQKxEO2yt5ssTbNPQjvVSQZDiU4BW+62O1VpMMJ7j73uc/uSU960vbUb76f8pSnbPnnyzsOKQfRfe97341Om6z8Ijv9clauORx9joeGDS5QDkG65CQZDt5iDqrZSb4q9hXxyXftVcEzl3DkF7eRho7RDnMiNnLS5dEbEfucL3FZY6Mcdow2kjv3R1x+wZGTH+XESHuWHHSV6GbYONhYuLFfOxjNyNdYcDV2NflG3XP74OEmeW26nCvJLCyf91hIFZNnokycqsC51T3ucY/bEsbmJ4EkPrm1LWDFZutG7/Okbpol6EZwnf9jg7A5OOBtAjZIN3Gbldc7Xk2KhycfsdMX677haMwitnEZ84pS22YitjZaG46NBq0Ym1d9UMVHtsXsg380irnHg2Ys+my1CcgHehxKbepyQv6AZNjoyfctPTDZxvEZz54ONjrKqzYpNOIij4yRZeMuB7ORzaqCVxuNqrCtA0WbfmNoo2M3GqVDiH6VPPqtCfT8ls/mLlr8aEZ5+OiygbJbnFU4sugnR984uXzEx2f54CnJgeKpCA6duZBHZMHTacMmh0xr0KXHoWau5YenMj/p8TbGK0Nx0BZ3PpLNJoWM4sU/dpk3eLbQTQZb+MwevPKC7fLbnjDmEbyq4FGMq40Vv21weIIoL/mpRDfKH/Hkear0Sl7s23vE1psPr8ytOfL45P/Au+OOO3ZPeMITts8K+UPGKH+0M/vAbNdGwzY4cuMH4x95T+27HoGDh5svFLjlWyAmx8R4TeG/r5H0iglTmiRQcqDX9jrDU5mksugVC6QNIH54m54FaAGUDBvD8M9IHzrcDI3PuLm/olnhzpvPQrUpWUA2rw43C1A1bjOygYirpyrFZQEtnPlhpzGfcdjUzJ/NxqK10fQ0BtJHrk0MjQ1Lu1dQ4xzk/6Z0+IfMNix22PDIYg9ZZJQL2Gwk7ATpM6aNDw898gckmwwVj2JM/ticxQKd+IiDseiTRTa8viom+vTy3WYOD8fu9Biv5DvIR3zlf7LZhD+57EAPkq/QDZcOfYcDXDEwJ8pIU1s8+N3BxHb03naYb5cXhUx2Kc2NQ02c2CJuZJCLDi8e65w89owbOTqVvebJwSDe+gp6VQwcumjJU+j0JOjy49DkgxixAw+or43Hk5PfWpLl0mQtsAnfSD/qLb7GFXap7OC3b9yS6QBz6fP5NLz8M5eqeIiV2OiLC3tcuB3Ofm9qrIsme6xH81sOiJm8yKfNmAv/ZFt+4+F3viOLZsW3wkUfXNGEG2lqB6MBw81wNXal+ZrnUe++9sHDzS3MV899YcGrMgnw6Z/+6Rf/ygRlo0IB0W/C9CWAD57dityYjEt2m61XHxKwifaazU3JAUrXLD9HRp0zrrGg8dr74IpmhZv5VzQr3DF8FqPFZnNAb6H4+r9F6GnNQvMKyg3ZYkfbzZ9O/BacYmMQQ188gfNlAL8xE283evNjLh7ykIdssswBnRaxuHsVZdEq5hC9giZfNsSF2zKbLWp0xm0O2mSAbCOnA5QvDgnF3DceLX4+kAmisamyk8w29cZAMUGTLLLpVPEr5OYPOztctdnkgFHysRjoq+QkE6++io+tYi0WfLOpJw+PArKPn22MaMSlw5kfxviYLexojsg2d3Q5zMypefMEJmfgjGUvPnrZxWZ4MnxcIG7G/N5UnqkOSr6QSa8Nnb38JAuerckdbWw+0Io1fejJ9fu2Dsx46GYPqLBb/slrn8HjM+Yi1kchDkgHDLvYJ55KOSWe3mb0A357jVelfTkuejx84Ju3G+LT68cObrYpvixjPj3xmht+iRE7+Eq24jWsPdNB3jyC5Kj0iX1PjeaKbyA7+AqqraFilC2boiFHwweLpX64mUd/HBvb41j44Gos2aux8+Ybdc/tg4ebifFDbZPyvOc9b/eRH/mRu8/6rM+6OBmjQI7kTO0mxqSb8D5LknASQmJU8Nic/CzA3zJEb4LvKcVm5lCx6TjAxMwt08FmAcC5YVvUFp/FZqGYG3G00C08GwxoI7E5uAmHF0uboQ3EJmDjsUDbJMW/hdliw0O+aj6a4+ZF34ZDR/POlvhtOjYU/DZxOtgNRx68Mi5qcqIH5ZFq8+OXjUi8yCGPL+KAhlz9coesNnvj+MTIBoUOjr3RsYNOlUxykm0MrT5f0NDX4US2cXbBkalkEz405pBNYjPKKQ7WnUI3OvzsLC7w5smTho3Zxk+uuUXLP5tva6j4kCte3qKgJRuN3x3KKXTyzVziJweePrrpAMnhuzL6yBdj4kSP/OKjz91ctoyRVUGXjOZBnnsN6KDxJqfPwVywxY9NcoB97KcTnj3aYl9e0A1fNef0kMFXlb7WFvvQkA+Sh4Y8e5e4WFNiwnaHJt30KNaaCykf6QGLIRlinp34jdHt7Qp6Y2IMJ8fNL3369oB8B4vdpvjCGq1dnjQ38GTjCUcf2/XHmoy7Ozx4uHFQUD//8z9/97SnPW1blJKqABkXpLE/44w1wZJBdXMp4Yw3UWS5cdnUbe7hx0CjmUu4GWbLWXA1tsIdI/uu8ImDw4vfDi6LWqJbIA4jX9oQexuThLf4iqEN1Rg6m5XPNvrGJXniTY7NwK2WDF8g6Mbpz2i1oZGRXv6YA4uguSgOxhR9i8+GgE6hCz37jNe34dl89RU+swkffPzG4MnAD7KJn6DNhE82jHTg1c5ObbjyK502K7oUNPrpCBcvOPLTXx8tPsVckJmd8OlOJv3WAfuNsb2S72jotKkq9KkKvM1XrOWJjc+lxLyhaRxO7BS2ygu4YkY3erak15w7gIoRPHn6ZGg3T3wjEzTWOLkqPfKTf2Jr/5Bf5PO9En8QvrYc9rZH3+8iXfrkrL2jL3zQxQelvGKLkl9otM1Pss1Ra4dP4tjrUrRsJMcYv/nAX22+yfPmKbnR6qPpkG3+4K01Fa5Dnk0+hvGNZjL16SuucHjpNM+efn3fwcEvB+QCvHiRO5d8Tp5+OHBcK7XhlRnuw6Vzpq9/Ofma33SeBV83GgtqRpoMEyxZLkVB4jrcbLiSVBKRU0DR1bf5urHZfC26e1Jxoxdri8CG5EZukxB7Ce7mZ8xibmFJarc8iW9+HIzhLDIHndeSfgDuJm3xFG8bj88fPL155WmhmAeyLeboRrghp3/Mr83LvLFBzrQxmmMybXjs0WefHEguHhsEPnrLBXTaZIlBm4ybs02EL/MiIjccXemHp0clE022jHrJ5H+2RYcnXnZV2KaGQ1e7OeIbGvzZnV9o2MYWxbhKhlygHw16+SHOvsEnFvLBZux1mUsMWIzootM4WR2m8sh84bUe5QTd6Hsi7sDMpnxnF3vQKsbzUdyMyz+wwy272ICXLFV7X5ED7PQHBMTGT13EUI53uHs166MNl5zsYk++lBtsbe7zR19c5LxY0CW2YtLTpnVGvr54sNehAvKtGPALv1h3qLFH31zwlT613MJrbtkDP8YSL//JLabF2Hr1Exqx8MTOZoezV8nGHNK+J2HfpJd8doDFu3b96PS1r5fy/1foHo84XDAEXHsVgLNwxiSSIEsKcsbAGocDJZoxtzMTq5wlezQ7uhmOMuax+iuaFS764IpmhYs+uKKBk7Ri7Iaq3YJ20Fls8A42MRIzi8fCsoFYeDYrfzUCrm+0iruLgpgat6jMhwVmITh04Hv6ItPTs7mAo4cMOtk/+sBmBY0nSzbY3Fr40Vr07A5vbhuD4ycdFjFZdKHRNs4W4yBa0Dg642obCB6y0dsglMbRK+kGxVuNHy1eNdl4kosHXgxVOtAaZ1P86SBbEQMVXfI6tMjI1uzAn04yzIvXV/42p7nFa4O38fprQXLAZke/MUU7H+WEvosBXWKIt7cA3hQ4KIzxy9OA8WI+bsI2YL6wy5oms1jQwW5y2OMzXroV9OZAZVcxGmFj5MhVnyWSJye9MnXYoLeRe3rpT8ihMQ/swssecdBnO1/QFEu0cNaV4kDgs8u1nwLQIzbyGeSLww5/c0ReMumjVyGnpyn6xYhfaPGig+effDaWTL6JnYpeobN5EGv8Ptoxro3fuFg76FxW5YNLkMut+Dc/aFUyizs52vX3QbbMY5uBF/6Zx+qfF9+oe24fPNxGBsEoMCMebi7hgsYFX4AlFTx5glq7QJhsSRlvMB1zHz7cDM8ai3ZFs8JFH1zRrHDRB1c04SSuheS1rIUkDhax2Ehm4zYWffG0IN3WJbWFLqndPsXWZmjMoSLmngIlvHGLyi0djQMpeexwkHq6tpk4FC0MtpsrcudiDD9Z5NI1FmM2/TYZfTzFA72F3EaEN5n4jMsb8vmsb0HbbOgTj27SZMfP3vIoXWMO5wtZav6lw2aTbdGQ38YjLmxCl2/a2Y6OfXBsJJ8fxrXJVNAp2UNHbTTGzaunb595+4mGW7r8YAMaGzKZ5ldO4GFTeviB1toyJgeUDrB8EK+eXshHi0clo0qnPK3gNwfkmRf0dLNbPinjvDcP8M3NCLXppge/z+vo0GafS541YtwrSzr7mQO9+uYGnTgo+grbyEfDJnPj0PQUZx2JrbXh0HTI4UfvScnhL478cujpiwM5bONXOWOt6pe7DlJ0YszG/IPDA7JNztDHNxWtvioG5KFlt6JtzDr3eT2b2cgeB9vHfMzHbN9+thegJTNbtNnYfKSHXO0Rju3GNoIL/4Sb4eXkY/+x5eDhVuBGA48VPtJJEJNh4zB5JmIs9KgmvgQxLlCX4tAo8+7Y5r9FIcklqIPHoWWThxcPC0GMLE6LzGsJm4qF5kCyKC04N3ELFY/DymJy87fgxRSPhUOH/67IF4bcVr0K8hdHyLBxmK/mpMSdY8smm4ON1eKzCNG2MEElHP2NhdNno2LRkSlfVAuVr2JCtoKWLrHhu03PBstW8lVyVG20dOjTCaLVTh6d8OahOI/2aZNljB1iRD+9+sbYZRwkX+6TyQ+0ZJMTjTE1G8x9tqMnx6brMyh/lV8+iIPNWg548uC/A45stOZUzNik8ps+PGwiVz6JSXYVt/ICDd5ixI98I4ud7IYz72wmy5iKT07YSPlb7JK3Obz4hxw0Cjn0Omy8jm0NeD2Jjs/856u42Ff4xDZzgr68Ehu5TCbf2AqHzje5ybSW4MVQjPkmr/gp1uwSE/zsUuxrqjkgGw8bxJrdChvEVcWnNi/o2cEfEJ4N4qXAk8t2cSaXX3KPHLT8pUOss5NNLgD+/KGDny1kipMvEJGFllz+FfNN6XXwz8HDreCCgi7Igj2Xs3CNCayJMYGSQ0DJa+Fpw6FvEWrHP+o8C9dYEF/tfXBFs8LN/CuaFW7FN9Jpi4/Xgw4l/juYVPHpVZ8klsCgBSRexiSxz9Tc3CxwSUue2/6nfuqnbou/BWMjKP7grbfeui0AryC95vIBPlo/I7Ag/KaRvOzNlw0x/MMmfC1udre5xAvCV9ioWFh45YbaYmarWPC5jamFiEaxOXWwka2SSyZb2VVJX7ygCo9PPJTwyeKTQh79Ng6+WRNK+vKdzcWb3cZVvoHpxE+ePnvBdI26zTXb8MoJc6VPD/nG5YGnLXh22qzTQyYcfWCxplMVI3h05hodW/XR8tc4XewqtujaqOkyF/xhl8uI/CEj/8jAD1aL6wj5mR466XMw8NNTFtv0bdS+xehgwQNn06+SST8+PmjLJbrlDBwfvBXxWZa+px32iwl5DjwXQq/1PUHSjYefYpM8ccfjUJS345qhFw96bbYWe3Kaa7LF08GDrjHQusZfbtEhBxXyxLhxutjj4BcLH1XE58LhZxZyyJsZT/ts5if72TUX8sVMaV7qj7ThZohmhYt3Hqt/iC/+FTx4uFGico7j4KUWPAItCQSxxDCJJk0RUHQtRskINzp5qXrvTvR8l9gWkQUmVi1I+DaNNgk4B6E58TTmBuupDa/k8wpCgXNY+gGqxeEGJ+bkeCqD8/s3myIbbBZefdlALXZ/1Njncm566d4XV4uNXhuaubXZmj9zT7bCNnKad235wA+QX+bdxkCOGKjyxsJFB4oPWfz1tEk+maMe49HTQ3b5bIweeFWbnWxQyNJGn83wyaDHWPzGyGArncmA08dnI8LX5ka+PhloyBM3uCo7+IhXPMkTGxsVepsgneTLETjQJUXMooNX+KIttmJo4+M3OnKM002eNhqFXexFw34y8MkfNqJVmhdzNM5h+tHwV6FnVcLztTZ+NqrNjXmXt2IjRvwmW5+9bMoucsgozmQXLzF0EKPth94+CnCw4THWHIiBQ0BxOPJfEWtrZnxSFSdxRMdOB01rgh1sECd62YuWvg61/CwG+g5x/pkHscCvkMEWPqETBzjy6pOD11OqC4P16jLMdp/N+cMN9oQuJMndFFw4nMhIbniQnmutHDzcCuwMR0caW+EaE2ATIZASxSLQN6Et8iYCNAl44l/JXuGiD6KpvQ+uaFa4mX9Fs8Lt4+NnY/j4KxaSriQFxctYi9FC8aQmQR/1qEdtr6r8GNvi8ZViMlWLs68Zf8InfMKWuG6oDjzyHFr6FpoPoS0YC9crGfzaDlAy3FjHzYa9lXwwtxaHb7aRa/OzaM1lm2Uy+K7dHKOFK0fIYr+FrtCBpkVtgYkHaCHjI0sfJCvZyQXFl03GyMbLDrHUtxHRQ47SeLzsUOHFTdtYtPA2GXLYb6MgO9vK9/QXD3ZlL5nJYxMa9rh4uGWTl+/iRGdzZr7EQuVndoLsrJJpc6SLvfBoxDfb2KCPVqWTz/jqy01tdsZnXJU/7DCe3nwju/YMG8M3FvY5QByact1G73W7A5oMtjo8yjv86Tcu9mLCB7LYjMc8sVcs0fj2sMuiA66nT3LNgbXJL0+P5MN1wNHVHJKf33Q2F+TRz/ZyAW35xl+5gJd9ijHxg2MvO+Hw45UP7EcjHmxlBxp4/mmzc+SxLvlhDl2As9MaZme5R64ihtrw2qoCN/bDB+Md4cZ44Z/oZjjSN5YtI/++9sHDjbAEznAU2tg+nMA18SbX4SbQgs5w/CZKYprcJoi8Q7LTGd0MRxnzWP0VzQoXfXBFs8JFHxxpxACe7/yWxIq2GJV8cGh9YOyAk4RiJkEteH+k2pNTn69F43ByQ/MNO0nrdkm2OPuQ3I2NHovAIWmu/MUKyW+u2GOOQHaOPmyGXvjHIvNKB0RfbbPBR0abYPL4pNRnF95wxluscGOb/xa8Kk540cOznRy+hQfx5xdadlmw2ZHuzYDhFWW+g8lGG15bzMRv3ADg0ct5drETD3/12cMuOCWZeMhBQ6YLg1fFNlGbrCcOsU5OuSLeaPCTSR4ZZEVDD1yxsQnqK8kLwrNPXyFXES94tZhnL3n81a/kXxC+9gzpCpf9clz+8k9us50tNnuHnSc5MRIr+tGx3Tg6PDZ4h6E+eWjMB314FOtDXNHQQT+I19oyxi+HH1nWH+hC480LuWg6NJPncoCPrWxEL27lLx3wbIJnDxsUvCpbzDu8Nawq5rt5IqN84rsiL/Emm3yHNB44lyJ/R9Pn9S5RPt/kn7dC7GcjnnKguSF71Q4XHOlG3GbcIKOx4CG++Ffw/2feavQy4QRF8CSGRBJkQRLYkl9bsdA51qK9TCZck2LEQeGvKnkluBhI0GpPExLYwpC4Fjk6fxbIU5y2JPRNOosKr0VmQT/72c/e/uqLZLUY0Np4fIbgycJTmS+QuP178vN3QNlhEVlgdJkf89g8zQHli7n0OY+fBHgtZsFbOPSpJWwbVwsFL9kK38KzoQXV4kLLhmTFh4d+etBqt1nAGQfRG1PJIgcUl/QlP13k4U8nfDaC+tnOXzjyzYH4a7dJkaENsodObTxsgyPPXFsDcMZBt2vz7WBTyW1cG86TjQ2e3GxLB7+yjQ74bvN0dCCSiS56bZU/eOCVDgXx0VbwKjZVdMWqGG2DB/5BO9LTrcgNeHbYT8TWmhEzucYXhW4btCcwcfG0iw8tP/PBPGizuScYMbeOjOGli2/w/HS5oM+aQUdn64x8dM21nMLLHni0ntgcwvSW63Tg0Vf4y056FPaxPz/Z5fOyYozW4aWibc2h084O9umbZ3TJx0cnm8RU/rjcWss+jvBTjD6HzB70ZNCtXovl4OFWks1wdKaxFc6YaiMVZIEwiaq2QNtotZtwSWQjLklm+XOf3nAzPGss2hXNChd9cEWzwkUfjEaf36qks2AlvnYbiYNNrBwyEg/eonLwtPgkmY3E5wU+XHe4+FYdOvQ2PE9uvhGpOCDFmH5PdebG5oDPwWYBWjgWLTl9MUFCjz5swobYs4POj/7oj942FguE7fAKXm2LqsXRAjOuLRZ8QYeXnWp5go9PNg2xEh+2yy2LV87QgybZ4kQumfgVbTLh5Z2Y06eggQfbrNBXjCn48dJFZzX7yVTQq41rs0mhM7+Ns78Kb5wN5sLhZSy5ydsEXfiD1HSbbxecUT77VbEkT6zIRq+II1/oyD9jaMFsIUO88arskZt44G2UfBMbfKPf9LC5UnuGxuOrrU+XvBcLOthm3uWrufIWwlyg7ctR6P2tR2vHwcR/PtLJPnK0+cUfOcWP9iQ48lwCyVftTSDZ+a/v8m5u+G4OyBVXMuki0wEnlvqqop8N5oAt2QbWJ5ef6NkoDvSwTxz4lg5xwEceen2+4Gez9WMfQG8cP5nsN4ZWjuS7mPG3fNgMv/AP25V9cDV2gfWS+dhzbDl4uBGWwBmOShrbhzPBgqWYMAEV6DYuE6EvQALp5mUSRv37ZIfPhhkan3Fzf0Wzwl1OPr4mT/K5mUssCSnRLFpJJl4Wp8XjtaPYtEDhu7FKfjy+CGIh+zq4+HrFYBG79duIzAUdxiw+sfff7PjbfeaAPmOqg82TG3y2Bos7WGLTg8dCSI6NtoWDlr59Moy1QaGVAwq5eMoRi5AfFqgNtTiJgTZ78PKBTLbgF18y8k87nfTg04enU6FLvpaz5KBjN8LycwAAIABJREFUJ5w2SIfFn630a6vGomvzIAdeoY/t0ZLXxiR+4mnOzb8LBFr66cg3uvlFj3FjbCcbTX5qw8kFscpfOm1yxrXZZxxteQkPVxxtrujT01OTjRefUry2zrAWG5sh+8OxrSI2DhmvyhwmnjDQ0kkXG+SzvMdXPIy79HVARWdjFwPrhz/NF1nphaPD3kVeeQ2Hhu/k4DFf6LSNmwtrx1y0zsSLTDhvN8RbfPTJksuqOLMTLRvpai7QKew25iBvXkC0ZCpkJAuf3LF/wFmTbEbPXm05JRbsoc/+Ym/wGSQ/fbThDwaIBT/TcwiyZabZDLzwzzxW/xDfKGNuHzzcZoZDfUGaC5ygqU2QSRMcAeOIAEteQbWIS5iVLLQFluwCoT3rn3F4FTzRxj/rOrZPZjLInHWkK33ZzwdJZtxC9b6+ZKRbMlosFqZN3MLyisUCEUv8EtWhZ5wcPGTGYyNwc/VtKIeBJzhfC1bgxZscn9f5ookxcwTfHJCrVorpjG9OOsj0O0TwkKvAF6Niku36xlqQeCwkBV7fIrSwweInd1TjYoBHLPXZYAy/Sn+2RqOvZId+NmRjOoyRi1ZbLhsLksMGxTzRkQ1s1lfwqskH6SQbVGzMNmVrwmckXh3boOjDC7IDvbZ5KzbZRB/Z6NGJgT7b2sjoMMY+42QasymTo92my8/sJ0etL2fawOHJUYJb58h/8LBZSQ9bFLnMHn2xFbMOOfEZ4219iInXay4KLnnG/VED9np9qYzxpNvBofBdTMoleOPRFBtrVazb+MVJH7186CKm7ZIi/uwSd5VNLgVKuU0mevPKVzawRVXMD5+KAT52tWboMDZejuSSS3A5iod8csSZDnHBoy0+9gaFr/LQ0ys94xxrV8qh+lcDHjzcMniGo7GNwY3t+hw1ySZQsMCSFr5iEiQEaJysWR5aQSUDVMlHl8z0Jjc4yprb9YOjjHAzjKZJTs/Yrz3yhkOvzX6fmzncSnIL1eK1MD3RiYnDSLWw4cSq2FoEEl3BK1FtWBYE6Esj2g5DyerrwOjF32/hHH5kOGTJJzdZq7iyW+GXWh+f26jFpbY44c19tPraZLPLQjMO39zyw8bAT+NV9OVI+cQWC488dNrka5dj5Rcd7IW3+NGRCYde25hFTz6ZbADRZDud+tlHTrKNkaUvBmLSBkUOWjr4qugr6JOfXnE0b11s6Kuwj73ZRx67yVZtZMZmP9mNV3zZle10k0G3ynb8ZKLBxx5yxVOhB15f1UaLX9GOt/5ZcGNa8JHLHr/D9Cqd/Wzng0PCZtxTTDaA/i83NPLcq3+XL7nl8yR++RKFGJov9pPJ9nJBv8OUPHgxElOx0LfG6CCbjfKPrGjROXQVB4uDztouv9AVRzrEnF72qcbh2KlvTFteWccOIzaJM13a5KjmFM4Trfjgc/m1hyho2IqH/WLEFrTihB+NGN9+++3bmN++ujjja3yc53BjDtCFZi7hZjjSN8aOY8vBw42wBM5wVNJYBs18JrExSSHAaASsYsIEC96kNUGNFzDjggZyWhvURxMOHxlKQU5W9Pra+CQQGZXkg+FHiC/+aNIXXXrqJxukU7Fw3Iz4rEhEscgv0MLwoa7bpqSUnD4Et5AkoNtUN1Y3ZwuNfLQ+RxNnN1d/iserhZtvvnn7ogke/9uD4oDF45WP+bEILRzzxQbx4U8wn8BiQY5F5MehbLRYLEqLj2x0ZGuzXV4kx5iaLhtEdG60xlpMNgf2lVfZIP4WJhvJwU+/qm9chbdJKNGCbENHHjno4FQ4PHBsibcx/Cq6ZGrTx1fyooVT6CKLTDUZ8Hx1iHi1ZU5sNuIILz+UbEGvTZ+5N282KXPnokOvWKFBqyYLTn5kU3TshUNLZjK0yWSrOVKyia3yFw9blH3w0NjGPPGLv28L882csoFO1Trgt3E+WFeedBUHm/jxk63WkqcPnwuz1eEEkkGu+SJb/NnPd+tNTjtE53wmM3vQynuXU/OEVszEpcI2hc5ykz59+QBHJnv5Aq9vzLyo5oBt5Q+b6UQHjyc74djCNpUPYihefOY/HvHVZysb7UnJ4oN8evnLX34xp+xHZFfYkl+18Ssz3JAX/pnH6h/iG2XM7YOH28xwqM+onBppBbqFaNzkKHDBFhIoOZKTTDLGYjxctPq1x3EyWtjZEa2x5JBPfzhwXzFGR3aPyTnzRTvaQK6+///J7XI8RCS3xJSEklZiSjRPVpLTwpSE8DY+0EKUpOi8zxdjv19jo5uuA8G3KR/xiEds/wGtb0b6wogE9brSoWgDcGjgl+gWFznsb2E0d2yEIz+/xMBnbg43r3/4ZawDl0zFglU6wIqPedDms3Y66SJbxWMRJ8uYOVDw6JPRPLIPLVls0VeV5gxtPqCDJ4M8ePbCjb4mh2w05sOc2RhsBMZtHmQo4oaWXDqyE56/ZFToMqc2Z9/M8+TWpop3tB+/mFTwuQzIA3Eii03JB/EUU/3sQQtvY8svY/hBdiriodJbnMQQP3/hzquwg4+qOINir7BZnosPO6wXc2JduAB6WkIvrtabKrbWDh/ZL+fhxQVt64oOl0WHgkuhMTQqXXTj4zu7yGGLvcxrSHYYs17NJX3Wnbmgl1/sFv+q9Wgu4NHnI9nm2AEn7nj1fUZGHtvg8aFhD/vwGaMPjj36Dm7rHo03BJ7KyKNbzPKzHOgLguSrSnNePM47DzalZ/xz8HDL8BmOMhsLx8lwoL5AgRaEAI3BgtcHFTQ+wLQ48QmSEk10yRN8Tx0gnMmUiPSYLDa4XaiSSk0mONpKj4lX4Juo+iPciCZ6PMkzzp76YPpq89EhIImMZbOFYDEat4Hww9OdV5fsd1hYMPkhkS1gXx6xAPkgDhaXBa4UE4epRUUXWegtIoeSb1xKXPrIt1B8OcUGQD678ana5ooN2UEP3RawV6i33XbbJk/sLU7QYhIXfpkziz85+MnlD92KHLAQ8ZJNN1k2AIVu/MZUc4YXHi1dCrnG9fkH6tOlj55cED85o7/ojSl4VIVt5Rwbs1+b7fp8tfFlJ9vpNpZcsGqubKA2Gr9nNBd0ZB85eJXihJdMucNOfWP0Ksbg+cV2sVHQmRMyFW260OClR3zYbIyM4tAYmW3IxrKNbO36QXpqz3Az4sI/8xibyGz++aTvAJLrYu4prniXM9aAjR2fXEdPdpcGcULLD/koL42bB7GnRwxUcuxP9FqH6OCsVYc/G+VEOsTQWDEXdzpcfIqv2LNBfPGiIZc+fXTFX2jQkole5Zd8cUDBl7vompt8I5Nu8ntVacyhrTogvaqVd2TzA47P6OjCSx//7RtiYd5BVUFTqR0MP9I1FlyNJXvk39c+eLiNxiY4OAo9C2fMZmdzdJNsYbSY9E282mT4YoONViJKOjQSrAmSyF4ReP/uz0ehd/swjtYClwwmklwTAufG5vMnf53D048DpAM0H4L8o1MJN0KToNJH74puQ07/kEEuXgeJg1lC8pOdFghbHTz8l9iSEQ0o0Ww+LQKLWYKRKbl7qiFbjNGJqwUoZvT6e5L+vhy8WNBFt9+7SVo6PH35s13sJceCl+z0ZGsbJP/JNSYeYuqJkFx4NpFvMbAdPbvMEVnspkc1Z+xSst0ckmPM3PdNM7rgySALH1p2JRtER3Zymi/0fIOPhg4xR8MfdpOBBi05+WqMjzZB7cbYbh7JzybyGrf5wit0kE8vGrbzR5xsrOJofq0f8Uj2aCMc29qMyFPRKOxV6K/A8Zkubf6p+jY0hQ/sUYsZmnwzFy5mxmyGYsAfhUz60jlDNDOu/ibgwj/hQPLlFhvZTi+/xQqkWwz8xMV+IJfNj3x2SRNDbyvko9dr4yHmktdTnNjxyybPVzKsHz6RL1/ZQF9zLy5oHFzml01dCM0DOXww7+yjT5sufhjLr+aPLKXchBcDVb7Qaa9gB36xoQcej8IW8vHym89oyGCjYn7tNfpkkWmv4SdZ5SRecWm/6nIgPhV2qEpwbI+4kWcfTfTBeA7Bg4fbIQHHjDPKYjHRgmVCBV7AmgSB1zYmSU2+DdhmKNAm0iHgicMTjFuEDc6NrMnEr5rIVZGYJu4Hf/AHt0PNodBnVRLU5HoF5NWdG03Ji0edC79KoAIvifnILjbzR5LAd6OyOPjObp+HeXXHNolFJ/8lkIVpU0PrRoW/xSBebGanDVCiZgO8SoY40m9TJJsuMYQ3H77+//znP3/3yEc+ckt8Plog4m6z4h+72CyuFgr7VAuZbWox4oex+s2HWLARnkxzig6vAuo3l+UBnDY5ZNPf4uSv2tzgLa/gxCh95ONX+RGkGw86sswTnfRlF3z6N+SFz0XLD7L4N9LTER952aOtGlfTm3yy4MRcbpojsVLNAbrsExf2KvkDp42eHHnAd3RqvuIhC42Kj71o9cWObrnATrR8NG7eHRzyynwYQ2c9yTP6yaILvJyFXzZU0EVNsWG7yPFVjNhuLdMt59hsTboA+3N1XtV/7/d+75ZHbMYj3r5k5fLr8zjyHIjWkANGbvHRJg7mnzigESsyFLEUF/EhW54o7BIbh1oXWjbDiW3j+LWLX/NpHsg1P/yXB/YEeys9xtnAXnPNxi5DdNKB1/oBrW+xNH9ozSuZZJDv4iIO6Olgq4qXT/C+YCIefROVHAVk99UsBw+3DJzhaHRjK5wxVeAERbAlmyCOJRkmqOT4sR/7se2AQ2dSBbtEw6/GZ4LGIrhjoBvDIxklnqe+7DNuwkyiJzqvgxwaDjv/1YgFYUzSKfMmIfnd8p773OduP5a2MOhqY+CTPj7JIEnIMy42dGuLjTH0bLTBOeDit1jhJKVY5ide8U2eMfIlqQXAHh+0W+R4PJHR45CDu+OOOzZ56B1sntq8VmQP3dlmnA/izR9FDPM1G0B0+CwqNHDiZ/HYDPDwkQ6bDDqbhaqwE425t6ngh+Ob2mHfXGQHXnraIPTZ2+aOLvnF3Tj5oMputfji0aeL7mKAlt3k0Cc+oM1GkWvixwe0xQy/Si5+eG02kGV+bdDkiE++syfb5ZzKLuPo6EFDFn/JJoMN2nKP/fRlAzqVDLTwZAXZTS4+crJb3pLJzr6gwfbsA9mxgitctBvDhX/CBen2LUc65a4cFytfDLE/WBts4Ke3ReZCfKwbOecyaB14ihMnhxmfHTb5Ia/kJT70YuFyKQbNLzv0rR22obee6KarNSxGaOkSXxdWsfdWqny0HozBi692UHzx84c+JT1k2g+t7XKOTDbKC0WbTeyzrviiTwfe9iJ6yCCbP/KWfPHlA3nZgpcMxcckLg3mH2+FjNYLXPMXjG41NtLUDrLp2HLwcDtW0Fl0JkXiWSQmnoEcZ7BqUgWwRYYe7XhARI/XZBsPlxw25PwYDPRjKdnQZAvIDk9cqs+l4NjbArKILBAbrbbXRcZ9McOrUYebJ0pJg3fWIykUei0oCeEA5Qf/wWyVdOLhVko/umzEb2Gz14ZjEbOFfPZIaLwWnnE4PBYRncb5AO+VJJvJk7xo2MZPNlgM7BLvYm4RtPnBZTMd+chPcuhS2W7zEDeHtTHzjIcsi9mCsmjQJ4cNfEDHJ7rYDY6V/Gwt9uKDTz8fkgvHD/3oyUOnr5DHHnR05x8ascJrQRtHhx8vnGru4NKJf66bogs5QS45/MVjLsRMPMSLrOxim8ou+WYsXH6zUUzhzRM6ss09O8iEMw8KPeSIL/0qm8wNmP9koDU3cHLTnMLzH+68CvkOJIeECxF7QX9dxxq0gfOLvWwEyyG57/DzOp7Pnjz4jx7NYx/72O2pytoXVzgVj/g5EO0N/BMj8W2O4ciCF19zQC7b8JKHFh6Ny7P1acz80EOeWMsdfbT8A/mhlGt8Mz/yJdnlDZnsUcULHVvgFf6gpcvhRB85dMg5stnqJ0Nk23+iL1fIxq/a9zzhyQNy6KSL7VezHDzcGKoqMxwNbyyn9AuuU1/StSEIiKCpcAImmPr44QS64JCTfngVbq5oRtp4oqsvWdhHvok33sRLHvL10bCdfW5ukl4iSg5PNR7rHUpujW6D2spoN1mKSVfIbdMoUSVesej1Ad3sjF7SkWWzEit2GScLDZ10WEwWBnkOKEkJzwd05PA3G9hsPixI9A4fNHxEw44g/fSAeNpMi28y8ahkipPkN6fk26xBhawWPHsVusmFp4ftfLDgFH6IF/sUdOQYh89POHaJkaI9QuP0wGuzXaFTnODh0IzjxtCo9PETLnx9t39zJL7FeKQhX59ssvTx0sk3lw5vC8ynzRBd8y1v0JpneWnDxYdWrIyLN5p4xZce8aI3GvFqLo3ZoD25mzv8DgCbMHr+kkeXMbGx8VkHIDw/FONzCRcc6cIFR95wIB/Yd8MNN2xPDDZnX8iSZ3LXUwQ/HHYdLGwXU3mH30WbHw5kePY7+MTIazbzJe9ac+KurVp/Ym6cr8bMjRjyX5GL6ph79MoJvGIsN9il4DdvYije9PORPk9cdIl180QP++FU/pBn3NyC9BkDycsHMeGzC7G5pw8/ffIpfm3zzVZyxJZP/OcH39lNhjnwP4GII7nsM6Y0d2N7xG1EA11jwUN88a/gwcOtZJ3hKKwxuJyCYyBoIkDJI9DjBg0nQIJvItAFSw5yc9a4AtY2Rm/66s/jkgkdPBoTSQc4lnwoefCxCa0JNok2H/jezbd5kEN2ttBlslUyJGz66CEDDsTjaVWyaEsUNBK8DccCxS+ZJV6bqM8fyLBAbGzsQUMeuuyHl/x8EXey6XATpo9ecvipXamNVpsNLTa4MdbxWBBtQuxguyoW+Nmk3WVGHORKOtjKFosbjj58bIMvP4x30OBX8h+Pgn4ubCYPPzvQsklV8lOffgUNWoXd+OUJWcbE1EVOm33sULM1OfiUdMGTKz4uAOaRT27VIBkKXQocGodQ+VOOiI/CBjYq4oLe+qMz2+glC66N24ZnE1RcthxucsPNnP5sYVuXlWKwMQ2XiblfnsDXnmE8KxpzQpe/X+ozMh8DONzZ77DyxwjktA0737q48dNnznzy0YOPG/zfhYqnOZdXa0X8vI6Uv3zmu/my4Tf/ZPnM39ONNUi/GKOj35zIK7FjMx/FH621ip4e82NOzH2fn7soyyFPdw49pbxpPZTzYkEWPR08ctD80ste84WP/XSQla1dYtCQYx8wrw5hfptfhZ3koRNvbbzso8//KODQ9ONueP7mN/5LmeNoV3xkHlsOHm6EJXCGoxJjgqOMPPoCKVEEyMIxwar+OBGckhzkaOekyahNnr7JMrGSIruioa/NLFvQmjSQXpNfQrTRoE0vOhMrGSSlJGEr3Ra+26EF5HM7cpLBvmRoS2AVL/0mXhLSzw4VPX5229wkloWj8EOs2NNtTluM8LDDYgUdtHjhybdQjSmSUKzamPDzl03kGkPLFjbQYZy/oGKMvexELyZ0Gdc3ruAh3wZg3r0ybXFZlGQYz39jZLTA8JGBFlTRtrHQzz52ii1e4+j02SHebMNj3Bi8dkWM2KEWMxDdiGcPW+ikx6UBLzpy8XRJQFNcjNGXrPTiq2QTOrxoFblnYzU34sPn4pFudHDmUKG3i4w4GCOfvfo2XFBBhx6Of2jYAN/lCh1/2WVj5E/zjM9hYi2wL5/G+I5tsuoHV7hxzLgSDqRHlVdPfOITtzcm/f+B1ok/UOAzOZ8hW5ee4GzSbOSvA9FFy3qwkSs+//IlK2tHLLo08A0N/+WmuaiyxTjolT7daPA7rOBcgOvb98hV6TaH+PHJndaTeZBPoP2luJa/5Ru95jc70JHDBrnPV2PkNM/m0P7DvtaLvYg9ZNlDPAWbVzbIRfMsv8iRG/jQkYGGrnLjpS996XYg+7ye3/SrldrB8GC4Ga7GRr6z2gcPt7OYV2OMExSTMBbBM6EmU2AERaDGhTpvAmQlR4I1CYKtCiq50aCXJPqCi0fbJCho6aAT7KYq2U0Ye+CjtYDcBE2wyUUn4Sx+E23xSCh8q0K/2ww7HRxsanNgq6TDyy40NrDovcpTFb9d4wd6+tBaJAp+bT6yTdWGt1hbIHTbMC3O4kcfPLliwSe8fIZno2LhaPNHESN+2DDQq2jYiK4FicYNmf3mXdzFjN5x7vCIv3Ey8YlJ8jelF55W4NgBKi1ebTxk089+9qCVa6q+yn407Fb4r+zzsZixzyYltnjZgAce1CffGL3a9OrzKV10j7TZY1xc3NjlHh/QklW8k4+WHaoCj87cioPCLjgbnjiRTSY8efrihZc91hd+eSPP0MHLL7khh/Ggd/Da+LOR/wrIH5Dt4bbGZfonHQ6upzzlKdu6dGiZR4cKf/ngYmrtdllrXqwxNK1lc4SXXP6IAVpPKM23S4FcBsVSPnsCE6PWon2tObCe5Lp4mQ/xo8/BIabGQXrEyzzS31zAsQmEaz2wzzxla7lFlko/Wc29Nh42ioW2OaefHPLLDQefC3Ifv6ClGx995ZHcMWZdkCUWxuWMmKXT/MNfrXJZDzeB4FBVX+HseLvpIDEBSvQCYYIEXFXgVEF00xFQsIVqMuOLll4TUGJIALrgSyY6u83a9E2KBWGi8Elwi5cetPBeQfjyhSQmL1nk5mt2s50NeOHmKiZw+EC0fHHLtAAknNukKpHYwT/y8LJBmx1iJvHgySseNiC8bFctVHqyDV2bL30ObzL5pRifIRubN7LQoK+Nngx40EZivizU7BNXMbdgbQD4k8l+bbTJSj4dZBYvfqPTt1DlSHZkAzv4xU8ln4xX6WMLfvrFEo6v8qCnHTFs0zem0k0m/Qpb2QXHZ3109enMjubeGLvNlQ2mDZE9yScDjUomG21QNkx68KAnA21xJFvlvznGr6CzacGjZzMcP8QCFFtxsC5UX6iw/ny+1VMJf+gaCxydytgeae5qm3x6vfZ++MMfvh0eDhDFPIkFW8Wz+RMvBxL/rA148bDe/BTGpVU+GnMwGienGFj7aPB36DWHYimO5gW/tniD4sgOuvF3aMklhS9ozKVi3LyYU/aZFzq15QOZ9lC2iS/aco2tZDX/5NlTvD0hDy1b0aPRZie59PicV37xFS0c+1wQxJf98Ard1rFcMSa++LTpIh9NRXvslyONX2548HDLmBmOhjQGp81oUJC0vT/2rttkCowJMKZWTJwAChZet8Qm38IzufAmRUmHNl7jJkhtoh0AJo6+IBkKCI9WMuibSEljUkyYjY0edkpmyWkCs1uS2bzZbEGxmawKOvwVculQ6R394YNkLcn6NpUNxasCMbAIFfGkm8/sxMM/RZ9evmmjE1fj4iH+2g5zCcgGODzG2cYWtRijUUC40Sd0ChvmMfR8Eh8LTB+06RRb8WJHtrFbuxjzO3vEL7vEr1jBa6vafFbwwpk7uvGQz050xrOd3HED0bfwVbTFDb8YwTW/5MAr+Oi0ydHZXGevcfhixdZ0u12TxQ54OsQvO+mAI4t881hFp63YlPGzr/XWnNElL0Cy4NGSrbLN/JgTue4m7w0COXR4CvdkTwd+9JXa6YLXhm8saKz2DJM306BLXpAdNm4XKOPmK9/4I1atSQeXXBBfT2H8VPjWOhbX9iH+qXR4kvZ0aHO3D9CFboy7S5s9yx7CDnLZwtby0yVffucbOnaaY7rYi58c+UA+XnLME5lo9ctrtGTGSw4f6UXbw4A1hw4vufTAoaFDP3r+kSse8sDhjIdc+C6s/JEr8hyd3yaL1Y033rjFgA1joSccO4vDCq5w8W6MB/45eLgRlsAZjrKNMVxQBM/CUjngiceGbGJaQHjxoFdMpL9nJlHdYHqKQKPilaSCbZLpkpxt4MYE1yFjkujRl9Am1Hi62Kfoq+nQNoE2YF8aIZs8ftArefKRDTZtv4NjNx3eOTvg2iz4bmGQOSamhdSiI5f8bMPDfjbaSPghgfyfSngkDpu00UhG/Pr8YJ++yuf06DfGd32LwzgbFPyS183LeDh8xkrG4tU4PPoxlhvzhddl4uPmb17FowNUTGwQ9IkfO8wzOexQyhd+whmjiw38B/kAp2+c3A4VOG1zWf5lP9kK+mQZQ2vOuvXzX0XHBvr08SjFSh8+ufSSZ1yMVONwyUrGJujCq1Xy1ej4Hp04GSOLDBuLok+fzYqN+nisETFX4FXy2GiTKkfEHg/fbdJsNm79qOy2Rj0l+SPE5MDhad7pYPMIt86Ff1ZjM67+WXzR0K3dPsB2vmWXdWStiIPYyDM+iJGYiIFLt0uBufa05tCz/skhX864YCZLH36MMXliBWf/kuviSb65GuMNx2aVTcbZC7KJLHOqb73wSbXXGFPoQePigU6lzzwo7CMbnfXFH/rIJ7O2uVfkuvk2z3SR59B1gIlZT6xsR0cun9C0V9Mjhuhf/OIXb3H0+SfZ9DUnbFOy1ZiyD67GNoYj/jl4uGXEDEfZjTFQ1VctPoG55ZZbti9INBEcjQeN5HSYSC4BdLBJuGRJKPQCCvrBpUUucCZDwAXVt4xMOF464FUy05dMUKCzRVvCSE6bsUTCRzcZZCbH5LLVIu/1hYn2Z30kkiRxyNFBjom3yODI4Afb+Z4ePJKNPjZp08sWSck3v+MhQ9Lxuw2PHn0yFTrEh8/FvAORn16bOGDx41X55zKAx3ywUdE3XhvEB69WyK0fxAffa0i284tsPmazJ1KxZz+f8118VPQtKPL4p6JVtfHwAS37omODDY0cOWKTQofemE3AGPnZgBe+MX30Fi/ZNjI+asPzhQyQLej5phhX6GIrGnzsVMOTp80O/PKgA0cfL4iOLm1y2qzZSicIr6IhU61frNilTU++4I9HvvBTvPDL65tuumn36Ec/ettok4tXAcf2hhz+WY3NuPoD2+vIFD909GuL10Mf+tDticqf07LZ+jKWXOKjNxRorQNrwlqyxq1Xh5b9ybyW/3I12dYkfk9rdKKh0/qzptGZI0XcXBblEBq5JuYdJnSLN7usefKSiZ8sc2y8tvxo/VrSmSHHAAAgAElEQVQ7bIcji/3orFlyzZe5opteY3IjHnFKNtv05RF5IFvEixxj8ogObU+qajlEjrbcQYOWn/j9BpE8NvJHyVe2sUtfvMax2iMc23gU/MeWg4fbsYLQ5QTDVc687GUv2546Sgx0DFQtJpus9/fdErwCkXAtqpwhW/Akk8AKYBuACZGEDkVtugpG9icHZFsy0Emg7NL2lGkyTRCdaCz0Ellyem3oQNYuoWzSJlqySUaTi1eCWUASAC2/+auglywWkqRrg2KHxUK+A86B45bpw17yxI0Mi0k1jlay0qGtimM4/vAdPX562QdnTEzZ4/ATH3LES/1/7N3JjjVH0fDx525YwAqMjBlkY4xtDGaWmFmwhC3cBjtugBUgkEDyglkGY1uwQggW3M2rX3L+/uLLt7rrtN2PB16nlJ1ZkTFHZGRVndPd8GYDs14Lz/WO75pd5KFJB/rZPNboxC5r/MbfGrlodDrB1fiYj4zWuobPFjC2wI8H+/BwjZZe5NGB/IqBax0uXcLBy125nOBXPPDKXvhkJgNtOOlId7zFBJ6GvlyBh6anajjWa/iX+2B0mz6DT0849OQX9OWAHAZrjf66dfGxbq0bHXnrbYGvePvTVfw09cn+9LuvEd9aOjaCZxdfySP/yondvjnJd4qsOuDbzA479qgN4L7Nx1Z2PPLII+szRLmHP372IT+by0P5ZK/Z3+JUbsGXB2Do1S2y1SX7OV+hr56RS0804uaQpFs44ocOHzbiKyZqG308wcEv7mTpdCYTDd3ZZqQr3g5tcdXw1ujhcMKLDDng4UB+9qQIRh+2ksvXrtHJMfzZQJaHDrRw/O6vz2bZm650KobGmUdLoXv+cXq4USAl9nHqsq8JniahBMW1Do+xgthrPcWUkzhPIkoELZ7r4lLo0Npw7r44zl2V154ClhyOi96cLLhkCD4eHQZo0EoACSLIXgPCpW/4U3eBlOwSTzBrrgXWXS6eNld3NmjIJcMmoQ87wdBJGAeqBkZnOrCPDnzkw172OHzZzFfoFOXskXA6eg0+HeDg55r/wNCyPz3oyOdsTY81ufzY49G1Ucc7GJLmNpHDlF4OeCPZfAeHz3Q+sVH5DU4FmN42GT+xgz/oPNfxQW9NYz8a9vGnNfqlF3iybU7y2U9XnW7wZ9zN6cB/eJOPT35tji/9jWSjyzeu6SjPzHX0RjgVRiM8vmALfdIZnk5fIxyFTdfoGFxea+LNLrySib9r8tkCjocDXBcjh5q880vO5RB++GtsrJl33djaxJ1rzecYbzRzHi8wOmv8rImhNyl8pOaw11sVf4fWfrHv0DjMvO53EIkhn8glI/v5g1/kqRjxsb1uf4k7PPEs9/iaPDo5CM3RyzcdP7zA8bdGR2t4GdnQGK3Xo2IgD6zTlf5GrT1rjZ5ywAinmkSndMDXOnw49MeL3+GLuzkdjdbkDh3N5QJ+/MwP+PJDctnJ5+oVHmTA87SPRgOzloxibq35Ph6tLWZX/Dg93K7g8RoK4zUKMpbDPFFxqjWO5SwJwWCHm855BQVdzsErh+ApCIqQ5PTkJPie9CSvhEl+OsAXBJtScCSYQ4cODhhJK+gOCQeLDSCZ6IBX/CpOwchCRze4JRi9BZQMNOSXTDYJXSSMTcB+eoHRzeFFPzZJ3PzCVzYHmORRZByeDmB83NFZo1ObkCx+ytfmfExna+RW7OjJZvRG+lkvyfJBtrMxGBy9NX43j9a1Rnb20pUefM0/9OAjstG5s+YTr2HZBk5mPmIjWvGis9xCRwa88odc6xr+cNjKF3ihs04+3dDpZLeho8ledHjAcyMmXvjo4PDowS66KCD0L0/A2U4ufB0eOeJijqcCQU8dTLzZQC4YfLzIAsNHIw89v9GJXB2NmMYvXemiOOniLm/dudMZvj8g7ssjcroYkxdfc/q5ptN9Nbz0ZE7e5uSRzV520p0tnjA1+ssfcXWY+bzavvJL2/6mqn2Dzh6DK5/40g0YmeIjB6yBO2j4Toxcw+F/PPK/WodGveNHT0pyS57ofGwdPn3JMLKF7vKup00xhCsGdBMv1zp8uHRAp+FNV7HAX7PuGq4RT53/6M4WvNjgWkcj1mwkG1/r6HX+dMOAVqMXnnLTOh+h9daKj8Hf8573rG+04l+jw4xp8PseTw83Bmv7OBVpjcLmnCbx/Nb/Sy+9tJwgcRwoHFCg2rDwFT1JIOiu45McDlXYJJoCz/ESWNIW5HA52qEgEBJYUATCaz1jwZUIgu8pEI2nIQmnuYarwaMrvXQBZCsceprjSXd2owuGDg45dOpAohc/lIwKpwNbktog+Ngc4GxH1waSgDYyOPtLWjJsKn5yWLKbTJ3OOn75nY75ThLzqTiU6PTW4NWytzXjDoM7113TyWtcNkh+m5YedOJTjf75SZ44wPkCL/kjTm34Ymidb/hN7NjBL3iLj2YuNvwkNmTyCR/jbU1jJ12Mejz4BQ5flQvWNDA0rsMHI4cu+JNHF/KslTf40pUu+FrnF3lhLzjkxBANv8gH+HTDM33R869rvNlpHQ0/yRf+g8dP5JJHPzdOurhofOkJ6NFHH12vleii5UtztNmQv8D3mC/Cy4+jtR3W9aRjk86frYszG/hFnniqog8cPpIjPp9mC//5TA7cnmErnV2jdRDZK/YjOW4M+N4+wReMz4uxa3oUYyMfuUGWI/yL3j4UA9do+B4fvsML3BwvczB7Tw5oYhOddXGkJzvNNblSLNCzPz/AIdMIjgef8Q3brNEdnBwNL35hB73o72aHHPByCo/sx4uf5Ro6OHLR3lX/1Wp1WN3O3iVs/Ciu+whlh6XrIL9xenq4YRbDfZxcW+Nkcw71RGWuqHGmZCpR4OkMFlCbi5MKaoYJls6h7my8x3Xt6/H4c3IBRZNzHRSe8MiliyDZ9AWULLg6vRy81j0RxJOueCsMEl1RJlMS2mAFODuyW6DxdW1eUksQBYsca2yyZk4OGT5f44PuvvFpo+Qj8hUsG5f/6GVD0UcyKLIdnvCSQ5ZGFhy42SpJJb818vmsTYSGjjXzeT3XJ3zO+UH8vA4SC3Lb1PQgly16m4/tfKIpIDZNRUlc4dFz3+T44oMGnrl4JwMNGJ3Eji7w8hO5weHAZwufafD5it7gOvxg5tnEh9ZtfHzooE1a84qMufg6tOnjhgudeJIPj07wXBcjMPaKMVo68A951thLP7ys6Qq9IiR3FHm8FCJfjPItYD4hR8tO1+babkt4c1yIlx/RNU68YI3kpCed5WTxY4tcYD8c8YAPDsfedxDYFz0F84ubYT27+EVtwkvMqydk8aEnZnsfT/Ejhy4VcfLlHt704F/66/yJTwcDW+VuNlvT0YLjKx7Flyw8yWCb9eJrrmbBVTvVIjUFPw0+e8o9ellDr4Fb19Cns3wjE6/qo/UO+x4C8Oc7eco3ruGwhW7qkic2vvcvvfwOIV/C1Ypx4xHstrXF5Iofp4fbFTz+FwpjJZD/8eO1YYmRI62ZFwyBVMw5VYLalHhYd91dO+cKkN83cafEkZwAV7AVQrgcaZNysqagKhL4o6kYShx0eAq44IDB0VxLfBvAugDCJVPCsCv55hpdCqKk1V3H01wySh66wucLPiAbzEErcRxm4NbZRA90bLeGF/84wMzp5HB27SDJv3SEh/+uo2uJbg0eGomL397oCueuDZ3G1+zDXwwUEP5kL/k2Fj+xme8VKXa7po+8AGeL2HYg8DGf0h0/6zo54qYZrWn4kcOWfGjNAYJ/MbEGB62RDGN+xIsccosvWnNwdK7Jq1CZxwN/6/gawxdvuSrObENDhs5mvuMLfGrk8a8GDpctZNDXuk43OSSXFR9d3uDrJuojH/nI+oe1fEcnvIxvRaNrsWJDeZou1nU6slMvh9huvzjk+Fd9kXv8Asd6ceVv/nC42MfWjA5HMLmGN5+D0wmOPSpOGhkONE0uyW005updcNd8jY6PNXGhUzHmbzrpeGQfW+HF0z7Hp3W80Opw+IxeOj7kTX/hTyY/sEdjGzx8O7ym383xYoO8kYvpyDf0s0Y3NdhcvfZ6uzykH5qH3U4PN4po+zgVaw2M0gzUHDYMlDicxlmcywnRSDrfsvHXvDlCUZaEnAhXkPBxrbnr9xVeTiVHYN1xePyVzAoUXAmF3qHmG4YKhWCiMdrgCgdd4NFPx68iIHgSwzo6crqDduhp1tgcDhvw1JMnceCwwwZxMHmdqHCzjy90MujEZzZVBxwdzD3VWeuOnk3kSEY2o4fnbhye1zDW2YU/HcJL54qeES5ZfKBr6MznuBbGD2vhBp4wepGnSIiTGNKdHQoy/8C30ciCC2aNz/KxTVhjE//5XRo+98qZ/uzQbCQ82IufTkYxhmMePr/JKddyp4MmfazDp0t0YkW2PNHYqZGtiT96PHXXmnn6oNGDsUFhIR8+3vaPa3q5hsu26MSfzPxDJ2tkZH9y6S7/3HQqxmSJuXx55pln1g0pv8ebz4olHs0bj2BzzboWrPEINtfSn018WAcvBmDZZ842PPgCHhhbdPvWzbEY2/v8rPbgpYPzN3/wr86v4PYqXt1ogdvHbgz4Uiz4HD19yZfL9rZr/OG7hkNPc/uBHDzkl0ZvHY64mJcrbA1OB/uHDWQVczzoQ19w9mhylUw85RA/Wc/n6Qk3fvTmO2v8RYYR7/xOHzZ0g508PqA3u/74xz8u3/kj1fTQio95Ouzj0RrZ17bTww2zGO7jFNIaBRnLMQzgUAZnjNEapyhwipKNJugKmSTkAJ2DwG1uDucoTyZeH4CTyckc67BBLxjg1n1TysEmOcmkmzVOpwcdXEsUMHwcKmSBl6TkSgg80rHEhDcDzSd46+gkhMRWmGwOBzd7JKXiQnbJU+Eiw0HGBgcBHmxwXSHyDTb8+AMfssjUbF43AGTZAPhL+HDoLEYa3ayDRe+aP8C0m8a1ePmx40y6ePG/+NKdrPKAz/mQL/iJbnB1MXBNf6PY4KeLOT7usOHRW0zlG978JaZ4w7MxdXD04PGnPxoyOnT5xjr/96oPvZyGi4YsMQEHw9dYruVLMuMPJ/v4KR3gVHjYwVbFFf/w0LHFGn+hxY9/rJHBh+b5kW4a/nytKLOHDM3re1+0cKPAZg1f9pFlrFszn+OcH60t5DvQ0Z1Nmnk8s4/e+QyMjvDTcc7x4BNr/CJ2coKfteLimk/5TINPhr1ov/JhB6B9JK7W5bM5HDysyQkwvlSP5JlcxTO51nS6ya90N9fZWE7RBx0ccPnADrw1eMXJNdlw8aGja7i6uKufGh50gMOP+JQj7FCD+UqeoeMffM3BzPHgb7h42Tv9SgR59FXDXnjhhbXu809xQKvXmu+j9SNYdLeNp4fbbcRHayWaNU5joEIuIDpjOc4Gc6hxBIfanJwLp9cAnInWk4iEQVeQJSHenvQcBAo950ok/Px+i78YovDTqYaOswREYATDKAG8wnAwlOSuwenV+3gyKsJ4zA0HT0LR01wzwiGXXe6QJQccG4LedKYT39CXTAcTHLo42PjFHA2focPL7wiC8ZM7QPrj48bB4W7OR3Dpy39gZNiY1viRfuJFR9dw76uxX2Mnvl5/0Y9Piw8YuXDES6enWNJL4yPr+XzqKI66hoav0PNh+OjJwM9aRQ9MLx/4XpzbuHxPH6N40gE9X8IjrziXa+VZ+sCnb7Zk41L4Yhs9W582wCEHT/kldvjRx4gGDH+6sYWtdNLBXSvO9p0bIvzR4Ovr/v1ndnjFy+h6wtL3YY7k1dKFv4oXvdPLmM/LBzRgrvV8CmbN/o1H/lOc3RDmV77mO3mEXkFWo+jAx24SdPvKPsLbvrQPiwfdyIKDxj4WAzqRb6/qGjw8yOmGRoyyxR4Xb3rKAblHDj3pRNdsxg+O/KUb2Tpe6iibrOMFzmY1iQxwHW/7iZ6uy3E20R8+evw1fMAdhmTY324Mqq0+6/z5z3++8s1nunyJ18Nsp4cbh2j7OJVqLZhriuc4xnZoCJxXhd7DSg6Ohct58ARNsATKmuKnCFZgyOBEn9N4xdVrTEFAgx5vX/+tcKYXOXRDLzBe2wlAiaUo0DkZ8OgiUHQTcDwdIpIQPpklIXxBk3D0qUCSiw85ZCow/MF+dpUY5PaEpsDCxQ9fNBJYsZZsaD2xOIzgGNHYXJJX42sbDg0fwuNT65LOtTZtpjM981Wx3cdFePlxtDZheM1GV4cZ/bU2KD3J1uiEB7/xu5Ef+NU1G9p8Nlh+YC954iUufIUPGTq7xQy/4gamiyf+WvrDRUcfG5dcvqQLfP7kZ/hwNfpZnzLwmPDwjXiLBTvwpAtauVG85bU1/qG3dbRw6cxmPPCCRz769MBHHsuv6PDyKt+H/+VCtmc3XL3WvDH8ozGam9bisY/RTXj28qNGP7bV871rvggPj5l/4OGqAeHzafGE7xqu/c6n8hWsOgCW38HFB1881ZRg8oUO9IcjJvjqYgJmz6GVV+DyxAgG37W9L5ftcbLRyj1jNhrFUVyb8xUd2KTmkGdd/ZLPeOHt6Yqt9pR1eZV8NOU4vdhtv7FVL8/IoVO0eFpHQ5Zr355X19RvOmo3jUdrM5aL+JYfp4cbZjHcx8nX2lTStQArtoKmGOuKDyM5S8DjaQ6fozlJIOGgB6sJntdaNqSDreS2zrHuSvu9FsGpkVMic76E6vApGQRC0CUTHehqZBd6/NyxSF7JrqUbHEE0ssOIH1n446krYHqHDv4STEPPbmsSiAxfqqCn16vpAxedQsWn+NIbX0kkecjkU/LxtQnQ2MBw6dbm5LdiYY0+7C02jeRO+FL68iOcxnAnTjAybFI6VjxsEBvL6xt60WnqRT++Fv9sYgtcvkYrH9DYxO5CwcVc3OgFny/A8AB3o2LzmrObbvSCTx48MI0OcBU4vkRDho42H+JvDg7HdTBwMJ3uXgX6ixm+nehDd0/kbHQQ+aaZ/wrhzQXcuvzCr7xxrZGHlo3ZYI3OcgVP1xUwT/2PPfbYKjT4sRkPY9fxNYIfjUewcBfB5Uewxpvo8lt4+Uyeg+VTcx3+rm+0N8mHX8tv4irm+Yw8ey9fGvkODt/ba3JKvqlT/A6/uOBHd/j2n053TUzkkHihgedmLxx5bA0OXXX86KqRKR/wbp+Qa1+TIW+t4weHP+wJOOpEN4N42XtqLRlyPR5k50dy4eFL3/YF/mjJhMt35Rj90wGOubdpDrann3566bCMufzINnySa6l546S5bX56uN1GvK9RrqThcMFy2CjAHkvNHQ6cRFG4JWqGCYRmVPg4Dy94AqPY+zcXXhlKPklRkzBexZGXs63Fm0wdP4koUQWSHnA4P53SIz45lj5sIbdXEvjQDU6HssQgA19wG4O++PtgW6HRPZFJNklljQ4KEf7ofR7ikEMvobzK5T/NuuZal7w9FTkk8IODJ/1sRPbSw8a0hkbikScZ6QI/e5eAyw+wfDnhZ/N8YNT5lCw3CWSD0RV/fp/yxUpc6Zy94YKhyW8dTPDYayRL1yom8MQMnN1k6HxBlpHP84XNmgwxoDd8uaDxJb3jhS98dml0DAYuDl6lP/744w++8pWvrFfL4kbnaPzDTb+A/Pvf//7BK6+8sngrbgoL3dkAPzvJoBP68sycTgqvQ5xf0dKVDQ5W+yk/wscnndfk8qYkvYK9GWN+I4ud8xps6to8eLY0pm94xtb4SFzEwD7jH/kpZmLLr3LAmtiZ82W54qDpYORLeWYNPT5qnvUKPFrX6PArV8SWbHR00+Uw/fBUF9z80CcYuFZe0Zev0lM9ghtfN75qg4aPXHfzxCb1TF7Bl9todXjsMXa4kaGxAT5/mrcn5Bc51tQccPTsfvHFF9fecmOF34zJYnpPP04PNw7W9nHKby08ynK2wHCazeVpzROcYMDPoMkHDTiHKNacNfHd7bvblAR4w5VwJYDDs9d3ky88Pbkc6pcKOyDRa5xPbomAhk6auaTTHbqCLVk9QUoIPNCz1+ianpI7ejDJr7Cx8eWXX14HviTwilXCKKj4swO+ZJXQ3lOTw17fLlWs2IOmA5pO9JesNoJNZA1NfOjnOv+yh4/B6EWPfEXvYruPy6jLj6O1HdZ1G7cY8JUNRGb+KQ+M/KRb1+GKD1y2s5Hu7GS/a7zZa0Oxkww92fA1sdFd46nBMe/VM3lgeOKtk0snfqNjPIxwyaJrdoi5NXR+Qfq555578Oyzz66bHHqzhX+mnXRRoNzlyg86kYc3XHL05CQLD+vgaBQTN1HWHdhyiF/krVeSHWzL+MuPYuWy+U3jbThHPONzRkdfuHq2zevWJ5/XKw8vvhYbOeQNSTfIrvlM/PhW/OHyrUNLbeNDseXzYmTusJQ3cgm+OVojW8DtR3WODGtqSnwcPOWfmJElluIIl27gcOSQXJL3bmA0NZdcdYg8NnRzQ09rHkCM+JELr8MYTocXvg4sNpFVrrZ32EEPjS90csHlKdnW0fGtvzms3shBcsWgRoda80a417bTww2zGO7jFBIeJRjAATlSQHKSRGAsPHMNvgYmYA4pjuUEjsdb8N1ZKPQSDA/BjJ+C7xe7ydFK/vRKd7QCRDe0rnWy6TzbpG1unb6SSmIIoMBreOh01tAoRgVdUtNL4NnRQYaPOb0UMoeuGwGHlKSTQA4d/3lYQnhV9Y9//OO1V5vksAXfEo8fHZIS1bo1dtKVnAojndiQPnDoiKbWfB9bz9Y57vNw8ZboeLFZIbGh2WlNy4/m7AJnl46O7mJgTFd6ywe+Exu4/M7/Djg8xVwewaVDBws50eCZXBtTHNCR61orxmTwK12MOhzX1vCiP38rnL648ZnPfGbFsFyYdsQ7G9nmJswfLrAn6MsecaWDa/TJhy/30gEu/cHgkqnTB09xJ0vLl+Zgwbu+bTxbs67Fs/EINtfY6JpdWrFZF5uek26um8+15o2tuxZncZIbfGbvlDfiWG2RP/JFXsGDw+fmclmzj/kXL4cCfPFgg7yUH3IRD4eYPQ4XL/Eko4PDXnaTgladIwsuHvGUe/a2fWTewUhvdsEjS+7gRc90Lq/UW77uzREZ1tRiNnQzRB8Hs1ausQmt/KI3++lBPr35hg7lri/v+KgFHr35H56xvgSM+IHfpZ0ebndhRjltJiOHChajNQYWPAHUKA2PgyQB53EoPLysc0Cf0+DFcdZ0dL4d6WkHTc4xShZ6VYjCJ8NcAOGlk8DAjZZ+eEQ/A8AWSSRZJKpAgunZln1gbEqWazQ2AJ74mJeM7s7Y4zUrXfnF3/pzCMHzGc2///3v9bmMTYcfHI1d+Chi+QO8ZLMBSipFzmtSzVOCjYD+YbT8yJe6mIol++mp2wTW2hR04TP20Z9frccLbThixz/yga/FhU+McPBo47GzYlK+sRmOjYuvTh5aXbzQ4UcXjc7W8KUzXY3W4Xu9+Pzzzz944okn1g0KGBwtGejxYVcNji6GaDS6wdH5SSMrufhofKPxgcONneUWWteKFf7hptMifIt/HOnEV+lonLq/UXXJq9sXCranJKMmtvzNz/JBHOzXapSxnKMX3+KDDl+6q2/yppzCRy65Jkuc1De0DgB8xF288KALOQ4gvNB6xSh3rYm9uBrp4oECXTdAeNKZHHC6lNt4tv/Qkyl/8WufmKMjD3/09pYOxz6ulvEZ/fHCu70CpnfT4P++yW+/HoDe2n22ez3cGJ9R5oJLed1cEeYUSaJ4czw8ThAMxVzgBAuckwWfcwp8jsKvYujx21NOG54O6Guug5ElGL58IAE1MDLx08IH1/AKRi79JTh5Ekbi0E9jo4DDix6+JjHA2GWdHubW8VJUJTe/OGjwkgie1KJ1Z0mWQ8lTSkWK7p6C8jH+DkB6OsysSyB2e2JCSz56SWnjwJPED6tNP7KbnTaozW3D2Ag2tHyxBid/0Ykts+Gnw4u3/GAPH4kp3nJI4+dJk63sZj/+/GREKxfFXTzRtgHxcK1bhwuHHAc2/3qN7GbE/z/zClA8km3U0NLdSG5wfMBcW88+tuHjmu6u6aDFGx2fuWY7G/gSbvrzr8KGD1lkm6dTeizAW/SDDmzRta7T877Vwpcs/nSD5EtrfF3sxZgP5Yk9abR/+Nq+Rc+nOj72s24/yidzeSYGYgKGRq6qIXjijx6edbLDI6e9QEf7xdNX8UPHR+TQzRweHp7E0scaPvQgn37iL5/wsG/kC/54pys6vPgB3NyIFx35Cj14dtsH+KjNvRK3P/jLOeAp1P/g83bCGyn6Fuf7iO/p4UZYyTXHKTwchpozWuMkj7K+ms8pbXB4AshQYwZxsoOKQycfBU8RFgCJYw0uORzlF8EliGZtjvDr5HOyz+04XuPQqTe+eCTf2uwSWkJKLEFUKHoCcV1SSB7y8CdfE3i8wMmRFOTwE56u8bCOrycqNjv4fYmFTH/Jxf/V8kRgMyiieJDjCwJ8gjc6Nlojk//hONzQgUlG+G1UeuTfpfCBP/HbW7BG680bwcjs2kgfdsqB/EY33cbT2YLOPNp86pq/yrf8x3Z8bSA2eZ0NB7wO3hORWIUPL1l8Zk4eOjlmHZxcNxzdyfKbg9pd6FNPPbW+DCLX0FlDZ8y/wdg2fQM+G/l05RP5I9foTSe+4Td2u2YHGN3AFEy46MVax4+tRjrxobmG1jw/gzW/abwNZzG9/Njpr6GbPstP19Ad4RzBpk4zNvLR3hNbe84av6hLYOKQP62JAf/Tl9/lh0NDvliz53Q2wAHHS1zseyN8tU9sxLqDs8OCHLEk15pGF3sXTzVDwxd/tlmnizU0YO0nuYIWT/NqcX6gN9laT3bwNDjsVJPpS6a9lu1ynk69gqSDuYaHHn/fbKcbXh42+Ki4wG/eSPa17fRwy1gMY9w4hYBNBcw5zl2rk9tnBpwuSRgrkK4V4JwkkdxlaOh1SSPZOAsdGB6uOdXvzOEvEGDRTh05TBAUH3cJ5hUAOuIp6AKEjzl6PZ74SqSf5Q0AACAASURBVMS+mg8uCSUFOBr6+/zMXAAFG0/y6epOpSRiA/7wBNfdIrz0BtPp62BjoyRzNy5RfGvSU5xNk6/YIkH4i99q/IavJJd45GjoNPrSJ/lw08N6831cxJcfR2vBwpvX5uRlJ5voQBdNfOgNxo905e8OC/bBhWOT4gVPXOCi4+v3ve99q8iLDdwKPP7JwhOtYoCvNR0P1/GmF996teOmCo3PQsWIbm4u/G3GrotLdu8jvho43Nbzg3V85a3X0wpCeSdvrNNTM2efjpc8pl83hXIjfuVA8uY454vxLfEPNxuOxnjctBaPfTzCD+dsLZnhN95Ex1+tFQdxdlPk0Km22D/yyGHEt/iCwYXDv+13a3Csqzc6Xn1ZhZxyEY54uhnBR6zEXO7ZH2Le6z3XyRV7OYsXGnB4dMBTV1+tySn6wbEul+QWveQDm/BDb83egKuTTy8dDb3ItL/MNbXcOv34g2y6oVcfNTWwPYgP/6hnnt7sHbT4odGSb15c1sKVP/5fBbyBAFNtHyf6vsYZFKOoze8Rn8MUdw7WFAcFjQM4XnAFG01BqPhwGtzuhAWLkwTDiDdHkTt1KaD46ZzXYWReQuAvaTlfoUwuPdmBr2BIdocJXcHB8NDoIjlLUPaVVPRQED2BaV4JgkkCPNhAP4nGftclRp+xKZgOToea7rD75z//+cDfa/MKUzLhpRnx0eip0Y9/2abnZ3A+K2b0yIfomu/jYnr5cbQ2YXToetKZ84Hkh5NubBcHfqaf2NLLfOqOxlqxbw7HGt7omnuDIMZsB2OzOd3QanxHjvVkiocCAA+NVzd+N01eOzzFCL4Cgd4crt58jvkgGLxadK7N6SBXzI104Ru2VRzx0a3zGfvlSrR0tqblj+TN8SZ94KTjPp6txf+dQscHmtEB06Gk/riRLi+7uYHLp+KuhsCTB2qVGImFvWn/qw0dPuIIV17JQfRihz88h4VahTd6taR9ARceHro80D0YqGXdxIPJazqgtSYX7AHw8se6g5dNHWxssC/JpyO90aHnGyMd6YYPfcyrsebZhqdGb/rKBevx4QcfvXhabi/BTxY8/a7t9HC7C8MUMDJAFyB3j7rf2aKwpzhrnOXktvEUfMGVEJzG4ZpR0hg5Gp25jhdncay5rqXHurh8ICzZPHXRR8LSh7z0RBOvYPiRKfkEDb1R0AS0IqkYuhvyNCpJ0LmWQHhJVgeSBEcryTS20kXDix9KdHLRG+kJz+GqsPbUy09+DwpMIpLFrp4mJOi8c6MnvUvq/EVuxQ9s999S8J5+JBM7crIXXBxd089G4EvNGv2M/GFeXODjw/ZyAh0c/GwcXWzj6SbDZhcjvjW3AfHUbTz4YPiD4c9/1txl+oyA313PBg/+62nT73NOb3qS3wFaERJ3/tLIpS8/wHUt39DSkz/wer36vR6b3sk0YuBQ4cPqkrl6JHfM4ahj9riRr92IuuF0ba+Lmb0qz9QPuelaPDR5LS597uSQ6e2AXBZf8ZNbeNBJDK3Rwx4ni15qlLdlZMgDMuimo6WLWgjuGk/y0eOJHi3b4LKbbtbJIkNdgtM+s66preo4GnmY/cnAE5zs9CPT9b/+9a/1PQIy+RCcb+mG3rxxCbvix+nhhqmu7ePkn3DKRGMumD4fcqBxJocIHOW1Di5GeyriHDDBjyfn2cT4SRa41uC4QwVjOJ5GLVq4gumugPM5zygAswmEOx8BnA0/8vFwuHC8wIDhbV2hkTzsKvBgBZ9+1siQuO6CJKsDy10WuWxus+ArofMReRIATPLRReLSta/SW9fI4hdPdfjYaDaNzxnxT3e+1F3To4TCo/jlB9fB59j6hIV7BIsvuc35Kz2MDhUxpbvc4eeKNZ6u0YLB18XAtVFRt87X+Ojm4m6Nn/gBvrk4kWkNb/mHHhyMz4u1uULCX17/4kNmccKTPycMryNfLODlxxEOHsHJ5Sd7iEx+6a4ankZHczqgoxPf8CMac2uurdfRJmfOb4O11nhEN9esa8Eaj2Bz7T9Ubx1dPqST/Wrv2V+e4ORANcMbKXsRnhphT9tPfK45jOSVGOEpr9QA9QGs2JGBRm1So9QMN7JqgxxFa4QDlzz5ptnzclKdA6en/KajmztzN75qLB5qMTy5YcSbnvKb/NbkTA8g9KQXejmpt0foISfZDa7RE1/XbKCTfShP6UMeHHDfJeiXu92co9PoAceo36WdHm53YUZpSqWQa3NPbH5Hi5M4U9dsNM4pCIwQIA7skAHjMLgVQmuKj6chwcdjGk+uBsbpJY+gKAyCLDlc42nssztzLd2NusdlgTdHI+jZSh/f9JSs1sElld/lYAv9wdFINK8UbQ5BF2A6gruGNwsQGvJ0NuPLXskpKchGq0kcvuVPa/iiw48cvDVPHJo1PiJ3ygxvId3DD/zq2NGrxt9sYJcbBLrDdYDznfgXEzryh66Jq5ZvzNFalxf8jLfD3d3sb37zmyWnjRMfMsjlBz5UoMz5mc/5mg4VAsWr4jLt4st0WJM38CNeWLBT/Njp5sgNi5ziRzrWXLNFZ1tzusOzji77o3t3vN0D+csBxY9ioR70hCUv4HR4yB03IvwujkYHhrjJR/kkl/FyKImVuXiFL6/EyhOgg8G6NXLkg7l8IMvece3gwtehCJ8c8vCXr/jBxbucMtIPH7zxpBOb4LJRLekNgRzCD2984GvgdCAXHI4DPDwwc/XXHvP2BK56b9T993RnBZgahYZOOt53baeHGwHaPk5BraVA15Qy50DfmvRb6ZwvCRRkjqmYcfBc4xhBxROcszR4nKQQdsd0pF8OQadAaRzLcd095FS6eAISVDqROTt9FTR2sMeauQSgm0R2sOFXgycp8CNTcmcv/dmt42OjsLVET7Zkh4svu8NBBy75wLVwJaOGh2RW1CWMkU8kO5npI6nh0re+GFx+gGn7eBvOET767IpWbIqjL824+aGbmwgFxDpb+VjjB3bbSHwPl93gfKu5Fgs3G2LqrYG/CCIGvpnlF/01uhQv/PhD8TK68RDz8o5P8aOXL4xY58v40BO/YMbpy7v4Lly881n62fD0K9YKFh3JI78Cgw6Mj8B0MLGuiCWnMXlznPPw9vE2HGu1dzJdNuRfh5RccPMkHg4VsQDjdzfKfgdVfqHh82488QL3tkaBl6tyd+ZwMRNbc3luPzhg+NG1fY9GF3uHIDl0ko/0wRcPc2saOnx0vOEa5ZSOprn6Ug0zVm+s40sX8tHTT53FDw9y7BvrfKLD0+SlPaTGRw/u+m9/+9v6LFutZicZ7DOSi4fra9rp4YZRzPZxCmitjZ7TGKW5E1dgGK1TkvIMhauIcY4k8PtZHOkXs8E4tkdjCcF5kkJhZDAZOYEeybTmWiAVLgeUuaLPqTo5EgI/DX680EsKXxyQPOAlHB7kwMfDoQG/ICxml389gbdgSjK2pzsYH3hC4Q+HrAObvYo4XCO+Ol+wXSdXowebJJeOlg42Hbj/hu4zIgcoOH5G/i7J8MBv2h7/fHI0LgUuP8Jv3PHJ1GtiTleHjYONbRp4Nz78xd+KRpuTrmDJ4QtxxLsN52bDRvFrEl/84hdfO9gdTP4qAh/ofMDveLhOfneX/GPNH3v1qsQvYlsjK/nmeEzbxApMC28f1+Llx77WdfRslyda9uOfT+RhnS80vkMDbg5OLyO7yl24u7wzWPiNEz9Yo7VasEbw5vsYzRHOESz6+6QTU71ahnd+k2u6twJyRM751p860KElPnD432GGj+v4iINrcRFXe0B82AJm/5MHJj9dqxVg9g5ZclhdtffdgMFRQ9MZ3LprN8/4moMb2UeHbnrVMjAy1Cm20cueBHctr+wDOpfn8PFob7GRHXDgs4EcNoNZIx9vtamap+a7CXVD3tMbXJ0s47Xt9HC7llF4jNQoYs4hKWbOSRxg3uZjJKM1a5zgIJIQnClg6DiAk8AEVccnXpJJ0BR1QeRsB4gEFGAycg7dONah6Q5DUPGt4akJosLmsKAnvtbIxo8Mr8DoBm4dHzaQBVbCdMChcTC748tH8fe04bDFH6/khefaXJfEnjDQSgZ28o819koa7+DdWERjo/ET/ujaLNMv2Z4v3uiYX+hAf42e/cX7ntL5UKzzs03gcw55Qm/6RguPn3X46dyr789+9rMPHn300dc+QyPb76ApQP4ygtizvY2GP3+SYQ4fXwXDDYdfyBbTveU38OKN9j6beHUj1KFGT3meH8hmEz+Y83MFBQ28mTv3qd9/Ky9+1I/iKSd7upe/ctmetrflDRox6xDx2a83L2IhRka81RD71LU9ib5DpXyTj+Z4ooUn1sVbfji4xDid8NNdo8ezPUJ3OtJHTqi5coU+4JqaBe46e+hQ3qmLOl70MDey057Ej218YF+Rj19reNIvejrSjw2vvvrqeqDoH5uWt3fNs/+9WzcOOWQfJ1prE2YO3hpDPvCBD6wk8HcRGaOwMJgjzd2hGxlj43KYoHGUwqdzSgeYOVxFymtPT2f4cii5kkFwK1rowDhQIPAWDIeTAw6/9KW/pFFc6UEOuvjiA+aOrTsmNBJEAK2HA488AS6YDm5F0yFOL4lgpC88G4bd5NXbDHzjrgYtOjbT0zX/tanwozs6jWwJSh8jv7BRbLRsbzyCzbVFdAVd8tHyibGC4KnN3KZmLz/Rh3663HBgdXMiBzR6s0PjA3N3zGzyS9TyAQ7Z1sjE4/Of//yKt1dH4HxCHh7yzw1HT4rk0wstPM1c39sOm3itNU7aYPuYLCMbxJteYqrAyFV7hz+1Dvl5Dc6niiHc6YtFNGLn+jYd9rWuj+jm2i5nrjXfx2iOeB/Bor9vOv7C2zhb8uSX/LSP+djeEx/1SK7Zp+Iip/nfnsfL/rRni6X8w0c+mpe3cF3DxVMOkq1WqV1ywBo6/JNJV7jyhE7qCT3wJdOIh9ymN57yRq6gU+eqPXQHq6aY22P2S3rSgZ4drGjIoz++2QDOB3QHa53t+Ol0duj6col67i2efUjH9ER3TTs93DCK2T5OAa0dwaxxhNdEX/va11bQGcm5DgcO1n0QKhgKspFjMorDOYTBvvlnzTcC8fbqjRPQcLSkAhcIDks+J6ErGcgj31Mh/jX4ZNHDgUH3DjZr8aC/g1GwNLLoyxYy4OpgElEQBY9eEs4XTiQbvSUDPE9a5NowirpiXqLAo4/CrdBJOAlDH3BPaHDwLAnN6cJ2Nmn0s45OIzddjVrjnAdrXIiXH8EaJ11zcjS+EH9PqXxPLxvGOltdN9I9/YsfvXVxCdfvsPGVV4/8Yz27GukmT/xuIN/iKyZyhj/4pU1d4XBXTW6vw7OvcRl0+XEbrLXGI7rWGuE0lxNyh458Q0+ND9hHXx2+Ll/hGeWIzl70+PBbvBunvNtgrTUe0c21peiwZa4138dojngfwaJ/GHRHvJMjP3xZzv7T5JF9WT63f8VJ539rYqEG2Acz78pb+7i8Ld/FTTz1DkO5Ke4OP7qQh7drXY1ykOGlPsH1hAnmuvqAp5ygv9xqX7nuRpp9M8foLa/KPzrTxyHHZ9YcVOzEn25ozPGx78gnD8xIX/LQqA/eSJWr5NylnR5ud2F2hstwH/BzrpPZUxMnKxwcwQjFzi/GMoQjbFDNtYJujfGeluALkOs2P2eRU8ESaAEC50B8ONDTAh66a3AB0SUTHpJDwDg9PmRq3Yn11AZOBnqBozceJSs4GeyU5K7Z6iuwePmQGr3ucGardbrV2AFuI7GbjWToEl+nszUywDWyXGt8oHUI0s/6w2x8R0Zy6OBwYVtr9ONDPZ/Rnz8UC3eldLYGhy/Zr/kdGe/qv/CFL6zP1/CKr3U0GrnWPvzhD6/3+mjoBFe8bCg3PPxPJjn+hqf/H/jnP/955dmTTz75mtzF9E36UUwVQzHmFz7Q8pc5mPxTSPjXXIdjbA+8SWr/14qRM/ajb9a62ZY3YiKfwMXB3EHG5/B1OdeNUocIPLkuN43iZG5dXtrXrs07MKqX1tQ+B5sDT9zVEje65bQ6Wm5Uy+wnNPJCDXaDTj85L//ZgB/d8LKmTmnlEF70cF2Hb5/iA2aEg5Zu+JJJJ3KzV65Wz+Czy82/7wvIfXzxMl7bTg+3NtA+TgGtHcFa4xyKCZInOH8P0sGgWDtonPAc4ImFAzhUgbGm6HCCoAmIoOHLaI7gGNecRo4mQWporVvjYIWVHL9K4MkNj/TEQ6dnB4UgWqdXvNGAC4jkorvkFhR4DnANL0HBj/10pweYAPdK1EHvjgeeDWFeApYQbEJHJjxwo2RiI1nB4EguMvgJXfrwK/5wZrLkg0b4zfdxMbv8OFqbsCkDCd8pBvzHJtd0pDs79PyYf/kWTv6EY83Ngac2T2O+8IGuxtfsTj5faZ7+P/ShD638kw/Tb64VH7zFn69821LMfNvXk7VvntJ1tuw9grXWeC1O+Eby6MQmuQZWPrFx4roW+/KFPP5CW/5N/PS5BnYXnPga36l06b3bwvf83P4rX+W0XEFn73XgeP2uWMt7sZHP9jkeYqLQw7emgYsZmP0h9uqcWihH8UfffneNT29w6Kd2ki+/XdMLvrxWX+lMroY/PGM6uNbxJhd/OmWT/CoH6QgPrVHnG7URD7hg6Mk14okOnmv6ke+g9RmmuuZNi5tR63dtpxSU17V9nMJauwnGsJzFsZ7AFHbO4GwBY6gOzpGKWQcHBwg4JzFakYHjb+55fFWwrNPDSJ71gsNxDlAB93mLu31FESzd0KajANBLMpCJvgAZ09dTo4R2ONELjUBYZ5tgOcAdVHixT5IqUIJrhCvx6a2ztWJvE9BJ0vrGZslCjjme5MEx1+hakmUPndkHBy29ajN2zRvhNN/H6I9wJox/a3jwAX/lIzazobgZk4XWNb35Ihz64+Hblg41XyBhFzo9uyef5nzrMHQD4sNr/safLPPiLQdcO+A+/elPP/jTn/60Oj16XZJd094jWLIbr8UJ30hvfuI/eVPc+USXh/D0cloeVODYlZ7hdZ0+4Gewu+DEd/KM/gg216IN1vhm00256cS/9plY8Lvu4FJz5A2/u4lWb+S5Gyb73s25nHIwlc/g8hm+eoQHvm5A4ZHVXhFL6/KVXq7hOQTh9lanwxJfeYIePlydjuW53KELGJzepNlDbOyQVN/gkl++wWEPHcHpITfRkQtmzi7yykuy4gEv2dbtN/r7ZrM3Jn1Zjm7kGa9pp4fbNUzOcCjDEEaaM8YH957EOF2RlxzdHXA0IzVGC1DJ4lDz2AzGaAnhMFToNUlhncPJ4YwOE690BE5BdMBJjHRrxAONQJZ8BQqcvooqmQLZoz1ZdJBg8CWf0aHmVwkkHX7sFGh8bAavHl1LiDYJP7CfTvQQbHzJc80+svBW8ODpEqkClh0dknQRA3oZ4bPnzWjFkjzzbJfAUycxds0P9OMv9rK9ubiyge/+8Ic/LB/4J6B8kR/yHZubN8IBd8PxqU996jVe/AReHOmh0xmNXH3kkUfWYfjCCy88eOyxx9brSnRvVktHeStf+EEe0Dlbxd+1XIDnLpjtxZ1N7Hm3vXEPlEt8Lqf5um5POxTEwWEiP93Uy2N08kq+i424gtvf5tUIMdbsATVMPPFFB08sG8VfrcQDTyMZ5Hc4qZ3qEDid1cr2BTl4qEe6psaGZ2wul8gyatlCb41ecjB81+TAoy84G/iBbebw4Zl30LHZE5yHEDf29LlL7p4ebpTS9nEBLz9aO4K11giHgjaloFOa0QxiNAMFmiGc5fWhhBFodAIADk/C+Dzk73//+3rFKFheGeGDR5serYPNqwH8HHCcmE746q7pooAKAsfTQxDJVYy9ysTDoarosoE+5t01KbxgeHgnrzAqpvjhw3YHGJs9+dkYElcSOjglJFxPoxKSDiU1mypUxgJunswSni3s4g/dIUkPuFr2F7euGydOsMZojnB2GB00tpuzky/FgK70ZIeY8n3XfKAguIEQT2t8ht4dHZ9973vfWz5GUyPHtW6umad7sRYXrzx6ehNDOOUmWdHRzedv/O/XCbyi1PpMIN4LePkRbB+vxYkue+QXn8hn8ZQnWniN/Kq42Q9ygu90DR1+4TYe8TmChd94G461WviN4M33MZojnCNY9A+D7ibecogf7SU53A2bX+NRlMWgdXHS8ZqHlPyFV70RM3zwVFfgW5NzunU05u0TsvGQs3LUNbn0E/sONt+mlqvW5I/cqNMJHXxztHiRF097gw1k0a+6CIee9gm4ES/r1shyTWe6w8HHGnh5TA7dXKsN5Ml1H1354qA6j+dd2unhxlBd28cpqLUjmLUcbuQAxgiIYII5qBiTI8A4H05Ocmh4fafIFFyHg28rOXQ6tPxemoKoca7XTw42n685JPAmn5M1+tTBHQIOFTzI1zjc0xpnO2wVC79X1pMb/SUQPEki4GyBxy6jYpn9cMw1eILpwGOrpvD61QlJ4Vcn2IYH/fDmU4lihANuhGMMJzuNnvjIKlaNS+DlR7BG4Ob7eC0dPL7mYzwkqblk5wc6s5uOrvlJM0p2ecCHaPnM3Zw8+PrXv76eitmbbuzGR0ObzPwRnnVzMeuGRQzFUyzawNHDN/e2QPOL3f6aApiiUSzW4viRvH0cKK/pfoQDppPDB91MsYfd/Fq8wTR7ij/Z0VsOPlaY4O++SC7a5o1HsNYab8OxVgu/Ebz5PkZzhHMEi/5h0B3xlocdSg4QtUWXv+UjX/O5+tM83eHpclue2pf2hWu4cl8+yivxAodPFzA5bp4s8QWXJ/F1Q2+PqYfvfe97l2vkBl6ezthgHX+5lY50iT9++OrVJrqRa40O6DqE2WuNPvjyDTmusxlu+xmMDug0NGTjSQ+62utscWOO9tp2erhdy+gMjxMorjHWQZHSNmCP7AzjSMYxjAONCr8ipDugfN3bAcTRno7QOHgcgN7VgnMoWZ6GOCcHzsAJRMEzl2BemSpi+HKw5HNI4kdPDnao+twQLTyJqHWngo818iUFuMYHgsk+fMkEc3jRHdzh6n+14euw1Hye5M6dXXV0/FoC0hW/inpzOuBJb3P2R7uYP+QfZGnlgAPFt2a9buhOkW8lPP3EWlMU5Aa7vdrlY7ah4d+ju7lkoOeXGvhs1sgik6/534a3gfDmK/6DJyZ8poHJDbRuOnS83ejQVcy1Xd4Cvs4f2cSPZOQfstK1okJf+cVP8gFNPiYefvF4neq8S3aJrz3d50L+3Jb84Vu5IWYKt+v2pdyRS+Im79Q1cdLMxdDehieG9jxaB0S48nDmIjw08gIuPPVGLRF3e02tBMeHDAeckW54oacP/V2rbWygR7nnmu72ILpsk094yTvdGpv4xpobLHzJ1KzhpeEHHx2du+YfeqCFi1fyFuGVP04PN8K1fZz8WzuCzbU2PMe/9NJL63Uio72aVMDclWY44ziX4b5qWzC6y1b4dIFDLyCcISE8pZHBuZ68wMmOBz3xr4BJCniu0XsdKIgKncB3MOHhzt61te4kBIOunujM8RNEyUQXssguca0VSEFjk68IO7Tx6XClN36eTPFUVOnpIMATH/5FQ3cwfLXWzOmdrfzJx+iKxyK4IcbFbx+jMR6tTRh55GrmfPy5z31u6fjLX/5y+Yku/MqGcgA+2xrh4COu4Io8e9Hsjfxr7COLvx22XjfKKbFXLMiID3+6NuLrblhMfH6rwHk1Ll4OuW4kxAkfvqd3Ppm6BttHOBNGT3zo5pV4uQyH/YoTGenYDRUd0MkjIz5sMO46TXnpuMP2613PeR2PCYv+CDbXog3W+GbTTblTJz60Zz29u3HmT3nB70ZxyudGfMpttLomjvLZmrnmWjzFS36rkeqEhpe8Iw++eqBeGR10DjH6ONjcHKuN9om9hY/eHiJDfuJJbzqqo/jDk0saXh0+5IQLn146e9jdSG/81Tz83aRba69GIz91MjRwtK7B+UK+s+soFovohh+nh9sNdHcGt5mM3kt7mqJwijsoGMPxnAePI3RFQzERTAH37UgBc+ffIVdB4gxB7U5GsPDGt+ByIIc7TAVAEAVBcEosuihSmqAIuINNYXaNtgJILzrjqbELzOgJ1aGFF3y2kFHSuquBI5jkk6vYsoetdPOKkly09OATvOnBLrprZPIbGvzpIxmt6+AlCLo3q5E15dLRzcyXvvSlZYe/1s9+ttGZncWEz8WPz9gNx1Ocp/4f//jHD77//e+vp+kjW8jk09uadfr5yrEbInlJvrwgUyMXr/jBR9ebA28MxINdbnA8BWro+V8s5SSeZ/oswoMf+ZB/muMlzsU8MvrLNbbI9fDlixxB8257Yx5wkDhE5KmbT3HX+Vjc5WyxBmu/ipVcV/fMxcdYXM3hyxv0cIubNTVBPoojGrVBfjm84ukgEX+1j1y1Ej796OYwLId5wRo51UI6yXU2qmvpyFY6oQVTT/EHgyevzNHSlU46mWjhaK7ZhB6+tXq24ssHHl7gq5Nk2v9ormmnhxtGMdvHKaC1I5i1nMlhCpORAziWIQ4qijsEXHOQ4DEang3ryyIMNvdtR09GPfLCc+BYQ+eQcK2oKEKu8Wxju4aXsziOjhJHL4noCRcMDn3pI3noSq7kkThwNTLI0tiiK5x4FETrJYQ5H+FrDi+f0dGr0Iqta40eukaXEg4Pc3wkvQSvqIJLHg1/fW/BGsM9Gidt+I0T35xeweC4Ztc3v/nNpe/vfve75Y/iAYd9fGrj6WBi4FWLr+b7tuSvf/3r9Se1uhFZQi4/pi7Bg82RLm4e/HdtX1SRi9ZtLPlmc7mGx6/8KI5gHb78ak2sbWh6gxVzhWfewKWPceoyr+ccb72bHPzIEFty+IV+fEamGyTFFw594IGHg9cud8pr7QjWWuNtONZq4TeCN9/HaI5wjmDRPwy6nTff2fNuWuWGPanuyAX5q2t8rRbY5/aoORrXbjbldHtSnLTo5Vcw8ZVXYGpReeWQY2vukAAAIABJREFUUuPUQJ2e4k8Xhx7d1KUON3qiwcPBImfYQo7cqObhA8chCQ8OXtbpThcw+rvW6FTdowPb2SL36JMf0Gr4s51sePC16Wu81TB+xdM1P17bTg83Rmj7OAW0loKUDraPnFAycChjOKAvTDiMwDhDU7Q4FW/BZazXc633Phou4x0iHMcJ6Ix4GAUIDyOH0w1fOgmUNbqRr4PRUSI6JDhYlxRavMzBK2oSIv1K3mRFC66Rk7/goGMDuzzdsEHwydLoWoeP3oZJnjW47NPZOvlnG9q9BWu03nwfJ+3R2oRNG9F1zfcOOF8MUXw9wWn8R288bFr2sE/BZhM6f8jYKxevEh1IXgd6+uIvLfnr4vIj2BzzBxS6+BzP70B6mrbmQCJTDPhRPhQLY/kj96zJM/jlFDg6eAoNGjrirU1d5vWcw9HxwVsuelpUfDrc8Mx2ePaIb5k5BB3Q9oDc1umCnzE5rnedWrttPFuzruE/xzk/WlvIbwO6dJv62MO+POJzNjfZFWd7Vgz4Go5Cbk2MxH3WB74HEysyzOHqvWWBE4252oeXPFLj5Ks8Uy+ShZ/DwP5Rv+SINdfqifxx2NHPnlI78ACfewEMnbqGp1Eu40kX8vGguw5WPYera+xKBnp86+TBM5LRHjLHj3xN/naTvgBX/jg93KbB5lrjlBFexro2D7drwerpy0bjYEYpYgoKg+AqcBwJ190JXpzJgYyHgxcnuK7j527A6M5VwkkCScNBnI1HSYee/Hha18DhgM/Ei3+BhytYmlek/XVw+rIveeZodDym3ubwNbp4cnCHLoHQszU90Wp0swZfckt6MD7iLwkuYUs4NPgcjQt4+bHjHOGHc1c6vpzNNbvo++Uvf3kl+l/+8peFMn3CvxUOPskmT1Zi6jMv3170utrvn/EdHa/Rc+KZOyAVEQeDNwwOEflDTgeIA4yvxWzqyfd4iIsOz6jRWY6zI175Ij330XqwfEem4pcf0sG6HHNNlptEn1X7LFCBc0jbS/jRU0cTX7LQJjO5Xd82nq1Z1+LZeASba/+heuvo8gc9xJluRoeLQ80NubniLa5qlibmaPlYrMRCjqtXDhZ1rfph3xZLdGLoGq28h2fuwPQ0JofE1xOYUY0jnzz5Kc54inlPfvJZ7K3DpQcdOljgd7iRCc4Wstgr16tdRjqmm9E6PPrzEb1cWzPilz3W1bBu9MDlIB7wo+FHeDrf0X/m6nL0yY/Tw+2E/v9bLjGNnD1HRjJIMHwWUDLkNOtaQbEuEBwpQTisAIK5IxUgxpPDeMHnHEmHr6LvQ193LDoeHCTInFlQ0FjDx6jRB56AuetxjdZYELMRH2vu5sj1RCFhJKTEkqwSyqFlU9CbLDhk4CnIbMGTnxRszft8iaeFQ8fuxB1uriUyXg41CU5utizit+kPfuBPOvulapvf/3OyIcD5Q3za8Ox0Da45QPzKhIPOn+JyOJr7XI5/79rEkQ89GfK7Gy5dTBxy5KUT3mInH3U6i2HFiv/lBjg8o8OSjG607qIfu/kr2/FxTSbe4q+B2TNes9oLCpUOf+Yb3fDS4xXvu+j134rLj/nTvC4X7HP5IMfa9+Jtj6phRg1euWEuVuWC+lb+yDl5QwaYfY2HDib26hl6eSlebqbFFb4a1cEGpsagFe9i3qGmdoqzXEaHn2u8ybXHqsPsw8e1HCPXvqSPziY05RAf0BcOvayTX341jya86MkwTx/1wEHefsH72nbvhxuDKEA5zZxzbDK//Oyw8e/E3WULLmM4M2MlgmtGCQZ+ghGvnASeE8w51QEnYAKiIJEryBzIORVI6wLK0QI0dYZLBr2s4eHaSIZkcC1obOuABFdU0dMrHygyusShnwS0OegiaJ4y2N5dPV0kki/deOVGB1+mIVMz0gMenrpGD59JOgy9vqtwrcW3+Y/870nDK0o+8eQkTu7a2MJfDvQ2Nh9HJ2fcHfOtmwd/t9S3GN3s8J11sUbLdzc1MdOM8oU8n++5KZGvnuTkF/3EEk/xFntdvopPupmLNT3p4GDDB2+63qXhWTO3R/CkBx3IAC/vXMuvj3/84+s1Kz3cWMpRestn3Tyd8Z/z5P1fHfNlfuUHPnPjzf/g/G9Ur+xbfs+n9q79WS1TU1zDx6dCLn6uq4F46xpe+OCtXpJHhrpmX1iXB2Itvx1s8ca/eiT+eJJhX+lirU15dMNbPaIr3vJavbN36OIaX/4BwzNfBQPHKx5qIDr0eKKHA5894I3gOhw3Dvxn/4PdpZ0ebhTU9nEKaS2Ya0qnuILj9Yji4D21TcbxnKJzss4RrjmSoRkDjlcjuGtNgDXB97Qj+AqHuyoBEnR/hULhx1cgFS0FqsArWCVeTiVfh2+NfiUSuMOaDooavtZ9ziGA7rD4QMB0PASUTL/waw0d+XjFlxzNYf7Xv/51FWoFkb5w0GU7X0hCgZfQbPB5kSdUvPGlk4ZObz7HBbz82HEm3tFatEdrO6zraOINrpcrfPjVr351Pb3JFbaIJ1856Drs4oMuej72xOYu2I0U33mSy/f8z398aXPjbc5X+NuAcNMNLn/iJ5fkr8PJr27A53ObDp08VHzwdHiJj7g7aPHBF60DFz+wbE/eHOc8PLbqdFbAvAHBV86TXx7SAY3mRoetctK6wiwv6G6vyU+09OGHZC3ig30f38Zdz3kdjwl7p9HRl8+zoZsEseZLvuM3/rN/wfi5vLQGl8/x4nNN3OQQPDlU/OCih2cNfXUkHuRYK6+8pdHRha8OyRNdLuIrZ8QdTO2Ag6d1vZy0pqbQz0gXfOlMF3zQwdfSCw4+dGOPTld6mTt8+Q8/vsBr8qn+4QHfXmeXBnfmzgKe/Dg93Ciqa/s4ebeWoSUFw/wuiGLNwT1Kw+NceJzGUXhwHFiBZxS4njM5EQ7DFUObmdMcCg45MhUcTwLf+ta3Hnzwgx9cOHjnODKnTeRMZ5NHjoCAJ9tId4WywLDDIerzGvr85Cc/WX+eyTo+dJXAuuRyWGnxEkgJZ4SjONLfH4Vmi2RQnCQa/XWF05rROlqf93m1l7/IbT5tBZvX6+Ly42hth3V9H3R8K9Z0TV+HmT9szPee4CQ9mHjzH3y+FR+dPnw56W0M8e/GQoFv3SgXdI3v+NANi9jwvVZ88HcgOUQcnniKuTiIiYLmxspNm5sqB4o1hw++vTb1l3XYQB79a/lzH62DpTca8/JIfsgbPgEnKx7lLJj94VBlr5uhDjq06PhZd42+fqZfstLzaIzHTWvx2Me3go4vas3ll1a+ucnhU/E1qjniIebiIP4OBzlbvTHCNRZD9HjLZbFCo4bprq3RQXeNTt7ISQ0vOOoQmeBk8qN81KyJvZiD2wPy1VshOYxnOS7nyanGsCme8HQ8wNIr37BBsw6veg4Oxlb2uWYDG7V8DBYefeFZo5OHATVVbt61nR5ud2GYshSdzSbnYJtb9yTnrhqMIZyUk3M4WPD4uSbDyCH99j0evu7PaQ43ryQF59vf/vaDT3ziE8tJ6DguXq518vBLLlg4xgqAObzWZrEkSyCsu9P3i9svv/zyOsjBSmo24tcTiGJprnCSyyabAD/FSNKyyS+8e4qRIPjpEjG57FJsfeYkaTs8ZwzervPpV/6p8YV/jcR3DjiNzxXhNgPY3GzFphhWtG0ufNDBh8d/ikGFA8yTldcgDrB8iJdmHb3ugALX0eNNV0Wl4gBOX/H1F1AUPjzSbTG98ge64o4eX3nmdan8cMNonW7yUHGRD/QiV86xlW5yBdxBjE/XdJePchE+mf9XW75mP1+JpaZG2F9yiJ/FgO/dLMBTh+xbIzz+VuPMO/DEz7Wc5Ge8HJDgOlnWtOIODld86QBHPL2KVwOt9TYMLf3p5oYQHtl4qS1k1+DRFU+6WkdPJy1e4ZMLFy86aXIt2ORHLn4afnjRg66adXC8rOHTHJwsMDa62Udn/S7t9HDLiH2cQloL1rWRUoq009d/Sc5QB5D1DORkm8sTkI2pyEiYWoZxpG5T2tgKujUwsvDwtfBvfOMb63eh3L1ocMibI/iEJeumEW30O8+u2eGpw5cifvvb367kFzzBRKvZEHQVNH6hg6YQVpis011C8BUaNuLPZ/nKX9ZQxBUnxUrBw9dGqOGfjH0Mx3i0tsO6vi86tsyGPzs1BcRTNxxPRm6K2K+3qeDqbcQ2WHxtEnlk3TxaIx+JiydgPBQifhYH/o1HNhuLYTrCEatuSOhNB12LR3kT/eQJb78+gkVLd3EXc6/7vRGhc5/5pptXs+zzSl6O8FkHnILKbrkib/jHUwneYMlP7wW4Us9siSZec5zz8BvfDLpkGfOrebHjG36VE70Nss5H9mSFvnrlKVo85IHPeeWPxv+KvJGP+RcfeG6SwFwnGw2c9GiNjvLMqD66+XJDD+ZJTFzFFz864U0mndiCp3oitnDxUD/LU3TyBv8O9GykU/qpu3I6OjKtwY0WHzDy8YKvu24PGqPBA236w8Of3xzQdM5v+MK9pp0ebhjFbB+ngNYSbtQY6pHdtYBSXFFhSOspLmBwOQSOJyCBwJsjGFwABEfQuobDgTbyd7/73fV6bh5sZMFJz31sfY5zvuN3DYdeXZtLOjoozj7zcTgJFFvYr7HZXbXA0ZMd7GGnYpMfHfIS1Do4v/Ejmp5ivH7zh1HJgKehpwufBEvHfVwElx9Hazus6/uk23mlv83km4vs9trV33JUdNwhdzPAPrbyHXvR6hqYBkfO8Hu4RoeZu1m+84bBjZinl/DYWscn2xsX88uPYHRIDzC6tNZ4RNda4y4vOL3l1qOPPrqeNh38ckcueSMiT+SWPHHAyTv5wZeKNX0UNtfmFSz+4QsdffLh6DflUXhH42Jy+ZH+jUf4cy3aYI33RcemGt78ynZ71L7z5bcONvkhl+xFuOpTeWQf2vNwHH4+k+U/63IVD3z5T5cbckwMxUacHC7qXjFBK6Zg9FTk1Ue8HGjo7Ql6kpn+DjUdXzFGj7+cQEcOO9hIbzrgT541+SEP0Okau/JV9Ys8thitGdmFD3wjOUbNHH65Zm4tvdlKPhi7wOmBjo6utcZ1cfLj9HDLqH2cfFubsOaU8SqyjeNaYaYwI6aBnK9gcbqv07sDEjgO7Q6K4/CagcdTIAT/O9/5zoPnn39+8eAYazMI9Erfxmth4TdGR0a9IDpw/P1EzRMHvSUmW9C7s/PqoIMNHlqdLTYHvb1uACtBbSpz3RzfEhVPSazRR7IZyUvnfVzIlx9Hazus6/ukO+IF1gHBJl9r5xPftOVPRUMxt1l0uUQ3hxJ81/kSH9d85a6b33R55JWnXFKcvN93aO6bKZv38Sa9g+/4XbduDLaPt63JC/j2ysc+9rFVTL22ZqccUNzcJLqWG24S2WR/ePWKVpGu8Z98gms/VnCTI4fS5y56xj/aOc75Ec9oj9Z2WNfRHPE+gqFrf5QbcsJrRk9iRocSX/GfvSp/vB3hL/kn1+SSuZzkc/lkryvW8PE0J49PxQhea0ZN3dPIhC9/6acOqif00aobrtHCo4cbM3ukA5VN6K2T7bBLF7LoTQ4YnPA7gLLFmC7yAw07wF0bXYO7zq9gGpjeDWPwtThef6LT1T84fNwZEe5dxtPD7S7M4GaYkYJGThcQThd4jmKow8x1DrGpOJhRguRQhGvdKOgC5A7bCBdNd0b+G/PTTz+9kkRQyUgneqTbXW06wyeLjkaB1swlpDssSSiZKsZw4QlcPoqHAkNvCSbIEk9jv2s+Q2OEJ7l9i49PFDV+xsN6eqzJO+yHWNXM2SofFHRPJ+5YfROR3+SKnFE02G3TwufnfM3fbpTkCjw+xMNBia8vA+FTnpCNFt7boZUfRi3/+HzQTdRPf/rT9X/p2C3v7Cv55SlCPsg9MK8j+cLNot6ek5/g8pX/yEnW28H+h6WDGNtXcsNoH3nVK8f4wTq/yRkHiANO3XHDAOaGAUw8OqTg8TnfqnkdBniJCT9bBzeHr4md/AWnC/+Li/y0t/H3BAePvvTQ5K1XkQ5gdZFMdUPu2hdGsUaj2UPqifwH1+CQSz+2kE/H1qzTE7yaZA0Nu+haTsJlV7bCiQYu2Xp08DU0Wnw84LjZLBfvmo+nh1uMCY1549Lk8gMspaaC5pQWHEnC+YyVOBwvYIwsGaxXmNCC51gFXyIJcA5zcMDxX5L9jhRn1Oij57wzW7KrEZ/mN410nzLMwciUbIpFT24dOIKOn5GtAm+0UfgKngS1efiNr9gIDg8O+xUqB74/FwUGjyyFzKs8uNfYkL+OcI9g+eI+6Y545Ue+5Ff2+IDZzZInLU+1Dit+MNf5oXjwRz6Xez6bMOLBr/zvm4wONrHKVvbxrzFbbxqP9D6C7fTX4kQHf+ZxcyMb5M6LL764fMEWOSVnHH4Kn8+h7R0wPNs/+NpX+UoxRY9vsvlT63of1+Jl/aa1I/ojWPTxPMI5gp3RsSE70MstBZYf5JCDSPdPaN0syhs+UJ/kjINAl4P5B52nOuvphEZe8bO96QAiR17yrT1NJjg83aGBr4NDLFzjiV5c5Cq4uoe/2LJF/cQXHG+6OKzwwYMN+KglGhn4uE5vfsMLXw0+3fjHmk5/612Hi5e59fig02v0YyOb+USDiw6MTnDQ0MO19fzCNrYkO77XjKeH2zVMjnAoPx2k4Pp8Q2AYZV2StOEEhGGaNY3TdEZzDH5o9RzoMHvqqacePP744yvAaHMEOvN4ceJ9tvgb9YKUDgLkW3SSwOs0Ns6AFlgJJRE9dSm8kpbebPfnpCTiK6+8svyDJzloBd1dGF+A8a3EdYOQf+7T3jeTF/vLg2KYT+jhpkFO2YjsNtrYDjq5wj/ySzfnd99a5D8wvlM4XFtPRjYWw67fynHm19QDXBN7d/cOMDnGfjnFJnbq7Mkm8GjRmwdrnPAJWwIPfsg3ePrbtaVfttOZr+wzB4nPc/3yv3U+tY98Xi5P5JjccjipWb4Ipp7pDkA0+UBOuRaLapga4AZE7nXokUEne9/hJE7m4DU01tIzveR7dHAdtNVQ+uJLH3lPn2DzaRIdPnjnGzTlSXpUb+kdnrV0hW8PyTm86AGmVb/h6/kEfh0fcLLB0Mab7ub8qZN/bTs93DDU9nEKaC28FJgjBTlJInC0oHEGZzOGE1zDYSAcjmewxmmuk2UuGXzV/4knnliP5jk+nOS7rqfjHOc82iNYa41000uC4OSCG70vf/bZZ9drDK+IbBJrbC4B4sF+m8UGsIGMfqHZt+D8DpaOho90d3SeYozpIBnQzUavdNvHHW/aPecPk+5Ih2DkFlcwdoKlj6LRxu0JJZr8i948+D7iW7zMkycnm4MnsxGsdhustcZojMH2ca6Zp3+08OlmjLZi0f4KHl728CF7rePbevhkgGlg5vknHGPzeO2xSdf4zHHO49P4sOgm32xWVNUSe9MbEP5ghzrlRtENkydjdcqTm6d/+9Gbgw4xo/0Inw32n9E1uHU3oQ4pcsVHrOCoiw5MN7RgaO3nCjq4uNHJums5T2+vI+mrppBjDtZBgQ4NeXDUFge2ubXqKf3oVX7Qy3U+IlubeqABLy+MdEBLD6OeLnRgkxqXXuGyh570IRNv+HxmTQO/azs93DJyCjgSFCxHhM8Aa5T3ZNIrNEozkvHRZjjjMhasg83dCScKsKLu87WPfvSjrx1snKrl3PiC4acF28ejtSPYpCPH9ZTnms38wD4H8Cc/+cmV6H41wDew3AFZqyiwTzDZLcC6pzW0DrTnnnvuwQ9+8IMHP/rRj9arNz6TKPmPnjaIpMXDOh1qU+cjm8K7ae0m+vukO+IVLPldG/Nza0adX7TybtJEdzSWt5PuCDbl3cR7wnf8rm/DaU1+lGNndFPvcI03zfGthRcP42z0gANel3vRmcdvyps8zI/WjmDR7WtdH/Gaazt9Ok8ds9FecbC9+uqrq/jbP+xRd+w9BdZNk0PBn7brV1L4RFdX1COFXb7g54Cyh11bJ9fYE5trB52Gh4ZGVxfpII91dPEgw4HZIYmWrl7dqYfqCD+E52BWE+Dhq0bQDw77yKELX4DjBRfMHGzqSA+0OtvImwcaOBwwfIw6fniRTw83CmTC16x72HFDQS672TgPefLCX0RX/Dg93K7gcRUKxShLaR9sFjxFncGcwjhrRk0ABMirAc4RfEYKypNPPrl+b47DptHTaVMxOCX0hL+R+ZR7xKfEcah7jeGDfraW5CWVg4xffICKxrpXIGy38SSILw1Iph/+8IcrwcmDy3+6ZMIPTneM4O+21++Bs/i+fs7HlOKn34fco3zfYfv1rlX6lFvwzRUga/ZhRUcu3ncj4422aUO86G9PqSlG1w4jtoH11GYf+tapb5iyT/2xR+1J35jU1Cv0/KCG9WpRAXew2O9g1vR8Zm+aq4NwyLV3wcyzndx4o4FLV7WRXA2uJza2iFEy2KG2sAOc7nDgk+VhQY1RL3qaw1MPj+xim1xrfIWnNfiu6Ya3a2ta+oOjoxs/JMc1HG+q2Ocmgkz10BMyu7LRGN8FPPlxerhRStvHybe1I1hrRnc4HOzr15SkOCM4WveFgD7MhacJEKe5e4Kr6HOyg1LScCrn4G/UzJPb9W3j0doRLJ6NRzjB4LCxUcAkkOBlQ0nLBs21z00kvMTr9/wku8A74Pwps/6xZ5vHmmQnj0/06Yt0OhqX4MuP7Go8wp9r0QZrvCtdfCZdsMlzh7XW2PoRnwkLv/HtQEeXNm5zMSy/p45ntmRX46QNto87T7qkj2IEP11ak6/h7PRT5k1ruw5d77STfs7Db5x0E0ZHurbPFFb7xV70e4A+a1PkwdujDoSeyPx+JXo8O4AcXoq1EV8+SgYccIVbjXMoauqWWtbhg7+9Sj97XkNnv6MRfzy1ZGcDPuVHccEjPc09zfkLJuxkH301dPR1TTZ6dRaep1X1if3g+JGVb+DRDz391eR44qUWgbGVLfg4YM317GQPHnzBVg8p8RIDh50biw4/MrKTnGva6eF2DZNrcTiKwxnujicljYxjlPfC7pQY5QsD1hil2EtE15wqIf1ekkNu8plJfa1eDwMvnSSSBPb6VKAdTOyUIK4lGL8INFxwyeQxXUKxFZxdNsozzzyz/lsAP1m3kfinjSNBvKbAT0uPh2HjuzwfjgfErDxufDiS7sa1wpl+DyO34s3u++SPn71mtFfUE09guj2nKHuCsScdfGytuMK136xp9qNCjQ9+7VH8g9ub9qJ1fNkCT9HuG4AdUHB1NQ9MvTDSgW54WnNNtv1e74AC1xwU8HQy1QGvVsmlL175gQx2Gx067GarQy578ajO4AUfLlvo6ZpMPNKFPHaT5bD0WaUD069ZmINbr66xTcdH86bOtbOiwxAc/l1y4vRwwyyG+7g0ufxo7QjWGid5Redx01MJ51BYIBjBKYLpmpMZq6C76+Ac+F7vWfeVXR/0+isNaAWbw8iaPX3S4aYR3r52BLsGB136sM9coPx3Anax09jhhmcBZpsk4SsH/nztipdvX/pmHFr28pcbBTLwsKEkMj74pu9ttlirhd8I3nwfoznCOYJFf0R3G+w2utYab+NzHzolp/E+5cWzsQKQjOD7dfDGIzujOVpDR1YtPjeNN/E4gsfzprXbZLSfow2366MRrBY+PvaTroB7+lBPHDpg1u05xd+1PWUfqTcdLPaWG8n2HVy81B77UrPuxhUvtQsNHXQHQzeccMnEQ0PfGtmaEZ19Taf2d8UeTEdnrxvZRT96O2zIQEcfzVzDA77aSgb58NnsjRk6v2LlgGNTcszh9jRKjjV+wEddo4vm0PPg4QYBP3p5gvOtcb+fas5G/ODyFb34zUgW/+BbX4zv8OP0cKOYto9TRmtHsNYaKf/+979//e1FTucgztEZyUG+5s0ZntQchD6r8hV5AdAZraD7f2e+3u0Jj5M4ITmNR7q31niEcwQLv/EIJ9gMSLqxy+FsUwmgjVNiwJcoeAusa0nEXkkJ7kD8xS9+8doH3W0g/G1Wv+Pm25nowG7Tc67RWQvWeASba/+heuN08Znygl0j7zac+Eze4Tce4RzBwm88wjmChd94Fxx5IP6KxqRvvo94H8GSua/N6+ZwyXUdbB+vxblJLvjOs+sj3vE5owsvXo0dHg4Ae86ohnhK8UShu4nuMPDmRPPk0ZOX+mSP2p8dEPanpl5Frx45KPBSq9AUQ3ueLmofHnhqruHwu5oo3h0UDgE6J7u9jQZ9/KKBR270+MPRHSLWNXzp2WFCRg3MK03+ywb4eNARb09vGr3VH+vqtDVzdOThC4df+nUcfqU/X3aw4Y2WTrrYwLFOD71amp63jaeHG0N0bR8n49aOYK1RnIL+/qM7BH8JwCM6JzHeGscLrs/Y/FFkiaVYuwtgmDsjuAq730lxJ+APMuOBdjc+2WfjTfa9Xjq20DO+dGOHhPGNyQ42SUBGiZcP0EUvOQT5V7/61YOf/exnKyE80fFnCeFuyJ9g8qoWfNc7PY5GsNpbRZd8YzoE268nTmuN0Rj5Mtzm8xrNEd1tsNYal4DLj9tgrTUe0bXWGE7XjTfB53rzxmiMwfaxtXy1r3cdr3ndfI7xie//tHfvOpod1QLHfXTexrJEhOWYHOEIwWM4cmTJQjjhCYgRmSUICIwDyxc5s3gGHoWj32b+sE6pvkvP9HjG3buk3atq1bpX1Vp77+/r7viCaCf9SucsdwbimXDlp8+FB2/N2BnytCAJS5o+3wddipLiFJ/Eqmi5uUZH
b. the cats inherited the physical traits of their different parents
The landform below is a sea arch. It could be included as evidence to support which of the following statements. <img data-fr-image-pasted="true" 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7v1ZlRvH3E9ELxd5SOGt9avfvWrZU8Phw5/Y344V2MXSd7euC4mPR5yhkknH7z9TOpt/PGPf3zFxo29P6rq51pfbOFoL+n5ii0ukT9c+F1Kc2calrE4/oy5mOLT2R/rYcBpTY+/Xlx+WvsudjH4lxudscae2G97Bl9rz9VL/ZPNEzTDDgAgGwoYIL0xYhKwbkyssWFfL4AkWzPXYNAR45KHRa8hqghEEnAjLK4isDe24Xx6ELFjzx9OfsWk7yLgCscm03tYEP50RK7G7PiJGU+bSydGBV5O+43poMiTNLexfODSOTAwzcOPgxz4m9f48Nfi1YFjD4OPnuDGh44dP3b4k+y7oNXK5TBWJ6JGxnKGqfY483Mx6OHD9tH6F7/4xfL3s+yPfvSjlSf/T3ziE7urr7562bPzM60/Ncbfx1j84lyNcVcnDUZ1Y6cu2eMjvpbOQ+LJJ59cOcDR+MPR1FBrr72p5drvt9VBXtbZwSXOSw8jccXBvf2MgxhqjKe+8yOGsbuHj4eMOT/xOg8r2P4hz679yta8cwiTvzVSv1F64jl8CCKDrEAAAJsbK7pkO3CSzg6gOXvrxgqqaPxJG2SsWBIhbDXr+BjzYQMLJp1kYObD1jo/Ek9ciTViPnUwOgT0uMuNf0WnYyff7Nlmwz+ueFmjI+zFrlZ8jDsA+NpUNVc/tvGjk6v4bNjy19ilZ6N+dNVBr8Eg1hxGl8jbtoeit5iPpC7oV77ylfVmffrpp3dPPPHEqoMDe+655y7O/gLHxRdfvN6czzzzzO6iiy7aff7zn19vZPmIxV5cOYjhb3/dc88961ypDQ7emvLx+2Zvbtzwl5+x9tJLLy2M6mdNjHIxVgc1qx7ZqIsxHnqNTlN7e4OL8wi/cyqusQuiLtZaF5d/+9Glbl2+aggzDPH5tJ9i03Xe8MZD7tbYWjeGoW//6On0Gh7h8sdZnnTy6LzgzY892TypfPSpaBYkIThDzZpmMwFqbNgiL4BxwG2eOcmWjbYC799EzduUYsEsVkWDRxcnsfnBF5OPIrmo+RwWl7/i6MXuwcWnwrsQxekghysGO7gaP4eOHS5tDDtFlw9+BG+XQNzy409g2Xy2cNiy07OduLiwhd/mw8XZpcTHRXIp/Zzp46nL5ZB2EMTB7Yc//OE6VD7RsbEunjW9WH6Uw8XLAN/rrrtu941vfGP9QRD6n//85+tPe/F3odl5E+Kuvvr+hla54u2COFMul7lY8HCRy9xXejl3KcyNcbQf6s8eP/FwKBdze66JxU+N4PGjT8L0h1wIHnISzx4ROdHjLh4fa3T4EJzM5SWOH0XY4aK2MKoNDHzYywEnAotPYr1YbGDRwcHPmI8GU33JVvI2hRIBzsghal4BEbEWuLUOtiB8SpJe6zB5OrVJ/NlbF4OPNbaSUFRCF3E8rbOl4y8RErb4EmYnBn4E73D5i9k6Hy0fY/YOHF150ItDLwY9fA2mdbz4GuNn48vVmJ05XE2e9PKEo84OJq5iweLTxobFlz0bF8yF9hb08+/ZZ5+9LqV/MOHZZ589djDLF/8OII4ug4c8nXiwjYk8cIIbR/bf+ta3dj/96U93119//c4f7bz33nt33/3ud1c+7LrQclETbzofxZ0xD1C48vZgEq/LWFx7jVv7j4t87Td7nDwIrPdm5stHPLZygevBRid/YgxDTWGkoye4+d7gkksuWXX1UGhNvIQ/EYPwE6MLi6PGjr9c2cRN3550IdnC03emnJH8xJFjvRxxchbZqIHcYPephO1mgZKhYJFaSPvidtiQRraDYqOACsxPM5cUXXYIsDWHQSJnQyXET4IVNAy2/PFjB8MaHDFw5wffeg8InPkoJD079nzFohPb3BMZnsvLjw4mm/KCK3eHCi4s9eInBky2MMvXXJ44wyV44ArD2LomZpjWib3BQdzqRg/PhfGrHW9iP/e66A6tj8riy4Vv+VQvPK2bG4tdnuLioOGOE47WNXP27Pw5bT9P+1ivNvA8dGDiyxaG2ohH1z7BJL2xyx2GsVgkvXhw4Gv0hB4mvnTi0RH1JbDUS1NP9cDRPvmijb2c4glLPr5T8HBjb43IA3eNX/ziK76xT8di5UcnHq7ODy78vVTzxUFcn4b442EPq6mzBg93a50zY74Er3Jl74vOpWfUZi/N3lhwpBHLWe9CSFzCgtKxlbBek6DAfEu8DeSj2WA668Xniw8sNgphTpAmbNroNpK9pGHxEx9msXBlAyMbPRz4bQgfhRWXrTytxceajTdXzC4qG3XQ4FUD8cURv7zkwM8ajLDFFJ+dtWzM1REmTuzuu+++9Qb3BnYovB3V0kdC6w6LAyQ/WHiLo1mvHtbaA+Pq217hnvBN8La/OPokIX9zevhh4Y6DM0PUB05nRr5i9JCQo3W4mvX2ASZsD7fy4OtNDQ8Hc36Evf3zqUIt+Fj3xZ/eN+I+XYgNN27OUWfAmlpZkwsxFwu+3o9HxhpcduKJXZ34yIXgp76adflp5nzZsWendi58+4gHTvZbTYsrt86cPq44kM1r3VMWWRcPUJvShnGyBsA6AgqhIJG3ZqPZ8qM3Rl4xjJEXuM1CEh6S1iRDFAsWDLH4K0Rr/ImYePDlAwcewQ0GP3rx6cSER4pjLJai82erse2CeALbvA6A4sPvkMQRX/zErB74wRcPJn1xykVdYLT5xvFpP8R3yO+8887dT37yk2MbLWZ8q6UHAyyxxbQuJg7VS/3EL99qCKM2ceXAZ+LhzVZtNSKOZs2Dx2WSj4/6dPjKw9749RadL+ZcWPHU1Jl05viIyz9Os8dFDjBxY+ccVXs15M8Gnk884hYbD/9oIxyiNmzbq84RXnh28cXwsd7esLem4ab27pU5u/ZBTdhq8MTo13a4wWMvpjXfhbD1MG9vPNTViZ3c5Asf/2rgrKqf2q39YOTnuAgA04geGQWrUArZBrbpbOAI1KFiZx0RYs6ODX+XhG5uAl86jU2HUUJ0kqjlZ00h6PFUWH4JDgkMl7QNreA2Bl4PBDiEnq0mP8JOHnBxtDHs1Mqcb7j8zB2EeMNhB4OOn7hwjfV8jOEY0zk48GzgpZdeuj5O4iC2vNg7HMbxYU/v4cBPPIeJLv5swxCvMX7tQfrw1MG4HGAZyw22Q0dnb9j5dt9lroZyYm9NPPnhV77Ohi++cHUJXMTylx/7RDyih+VilGsPur445OtHHGfEvw7jnGh4qV3nbeYJWz74kh76sFz4fvY9//zzj11maxofvf31o40L2hlxJjQcfaoQv+8P7JPamdPjg5ue6F1i+OVAL3919xsQOeJNd9ITTzzxDmPBO3QOBeeeEACsV1BFsabZsDbXk8PYJkUKIURLHJZNoo8EQnzEoOOLE8Ji2nxrMOjwDK/NZQ+HHXvCTjEUk184fPizxZdeMWwGH3ONjVokq2Dj+wc5lDve4sdL70Do5eug4mjzqjf/MGAX27oa4K6+asMP3ne+8531Fvd0Z58f+2ohpp/H+BLxYXpbOpjVkr345aWfczjqwG4Ku2LBJeqrFkQtxNDYwXDx5OEssOXXoZYXWwJDsxf2Tf3xcBnwd+knR1xInOYDU/5w55kREz8xeljgZO/o8KL3kRhvYxj0aoyHuU8o8bKGa3XyAPFgsS6WmPFmI189fnq4coIjpnVzEqa5PPCBmx9d9ZSDOrCB4Ved3/72t//nH41AnCMAh0tgJBwuT9QS7snCVptkFIm/w4ewggta8STMHpZ10ho7vmIiG6547DW2cWQLr02ABZN9B57OIeFDxKhQ8M3ZwiI2UBxrfGDr2enjxEdjqz78rXfpOhT8+aofruzkIMc2h96GsMOfT/yNNXh6ufkz1A8//PC6MPD4xLF81M/fb+YHGy/fvuMhh/CLWW1g0RFj+bE1FgvnbMXU6GCywS9O8lJPeDMHB94bTQ2qNX7sYeFIisdXPi6Ni8QHRlz5iAGDtP/8O799xGaLc9gzbvn4xGGMD7/qkV8fqX36La5zLm45u9B4e7DZb/y9XXGWu3U59ODvwaSO8sOTH/zOXDp6Y9yt2WO9nDR699dDyt6LuSGAIHAAmoQ4a8YVhwPyy3H/Kw1jAoedgBEQlH8b5cJVWH69JR0kevb0mgQVjb6Y1uHDtK444hI6thUJl/CskeLBZwffmC0s9kQ8+Gz04ZornLo4cA4RPj6yycFYI9Z6A7OHD8t6D1F6MV0GdZeLcRwcEtwchuJ+6lOfWoen/GASORbbl0ty7eHsy0IHi031rSbVGgYsen21bh02ff56Ntnyp4uDNRyLSS9f3/1Y68F3iFdNykk9XDaXg9gbrdhiwFB/Y81YXDHYiW2vYeNrbk8JndrzgcNHvB5QnQH750FD6HpYwbFPdO6R7x/g+KRFhwe9Xlz4xnKwjh+ZdSin1sxxxL36OCvm4jsbMGHo6QkfsnkTVRigioFUBshYL4AggOgSa3wVir9ecDYOO0GEjUQlRyoMPEVUWLoOt0IS5MWF5fDCbZOs8YEBG1/cy8O6uOnFkB+hh2NTNbUQRz5i8CWw6MSGI5YcNbHoy58dHTtx5E1gaXTViY+Y1cEa7GrPzxwGXAfI33bq4QLPOoFlTGfdz8H+EIyayFnM7GARtlPS0xlbzwY2rHTWtWKKn6RTy3LxYPMw5EMPS43Z4kanDiR9MWCLm2/r7RF/eOzo2BnLG37fmzhPk1M++ev5EBidGWNr/OE5Kx6c5eEMaXL1Bu0c+ZKPLT0+9sU5l0s1ooPtjOEzObGRD1EbGGyN2VufrRqxrxbGWz8reOsI0OXhLGEHDCgAjm0a8n3pQOfn8S6ltxyd4lR0Y9gOMjwF6m2ICDuxcGArlnU8zNkrEH06HBwec+tw4bAzblP5ky6UQnkSsrORbPHCjy08OPTZVnx+xtbUBCZOdHKGx4eueHCtl6c3AhsbZZPb6DCsdTHhWGdL/Llvv0Lz1yGttdl8q5O3CB7qUy7FqBYLbP+fcm5NXlqcD23ZZatvj8XSDnXyIfCM7RU79ZKDxkcvbvbxoBdD41tsmPYBbhjtIV9nml5Tj2oBh0/56fm1ztfZcP7o8VHnyd0Yjr30L7f0EIOl/tZx6x7wN4eHDxHPPvOxRsSG65yR8nU+CX/28NVBy4Y+7GwWhuQREKzCV3wADgpH4D42sid8rJkLAhQxJEvQWqSN4bLREwevMTxxxISFS5eE3tylZecjD744wbAhFUU8NoQuX5hEPD4E/3h7S4qtmHqxxVR8c705zHzEJfKlw0dsYw8sdWFTvGqhh4kLfun7lMJXveD06YEtO5j+pJmHqj+Q4i9/eNha1xwQOXQo4MMRrwZDLrX0evaaMT8xSfqw+ObXegev/Njgw65x2Djkn42eLxz2bOYedq6KzXaO4xofnwidE3sHW31gFA8X9VVve0dvvzoL9JoY8raurvnZV/ziLJaxxqY1ftVcHHvrAdRZhp+PMb05fzWqHjho2cM0t87eXFxizpcc+3fXGTNg2KbkjFQAbKwj4BtGiRYMIByJdDnYK67iwaGXBGxPPzjW+Cmgng1hJxY/GGLpNZsTD0W0GWL1KaKNoasoLi4f+HT8CDxxcZKLuRzCsHlsy6kDgVe54OapDp+9Nf5ygweXeFCJA4MUj04MDRYM9QhXbA8l61/4whdW7a+99tr1F01uueWW3UMPPbTWxNTwkDvc5m28XI2Jcbbto5yMxbJOJgbf/OcaHD7iTj82dIQNLHYJLDpc2Znr2RL68mBHWg8vTjM3b1RzZ6ULZy/EZm/so3x7A9Plc659wu1M2Sv76Wz10uv8idFfrAmzGHz44m4fxcGfzouqnPQ4VT84pHNqXR74ZQcnXecSPgx2MPRks0ARYECR2xutJI2BRCribCdByVlDAhljOqJw3jz0Cu8wd6gixRavioAfPzFcGgX2BQ5cNi5OMdjiA9MlUXCNL50x4cfWPK74lgebOIpnDa7Gh06vbvgqvh6muB5g8vFgEYs/e/zNxdGMYdLriZqwd6jUQe4OBekjqLjeOLA6GqcAACAASURBVA7k7bffvuJapye4wFQbeHjFAdfyr+bW6QlebFtrbi2b7OrZNFY3EgYc+PR6c/GzX4P9xaW3Xm2NxVTT8OIAi5ir06Gw16qncXuEL3915a/WzodL3CdGtZwx2Nl3PZ72uHqXl3k50Gns9fIXVy9W88ld3mycBXzjCcOcqAkRh16DpYlDz18Msvljf5QpADA+JKs4RMHYICao3hwZwWBFXkBr7Hy8FJiNg1kyFRa+Bseai8dewdOJDwsmfj0N6eFYgyE+DIecb2seKuHChtOFhIGvdQKnDYXBTl++/M3FEEvePfnNXe6EHXsY8HGnE8+houePDzsxrPlkQOfHJHUvN7oelmrgSzY58knKuVjFU39jNWqf0uFAzFs3rubpxKnREXO8NPbprZnDIfRxqad3JtTbmxFnrbMkbw80tfYHR6qVWHDFhiVOvGAW01q50YetL7b6avEuBxg18eFbU197bO+ydb7sXWerPaErp/DLXQ9fLjjGaRHb/+cwP3j5MLFOYMERY65vDhClRaQsKqqD2mEriRmMj+awObhs+Zc0WxgF7SIgYyyOhIy9ncJWKMlW8DiIgRcunqAa7vAdAOv4EDq2klZwsRI2Mx9x2RNrxvxcHrngJ0ec4JjDjLs4OMOUP/GzIB378PjDiWO5yM9HRnbW9Q4PfA849njIDx5usDR6D086eHTG7ORlncQhfzYaziQ/On5Ej1t1ZMuuQ2g9e70YdJo4eDcvPoxs6YiaieHvrPepx0WmFz8fZ8Tv/tXEN9jlKwYs3Iz5iCE+Xbnoi9nlVB82ami/5Ya7/bMmtrH9dh7hm+PQx/bqk5849pE9f3wITpp5+wCX6KedOGyqGz9Y9Fq1Dac5LGP27HAj6994A8aBUhNQ8honBUeasCN06T3h6M3ZO5AKCadNYkMPR4EU1EVwaSLOl72k4fGviNbwYQvLmoLTs9HDbc0fX4QlZj93Sd4G4CkujGLIycbCIPjB5C+ujcXJxzpvHHGy48MWFhuHhrAjYooNK75ypzcXS87eYjDgsbcv5a+e5uzVgL8v3m699dadf/CBrnV8+Wvs+Iqh9ubW1YC0P3xJ+PD4s9XYyU0j1mvs+FmbnPmwCdO68RTraukPi9gTn0rwxNfFgw0Tb82fE/A7c3oSx+bFNE8HV2x7B9te2gutvVNncTT1Yi9vZ6wa4GRu38QxL4Z9U1P7aN1ZgtWPV52JaoG7GPmnTydm+cFpvZqbl2u86Wp85UTWYyaADi6igiAdqEJxQoK9Mfs+etNV2J6QbDv4dBItebYKng38YuitiwHXpihcNjDpJVkx2PLp13oOiHXxNBunsaOHR/g4PLDl3QPAAeAHh9hcftZh4GTd2MdqPX+Cm3G5y1M8G15uDhfuHV4HBgZMsdiWH442krDzpRC/q666av2FC/+ii1hs8BNfIzB6S1lTb3YwtfaXvTVinT4cPJvrYZIw5h7iJQ/fmXhoxQem1t7BLr5a+pdqvvSlL+0+97nPrYeWs+X3zDDE91daPTT9uf1f/vKX63KKM3nBi1cc1ZvYD+vqai/aK2cCfjk2tqe42zsiFs54GRO5sOEjnvyMYePFTjxjsa2JrW8dJl8+uNJPPHHYkHCqW/la19o3tjCrwfp/oaWMcM4RBw4AUIepjW3eU83loFOcgsKzkchb42vDFEFy7PjBh6Oxj5eP5grQRVNoOOzpHSw++IphzMY6Mad3gfTyNOZnk2FpsPCCI2cbnS+u1UUvB7q408Hgz0/+fDv08iy2NWMxxITVQ6MHETw8exiIBUtOcqtuX/7yl9e//uLwwPMAcKl7yOGg8eMPN0z2mjV5iIEXGy1hYz0xrrbpzdk51ESPp7/hBctaPR9zvOROXOjLL798NfzsgX+Qwh/h9XLw8Jazh4e3vr83zz8seLXizBxwgdmXZXzl6+2Og3rlL47am3emxDH2d/etwaaDa25cXOeALdzs7Ksc1Jdt+2nuLOJD1DEc8dnmY956uHEs3gLZ/0gc5vpHIwJHliAJPLIFRZqeAHUxiQPWnC29HnlrcMwVVHJtDiyH3JxtjW1FFtPlViQFzUdcYxvCzybp2fGHq+GlSA44scbPZaTTi8HGmqaQ/BwIY+suJltFDa8N7tLIA285hgmjBx9svhodrjj7GRNu/uwciGrqwvjegfh5VV7FfvTRR9fbjq28YBjjrTZs1T172LiJZ0yMcU7SN7d/BG8xEmNNLGt6eeELwx8SIS4wae/Fw03Pxx/D9Zc65Kz3NvePNth3vy705obPRzxvcx/r+6OusMXT4MGVozrwoxfb3D6aG6sNO7gE9/5ij/Nk79iVPz+/LmNvLA4MMfEyV39rcMW0TvBwF1rTwyZs+POFlWSjr1nLVgwSj/Dk4c/Wn3POOWt9/a+LvUUYIqUPcPYIEAcdKWtsAUfMJjnkgsCKREWYB9e6Aw7LmI2D2NsGrmRsCjsF0mDStwni4WIj4BCY3qYu0XxCdxDFYgMLJhtjGDbQupoYt8Fi2vQuvsMAgy1fOetxxdkBlY+5uPKpVuawWwuDnzqrgVziCMdafwtLvuLL3T+95CHDh72HgZ6ww8k+yUN8Ptbp5JQdTtbYzLXWl+H+4c4PdmIsB/nYY7+xwRnOZz/72ZUrjnKSt5ob85MvPLzpfJnqSzg6F9mF9iOh71jEwNPc29weqQtb+U1ObMWXj9qY40CqVT744KGHr7awWmfvQWnv7auY7ZUY1VZdjQk7Z1AdEmt44KuRzoDc7VXr1ozxx0XLR0xt6tjjyYaeHzyymazB/u0tmAOLcMaCdQhcCEDzo2zBe9vC7KLDq4AKg1xE4COGDF0xbZ5WfOsl0AHFOT+YNsEanJKzaeWnlwOxAeb88OMnRzHM6Y3xtqZ3AeCa19s0cw++aiAGe3OHotzFgwmbv/r4QpC9jaZXUz0f+cjfuo+rdC6IA85X70IZE/wcKJzY8TWXlzpUe3rc5Nm+wq5OHdIFun9QsCPtx1zjR1/NfSrB198Hxx0HH8NdUvVQL/zkaSx3DwVvfxj06uRy90Dqgd1vgvCRv7q3L3Hir5FisMMTvlyrlXVzvZrAFQNP9XGexW5sjT2u1QwmX824WnhoOWew5aOucPgZ2zdr9qV9MNfM4ZVDY3P41sWq9q3D5S+GB6QfLciGSL/CUfyl3BsbBwrIwRNAkWygTSrQJFey1sJTGBvOBxm4yLSR8IwVhA1b/nAVRIOrUPTmPuZZ90AI00PIGnz5wOJDYMuD3uEyZit/xYbfJxXc4Fq32d4C7PsrhvgVE3dx05mLAVPN2lzreMlTHX30ding2gdxcJCTi0n44oC7Xu7i8vevw9hIX06xkxN8PbvylYsWNt/qjQu8Q2FDcCHwiHqKwT88fTbq5OO5mvomXFwXBR6s9sQDik7umocCHA0+nyuuuOLYl4xy9+f1xWVvbv/xxw1WvnGBgy8f6zDpxPYgIub2CB6usNs72Ob87RNbzbq94qfX2NgHD4jqYU/Yio0HLP5sxaI3Vpfq23q5sOEXV+vsO3vp9TBJvmGuf621IklUUIIgII6IAicODr1DGDk+iMw3MH8Xhr0E+RiHW3Jw4VtP2CAqhqdntnRszW1Ab3u9HGC4SPKAgR/bkq/PVgFtODvCH751hzV7ceERa2KzKxdjOjhyZWOtSytHseDjQzwA+ExMNdT4w5KLOT+N3iHywHTA/Ptqfl611oGBxxdn9vw7YPKxpuGMF998zONKZ3wo4pD8zPPTi2fffOHmbdYF8BCz1kdmF844PT7+hVR1MYbr73arozx6a/erUTnB96BUEzmxi5s6w+BfPeCyMcdFPXB2LumMxfHAZmceXz0stn368I1/D3Y/SvHFuTPnXMpncoLbQ3gtjAdpc9xwt4cED41Y0xrjTazDti/W9fmv/6upRaDEApL6wI0jV9IVkY+1WSSXjI9gNkPLTtIIKLBDPskZe8LCczj46eGFAadi56vw4sHTywVPPublEU/rxunN2eLEj4/1DrJDOx9Q8mIjZ3UoLl5s6eBZhy0Oe3Z07OTkshJx+Uzc4sffgeFrjgtuPub62OrQ0M+8zDvEbPMVrwsunkas4wnDOKFrXW8+seY5oJ94eMoR97l/xvHGjZ19Z+fLojDVwLfpLh3OLpWx3yDg4QFh3ZliK7ZewwV2OjHtjVrRm6uRdY09HvSac6cW4vKrth6uPs2pvUsNiw0x99LA0cspLnDxhFsNxSTiJmIQa8b2rzyKb94+ZRuWeLjw06sjWW9ywT2RSEEVw1ghrM9DxNm8iwi0wjrAsPT8+Vrv4YBsP9sgZ4OsFcs6PfyekuL14GAXLltNoQk/POhw04h48vHkh6MAYrLlS2cjKpKNwt/bBvdiwCD0+Nn8Do55HOHD6uOhyy2OPHDE35iNsdh68w6Og1Jd2bosmjgOuY+uOPqfHPg30H1EDhuONY2vJgdzXIwJO3hi1+PeRWZjnLAj4sAwn2O25nDVRTz/9ln/7JQY8PnFj46PvXbRfcRXNzbhuVDw2LlgxuLzMbe/3uYkv85EF5evh4J1DUc26m0MS53YOTc+IVQHXI3ZicuGbS8EOmt+DpYrfDb2z7hadZ5h5cNODeiS4lrj35wdP601Y/ryDYc+2QROEakSloggAOhcWAk7zIIUSIIuQLYOqKaA9IrhMis4sQZH0ZGCDyv8+FhzKK2JQWCYs8HXhusJfz4OEky+RK+J64LIS/wKw7+3gYKFp5cre/HEsok+kuGOhweHy+eg+bmNvW9n2fsVT/zbLDHZlKO8zNXXWEz1gq1+1UAefPyDgLfddtvKBQd5+LUT3g46P3zLQc7m8KsJHOM4wGZDV22tiU1wpzc3xtOYjrBVe0IPRz09eK688sr1b435+K526qVW1vFXO5guNgw5qB9d+4a7Nz9sdvycKzkae8Pj0sd2ucQFDlxYzo43MT9YamYdf7X2SQJO+2NtirkHESy8PQxw4+tc2W82/Ine/ogvRnuifuzE0mv40NNpja3xpWNTP3lZby29PdDI5sAi7snlcFUITpwVQtEiRS9J+jYBmEQk4SKEg1A6wVw+wpc9XEVQeAWRGJuaWPzhOBQaHoqqh4MjHvzp41zsuDoc1uTHD2dzDa6YbYaNw6tcK7g3Cl/5OWQOrI02ZqOJB0t8zSGES3DW2FVfvi6iOW7iyoPww5ON/cHVpwxvbj7wrcmNr7k6sIujGqshTuUrh7jQGYvPFrfJlT7O9PnGvzzD0Vtjh6t/ncafOfe7b3+AxWXAsRp1CeQgb/nybyw/l8+6pp7Oi3MGg51Lzs9DpYuKKy78CUxc2eMlT3P7ZU091Sx/teAvD8K22ogbLh4eWvyKoV72Tixj9Ze3GBPTWm0F2fNkT18t4YpNh8+c05nz8WWnsZzUA2eyefpRMlZEh1aTJFIeAIIhbUM0zmyNp3SBOnAwkeNPB4OvjWozkdbEUqgOJVz4MCRQfOs2Q6H5KSS+7OQBHzZxmOiJ5G2GeW81/s3lww9fOGJUJDGJDcWpi8vW5aPDAwZMevHaVPYawZvAFI9eHDk6OPiIYw0uvT3Sy8efAvM/Kfze9763auLjKlu4Dj8M/zSRWsKyVjycNLrG1tgRug4hTjjKRU5aNtWlPO0NW/6w8LYn9lwN1Mjvyy+77LL1j1zgylfLXm72BRY9wdPcXngQe3v6Ft632M4lH1xws+ahq3a4wNXiJC9c4IkPT72sE3jG6kxgEzpjny7gyoWNJrZ6w+7s8RHXGp2Y7bm1WXt54s527pMxDAIbBzaET7bG8vEph7ATk/DTyNaFcUglYwHxCPoISmyc9Q64p6F5AdkrMH9JKYIE+CGSP7Ls2Csy/4qALMyS6pDpE8nziaMYPVzoxJULPVt9b2oHQSwc6MVio1jqIK5YcoDp0NHBZMcXlvjqwI7euNjy1NjSw3PgsxXHGAc9bLHKW54OBjx1iw8ubDytv/71r68/BONPX/kkhpOPwrDU1Vx+WlLO5jgTtnKPW/ZiNuZHslEPkp5/NaW3Dt8eaHLzcHUxffnkT8H56K6G+FYLONUuHD0sevVgA8+Xc96M4tKJSe+TllguLP70mhjFE9N+2Bs1tdbZlRM7OjGJGD2w1EU8GNaNrWvFgsHfGvv2D65GT+ytZs6eXzU1JzDl3xo9jASH7gwdHmydEzllu/7XxYAELFnEJEIcKgUEyEkvmHV2fBojBSd7vY2m46uxQcTYJYdHSpQeHk4EcWuajdbDUHjYdHHiY+NgiMFWEYsnec2Dix9hK4aYMGHJywMBb5hwjGF5QLF1kNjJEZbLGx59bw2HifgLGGLFL46wiFo4mLj6REBvLia+6owDrt6K11xzzfrZ3OV2sOkJe3ZEnTQ5V490ciLyE6dLUV/d2LPhn/0a7P/Dnlhnq+9c4KGpATwvBrn1NpZTsdVDnB78/GCpQ/kYe4A52C60GpvnJ4bzSmdMrOHVGenjuAeO/bbPdOrYnvn9u/2EQ+RjD/QE3uG5k4eaiqfni3/1rN50pLkxrtU5f/NqI655vubGzr+81KV7Ysx22m+CWdCMFRS4YikCQHo6QAghYlMARdbhdeDZCxwBxVBEtjNhY1guDXEQFUaDycchkIxNtRni4mkD8OTDBjYs/Nhba97lyFdc+MVyAL0NiY/FsOTG3xgPm8+GXgx5EhcdFzbiqoExMWfvcGhq0s/w+WcXX/HwJGpPxMAXtrHDqLZyZ88XdrnzZx+OsT0wZ19e6sCXjg19Yi37dMfrpw0c+fJ1BsSEGQ+cram7C8rW210t5GoferAas0uvpjjysZ9wnU+Y6q/W4rBRC40+TubGHiDOD26TIzyNPzv7BJMNvTPafqi7Wndf2Murmk0ca+Z6oteqib5mvfit45C9MRG3mrHDUa82bDsXsPJZ/zKMgmaErDFjgA64IgFiB8i6AwKEfUTY8OFL+JpbZ1fQxvQKxs4aP332YkhIfMnASmdswxWfDT0svjWHIJ6KrfHjIwdjzSay0xwAh0quLpa4bHEUB3d8HBgHzRpdTd7GbTY8XwzJTcMZT3qYdHiKibcaWi8n+B4wYrJn56EHE3cXBQ88YVYr8dt8dtZJuvbCYdDY01nHg+jl0ri16hvf/MpZPi6qTxjqKL4Y6smGnzc6was9wh2WORu1kr85HFzYwLWH6qImmhjxaS9gG6tlhz4fetiw1K0v4/DzqzAxPXSIn8PFL089X/WAK649o9dgt8bfWJsydXyI2BpsGNUKl+4GO+tqIzZREzbtcdzWInvFYaBJ1NsMIENrxKECpLCANAQEYafxiQw/OJG26RWAnaJIgs7Ga3xmYRwCuDDFUeR4smuz6cVRZNjWbBqdi8hHPPbidYFsPJELfHqc+OBD+DSHMfMT15p4/BSdzlwu5QjbQ8QbmI0DiRsu7MX18RAWfW8tHydhwMNRDJzNYfq75P6Shj/a2iG2hqMeFn9NLMLPmtaanh6+xq/15bQ/pMb09dMPfvPi+kIQL3n7OVxNqjUbe+tBYEzUwpnxwCIumLex2vEVA0+YdLDY+lSghvzxh2vf5h7QiUNHzKszTGvwNXtvzfkTw5m3N3TiwBbHWSMw81cfeHCKo6fT1Kg14+bVji1sc7E7f3JuTQx1KS5OhI81ucGoRtbWvwxD0ccbxg6iJBWagyT8TAlQQLrIOrh8iCDzIpprfDQ4GvvG9Aomfj8XwQ6/YkraBsATEwdjyVYQsUvemsvevHh4yquiiBNH8WF5qNlc3GAWV10cROJ3ojirUwdFXy3hiO0gw8BXs3H4WxPXvDceLvx6KFrH23qHRE/8VUxjB92+sBVHzvT8si22nKt9+cPiq7WeX3q8wmtf2BK27Kw7YERdvP38jlx+vu1X0/KSY7F6oMrBjyOw1F6c6tYZs0bvTGTrkqu5esK1Z/JlJ7YxPvFmSzwU1Cofn4yMYcOyhpNv1f2BHn8+gS8OuLOBbcyPtKdsNLVhoy7ZqBPBR2OjVc/w1aWa8ceFHRznUM8/+8PeerHWm9xTShBvD4cSWQUCqsB6c0V3QfQCVAhzRNgiwL63nEAdanpxtPCstQ4jvza4RCRJkOdvXSHo2dgcOOZiSrpNsabY1uhssMMgVxjsxYbJT18svTxhqxOBJxcXXr4wOlB8/UzHxuGCLScc+YijhwWXn5i4mRtrHqr33HPP0nkT+kbZQfSGdMB/8IMfrJ/1PWTk5ALpNQJDzvpqjoNxvVpm195Yy2cBjbeEOX+2xdBXb/GIdd9+u+g+HvPxoPJAmg91enmrH/5qIjdjHNoPuGrN197Rs6FTW/Xm1yWzjpN6ylHNnVuY4sFjo1a4msPDB292PeTVd+bHBh6ZF8m8urIxJsbV1hx2erjW4eBgrdo6F50zdkR+7DXCh/An9Gw7y3Ikm1/DAAbo7SS5kqJD1iYoMOkQmANVSAVSDOJnRP4IdKlcEBhdYKT4iusi+DGhRMUXF0E2esnbXHji0xmLbd5aGOxxwlEMNjDpFAAXBVNIcxcVFltz/tYdHJjs5KQZ07HB3aHowWe9Q+QbZDZwNTXAE74mN4caL3WBKy9Pb58o7rjjjt0DDzxwzMeaP/Lpo70Y3o50RFxY9HKTr7GYSfyt4SV+Y3zkLi921pNpS8eOTD2sOYdr/11sNZQTPub0nSv166Dm7+I5D+ZyaU/koo5h9QnGPrnkHijOLzz7zlc+mjF9+4BLPDyE+PmLL3iJ45zYE/VVD2fa3pW3/DR4sOQPT8MXd37G7PRaot6EDek88IOBs3h4xV0cueLkjvQC4c+PtH9iwcaLrH80wgFDhpGN6DBKVMKSFyAbRIwR0APzDbJe4lqJI4CYHoYeCYWzoexKFqHGbK11AGGGRSdpc/H1dOLgaiwXLVsXWXEcEvFtJp14CgZfTLWAzddho/cAkyt8fmKy80mgzS03B0z9fHlTbvJUV7H4ig+PtGH04Vtnj7s9gA3Tn1f377nB4edjpP2B7zLJHW/+mjyS9sOcv3n1mzbG9NanmKdrjLP804enLh581h1UOdBVa/VUP7VlQ/A1lqdc2MpHPeVkzcNPDDnTicHWR3afdpxBtbKvnV1ve77wYcG1bh/tgQcnLv60HL2xNXvPTxMrX7mygUNvXt5qkbQmrn2spublGq9s2YXHxr7i0n0TU8PFWbG/7GCzoTOHET98Nh/RBWGo6AJ1URSzhBR/Oeyf+t5g+SECWCANDp1C82MH1zhsm4EIP2sSNpcYLg4xDD6Is5EcnUvJDxahJ3SEj01i6+OtA0bwsbH0CtKBEFuuFYytNW+LctIrqoMgDixxYcPLt42jg8lPL25Y8I35e+iw9SaWNxwXnL1DrJbi1do8c3sgT/ZxUmuHncTJGmzcjKewgUlwmut86KyzS8LR2wN71YORjtD7eRae3HB0udWC0IdtL4ztsThqrDbOAhxr8PUeGnzZeoPbB2OfcODztW/qQMztJTs8jZ152Dj5scgDAhae+IklZ7HFCqv9wS2edPiT6sSHXp/eWG2qD1u6bOQWPhtjLfs4mfM155vd7OnxC3tTGIfCxTDWu0QK5/BZ0xPJKRZCPWU8BABaE1wRjR1SxdEEiyRf9vAVx1pJwUKWTkxFhknPLx7GfG0aW3h0fMWbD6uw9Nbx5oujFlb54iKeOsCH52CxcyE1OOw0sc01BwpHsfjFXV29bQ65igmDn3h8jf09cXWUv1wI3ynq6SMqfziatxq74sSzuT6ueCczh3T1044/gZHgKbaPvbior1zkr2YeVNadKU0tcLcH6ixfl0t9XDQ18CnPw4svW+JCwiPWramPPRJT76HiwScezL7IhYkzf3suJxddfG96f74eH9972DPc5UpnXWx6GHF3vvkTeWv8qk266id29eNzuBc4p9e3JzjAEhd+a9Zh8NPY4EhvTIq3/sSbjXKYbADy5si64ApI7wlXUQNiO0UxtZ6aMOHwqwD52FwkFAopyYgrmeLnGyeHhD08vniULFsxxPYk701esvIQEz4fOA6mw9IGdKHgwIfRIRRTE4cPvuxwxR9HxaZ3kPg5IOIRfvBtRJys0fMTD3e9b3IdVuvxLV+9RvDGSTzYciTwZl3E0KaYH9rAw2/GYMO2+Gzka95hEldN/G04dVA3dSFsepjyqWbtOzt1YuPiuejmmjVznODQdU56EbHB0bo3su8qXG54pH1j5/sn/mz5VCd88fFw0nuQ2z8PUbnZAz5E/uZ6dQnLmrlG4iTnhC6Z/tVFj5MascW12vPjQ6ylrzZ8q4UcWme/+dkxQElaZNxHLMAOkF7BiHV2HU4by4ZOcZFUnBI0z9bmKAxyETFOxEDSw0IciVYE+vAVGmZFDkMsedi4ioY7jrCs8bWGizh8zcWDxwa2j+IungccG3pY7MQRw1NeHuy8jTxg8JSHmGzVlz9bY+vWNPHg9zOrB6p/3+yRRx5Z9rjCEEPsNpifefuhZ2Od3jqOcy7HhG2Nzhp7PPkeivVDPWxv0C6iM+Nt6OdcY3h85Keeak1nXOxwfVoi1cLYRSNqK5ZGJz97oY6aGOJ50PjY7qLT+21EDwux7RdfnNWUeNA7q84v2/Do1KLzKDauNf7WCZ28qr+5Mamnq35hlBM7vOinDn57oseNjXEYesIvnDXYP2CNN8USnLEDVTIWJehi0CmSXjG7qNZdOj1C1rVIFLRDZ25d4nTG8DVFhiER6y6AMawSFMshYKvIbByY5jjKR6/BwY3ITZ5iyNXYRsLGA58eIN4E4pjjAFPeMNnJnw+ceIqFkwPG1rpDw0dM6/B8pOwjP3/xHVwH2eHD84Ybbth95jOf2d10000rVjWCwZ6fvOHJXcPLejaN9ez1ODUvZ/NZAzjsrXco87PW5TC2HjcPOHz8yOB7EA8qeakBfw8xtpOLXOVhj+Tgk6O5Bk9tfTS3ZkzUkl91tT+w7Qm9S66+1l16vniqb7HZ2CPx5G5/1UEM20tvtQAAIABJREFUfvPhz9caMcYNrl5ucoSLl5pUK7btVTVlZwyvOhrXxMhGr1kTSx8HdewcL+Xej54dDvla3xC2EOgk1FtJ8jZCQoi7AOwUGKCiKJSCarC6IGz4TnybYR0Gf0nANGa/iO0/wrYBbCqQAkoSH6I3r6iwXZh0MGCXm2IYwyHy15o7NH4F5kLylZ8cHB48xGELA1YcbHoXu40oH3oby1dffdSWDVxNLDp/pdQb0RtOLE0OcioXcY1xJ/gQNuzjJoekfTBv37OvDmGyhRN+PtatOR8XXnjhykW9XW5YLrq3qH+lVWyfYPQ9OPmScPBWD3Vx+dRDXHug79e82cvLZVRTwt/+eDh7M2vWxISnps4cHi47TDz5WWt/6XGIn3Vc6NSAj/siV2cOD2NnHp/qhhMMPnTN6ZpXU7042U+9s2LuPBhrcYPpvJinw5+9OUxt2XliCgwAcWMFQ14SAflY79cMNtbHM3qJAeSjAHo+CmNDBaTzxlQoQa0jw4bQ2wD+BI8Ki4dNsWG9HUtUXJtoDrOExNTwEweGj8A9VMSyVqy4myumnAgfYwcAXhgeAPT44mBNDnytOWBiwLXOTv7qjI/YPdBwgsvWxfBx0pjAVWs+dGIQ/nKlp8u++mUjdg0W0Wt8avTVjj2BPX3oshc/DDFx8LfiHH44ctO7UC6py64mcrNXzpX6sZE7f5fEHhJ7rY7mau+tS1xgHHDEQXNeYek9kMXQ1NrP084HiTvfLn0PWXuFS7nLjc65cQ6nL/72kr24xtZJ+6GHpTbGbGFWs+Isp/FRPz8x+MDlQ9+5VKv8w7OeXZi401XT9cWbYgDQJMaxDVRAhZG4DQoACQdTssb8CkbHHiGbZt3msxFLEmKFZSw5tnqbz15ykTW2RmwwfHj0eBl3ANmIoRH5iKvBw49u+jhQeBbTmsPXholnU9VD34VUJ3gOebzxwUUMGHjDc3iridrZBB8Z5S8+6XDD8y+q3HfffcfqyxemBlNs+RBrtQ6JfPLRH9q1X/RsNToNRj7W6awn6qTJU1290XFmZ+9wc258+mkvcYahDnyM1UyNNDGdCTXpRxoYvpAjxjDUW1zx1cIcVw8Tb308+qZcHHhiqa19NNZreHYZjK0RXDQ62PRiw+r8dD5wkHd9ddPTEz08NuGlFyP/1pvjpoVNrxF+CZ1zRNg6T84pWX+sVQIdQgYK4xAjIzFPPYVTlBJ3IQE1Z8dXg6XBtaHGSNgYWMix48sPOYn4hMCWzhwHl4pticIw1nvTVVA6MbJrUxwM31TLqZi4G/uUAEePk3E/z9nAOLPFUf42mH8Hjt7B5K8e5tbkSQ9HPkTR8aWDSaq9sTUciHo7tOb8ccmGTwInfLr2A5aGl54/Wz0bjT4e9OZE31p+YhbXWrj4wZCzHy9cyM6JtepmbG8IXxefD7199OYvFhv7Ra9mMHqjd3CdE75i4UXvDc7W/uDh7NgH58inUPh8NMK3nK2V0+Qx13spWReHWDcn1VJtE+vTpjnO/MzzM29f+LdPbHFLF4b1iWMdBltngh3ZFKFidQgVmIGD1s8wDreiAa5INsEcsA0UEHibibzCwKJXGGsw+SGj0C6hjRFPg+PCiMkGjrGN1ZqL29McPhvxYMtBD8smO0T4ih0OLrDwiqOPhbA6PGLIlw6WeDB6O4nDBiaucNgX21gM63z5+RgLj9DzUQNvCfZhe5P3dmLLTiNiaeLAx83YOj3BazZ25mGYk+bGcNgkbIrRHltLZ90Z0js/LhfOMNjL00PNvsjVHnVBrBvLV88WjhrYf36wPAxg87eHzqEc+dOJFabvBeyJOGzp/U8afHKCw4cvfH7yNS9nfWN54sJGw83eq5fzmq2eTpu+/FurrjDSi1vtrZO5zpdNwgZ/PT+29iE7vb3Qtz98N99eKgTnFhROchKiVxwb4KOVOXBvaD3AEpR4wt/Gkt5wCi+Gn59cIn9e2OUjMPj3MRZ2iRjDw4FfcSVrQxUiXsYdEHn0NPcRuhw7cPwrjAtoHUc8HKpyE8MamxoOxj59EHmpI87GMwZ//PHBXwy8YPYRXix41gl7v/f1LbufL+G2ufo2nz5ceo0vUS9jNuz1NRxJemMc6MvbmjGBg585vZhqqg4uo7gOGDF2wdgas5czkTMO8rSmmfNVp/I3d+68wdXB2Do9LnKDRYzFwsMZ9T2A75Dsh33gp3cu4ItH+MDSVxf5EHzhxs+6tfZYbDUwZ8uuWsNLJrZxeNbZm886iykW2xlP7eWHf5hhmOMSBz1de7x1SDuUgLQCAJWQZLxtEDIGqik+XV/gubS9kfkKCKsD4vJ4sFhTdL7wrUsOsUiKw7c3m6LgSWfMVjwY9C4nTEXX4IlDHA4F1FcQcdl7g8LE26VjowZw6c1xcIDwdGjajNZhVfwOCB0Rr7zVEDZxSehhyIWdXh4w4lAs+Fo1pceRDwz5EuvGNbq4sbWe5GNuXAxj+HLgY67HOR97UD3tld8EuNzw8SofdrDkxF6zL+0NW3HFMta39/bV29n5mmdGDHh6tmLYIzrjfjPifPtfSYWLR+d71gWOFg8YRMzq0n7CqJ58Jg69vRCvmlmnK4Zx+8VeXfWtN4cRDh5sqn8c2GpqTZc9rmKQjbMiObje3N4wPrICk6g1DgrjQhkrPD1QveDGbbjkXP7ehtboxBCvP/jgwogDU08qaEWwJgG9ZKzDwEdshYEjlo/l1iRKj3+fOIzFcAjjiRdfl9c4HvJTC3zlJiY8DwQNNxj4sNHM+VVP8Xwq8XtzfBxAMXDwdrIOx6FUKzHEL39+Dz300O6ZZ55ZdtXDeo0Ov/JVPxjVpXrhnm1jGMb8CQzj5uzLyfcUPeCy7WFnbmyP5C4Xtp0LuLCs2zO1wkuLe3umfhpRJ3sgdvnC4Kd2dGLAb+/wcKHh8lN/dn7s8b+TckaKLXcCiz0ssek1duJZtwZHba3Fh15sNoQ+Kbc5h6kWxDr76j71xpo1zRnRjIk1WAm93HBpfXLZvFkUmXijRZyRN5vC2Th6m65JVkEQNRbEmI6PYOY2ypqLpmAeINYiaJ2/WBVQMmJIhF6LkwLD61CYE7gunzguExtrMPBoHq45Hw8bGxQ/3BxEHMRtk8UwJ/DwZ6uxxce6Htfm1sWqXn4WF49tcWwOHvysscXHH229/fbbV172gLCRFzu9hk9jvMyty52IP+sgNh27Wjj825t4uCxqiru3oxri7LLiA0vj5+dxmNY7H9UkPtXNOp72rXqxcSa8TOj8yzfOE85x5COWubrwsU6n5yeGB4S3P26+aff/OfdXd/mJbd/KFYZx9ZBX++EMTIEPQyz2+IhB4NBZT+JmjV5PsjHXxM+mdbHVnh5ncdS2ddjiE3ztWS8T+OpANguEgwbYIWOEsOAKBqyNqSD8gLOF4wAIAqcAbSo7G4YwLPbZeYi4dNYIn2JITGFJMfBK2BFvD7Z8y6mCm8Oe6/J0gOVkLH4bLw++/By6amEepkOOf7ZsfMzugNoMuPzhwpeHg+mCh2/uTcNGjYhPG/6NcvXKR996B0uucsJDfvraAtp/V4DbFLbia0RfHc2NxcDdpw5/Jt2+4uPjrzX5eEHgZI2tWnR27Km5muGoLuKod7zFMiYw5agOYnhg+LaeP/7lLD/jcm4MGyd1t+bMavbJg8RDyv/3/Omnn14xcFKHasqfn17DxbrcxMABN6364E0vBz6JMVx4nZlw9cXBIT8Y9LD5iim2M2Sstx7fMMSEkU31hZft5imHeIeEg4MnWMW1zqmiKFygenqiyPyt9zRHlJ5NDwsErdOXlENBJE6HLCyxke2p7YLgZY1dm8HXWjwroIPmACoSXTnBJ+w1dg4xTKIvr4rlxwG58cUHBzH7BFRe/F1UXwDB4FNt1AufsGE4CN46hB6+Q+l/ouBt3oay09RRXXy3YQ13uLjgKkdCB988HT3dlOZiw6tOXbr2RGwPU7XU5NhHYpdSXtbxx0PeeOIB1x5bw98cJ5jTTi4eev1MbY0/Pzw1vvbH2N4R3O2JuqlLP1ax46+35gs5DxzCF1Zc2Gj0cqcXA0c1kAvJHi69dWKs4WJNfvwbs6EL19qUcOmdRfXFQw2swVV3wkajVzOcnUMccSDsyfp/oQFak/0To6QcGgFsThvCjrMAJSGwAkuGCGis0fs1SAHhuSzeAjbOQ4A9YmwlBw8nBwUXOGz11jrINoRYY4+TMb1NhskfzxrfJB1O9LDp+Dm0xooGUyE7BNbVhE8bL44cHWCidnLswdZGwOyQtyG408NzUVwcdbn22mvXP/Pk4zwO1QIPsWqwjdtHdSB40mevzicSh8W6GogVBk5yhYGbuYuMi8ti3MMFdnte3eWovkSOHnbw5cePvQuNp9jw5GP/rPPRSLnwMcZZywZnF1kdfK/Ehi3eXWyx85UvnzBWkP0l5lcd5KyW4tDrxaDnCw/ObLA6T2zjqmdH9LD06pude6BlV356PAhunUk1s0fOSfh6e0C2LhwAb5M2UpFtkEQEQ7iC6SuQQCSy1uDwMUa2g86GrsPnSYUsDoiKgZxkkdbYWyMOiHjIw4fDHxc+8Pn7lECslWj2bGHCgu9PSHnys/OAka9Ng0EHk14t4iaWQ6pWbTDuxXCoXVQHTSwfYfla59PPrl2c+IthjJsYDr+PrvjxxWUKHQw+xpp4YmnstTjqw7A+ha91NYUp5/LDi46NH0nkau/YEFzVy5nBFY59Un/xXFYY/GDKq1rz7XyILRdY8uCLZ7ziaG7MPl159WAQxz7wx8Me6OnxUGMxCF+YbGct5dz5yY6tmDP+Atn/B4ZmPSkPenFqbNpzXMzF0+QWFpwwy519jb3z6N51dsqH70aJBAcH3BMPYJfbZiiKdQLQGAgiiqowxhXAAXC56eD0VuUnKfhwXAI9XUm1zic8l1EBzOnhiOuA2DwPAUnSi8deDHr47LQ2DY7Glp1PGuwqTGs48VET8eLJzgESjz+bMFdRt2392sfP/PTstPDlIB+HThPbvBpUP98Uw1f/1tRao9f46ntbii8m++KZG4uh18LDnT+JQw84e6+5sGolf77GHmK4q7t1F1WN8fCbAfviDBQXvsvtozj+OPWJRnxz8aspP9zwpNcStkmczdl6COGnLsTbjb08PDA1nNkVSxy5VFc48aFrDlc89vQEd42+MXv8iV4L7zAPWOXDzrr9TvKHaa1zRG/srMjVmQ+H3cTdJEeASEJvc3oS69sEvU0EkN5YwOxh2WxFFJRPuHQOEHtFgiV+BeBrbp0fTInokxJgI7Z1/g6gy+hN4pMBu9424rOfufYwcdB6utNpaiAHPmLDV0jx8KazEXDp4Rpba4PKAR4u7HA15l8tfaRny1d92PePLzz55JOrXg6luuGFizH78oZpjcCl14g1+OnMNbmwTfJja52I4zKzdSbUxMMOHzmzM5ebsYut5nLw8lATdvJWlz7B0LOvwcWPHay4mBeHrjzkztc6aQ0uUV/x2djbPqr7fbufW/2/2OQkLpv2Bo460lWf9s+auPBwMs42P7FxnCIvePTsjEk5ZIsLPD9ueBCVCzsY+PCtRvaj2uIoLy3b4sJff9VUUYAAAKQJUgBvHptJp7HtVys9jemRZOuSmSuIjYcHi60Y7CTVhWDLRiGMFd1Tny9bdnQuAR4OH386ybgohE4hPbWJmA4pnSY27nzgEro2Bj+1SM+GDjfYfOHIkZ1PCgprHo6C4ygG2+IYyy0O8Nh60Onp+agZ7C6YjZQ/Xz7G1RNPOcKeh8iYDTxiPZv05azX2Fqr8XOQ+g1EGPRyYudC599ZkYf6y8nbRR44q5WxPPjYO7mL4aERV7hJnM35tFZv3VgzJrDUrzOrni68i07vG3u/ucClHy2KLYYaw5MH0cvN3rcXxew85B9fOIQfW5JuTfYPX/b56P0m45JLLlkcnFu4nfHGYspJnvbBXXPexBEDTjGNyebfE2PMmREwG2RjHHBBJKovUZfPRlYA/iUhuCAwFMXmuoQKyt4a+3DZ0HWQXWRrNr/iOSyK30dEsfiUhLlNi6fi2lB8FQCOmOz1RKHiw9aYVAP4DkoxHE4+4shHDfqZ2SGiL4bccZCH/GDDKm9YBD95EbYaHSybB8OPEuIZWyv3agazuHCqi75mnR8e8lEPfet6At8+FIcfwUuN9J0L+9zbBDbp7Ki5vNnIWz08EPi62ERMfOQvnrG6aPDEmrnyaV4e5S0XjT5fP586c/Q9YIzh+mOyuPq/z/Qxt5zZ4ABbznjaD7j2n75L1bliY7282Jing8m2HIxbxwc/3O21mjnnfswgeNn79oifeuKgF8saDLZ8i1P8jQFDQXIyb0NdZoEd6orLGXGNLYEjiEL0BrahiuiQajM5h0BzQRwEF8bHKU8zRfWGFA+miw+Lv4PSpRSfr4OC+7ww7OSAO258xaMzh00UqzxwbQPF4GPD+bDBVcFhi+vtIFcxYLOFAd+c8IOjyQFPgisO6mWDXBjY7Ol9Ieh3unT+7Ho81IONFn75mdsPNq3p458P+9bxSs9Xs7/4y5OwVw9creEkBp6a9XyMrasDe58E5MofD3my4a8n1SfeS7m/1HAT9hq+fEg6Y7ZiabDsjT3Cw9lycfBQbx+L/UutnUv+cGHgqd7OgjjV1HrnkJ3Y8o/LIrTHySdec2/h8C1m+Xgo+T7Dd1XOF2xx2hPjfIopT3tV7XAXq3X2m0J4gmgSIzZXq6B0DqeCVUQFAGZeAnz83IWMdZfCZiPpIkQEKWRcZmSs8RHDBtgUSfKDzb4DxY6OLTybRgdDsdjRWTPW2xjxYPPDWU+vtZm4wGiTzXHQ1EY9xPLgM+drTl++chJHPa2Jw19O7Pnh2gaqmTjT1rh/DYUdcVngtBdqACvfDsrcs+rtYhE1JfRiEJjN6WrlLA5McdQFd5zFE58vPb+wcBaTnZ4v+4nFFm6xceEHK3u9lg178h/e7mTV7mKL4/iG+38LByLYoNHYxNghGhIiiOBEH8HHcHAfRRwGJ7ZoxIgNGoPRRKOIguDA97h86u7vYbE5OXod3IKyqlat5reaqv9/73NypMtcN7ePT2Ojg0tfdsVPLapJPui++xBnh4q8N1dNzqxhzD56tc5X9Oyz0doeurVOR7TG9sixpXbs4UXTxS49YoKmtd86DHJLLzp+dDq1zROUQoSCKTHWFaXAKF6No5ILmNEar4AKMKCaPXq9pjHaGwEbANAt6A4weXrQ/K42PWg5TV8OJI+HjRySNAcJDnI6fV57jRo8JUpw4eiSsE+WTs3lxwaMeokhIz5dVILqFYkcm2QUmfjgQYfZ5efw0wNr/oUTr1zY88WQj1HsWPuWHQa62OODMV+LFzvFiQ+t+Y+XTY0PGlrxQ7MWIzERS18Aee11YYmHbs9hgJdMftNtTV5DN4fBHozmaOUHHxoMbGv8miOd6V4b+xpMV3khxwa7cstneMmaGx10ueqg882bo4cXPeJdHOiq5snCzIZ5LZo1OR3NmN/mdBs1+3wNtzmd7Gnikx7rcmJOJv2wWCfPnrnaMHYWlg4B7slnLFhGARMgXeAAqdhylkJyHTIjnfaBpcctQ85rNx3oQGkVLOcC7EIA0p5Ak+GcsYDYowM2zsLnQJtrRvxss2dNpqLuAFmj42XfQeR3Oh3WbPGTfT6h42usoEsQu+QqOK9iDof4eG3kDxkHyUXogBu133//ff0zXPFiT1EWA7a1wyKib8bcHE9xgBU2PqLZs+aTWODXrOvo+IqL2IiXBruDzm4NNjiz00XAHj4YyGefbjJhD6999GzDhlajI16y8LHbhW7PWm40duWDHrWFTp/Ly2u8f7wiV3jYtUfeXMufYph+fObFgQwbYSdXXGGcddYeeXvZYo9e+7pWjMMm9vbQyYcBDueBf+we2RYwhYiAmbA1hx2wEiPBlDKgdZg5hocDDjIZRsgrFobN8XCGA2xVLHTSQa99o+JS2DUy9nT4yMdnznl2fY7X2Cx4Lgtrtzo9cJDR6eMrmmYOu3WBIs8mG/XW9Akq/Z4K/eiDXjR+KTy+kEUvfnzU6RdL8bt169b6nHjz5s2FAQ7xYU+8jGxmP9z08lebibfmp0YenzW76WNbR6cDHnM25A8fnfDDzi+NT+xHC6t98kZ7YkDWOpvk0fDRzSf9uP18XUb3/6lO6bCvlUdxTBcaX/HLE//xh8sh17w5Oejsa3yBG68OpzU63dY6fmt2NDSY4uFbdLJ0wUAXTOm1Ljf4rXX72Q9LI770kU2vunUW5Mdc2yjqi60CLwjmEuPpggdwhwg43bqncwkXyALFAD2KRqNPz7nAA4cmCBJEjj6y9hSa0Vq3jx+tANOF5pbOBpv27Rm9psHHjkYXGfwVSDgqSHKCzScHQdLgYUcTTN0F0lPOGp/iglWHVRzI8hEOMSVnj105uHTp0tH/ktgab7HPD5g0uM1haw89nxbTONz4iiH8/IHR2wVcxTB7dNMFH1n2XNbRjBr/OkAVJztimM6w0B1WcnSU3/bs/1WLx0hOSx5WObaGHY84a2LKD/kx2vcv3Z5++unlWw8jMvY6aHTKBTl7Rg3+aqR4oONBZ6OOBhO6Ed2cLuswLcX71/TmyVpPvcnbdxbpNK/2kl9/d51DNjTGAJYkjvV5U/H67NLhkCS80ygdZBnCZ0+PJvgCp6FreDX24CAn8ZrDhx8OTpBBM1ag6cHHjjXeblf67PUqX8LtSx7+MKQXDoH3GY4dRRwucnqJEtiKXIw6nHTyV5zIurgcdDbQ6SVrz2d4n7vt4YOVnCbGGn342dXosCZj1LViYG0urjrbenHmO/+iWfPbyFY5Y49MdHvm6Hh08Qin0Z4Om948TMbk7csP23Qd19icrVhEowMmI91iWm3iQS/24uuCE9/y6q/N+l8l+R9ayCEdmrFciUG1GB5rc9izM/3iDxx4DjEvgX2+8jt91sUsHI35dRgvPouBXPAxneQ2T2qHyKamSDEJgsNiziAleNEBVqSBYlBwtBwr4DkIHBm8enT86IKYc3hhYpMNyaiQXAA9ffDBiBcuSSkx9OENoy++yPGFLsmDAR878OLFpwiyL3BueG8x9MHYoeYvfS4/+3TSwT8t/Wzgc3jpbd/ndMV15cqVFWcXqh+h8GU2etLHvgYv//PZqM01uYrUge7LP/7RMw+rGOjkjTA3x+eQoIsBOr3to2t4+iIXvmqKLetijJd+cUD7O60Y4E0X+zr9MOARY3h1fBMrfPHjtS93ctaXi+o/G3KGnx/mejhgt6eHZ/qBLtdkYInPSIexZs6H7FmLrxbOyU8f/uKHRy2QgTW/6dO2DrJDilgRUiChnnwMCJ7EeC1Fp0xAyKA5qGQFTO9GdLAkwMHAK9A5BADd9rNtDTAd6C4W+smjcagCMYePc+xYw01OgwEmNhU23OEzsgULOZeZ4Gh80z1h7eFlA29BxBsf7Gz6XM5GfC4HPFqJgYl/cOHz7a5Dff369YWdLvQStYT3hQ2LBrdmjV/H36GPD11cHHA6+UAWxvICt5jhRSeLJ53W6GJu1OlqH689Iz32JjZze8Uv3vDSk74l+A/+w2/xVQt+HMaWDo9WztjBxza/yDXnlzqxX53Z06wPceZvfhRz/OZ1clp85mEwh8leNtNjZEMz4uEPejLw63xlJ37654Nic5MJgkNEkScSRR1ao+AJAiD4FCjFEiYw9hxGxu0xxriDY23fIVPgORso+2jsoNFrTQd7sKEDjifdeHIYjj6Po7FHhixnyaI7dC4memGFx346ycBtFFA26HZICrB46WR0vHRr7KE5QLCSZ4sse3Q7VOnH47evzp07t377irw4iUH66aZHJ1fSjXSixYtHi48sfb4QlEO5gg0mlzt5seKjOfl0lldrmPHAq5uzQY/8saPDL+d47It7+OjRxAJesmSytzb/h/+QnQ12PureiNhGE3M28Jvr7PPBvvyLj1oQK76iw23ES745PdGMWj6FBx0fXeE0Fovk8McbH5q5Hl/r+PNBDJNH09jQ7ena5rd+JAYzZxSYABEySpy5pAuMImGU05wz9oWFgtEpn4WKh4yC6BAHyoiu6Oiv6CosNgKLpnVZ2Otg4UE34oOTXb6hGeFkh02vrskUGBhXUPafTUsKfGS8zbDBB1h1PPbZcgH25aSCqbiKlxGu3obI0nXmzJn1v0W6du3aso8vLIuwLwb84kNGL4Z4S3ZzMXDx6WhyyTZ5esIGt24tHvjKP5q8O7T0kRVz/rJnHi8s5O2JC51kwtW8WMGgk8Njfuhzvp80ktXYDq8fUeYLHDUxQ9fhwe+Q6y6HCxcurAP/7bffrlySIz+xhlNMNPWHBgde3bx1PhnZS6cRDyz20ouOll17+IzoyVlrdNrnm7H8yXsYN8XoNbNkKlI/UiDkhlOQFBJWJPi8xnbQ8Em2JmGcDhBQAkinAmGLYcAkW6A5k3462NEcGI3++dpLDx6FRI/gZMMaFgfZa5tRwjmPXpGbs63TFV6Y8oV9cronA990ePkABwz2+UkP/9Bh1vDjZRe2mjUen7/96uoPP/ywcNJRPPCTpx8+a6P46rPZw1exmWePH/wkI2d0yiEaHiM/YG+ePXi0/LFODk668OrJGitSPDo74hIdDxl7dNuH4XaNPxqZ5oe8dMi3i9icv+zhN6KZ62zKdXbb9w9X/ApxtuBLB9sdRH6Th7n6ozd8jeS14li8yGhkzPXk18Z4mtujZ+6ba+xo7ak1mIpvejd/11thE/C0c2A4X7EzYE4Rx0o4RWiU2kcXEIY0cpxyQAsoOofxG4FQeEZ6yOOllzwc+BSgOZtu3PhgTT8+PPR5JTfiKxFw6WjpZcMhMIbNvpbP5nwTH7rwKlgHFR4xow+NH+ZuUbz8oEccvOLjZc8hK0F8+OSTT1aB0kGmhsdap1unS2PHHB58RjQdP8xigA6nGCr86Qde+OARv/Q00m/FJQ/ZAAAgAElEQVRfo0enVxzphIdO9nyk6SCTR8NPLx3m9JGxr6G3l49rY1+4zY3k0zvpYU0ePrziL9atybAVHrjtiYG3OnO6uqjxp6OYN9KjTtgxJ2fNNw0WjW4yurmWH3ijrY39obWPTqdGl7XuIzGcHjrt47EnHzoc7Mm9Ed9mw0FRbP5XMg6ZApZIt+K82SQSXaAYoyRQPQlmMQMoUP02F1mNDWDY1QWK/ZwjY94T1MHWyFRUbM/E0OEm5xzHFC772eInnWiSTx4etujkh8DjM/IxHPboxwcDHms8fNPY1dHw04+3C0csvQHBA5s3JEnzc9qzZ8/uPv/886XHf+CHoUTCbE6vbq3X8FqzqfETjuzIDby6vfCRM4dJ1/A4rPHmqzV+Pol79o34k4kvTPnADkzFxdwe+fISfjjsJWuNL/5JjxYOOZUn9uk1wsY/dPx80vmCjoaP/fLi7dM+fXSbq1F+8FEjS4Ysmj02Jyay6HjMNftoerzJRYfPXvjod1b4UAzROndo9vGzBSuatnll5JACtSEgBBmjhLHA4cEryZKEFzijA8FIhe52JG/PpYFfoBS6iwAAgATVntdqNvELrLl/PGCPbrrg4CQ5GJYD4yalk317HCWbPD+0guiglxw8ZNnme8HFQ44Mm8lYixU8fKOHb+TYdrDFAp/46JpDTU9NLPj/yiuvLJnffvvtKOl46EwvGzDq7JYTfOVDjOxrsJAtXrBoydrnd8Vlzn90tur02dPJFgv+46nIyNEVLnL2a/Y1etCt8ZqHiW70erKN+Wadvjmni34+G8UDzuIj9mJiJF+d9PkVTa3xSY2S5RN95uHMR/qLBxzt5zd99vMRfjS9Zj99+MpHY/v2yOv47as9D0B+8Mse/rCgaRvwksvRCQIDesYUezSBsKeR0QBn1Of4Xv8cOE9XT+R4rAVZZ1NAA44Gj9daSXLYHQK2u8U467DhJQcfXOTwOGCCT68AwEkGj30y1gJlbbQmwwd8AmWUXHQNHg0mNGvYBJh//DKnHzay/NBg4APZ4pyvXW5i558/kvN9Aj3p46N1xWANcwmFOz/M7VvzgY5swdIbTvL2+aN7UxO3DghdukYnH5KDp1as0OjBS87aiBaeMNtrH41e+vEe1+jJ/zAZ02eu88HvHqgD8eZfNcGGWGhs8RNWOozW3sx8R+WQ4+2ws22fjmKARtZIHt1cPMLIljlfk23PmA57MOl00kGnpibwVTvq3wNDrNSwjp8cjHjpzs7mb25hZsSh9HTxtM5pQgw72PNJVgGSY9zhxqdoBYYBQUq3OR2CSLfAK2wy9ipw88ABLjjeNtgDnj2NjhkgCaWrg62Y2abPYfO6TBesCoFfgocmOPTzn15yMNDHXrrxOrBw4yFPziF3yaBZ093lZE2e75o9fGyRYcco7uZ0+yUZmNjHy09+sJ//JZJOctbilX6ysLKti4c1HHRUSOToNfKHHH3sNmcDRjzw0SVOfCNrlHdyfqmEHCx8REuPObmaNb90PPTDpeVnvCeNydEnv/fdd9/6NwByTq8Gp9jg1cSiWOUDzC65ixcv7h577LF1DuSiS9w/HHI2wtgoVhrddTo1mHT+zHFt7nGRoQMectWlWPd9gTNlT/zQO4/OkfiRpx8mI1+O8CF4ckiixiHJEYSACRQljADEEDkBdagqHEAAdBkoBHslUKHlRE9iNnOIDjcS/nQqngqXvRzqtoWPvE7/xMhBuvCwW+dXAaVT4xdeejT+kdP5yH840HUx6vZEN9fYcLgVisY/ejtc+cu+wyCBdIuH/yXSL7/8cpQotsWaH/UKyKjBYg6/JuZ+uUac0MSPbvbY0cshrGzY0+nCr1tXIHjwyg/5YjbtFwN7YeS3rtFFh30jW/Ras4UWDvzo+myTlv/tFyt0c/8vAaO/kcdftaHByQcjP+lkW4e1WPqXaXRYo8ubM/Hmm28ePQDDkG348dKNNvHjDb89vOzjDQMeuUJjD59awit+/LDX2gUGEz1k7dNl3tqobT4HKlJMgeuACgiatREPpV0AgoMOnAMCjIDqZCST4wXKJeBmpAPYZIBXROhs4KcDTeeM1+GKl1289Hdo2YaDLDrs+MjnLIfx20PHL6D44KWDLH5zfA45GnsFr0CT7cKBz+HW+WNNR4mSgGywSx8M3oD8rkIXHBkNf4kzr4UvjOjmePjujYAOebGu4YHLU8Alam4fX3vJWevs42fTPDxk6uLJB3uamMmX3NJBZ/Js6rOe4CZjpPO4lv9hxRM+Y3LZYwMeI/v081lO5Iw+uOGwxoenvIoLebLxs2EtT+zg1zW89bDiMdfNW4sLe+h0krMnRsWqmrbfg5MMOn5vpuoHPz3hzgZdagtdW5/JbeaEIsWgCwylilLiHDKKK3wBoJBx8jmNxx4jAguQwAFa0ZCxp7HFLho+eCTAaE2X4ISNXsFmBx85OLyGo3nSwuKA2afDmi9GFwgZPRqd7JHni7U9smzzX3DJ8sG+uLDZ61yvVAJPNz3kXCLp4QN5ONgz0u9mFqdZFCtB4zOq+PEzWfwaPRp7MONhEz9/ij874oFvyuGvFQNyerrDFp8xLPTpsLPPbhcsPmu2041Pzo21OUfLbvtznLww1pKxL+5hhklzGcmbuhMH9QG32Gvmag2/ebrhJ+enIC51er/77rvFV27VArs6uTCGqZGe5mTxWbMnnkZre3DQay3nakhHTyY78POJfvv8D//6ByoYFC8Dmk1zCiRDMATGwdI4qTPoCwCyQDFMFiDB8tTuowC+DoeEOzD4vbK6TIBD9yRymdDBfgWLzwHhgM6e1j5+mJPDQ1/FxQ8Hjx2tpOAjx6bDyiY7FYDPYHizW1D5p9MvDg44HXAJtiD7nKrxHS403y+Ig5iJlbiywT+t1zCxyRbbrcmEuX020eVEPOyj8VeB8p29Dha8ZHXx0PEbyevR4zHSr2XPqLNnH0Y1Eh9euPCUF2v2jWjsVGtL+f4/dM1Gf42sjgarNvnN2YCLfjGQW40tMnInTzDARxd++PGLFz16B+2BBx7YnTp1atW0z+dyR46/+Og2TqzpQNPhRguLBya7asO+PfZ19Go+DPypdvFak8OvZj10qiF+adudd965GASF4wATxGCd0x1wgSmAAqQr9J5yQDGKxqHW5oCkWwGSFRg/KvPzeE7p5NmWjN4a6OGAQi0IeOiFFR+n4XeI0PCmz1ri2MfDH7Ja/li7ZOwJmMsHBnN4+cQmnXh1fpOPnz5JcOB1/pE18tccBs2ar/2dMRjZZIeP9ugOJx0aP9GszWFs3YgeTjoUuZHNdBjxsFULK9tw0k0XOfjYREuOveT5LT74dfxibZ9cuQ832fBm/3YjfRpc+RUvWi2dLlY4+Vx88NmHg76+4LQv5nBpZOBOjj38DjX/PLi09NBpPxxGsmjFBs1a14zk8NGTT8b20fHAhj/8zfGVD3jxGeHX07X5BRgLDBpFkiOpADKCxqAC0N0UuqcPOt5eFegJFPpMKF5OubUE2GFSGGgOILtGNsh6NfIlCHx46PI/rOMARx2wXpFdAg46G/h0OnQ0/ORg4xcae+zTwU8JtC9Quicx2+zAQab4oONxKeBTVDod1kYHn4zLBr5swkSeTl+U+ZGPPRhghJ0dmNE0/pdce5o9tHxFj9aToYsOP17+iTtecUbjBznxsIYhu8vQ/kKiixzseMx19osbP+xbw2yNV9es8bNDVsOPpv+dlt0wpods/ngg+IbcgdTlHB68jWgOrrzJD4zhcEHzV11XJ3La5U1W7eApbtm3x6d8NIY122GWC7ZhkAc2jPbpJpc++osRunl6xRUe9Vi8yWkbJwKDEQitA6ggOVFhSh5QCtih0gAiyzFBcBAZBNyTCRjA7TEMBDCaQ63T6TMTnea6IqTThUCOTQdSYjS49RIDm3mYySr2+PiEB14+6bDAKlh8gAEt/WT4o8PEH3KejA6/RPitNTTyfsbq8uMvGlvw8MtINzxG+vCQ8a/R/OEIWHqaixd/NHkxr3hKrr0uRXFBZzM5/GjsVKT2rOmUo+bwa7DRASce++ZywIf0s8sHNvLTyB5enS18mrWYWcs5e9VbOVqMf/GfYkHfYWM/PHIpFy5SH5PEkx0NLthhoMcev+tsyGEx4NOMIz5r9UQ+u+nPn2JdHtDJoevmalQTl/IEly5exdSYLbLTJr1qhx0+84du9PW67jNh7/GMEdYVm6QyJikc55QRII46dPHTMw8vXWgFghyQgl8he7UWbJcNcObAkfOPN7L7xx9/LFl4Cog5J4w6TPQIAJucNnKcXXrDUhDR7Gv8QEfDzz+Jhlvw6aXTAXf42eKLQ+oQ43OQzPHyxVovxmxobNDjVd2vtIp//GTZDhMZumGB1T4an9HyQSzw8UEsFA9/o+GFpRhYK6KwsmdOL9/IwWGkm21xYI8ePGELkz00HX9r8sXTHn79pEZGw98YzTpck2ZOr7Gcy4f1jKk8wqajy6d44INb/Ni1b8/IX/5reDW8ZGpzTt6arLE1XjQdjQ76dPqt+SBPsKUzeWv71nJtLR9aObOmZ/Eovn5DiKCucZJBTJxUDBRWFB1SyvAoKIVKRlADzhG6yAqStYOBhmd+zvYkcgPpbl5rB1/RaZJGf8GmC41jRvrgSY8LqMTyCwY8OlnBmfokni946cwuPnQ26LPv6eDvdnsSiglZPhVwbx1wetKTFWOyvcLDYO1V0h8RhNXTHB7/CpBODU4XHboioEuDgS0dLnz26GWTjCKxzh/y5mLEdl+E0kePxgedLvGq0ykecJBlz1qcZksPWhjbt6YHz8Q1ZeKdIyx4juOL3kgOP3xsoJc3a3vWYpM+9GgwyiWaXFmbl18XsUvdRy1vmPTQqeMVm/ROHPHQJaaaufjFDzMc8iRH6HjoJG9uFHcjPeTLszketUSPXGmbL7wcKEoJKw4jQw4bQ/YolXxFrTgcaIffYbfHkMONp6czEBxnTHAEik587LBBh1dh4PA51BWZCwBwvzgCh7cE/Hhh6lXTvC5QLpw6nRUqXdYwadb0GmEhgzceo4NqHyZy+PmrWPnOV3sSQTbsLk9PajrQ7rrrruU/fGhGzS/AeEvpovBLGGyKEztsxguHOZo9WHTY2dbs4ZNke5pRfGDV8drHJy/lDy45ws8/tsRaZ8Oan+TEXh418no4F3FPh6c2fcGrk6vNeTQjPDAY8bA/Gz322k+mdT7wCX4+8p8ute6hQ4cYqUvxV2tyaK3myImPOvdbonfffffum2++2V2+fHlhs1cTX7bZ1cKLVu7Qi4193RpPso32YA0z2XxKR7J47JHhr7b15RJgFHGGI90WmDhaUhlWgC4HihSJIhYYhtAEjD5BQxNUgRIInQ17gpgtNDL0seVQwGDfAbBvTT8MbPhizlxH19Dx0w8X7LqGRwDoFAxyRq3iKQ72YCfrMMOFRp6v2WSDjEOgmbMjwOy4Vflv36HX6HNxwf/ll1+uL+rEpf1sG/nD9/CiwYrfaJ0PeMshnPbgqcEd3vLiYhNvOsoFHvL2xDwMdNnzJIO/i4Autuow1LPdWJ7I5BPew2a/Bku+NU6ZOSeDJyz08AtNzPjAJ/XIP3mx5pO6QTd38DsbZMnBi9foKY+PbXtG9LAY6+S1MOW3WJCFCw+cyeMNM5vW6kD8NbjpEZvsoJvT1wFHW/8vNIGwoaDNKaBMR1MchAXBqzBwXlXRNQcKCHTAXAKKG50TgDDqKU0P/XQJsmD6P03iQVdwOcJp9nTNQSug9Dg83ijw2WMbHWZjepbwPvn5xL4gCWC64NUkkI4uHDLw8xEPfr7bF7eKA4/4WYfB67jXOrjhu+OOO5aeP//8c9miD3428PAHn3hYs2lu1Nk2ipV5jYxuz1hO6WhejD3N4a942pe/5vb5hic6XRoec/pgEEe08OEx1ybGRRj/sVc/iRcPDMZpI1XoNfuzo4uxnODjjw4v3C5WB1sdunR9R4Jmzaba88Yit2KOV0MTA3mmqyb2GgzN22M/H8SOnLyzowbwl9diKgfs2McPuzU+5ydbaDV8+Ntf/39yCdUrNMwMM0AAYEYVf7d+T3P7gJdwxgVVMIyM02vuY4HPMl53BI0Mx9xQbHjCCR671mSNAJvrnHSBoDnkZGenk0yY+GGtkYELRv7YkyQj3XxzEXllLon04YXJYeW3w80nBSCQOt0OMD3w2FMoXuscXK9/Pn6UKKMnwbPPPrt77733VmwcPnStuPJjNvT8icc+Pn6IZ8WFFj8a39HEWb7N+SY3/NErIvnhS03M+CUe6PliTk82YdCs4WydnjmS02E8qeHR8tu6+aHcpDeHW474xF/2+CH3aoj/3ir5KAYaGnlrtaCRVwdyrQY6N/DQq9du51dxgqHYwcJ2MSNrr9iFBR62+YOGX76MdNBZLMnyT9sUJkbOpAADIcY04BWIAkejlBF81hnvtRRABetAMypInPD6w4YmYPYE16EVPIeMri4I9uCw5hi+EgEv3nTRBxeddNXxw6NLNF1wCIBDaOSDQ4nXvu8I2JJIcnyVUD7BiM6eg0vGOj1igM9Ijxj4LSlPEphclOLNjvHRRx/dPf7447t33nnnCD88/OAf/2ec0e1rzenFVxPjmRd0+8WG/zDyCXZx09nhl9ZhoFujTyyyiV8TG80a3uIe5rV5zH/y8ZitRUr/3M+nSTNnN/vmenR+kLMvLvDnJz41IDZiIufigsYva3L4rdVg/tGPV7zkmg2tkW5ydNNxiN0eLPTCaK3j1dSG1p45Xeh46C8f9sjCpg5hgs2/7NTWkxwDEILgIGiYCHCAsw6jJ5LCmIXKcc2h82RSNJ4UZDWHIHCMAwakoo+XLAycps/hmQEmRx+HNfrNw+jAdNDot8cfXfLCzjdBwuM7Ba/S9EqqxiZ/0ebtzR58xoLvAuIbzDof2EUTR/sS4dWPPVjEz8/C7YkBum/UH3744fUnoCRcfPHmK930oJlr5rqk0kFOjOMzR6fDHHYdvyZefBRXOmGhDy9d5u1lhzw+cn6yACc/0ezh09mEozgvg/v/2P+njWxYp47sGtmdPT6+wKi24Jcj9aeho+kucD65nNU4H9VDZ4Kvyaid/mFR2NjWjOIQXmtz8Q0vWnE3t6eG0MgaxRA+ubQPf7rs8ctIZ5cPPr6ptb7jWX/+CYCSG0hCnm7dcAz3ui4gCjXFAPk80xcR9AHjIAGGlwP+npzDQ5fu8NkXXDqTA5S84Jpz1IHukHFC8KOzq3DJO+w//vjj+p8G0iGhGv/ICEzBLDnk6FC8sLIJE5sFmn5J7RKgmx5dQOO1Twd+rXU0sYJBh4mP/oDgSy+9tPvwww9XgtjX8IhLhQGnLmb0SL4Y4Eezh4YfDUYNj1zBai4mRj4rBLlAg4UOvmSTnBigOwAwoeGFgY3wksEbLuv/R4MNDvaaZxcNHrjglA9+GPkhvsWDDP/ERq2Z02uOX/ysyahtX5rKq5rLVzHR4TBm38i+kQ571mzh1cIiH7CxrxVPOHWNDxpd5OXf3L7z4eyqS2393fWMc8JB1hSpLyHsudEYNXJYA8SBBQSPfQYYDKxRwSgmh8bnXc4BoBUMjgKp6BVd+0Cb4xPkitETdwYLLpcRDD4DCwA95Ps5PNuw+lYYTm8LcPM5HxQC/9BnYQsW++zwDw72Nfr5hwcGtuHIn5JLVmzZ9pnfa7wY44fhtddeW6/ufgGIz7D73zjrbOKRbLqNYgI3ffphPMPIPvlw4zPno/woCHGnM/1s5B/d+OXIPhxiAbcYoYfFfnJo5vb/SUuPOOjaHKOfNGZXbhxGOvkNm2au88cIq7jJldjyB69astdFTlY9iZPYwICvEY2tYpAt+/m1AOwxFHfxxENeHZJXI+bk8Kmrcis31uGwzg96dG0jwAGKBaI1muLlrMTGIyAUKxB7ORed4kC74fAASK8vrtihjzy6rsjICaZ/3YOHrGL3tK/A8fmZMhmHBA8ZuDuIcMBKX8ki70Jis0AZ2aFLwfZWIUgwCyzMAud1Xiz4TTfZfHMR4vf6Zt+P/sRE97SDR2dLY6tfX4WHHvgVkKf5yy+/fHSQf/75593rr7++3kzgzD5enQ1+o2t4YDbqNT6VVzjExtqoiWux4R9+ODX4NHHQ2OSvmOaTUUzI8hWveUWbnUNc0emdeK3t6XTPPXMY2jdaw9x8Ad3/B10e+NilFJ/RPuyN9OP1JXEf39RCMadLrXho+Qs0nuj8hXNipduaXrGu3sLKjn188Yo5XeGEgyyb9CRTrK11uRDv+MzVFP3a+hGaIqEEE0OEJBct4IwpZDd/CTRO0BW+InC72OtJAXxPCCAVFVu91naoOKYDSb+D6l/K+UZeu+eee1Zh0+Xg0a+R6aDB7ImNplnjg6FAoun0wOBV3L7k8RW/YOOB1ZcYnv7kYcJDv4vLQTei4/MjQU94PGJLRhNPh5IcWkXEptj1BKdHY5ff/rAHXcVbkcmVBMOuSDTxhhdutlqjxRPdmj65wC8O1sVMUdujg2384gOjS89eOuCwp0VHI2vUb9dmjU2eZMPdiMf8uE4mPqO1Xg75134XlX0Nj5qzD6/YG8XGG5j69KDoy1Y0DxoNH7/pMKfDvD1zftbayxY6HOkRb3WiRvDmB/x663JGHp89lyw95jBp6/+FhkhAsQGjwBnBCAijmlcUxSuh9nTNupsuZxQLHWRdGoKqeO2jV9CK1R4dAOLpqQsT8EY/Vy4IDg797PsugDN0OBDR2XH4JE5RwscGPIJXcq3N2aSXfx0S+um21tkqPr/++uvCI2Y6+3zxP0pw8HzO5gtbMDnQ7CsedDGmiyz/xNk+WU96oy+APFHggJENo9jh1ci1X66M+RfNWvw0PvFVtw9fl5q1mDcugf3nejQydLEJv8ZHcaaXb0b7+OvpxA8Huta+eZjjoX/iJqejTV460NlAl9No8qbBKH50mos5X6zlzSgO8KsVe2rBpc03+smJk3pWC2omPGw3z5d8LD9szLgkg88efC4P9viAphW7MMg9DNnL53iN6sqDg+7NfzinqCpuTksUg5xmjNGEKAE2wPZ0r85GsgCUcPzWFbpgAU6fAwhDh94hgIPDnKET/wK7/0wKj+6ycAjoFvAc9xR389LPL7ZgpS/caBItQHT5gwAlkx49PzuEnqB+rxyfz990VSD0ZMPnaD54A4Hd7e/g8sHtD1tPcX6zLwfGbLLPTt8diIuOpokxH8Iv7ppYsGOvfTwa/dlgD84Ot8LGRx52sgq9eCVLrhzbI48PXnv8xQsDWnjoRiNDtxZOPPkRhvBOnmjyyEbY6MOna+j0GOXOPsz5ZbSmwx59fBBTmMl54Mitw+ywW6tFvHKibjtIYkAXndmdeObcvnVxMcJgZK85P8JJJpzm6LBq6M5K8/R7y9W1TcERShGwhCSdIs55DVaMDk033Qz0BCxAAqbTKfH0k6UbjX56yNVdKBUxm2QcCDcpXZ7kgsBuTzIJsaZDoOk19+rs5/8OvsAXVNgERS/5fCQDj1go0hoc8Fcs8ONjl356XDLiQ4fLxW8Cwk6Gr/R7A+IDHnFg2wUAL/wuDIdXEcHKb/50MfCB3eIKH914G+k01+DSyLEJC1746bDPLntkxIl8+sjlN350fuB1OfFXfeArp8UWD93oxXmB2R8+c3sabBr9zRfh4AKwp9Otxx/NOh+b24NPPuGoNozo4ktGk09dDMImB/jky4FWc3z3Exh1ai5u8ugPRvJZk3sYNGOYrWGCBa19Y7FVA3jITT/IwILGdrmGNZ1o+QozmWp7s1lAfIkAvE2HjpIUckLi3V7o+DwlFR8etArCXKMXKMbpJMsRYB0gzroV6RFwB6d/V+0pLaDk8Bo1OGBzu+Khjz06OWePgy4E9um3hoM9NAUa3ooVj0OqCCoYfpEjU0xgqjiKhy/bFIJYdMDh1PkGG980OjX26azA6Co2PnZ47XdZocEtthrbEt5htYavRm9+8knX8OSXNXviKmZw0Fmcu0zRydszJ0+/jxHipMFPhz2+V4zt40mPOXktXLDWzMnP/fjImeerEa9uLq72008XP+yXR3nQ5EVNym2HEk0jb49MH91u3LixbOD1rwk1T3h+e1r2thg2dsyzB9ek2YOPLbHRrPGwKaYu0jCh24dXjeU3Obrh0uXPvhpV93KsbZ6QbikEGxQQYIQxNxrlAqbo3P5uML2Cd9gknkGNPjo8GYHmFMAKk1MuCDepBrwgsYUXn2+VPcX81Rp26FJEPcFdBA4zffjDjLdDRC/MuqTRzw56B5J9/PY9Tb2OSx4avbDyXRPocJgXXD8O06zJiKN9cdKt6WGffIceD/4aDPxROF6jP/jgg/X/LEeDgY+aOLBFXuOPjibOuuIpDmygdUDTga6jwwQjnfB2QMUOzZ5mTpcGZ3xo9qzh4Et8Rvjy1T6b6csX8u2VV36Yo4tdGMmmwx792UxPeGCiA78xu+JDH1mHA0725Eknpzs0upp1UasR58QDS07weFOzT1c67YWFTbqt6/CwAz/s+D1w1B89Hrhk7MsP/7tM8eY/muZhwA+4+Fb87a1v1wHjiGIiTDGBnATGN8YUOugOKEVeVRxMNDwMKAyfWzU8AtKFYA/4koiH05xRXC4KB8OP0ehD03LEIYeVk36eTA/n4aUHLsUkSCXNXBD5hVeHQ6MHn8uIDr9E4/Jgjz68LgRxoANdIjQ0jT17fIBNsunlO15+aPbY4pM9cSMngXgkl5zugPtDEhKHlw/ZMi9HeNmdrT3+2NfM2banwQ4PXeyjl4fiR0Z8jfY0too5feaKnh36xEcN0at+xI8sPjx0sY2ePnIaGT0eOMI1/cSfj2JDv3384SxmMIbTSLdGHg9crbNNP118pVcOqgG8fFRn4ubMPPfcc+s3Ft944431UxDycLBFpznbtYkhvPbwiotRpxtG/OyJm7W4FsvsGNGM5NjDq2vr//apoi0AACAASURBVKDicyUGBcjxHFSkQDu0lHcR2KfIz6z9aVpB4TxwAbBPFnDGAPVjqj5n0h0Itl0EntCKv8LrCeZQ0tUlJPBobHE+vPRo9OKHwR4eBxld0MiR7yKRdPZ1dH6Ejw588Xpr4a84iVevRfnKPhzk6POkxyt+RpcADA4HbHwVIz9zZZM+F514ocNGl7nGDvwuCHTr/LaPph/O+VQsyIgJ3eItrxU+bF1acmptzwhDtujQYYZHdwnj69KkRzyzS4853uThpFNHJy9POhqcsMdjtNY1Mnj5kC6jOIuhfXkywqPRSUZOuhyMddjwyzk7eMUCfp0tuexjo7q1HxY+yEEYYa6Z2xOH4mKNrrboZVesy7k9mOgzpz/d+MPGLw9acvGyuzl0N2/ePBIWCAoJSJBAMK5RpnEUEPscw8uYIJHVACErwEYFIOhebXKALH7dbckB9h0O8jrd+O3RDzxb6PDo9gTMPp0FgBy6ILKtw8MG3d5O6HHg2Pf5ik/JwY3X5zA22DWygY8ODY0PdHcR2WPbxyGXqBiyZZ9/MOExsuMtxtNcfPCwK84KDI/egbLHpn10dqx1a1jM6TeKh4PHL3M6+Y5Xwepk8oe+1uZkyOJn21w+xV7c7LucxJevvb2h4xcvvdjIU/rCjlfjU9it8cYj/vZhy295wIOu840fsMARBjjSYx6vnKhle3o42KCXLrEz5wM5Pluz4ZL2kdY/MvIGKpcw0IPXqJeL8mHMB3zsFSfyagmPGNszx1e3T15Pl/rgDz1iZdQ2r9pAYKRcoXcr+lzuqSk5kkIJHvsVdA5TxgAQAgCYOd0MopGjiy28utuQLgdNgOx1yIEkX9DokAgBQ+egOf3s2ZNADS/sMOCJN9/QyeHpEoOFHjxGNoxwwIYf5oJLL2xaRWuPbnL88kQRY7gcYvESA3J00Q2DPwHlgPgLo/bpEQsYGiVcDmBBLwbsFxM0cdBggAtt+gSDbr8W7vyjDzY+sG+tm4ut2vA9Bj+KJX3m7HkbYZs+cvkjhuZo+PGKjW5ur9ikK3my4okPD/kwwUKH2hEjeuDXtfIDPxp53RzNQaefjux14bMjpmLRU9bhxqvZe/LJJ9eXpd5sNTphOGxo/LKvmdPPNrt8o08XZ3nDY66Rx6Pj1/HChRdG9eQCQtc2YEs6RoVEEbqi5whAJYRSX7gJmoMpoEaK8fuRF35PMDroqijpEFi0nATKIevJwCGd0/bwW8NW8XPYk88Tli6JwlOQYIvXfjo4LDj8rZjhsE6G3RKPly22vdYKXMlgjyxefoWBHv5qMIhPCWOzy4JuuBSSOOHV/UmhW7duHcWIXnxswKFb01kS83sldHxJlpx9tmFRCF7p2IJBfDR0czFv3j56saDTRxC6xALdyA/Y+F9s+aV+0OmAFxY8/NHFkU4yfA2P2MJCt5ihTz/xOvD21J3DrXnq8s2+X4YiDyt9cgmvefrZYBtGjRwZ9oo5GzCi8ZNP1QsZfPbgqC7CS99hw6OJBzxG/BrdLkjr+MIOP33soWliouOnB/b2FgN8ilfSPME7rBwnIFgawZ60AtLrGEAzaJLqc7cRD0D4NUA0DgALlGIiL4j2yQg2mQJpDbTg6i4EOuCBS8HyQUBymIwkFER8dFrTJWH0w+BSMy8Z9AhivGJgv1czhUVGUdFJrhjwj606HXzEj8bv3hrYEWcF2MXI1rvvvrv7+uuvjxLHZ77ID15ruvgBv24Ogzne1mgavXDU2eYTPvg7BPxWqNawwk8fP/HC68vWBx98cMUIT7bos4aNnPjIjVoIA3wafWxpaOZGnT7NWC7M+U3OhVyeyxs/2Tbq7Kspc7rtlV97aHTxhw3NnH21wZ45Hi2f6BAPe5qRLr6qew8e+ulML11waHCTmfL45741vPHCZZ+vmv10ZAM9O2jqnx/tr1+G8arj96MpSKlXS4KCVUFw0NpT2y0p4BrnBcQhBQAfx9EFiIxRK6EKnzPtkVeECp4OmMj0WpiTDomEl6iSUmLQBYXeaAKGxukCzB5/NaNLw+tyTwLY2GSrIMNnn6xA8pFOhWzUXQYFGX544RBXuuClBw52py/W5HUxdHk5dA64zk7/QIe8Tne+lVh0c37DosGCDw0WDV7xCq+cwwYzLHRo2bD2uwQznnSwR0c5RsObbnFEY19c8dGBxg79WvbQNCMZusWdDF0uWrGgX4zYd/HjRafHm2G5owsvPnHVYGDfhcYO3XCgGcMvFy5JcvJebsibe0CS98+EfeQiq6MVD3Y1Y/NyUVzItJ/faPwVs/TCGV4+6XQ5a+TNtfjN1x9y9Jmx4CgqiVRUJcSBkXyK9Bq6QvfzQ7ycZlQw7NHJKGcZFSidY0aJI88Rh97NT4cLxyEnCzhZ9iUUvyIko2XXviYIWk7SUfGwqWB6ssGnOOz7BRRxgDW8/LAHg6JBp8Oo0BQRH9DEDTZ7YgQ//fkNH134+eqgwWHfpWnPHD6dX+z6aOTic9n5eAIvOcVJf/kgDy//iwHfzdmzrzjETo7YQIO9NXt0wmZOn302+KWg0ejQyJOlVyzkPFp10GHDI++wGOkMO1u15uXPWrfWzPlk5J/LWUx9YRlNPOGBVWMHrwaHXs3RxTdNjsQ1bGToyCdrcbPPB7xy7nP4V199tfSKFz487JjDNTtb6PSyL9fiFX42YOoyhgGfmqO3S8dcI4cfjxyIFRqM2ubrf09kTtsUMM4qpgQA0IABIGFKBde/4QbAKwseuhiljyOCEVDA8ZCtgICVGAlTzBUiZ7JFF9mKx5wc/XTDZa/9Xuv40R57fHOROIRk7cGTrxJD70wC310w3l7ISiy/yeMnSwdM/BJgmFxa6YOfL3jQ8Ch4eNnit0um4sQjhmJCzluG3zGgBz85Oqzzm3+6hkYODnxkysHkgQFm+B1w8fBEl0OxIguzb5D9qSr1UQGKhYYn/8nRl0522WO7HPKNHXQY8wkdv2bMP/T8pDfM8gQLXnp0DT978LOBT47gtafjTS+d+IqZdbrlUB26rMRHLePDT78a8ASn3xzmcGcDJjprfNEnH1kNHS8bMISVP/KQv/j4bYTRQwqmdMAsxtrmMEggBQ6qQHhiOGgMEBRUXXFLJkMcYJjjfgUTIIEgQzmQZMyBkXw2yHOIDkVtj6xGloOeiuwmi1d3AMjrsOBRdDo5I0wcdCg1NGu87PlIQQ9f4UAnK1jsw8yn5t5owu730rUSyRbs1jDRzZ+Kwf8+CU9vCOyIK/vsKgz84kYHTAqGPDyaPTlxCcJEH1nxICNGaBUo/Py15p+Ys4uOjy/kkrGml570KV7yYTDSqcDptKdr/CYfHjQ8Orv21IpOD3/ZKeft4dXt6+k2J0cPX8hZG7MpPvj4kJwRLf/NYaKnGMABP31sW+Ojm3+wiTUZjTx+fLp4eLB9//33ax+/Rp4+63xCb5+N5tlHY4tefrGZDliak3Nm5RNue2TJwYdmLYfa4lFEnhaebB0AghygsKBmlBCFFClWT0p7eI0ZtWeuYDmSA4C4eRw+/BJjX6IEn136NY7hV5CK3NNO46BD3AEmYx8mvF5v6YYNr0R3gbFFLh5PR/uCwjcfVWAWE8F2KI30h5sveMMKO//x8Qfdk5esX3JxIflpA0zm9LAn9n6FtQuHb7DAyO8uAT6JRXGpCPmGDos53eyLeyOsbOETX2t7dHW5uFThZ5Nu3Rxec7x+n4JfnvJ46aCLLfsuAfFngwwf8Oj06DDY64IxR6NHs9boq474hodudLiMdVhmFz/5LWf0sUcPPrmliy8aXHSyB4c9fGRqbFkXH3nhHxk1qYbwsBEustaTxo9ikW162OM7WfZhz99o4kqXHMMBKxk0DxE/kbG+//77d4888sjCxFdt/TKMw61RyBkKcpwgICUPD1BoBUiC0TldsgXCnB6y9gTWk1FBlgQg2dAqPjT75BSiuYPk4iCrKOnCT6/RZ1eB0RxubyOczKcShBcuxeqwCdpPP/20bFlXjPTlt0PIHzTfLld0MLkMHIBoLg864fQ7+HSLp0uCXX+0kX9e/cm5DOjWK7Diyn8YYHZQxcleNL5rbIkHH/mr42OHHPkuUbmjV0zx26vhTycsrelgkw/m9vhLF3m20fHzlW7zw4NCN1oxJgODhl8rh+ZsoOvs2IPDmhz7mtihJ4u3GMJTHZHDI17mZOREh23aw2etFU9zNP7KMbpv1NUluk4n2/SVi+TYtEc37MUanWxnDWbnhB9iSY/mjbs6J+9sqE18/S0FZ8PfMuijM7mtABECnjFzhjQBOgQdWMYraHLAl0jzwDtsEiq46H5NVnDIx5c9a7cxGfLWnPCKQrenI0xuUHQ0uDkpMJymvyexg2tfcATMk9PNxz5ZNPbogqFEeRo40OF1WH0sETy8CoM9/vtew6XCtoPglVuyJU1R04mPD2LrG3JfLuKn46GHHlq+okukg2/08QA2uuA2wqwrcrorKrHS+ABfvHIHB7z5V/EZ6UI3x0sPWWv0YkRnbyBiUtyah4lMB4ev4YOtSyo7bLCni5GORidadWcu5+Q1POzRH6+5RgcM7HahOAzpQhM7a3o0c7Sw5oM9dsojft2aXU9wdZE8mobHvJ5v+YknX+FGZ5NecYVFvXpb5bcz6vyoCXKdAedJ/SSvzvmqTvH715GwrF+GMSkxRo4FglH7GjowGkAAUIyOR5Dcag4IeQcRTeELLkBA9BpdkoD2cQFvdh0Kr86KXEOHjd2CxW5PKFgcmvD6Yox+gRIwtq3h94R1KNmjj24HGkb4YaFXv/fee3dnzpxZe56+5Lz5JPPMM8/snn/++aXTN6xdTjDDy763BgccBnL0iwM/YBYv+4oFBhj9xMJvv/nmFr89shq/rcXGXCdTDis6iVZo9hWOxmd2NTkTEzbJiJ14oCkg++JanvlBJx6+0J2/dKaLLbI63Zp9culnDxY8/GKbPKwdDiM6PhjI2Mdvng/46GWDvmIrHuTolUty8MBsDy/d5MNvLpb8ZLtLFn92yLHnUvawwJ8/9Gjshgc/DGSyZYyHfPtGh9q/wHR+orMPj64ePAj444+dOCd08wvNHL+nOtubZHEIgVFFLkkOGQMEMTqoHOYMQx1mPJwp+MALnCepw6zI2fAkcPAcOEVNnycqWZ0MZ9mVCDxuLhcAusS5UDzdHIxaSeAYLBxWoHzgKF0S4dXY72v7s9BkPG1h9XRSAOygw8KemPhdZDjPnz+/e+KJJ5bfbu7r16+vYDqYEuEpK/CSIw7sZluc/E8N/W06X8RJAt3wwcwv+BSMy8ebgniL3ZUrV9a/tsMHUwdArOgQV3mDG4/cwEC3eNNTbM01fBrf8Wl4yOJRA7CXZ3x6BUavOIurESajRp91tujVrPX2jXSyoSePV3zso8OSLHoy9Frb57vROhrZcNqXg/JClp78LFfiWQzZz+5yYH85ooUVv1jTPXHNeb6Hzdq+lg90wgAv++bsk1Fb+OTbHh/4Zl4N9Jul6t4eWRidW2eQ/OaRzmFCOiaFQ0ChSa6DqqAJOhCAKTAHROtwOCicB1RBM+LGAQpof0GDUTroEiS6/WgGLV62YSp5bDm4Asqmy4IN+uF16GEyx8OGfQfIwRZAT1+vyCXcoSXDf/j8M1MBEwMHip3Tp0+vYuYfv9A8XT3RJIBdmPtGnD6JYB9eFwp9Di8+r1F+1gwPfOLLNt9dKG5vsi46F6B4ljhxNtfpFl94vDKSr0jFgE5+inlFBZs1/eYKgZ/W4owP3Wjd5Y6PPt81KCSHmx4dPyzGkxobmlGnU9eao9MzeTuoyfBdPcKIZs4HdaRXU/bERIyroQ4RHeT5IVfiVt0Y9eJULNgJS7ZhT38Ponxcju3zFXa2tPBniz56rMUCXhjxhx3PlIVPjXjoiRmdatSDMfzpILcpBkw2JZIzguUJphVEQpRLqs4AOcUIHD2eZgofL12+WfZZWYH3M2Z8EsAe3Q4ifgdXohQtfWgOkkOiyPA7FOgCx/Gc4yg+NlwaLikO4/F6TWe42YaHPYHSBMi+V2S2xSCdRk/iPsM7pPT3JIOfflgkC13sXEAOPxr9MMPEdp/f+cIuG940xA9+sVU4sOgaX/DLgVjQQ0Zs2NAUhfiScRGJL1xGPPbogdFIFi/7dKLBiq45ANm1b90lthj+xn/4XYOfLZ1evTmeeI0dNPNikP8wkOMHTPzuiVa9uAA72HSoJXL8EHNj9sTFnL5wsAUffRoMeNIvx76LOXfu3O6LL75Y56CLUazZEkstX/LDuhqzzxfnRm3CAB/7dOhoZ8+eXWelL9RgQ5dfss5GNe8cwclHbf1vkmxSylnFrNgwUQSQIuEg44JnzQF8ClazrzDpYNhTyZ7fc1ZwEtGt6YsxQaIf3c8ZOQ20ADmAnryAs08ve+z3RmHfWuAcCrjilXAY0DjKaU9RuD2N+Gvul3jY809t0Xwup1cTeL744xSSV9AcaAebXZcEeR8rxAK/OIpFBUEXXOT54ONG+xWDy4lOdPJiopORZPK6fXZhw48mbnyBUTy7JNDI8t8oHhqb5GChhz775cJeB4B9++ySN2ow4qvRU4vH2vxwjZctOg7l8LZnzrZ1l46RXR0e+MzhVwPyQWe45Z0dvoqnWOlkrNVjfqkletjQ6cmeuhQTa3E119BfffXV3cWLF9dbqu9P6Nd8PwMHP+iCARby5GDQjHCqO2+d8ie3ZPGpYd+We6vE42MdzGKj3uKFjU/8UAtk+adtjCtQB8nBA4phgMx1ChQH5ZRSwoBD2FMsPkYqMPyeghwXQN0h9apJLkfozK6A0F9S6OvwOIiAW7PR4YYVFo6x5damvyThZZdu+rJBD50OqTgIsgtGPNyqmiLjBx1kBddBlWgXhyeqtxVfgHh6s00vf/CWTL7T75Khs6Kh2yHnM+ywofHJXDPXrHXyfDXnI3vswKcoxAWP4hEvWKzzXWzZZ89on83w0oXGbrVgHo0uDX8Y7WnG5tbtmxeLuW9Odz7i0dnQ26cneXXDbyMeOPgmL+WAHBn+danj0zW+q2lNbqy17JrTIc722WtNL7w9eT3E2PEzajguX7688nnoBx0OMbvOmppSD2pX3nwU9JD1tLanJoqH/yWTPwOuvvzfdvz7dd8PffbZZyt3nvQvvPDC8vnSpUu7Tz/9dOmF+V/nz5//tyITMI5WPJytMSg4nEV3IThE3ZSAcFJxFVBzr+xaRay4OCpI7OicU4ho7ONxcPC5ma0FRFA9eX0EQHMoNV/keYV2iEuIojf3ZRc9MHvFZovTZGH3UaM3Cj7SyxcyFQ4/6PJKNC9C/8thl4PP0uT4UNGtwO6fgJLucz/curcFfvKHLF/Nu2DN2YeHrDZzIU4w4VME4i4vcPeUNtfs4deLMazWfIKDrLVmJCM+2TTyR175QTe+xmTx6Nb1aI2TDn+6zcXOPl7+m9uvu4TYlBc+4MGrxSMeDrk9seCLOOrhzW+1RZ4dMcBLTzjYsU+OPjHJvlGnC3a5Y1uMPCSuXbu2vuOhl470wIqfTY1PZNRlONlyEfgeyp68afD6P+xYq3e1B6PvfcirdfXlHDjwsMHo4G9uEgeAQQ1gh0QDRue47uayZxRExQacoAtSBUM5uiIlByCZDq8nNxngyHEcPxzWXkvsw0SnzqGC6cdaPgZICmfwmZP1UUDABUogPGV94ebzsQDiNbLNN3uSkC/02LeHh2266PaEpxu/i0uA/bEANL/kggdGMvzhp8uEX5JvTgff8IiH25kcfno0o2Sxa45fIy+eYTTCoomhQjSKlbiQ45fCQLcmIz/J0clX/GjpgEmDUzwcHr6JqZY8veGIRp9mnPNF3P8nXsvpD2xk7BvZrqOxp6NZ49fklX/WYs0fvsCfjFigiw8aXnHHw1Y0a3twoZNDK/ZkwkjGZYkmX/jElA06rOkxZgNuOMiqI/XsLQB+fPmFhy5Pery67418vPUx0hmUW3lRa76jMVdv8gUPmxtBhaRjpJARCgBllCAHBZIzbhgH2JyDZOMFSgLo9aT0eoHXgcFDN2foFIQSUSGyg0/Dg58+t5ents8k5Ky9JtmH2edqweQDu7D2ZRmM9NrDr8PFR7pcXIJizna+8Iv/6Ire6yAb5PlHh0uy7wzg8/ZSccANi0urC5JOeF0uDjwM+CTUHr3mOrtw25csa3jEWIMDdjJyET9fxBsNv3jTYV+Hj17y/EITL2v85MQAHQ0/nfzokLOPTm/+RoM1vHS0xlenn27dPH/jzWfreMjKIX/J5DP/8GhqTX3yj2/pQ3NYNXvhEn887IlBetUlmqY21RC7aGyJE342dM3oc3l/9CPsZGCn2wGkzxwmcfVGpyZgd0Gxo274JS7qii5/Z4DPmloRC7WAjz68ZNUauic6uc1BUKyAcB4jBzSOcYQQB7xCOFjoigtw/B0iivWCoYjJ2eeMJtACyLi9dJjjKQF4BVMyOGZuhAGNY340ha5zus/hdFi7JASLnLcJwYVXQPjVBcN3mBWw1578o4OfaJovEuH02kqfww2/5vO5H8ORlSx28CoiPPSIsy8k/VzdU1ySXQpw8qcYwQGf+JGDD2Yxg5MfEu8jhH1Y+lxIr/yxW9zKqziRp0czF0ujRm8yeHT7bIuV3BZv/PyCDR+6MZzxGWv2yejx2UOHmS389uO1DgM6X+Z+NsULFnrwmPPFPv/M5UOc02dEw0s+PiNadqzDQXdzsuHmjz1PWXmWf7ZqdKkLeSFvj150h1XexN+XeC5odUunGmEHLxk22OQPzOZ8pNOeOTvyZa2t0yx5QHm8czwHMVgrIILmGmM6xT0xFK9XD0a7He1n0AFMnn5PQE9GTqDjJetCMQ9TQUCn39prstvPt+jkux05JhguEjboY4M+AXMABcdc4AoOHQ6Nz8t0w6z13UOXXJ+n7TtY7DqgYscHtjV0h9dbhy9A8LAlmS4Kl4c1fp0sv9DgIu9ml+hJh9+abyVYrNkyKhSNf2KhwypHZODAR48mLvTAj26Mbi98/He5sqOhKyA85S7+fMAXdrR8xNcenNY6Ho1ucjU8evvpiac1HnNdjvki//TRb18MwmQPzbp4ij05NDrYtKfWtXCim2v0mLOryXF08dfoUpPiLt7041MHMCQPq5rDL9Zyp168QeFTy86F2nBW8bELj3yEkw9k7S8sgQCgQBRQgsBFByZBPBWLwweMgKDh8YQB2tNmGdrfOJxTNHgLEFD0KTRyPTHYR1OkEsA5+goAW+Q88dyCPq8IrM+zaCUr+wWUXnPfdvssxC8HwEXl4nABwYSHXgdaEwu8cDhQsAmyJy+bsMMEg+8Arl69um52cRATspJc3PBr6OIiJmEx7yKCF52vcNHhqW+k2wE0dsjDIW6SLfn0izeddMEtPvzLV3S8bNvnv85/P8Zx+SjM8sMn8njIwkmnOTwazNlCs4emm+PXrY1sGzUjHvrTkc747et0y4fOR3rI8Rle2OjgK348Gjk+G132fDKnPyzGcpbOMOYHO/SH08iGWohXXuRMHcUbfnro8Llau3DhwpL1oJA7usTfx1RvsOSnLBk0fvKXLl1b/39ymxpF5pzmDMMc5iRhTzsHwIFAd1h90YUfb6+MGVsGtm0Fz57C7NCSFwBP5NpMEgeAVWAOEQxuOaMnnCeuwKP1D1JgpqMkCaik9mQUbEWfP3084LdXbZcVP8JdETvA5PhvdLOKB4wuN/FgQ1BdNC4hX/j5Uk2C2IVNo7+48p8MXWIJq0JjozUM4kBHo/jiNRYX+ksuXjbodSiN1njYFDc85DX7Glv25Fgx2cfnc6ILw+VmLV542xcH83ykiz00o4bnkE4X/Do+POWuHNGZHXvpSp8RHvL5mW/k4jfX8YeTTF3c1Q674SKLpok33jCgpd8oHupAbbCh9tA7aGTRreHNL/bQ7aO7CNSNt0Zr+fDxEI9LPGz0k1H/Rvpg0O2JBRlto4QjAGHWMWLArHNQkh1UwXAY3DgcxotuDDy6glD4wHJM94rRAWHTPnA+w7CjueV0OHxfgF/B57A9T0mHh008LpnwolnTZ47fjxY82X1uJldAXBYfffTR8il+djXBdGhKMoz8duAdHG8U/HFo8LiMxIafYukbU3H4+OOPV6xg0eivYLLFNlmXgxF+ONmXLLKKYWJEZ5cvePlfDmG3ho0ce/T2hKcPTq0iM/pVX/8iztOZfkVrJKtln110eXEhld8KUK7Cko/2NOvwxd8a5ukH33QNz5zTI75waGxao9fhsp+v+Oiwr9Gpi49zwLY1PeZ4yaZv1jf/6vbNycpdOKzpoF/sYKFDXukP17SHX82///776+GGXz7wO9Bk1Bo78mstn+EOL1to2tEhl2RCwBIqOBIsAIQdFE/Nnt6K3D4A+DUg8QOCxgEOMuiJoCDdSPSRI4+HXaOna8UjePg5J1CKy8VgDosLhB148GiwZ5MNB9IBdUnhpY+fgoSX3+YwC6i1Tge8nt78kBidL/R2sMVA8wTX+U/eJccOuy4E+vhrj390uIDQ2cfnjUWcdJcJPjbDVG7IipNmTq8uXkbNSC/5eMg7lPTxw5otOXAp+YKRDjJw2ePnrAcxsicm5NlweeCTFzT66RGLmjV9cJG3zgYea3thsmbXWCNvnV4YyKCziU5GQ9e16X92yNT4hDdc9OATIzT71mEjZ54usuyrIfElA4fY4BMXMdWt4dbYyaY1fljR1U4fOemXI3Q16dDTg84Pdu11zthhA25t83RSMJRjJmxulLxe91Jg1AAHpNcFBjlIsQK173B5GggGnQoZSK+yCpg9OsxzxOGg0wHgAPAl0Jo+bw5aP/uGs4CyRSecHUDfZpvDBqOCpAuvBps5O4LD97DCK0bosEgKmtfZ4sQP9r1mdfhdPG+//fbyy1/qcNA7+HjpYiO89OMJHzu6hJLjoxjBFm6xgIGu8mZPgeG1Tx989Lvk8NGHx9qroB+1nDp1gPa24gAAIABJREFUamG3h0dRyYFGVh3AkG00TUzZEk80c3iM1uZk6GyOV0fT08UXOajwD3OEl177Gn0amk7emG581vGFPb3W5bC99BnDPfeK96TRp8m9h5DGD43tciq28FSrYUvXxI5HPWhirN7oKUZsdZGkMxzipP490LT111odKoXgBiAgoQliIhRoyddLDgBA4geAIaMC4SA5gB1kv67ngPs8jQdIYLxy+9JLUhQeuW4uF5DLgh427ZOF0U2n8BRJdrMNl7k9dsz5x0aYyeiwo+PFp+A9VQWZHf4JsAR64jmcdJIxutDg9JrlUHrttqbb0508nHTYs+6AihNfYZCDsITfml2jPLEpnkZ6yo+1+JDTxMu+LtlssM9HueCDV/N+ZCPmdMCgGH0BSZcvJ8VAV1j8QoebPTo1+NikR04nHjQ48Bvxio1mbG8R9m9j8Rjbpyc5tOh42mPXXENnszX+7JlHzy5eMnTY52fyeKedZIx4yWjqB68RXe7EylwTR/mjS92geyhZF1cY5YhtevHpcifGeNUdWbbQ6bUnz2ySw7Mw+WYWY84wSIACRhXt4esBXl3SdTI9jYGRZI7gYVjRoPsxmi/a2PRk5XzfTCs6BYSHPAye2PYdTgVeEMh1AGFzy8EgODMIHIRDwO05aCVOYPIDnzmM9OF3COHuEoHZBeUjAnzk8528txc8Nfr8KyUXGJ/h56NXYgcDLjJ0iLXujcMbAIxyYmTHweMzLJLHR/pLMn3oko8mFho/xA6/WNLjoxI/zcVEvH2DqyDYoBdm3Y9s4PMmI9722dHEhoycoSks/sCrs63X4GJPx88OXDo+/pobdfz5lK9znbwRvz0yYiYO6TIvLo3s2YcFzUhWr5njmyM+cmS0+NPBtjiINVxiqI6rF/ywij0afeFvHSa2wyWecqBm8JH3sJMbhxqfnl94dHi0TVErBIoKog0JVAyAcYzingT47TmoATd2SBx4+nxLS4+iYwePPfoAFgyHiV1Pd82+YhYcTyCfiel12DlGhwNT8DwZPZHIkOUs5+jXyClEAYfDQaOjxODBDyd/dAXNttdyh1IwYcXjCedHGPR4ygmmxMHpELDrH+X43x05sL59Fy/JoKPC8bvvnvJ+U08C8YgDXXyzhpfvOswKAm5zfOZGvcuCDD4+5aO5DisaH63FRFHyVX7Ely35cWHJt1jz2xod/jodbFnzHa5shY8Mng6hutDx5YccyBs+NHOjdf7GQ098aJOnOfnk6NEa0WvmZHQt3ebJT346pky+kWeTzx4CYqmu8atLOSHXweR/9UmGPF46YNDCZY1OX3Jy4nJWT8U9GfzxpWvr1ANjLmESDajkAqH3ukfQHCiFRUaTNHsc4rwi9e31nHMSH9Dk3PwKqSeY111PGvrtKX64XDAuDIdODyes7DlMeOi1Vrjw23eQ2PQrgQ6cJgh8EnhzvuQ3XgEWPP6TZ5sv/iIMPHzyVBfkfKZH8PnjkHp6o8HionAJSBRZF4QRJt8rsC82bHorgd2+eIiBywum8NoTAz7ADTM76PCIhdzASjfbeOizxw55/DDCZc+FSI/O9y5Sc/Ji60KgW43IBd326ZsXVXGsfuBijw5+yJU1Pj7AWbNXXsjzvVbe8JiTM2+d7qmPbDrixYeWfvjjsQeTRo8OvzGb9sJNJxl74iKePkqGgV68xZwsXjqzz9/2ix0+eukJN13WYmcunpp9FwdZNShPcrp8IQCYTYKMYtIJUpQDkqkFTBEoQADRNMAVEboCJUuHwqWT4eS98ik6xaIgyeKlV7H70ZdD4MnKtuJysOgh5ynOSU9qBSZInMPLHp981veW4NWTDDv0a/ylkz5PKkUuUPjQYHAgb9y4sb5Uo59en8thpgdeOvy+MixPPfXUek33lBcH/H6RRJw9Of3DGrHxoztY6THywYFxwFxyRv8kV4z8k0L6ydGjiav8wMSuUQz4x66c8L+LlR4yHUixNld87JVjOOBRE3js0ycubPOVnHh5I2CHXVjowCN+5KofesJoHy5yydjXyNgXUzx8ohM9n43qR8dLh9EaL13kdflt316yazKe7vjyFV/yZPmKZl7LLrpuLc8udr/h6LLHD5NGhyYG/BZvcRQ3a428uMGCZqQ3W+IBV1joJJOP6OyJmfz5Hks9aeuPRqQUE0MKg3IKKEbP2QyjcQTweIwKP4CAmeNRtIrdPiCK2ygg9gAOuMOgqHzrC4t/ccOWpykZeiSebNgUsQJfTu2/ZeWsSwXdgXHDOigljK8wOrS+bCtobMCs0CUDn5vZgfeG4QCLA1mjZLmImsPUa7/LhV6Hws+hxdq/N3ZxiBdf6eYvHBLjjcNhc9GQF8MuJjbp19E1ceA//g4nO3iM/GaLH3xX0LCi6eKPJk7W5OhpXwHxQS7EAx9+NssZHXTzQ+zM5Qje9BQv67DQrWXXHA0+8uatw47Hvt6cfD6jH+pNT/xT3h5b/GajGIuvPTT6jdOmPWu+4HXA/TNTfHTZR8+3/BGf9tQaHWRcpmyLq/hqZGYjp+MrntZ0yov6Npfz8G4KgxFFRLFbRkIDnzAwGp5A47EWXM4wqrgVCCMA2sfnEODxdHbj0WtPgZJx6GERHIfTZw6/FkoXsHRxQgD8u3KH1puCNRk9W7BynB8SQC/7eNmFX8NDp8/ZCtjnKUVMXvHCzTev5i+++OLyjz6FDI9YsYnmldxncf+6DF3C6HQheOOAz/8Uz2d1vomVeIgTHGJQsdDRl2H+Lh57sPCHvYqIPFn+RLdX4dgTS/swlQ+XEltkXChwFivxJofXhUaWHTFUQPDiJQMTv4wuYHrRxZCMzsbER68Gp25PrNHpiU6Obvto9nQNr718x2NuPzp5a3todGjoeOto+GDAC3Mycq9bh8tcyx458fZHN9UrW3IrZ2yRw6O+zcUwDMbw0tHaOO2Yw8UmHfGp5Q61Oj5sI17//d8ZBYCgIEqWpCkSgBlQuIwRlnTgc9hIxo2O155DRZfCAcJnUEUPNHDGnoKKh058HKYrp2Cjy1PNYfUK7nMyrOjw4KlABUFQFSk7MCtC/OYCq1DJSaKfb/vxnsvDX+dweXhqO/TkHQS4HRT8MNJB3pwPntQOOszFx5NZPGD1xPaK7oJDc9nRK7Y+JvhoAL/fJPQUL24lV3z5xU80sctv8w4tfWR1vHymVx5h57fGFzFWkPjs8zm98ke/XNgXPz6Lgzqgiy0PBzaM+PDQCasOF501cmJUnOAkU67ZtCaT3PSTL/a1eKcuNHa1dMBlji+dydvTW9NNB7/11smmix5zeFzKb7311npY4Gc/bPbFS6zEyWVuz9sb3uLLvjMgXnKETk95xFuuYMFj9JBUD/bkjB1y9vJrs2BcoXbwAuqJwxjDeAi5pRUHI977FTnQDHWgFAxehvHTwzhbfSEREDwSTxcae1rFbd9naoeEvKB58gqIwmLbU91BgQsehxTdq7pestHM6WZTAPllzq7fX3fY2MQjDjo78AkieT6F1RzdGjZ6jOJpLql4xMul47BIOl98vyC26fUFpCc4eTR42S/RbMMrlvDhg7W4wJCPeIuleFrbKy8uHn7/h7F7WbGr6sIwHHBdkEGRJOWZiEUCoqQX8FICegN2bEja9mzYkDRUxIQED2BaIRf08wz2G4ab8icTpvM0Dt84zbX2rqrIj2S4YGsw0SmedCh+Ou2Rwf/iqKHFzya09ODTrNGHqaTLJiP6sOFhy1V75QNZxQaeeNKBX+vM3FnNvG6PLjj4Dq+5c+viYo6uRjba/M2Hii3d+Phe52O5IIf4mGwPJnt8x7f40ZEnvvbkTBfnxmVOhhqLjxx7ePkmXPngAB4Yo0IRfIb6llvBAJwQzBh1SgTaHl4BBdy+oOvoFI0E8GOngg6IJugMp1cRWfeKqKg5TuH6jTFPWTgViacdo7xGK2I8/o21dHoa2/dlFWwS1JlC8ySCGR7OhoUOdPSz11OOLk60j7cx3PRzuC4g8LokJDh/CZC3CUVOH11kC6B9tpk7o8dF6HWfXv4iX+Bh10q+CgUe/qWLDejZBysZcJnbpwMtfeIDB8xk4EeLBh8ZzjVz/GJDh32Y0KG35qv8U7GQ68w+vNYbh314nNmv58/WA+L0n/bQ4MsfcLQ219DW0P9Xw+ecLC0dbDSHk63Wcjf6Rjai8+bFRv4SL+fJ4jd1hF+uexOVG841uYdG3tgzFyPy4LK2D+fGZZ8erTn78wFeMrSDAIEWdAeMwgwMwQwlxIgOowQVeOcMsy8xK3IGSSjAAfNLIc4UqHXJkrMUqyL2FHMboff66zVaMnhywKCYveb6csqPzSooZ92OihsWDvUGoKgVEV34yXZOhi/02EIOW/jCWuKyE1bdZaZYyeAjXcNDt8YP9smAnU0uTL7gS5+tYYIfDXu9uvtHBhQ9HYKPnly6BIx+jZ46Pc4qSj4yJ9cZ/5Kh8ac9+PjBvjn7xMhHBzrIkHDinF1GPLDlMxjo4Q9+oiv/kWnNBiNZaMmHlw40evic69blA9xo7NesNXTkaPlm09nf6/TEa707GfxDpn32Fed87DzMRud0hInv8aOT54paSxZfoFW8fM93fCpX6XeGhn6y6A2DPfPiSK+1ffrM6dHMdbLknh//avOvtQIWYAAxU0QgpT0JMRNiTXDJYl+h43UOEJkMkCRkk4mmwNjjGIntCdgrtycagH6n2ujzd4b5DKtgFIsGg8/BPqtrPVG99sItaRVc9sHlMlBUvgyT4Noff/wxBUeuH9mxDw0ndQl4UsPrFZstMOklB9u8TfAF3vbRuNxcKN5Y7PsFmDt37kxxWMPCL3yBn3xYSzprjW9hRCs+fMgHRnrsozFnvzk62IziAz8dZKMXHw02cmDgr+TAQRYee+aKm0x7/EkuX7sIxCAbyEsOG9gKW/vhhkXXstUcbWPnRvvkdkZO+/FYt9fciE/vDG++3HKc8489vUJiQzLw0ccf9hRxdM50cjR28St/8lFPfLxiKq/tkWekG0/2bIxbR/5CTxes6lI8qpMDkcAhIlC35zYWPKBSxkBC0PRa7TYCSmAJB0ACAI+eIvJ75XNuXTKYKyRPOq/2CsSTgUM8hdH31uDpGHB7aD2NGCc5JZkvy+DmcIZyvjO46WKX3m0KKx5vBnTSzeEuGHayiS1GurPfGb2NZLpsrDV64bDv0lEMPnY494bCZ875DQ0cZFuLBcxsR88OI2xo0aBHQw5d/IlPt24fLZxsc+F5g2GLpywfii0/onHBspHsYi657MGApqR0rpOF3rmxQoa3JE8W+2DTzfXd8ERzfhadfX7RyLVO1+aP/nyMBjZyiqE5WWF1ng54o3OuZwd/83U9Wrzk6XxGLz70cqGYy1M1hm/HPDn4020kwxhec7I0ssXDw0k+ZMN8Jrch6IgcAKzwJIYAl4iKUKJ4opYghEpWwBWGjl+wBR6PkWyv3UAxSkIwoMRAQ5/ig4EOIye4SHq18brNKHoUI72c44mElgz2kKfF56ldckt03fcO3hT86zDvvffefMOOv6ca2fjYQJ8LhW1w8YnA7ca2mjm/VOCe3N5OfBPrY4Qgkc8vfK331gODfQGFWWcbu1vzr0SAweVlDRtfsL3CdTHYc+4SZIdLTQzolIBiKs7O2cU+esTH3Jk1GUZ7uiZv4MILS5jyhTU7dDxkmmto8qGxhLa/z9A6q8VvD1+0yYruqnHrgW3jdabbg7V1uMlrPzvEyscuMbCXvOTgMccHt4ejeFjLU3xizYc6WnLYlEwxQWNP3uj0iAeZRl0Td2+GPg7IP23+N0mACp6CkxQ6wRKgIALkXCIprp4qEh+N7gxQIxBeDdECojitNa/EkgwwwBlFXxgYoQDpdE6XLzc409NG85SnSxGjUwQ+03MMOfYUp1+ccWH0uRKPb9/Zpnt15nCflXVf6rGFXfbpdiFIYmuFyD6FQZYmMBqsza3p9EsvPor4TTev7P6RfLjYzu+6YAgin/GFMza4YOzBIznIV8Bs5Qf7YkInOfD4nfjbt28PrYuYr/mOPDbV+VhCKGBdcwHQRx657IXBnC7yjXyswSm29uHW8sH2gzNydTzW6Gr0WJOVHLTm+paFB51mHx3+aKzJMurR2dOjS2c0ZHYWP1trzsLt3Bwv2/nUSKZmH421uVzXrOWlGCp0ce+MLnm2L/ttZ3Lp1cKARiyrFfLUgdyTZ9r8/8klrS6YmASCUomNWTIACwBgOqM0CiQHHs3TyZwhuuTza5n4FYZiZ6wnnJEeXRI6B1JS6hJMV9BwwdjlA6vXd3veEMiHlW5ziVgy+nk1GS4OAfG2wAay6f3nn3+mGPxGGgxksF0jW4HZ42B6BRweego82pLDPjs4mj5F5OOI/9uFL9rgZjt8ZPGhtUZesr12edMgx6s+THzqJwM9sV06LlIXlv8v1+Xl5byu4SHfvwsPv0sEj/igZ4/OZ3xKp3M2sJFfNT4Sn2JVIRjlABl4NXvW0bRnJLd9c51MeyWueetoR/AV/9m+N9eKRb68gm3ko0djTB8bNo5sgpNNyUYffvL5xncxYuOBkLz46BFfMuzxqzm/i49zIyzyhL/JkD/oNfwaTOjoFDMjGufiqxnFHn98B6UIKRNkr6oAKwIJRBDlFPcbZmglFcMlREVAlsADU5G4ABihqDmh1/ySBx3gOl4yJaLiQg+0z7puJU8w53ST6dyl4VwBu0zwwqfDDh8dPXnZ2CXC2S4wv9LKKYoHjyc6HgVKD3p05uTDzkb2oocJfnto+M7otUkwFTgfe/qykT/5kn/Z5yLE78IRGLzwe3OBw998K15vLX5phyxxEkwY2Hbz5s1r9+7dG8xswQ+njwZ04mM7nzlnm06ntcuDP8zJxC/mbIKJz9nq3F52m7MfJvRavNbOdHtstFfHozknx1qPxxmeLbs98uInD0Z7tXQYa+bkRWdNL7ujp5vc8ISNDDrw1/DpfCc/xIfv8PIPv4ulbu3hgsbamUI10odPfrjYxVxO0Ed+l7BcoV+3Z22kn03o4aVLnMVbOwTPBiJMEo8Sa4Yj9DQBhnBJQXG3jqe74vO0VFDA+TYZYK/nZEh0CeVcZyS9klCCMhKP4uAsTx+fG9EBTr7LwuuM4kBnX8HRB5s1eZzFcEUAowuIE/BUUGzUYJS0aMh3AXm19/Nqr/nkwqmRq+hgoYdd8GVLScE32ck2X+ihEVwXkT347Llc+BoGvsVHH9z0wO2z/Pvvv//qFR92/PDyBZx+HOcPY/gOTrEjg2w+c0kJvrWi5zNyii//wy22bHauk2XNXomD3tqIhz/xmWtGdmho6NSbR2cvGvTOk4nGebKcmzvnY609887M2b112tu6zeWJRlZnbNM29nCg2WfmzjRxkIN+X51c/hU3GHpSm/MjX9HDx+bqCl57RrrlaD/FkRMa/WSRj89a7nTG/3W4yBGjHZeDEhuEIFLwlNlPIEMw6m6jigmfxJIQGgM8XSQQkF4LJbdk9T9ok3jkSjrOoNNoT9KW/OSRy0EcJ/nRaILDKWTTYU2H3ud0uOlyBjs81orZGm5PWWufWTmPHjrdpHRxFmcqEjjpcwnAyE+CBGdz2MjgAzQw6LALMtoPPvhgnrhwlpB80d+fo6GbLWT4LP/WW28NTnj4vbcOssnVvcm4PNDA48yaLJdM/+gmf7oQnLsg2McO8RHbEh823YXjcqa3JKMDNufo6XNGF/nWyTHXNWf0au012iNXQ2O/9WyuwnaGJjo4mhu1MLZOLgxibx+Nbi870G351s6jNdbw6P4W4dGjR1OIfICfP9SQZi0n0MpXPuVreSje9uHhU/LFJP9bNycrndHB1jl+l4F8sMdOerSj2wEwrQASBKARM6CEAgEgegWvWAiTKApJUVCEjhF4fQZFJ6G9hgNBDx7F4yku+eL1xPTlAXoO8O23/9dYr7jeEFwKGhn9HJpcRapxcp9nOZ9sP1PXJL7iZg+MkhgvuQqLzfzijG0CQ4bPXnD5Ao0T+cAbBzqN/WRq+Y7ffKuuWP3vZ8lzprHNxaIg0dDrkvSxg7/g8XGED9Hyt6Kjr0DiIRNeSQAXn8ArBi64Eo7PXeJkiAmsvdbhLy70uZzICS+5dMGBTrNHBnvs69a6uVYSW6PDm2+Mmzd6Y/xGPHTT19poTzuXBzO9yR+i03/w1fNXMjbd/5vj5yNvsb5IldPiBA/b8xmfyhHFbS/M4qKjhzF/0onGXnPyyEADr04WXjLEVlzF25wutPmMnEMyeY1UbALbre0JC6ROgEQngGEMpNzaiM8TARh0Epc8MgTGvsLyKiKJgVF0ktjnX4Dp0BjoySTBFBRsil5i4iPXCEOOduZNQVNo9HGWObycAJPOPqOLQXDQkuln1/C6UBST5jLzSu/JCytMgqlwONiep7cLp+DAb16D7eOPP36VdPzJZwXSyHZxIMul4TKC3RnsWn50gdonx4jHSKZmTp5RQvCv7zP4WJxcnGxyUbDLpcifbLLPLvj5VqI4k1RwwKDBQJ49fevHg3/biFazv/tsnjDDGg/66JJtj+zdkmvPHK5w4isPttzNb14xoKezhiedex8dfzj3V2cufG+EaNDTr/EVWo0P1YpmT4eNza3JS098ycTnXMsmNNtW+YAeNhc3uvxzSGjJLqkEViJg9gTCCJzeU02iKxQJbs8TkUKANUqceeopGjRkOpd8ktgXUQxXaGQ542xyFLXXS0ZJQk9wF4NCtKfIyKxYkutywc9QepwrMMVTUjIcnX8uigPI9RkcTskNuzkbBY5svmFj3wVkD/9UiOlFr2VLQYPbnu4ytIYRPRywKjD+KHD0ONPhoYPP0JLLFnNFbi2wEit/0KHBSaYYGmFAj5Y8dtnnF7wVuXMyyglzfGGHy1zX4NPJQKdbw0gnOmeaM3MyzDtH31789tIjjvh0PJozc7i3nM6G6Ow/ZONLn3E3azS11vbo5hs/JXn27NnIkWPiysfkamHKHmP6nJORXDI7w09P+huda9ZbVjGVt2TKYbrFNizzmdxTVRE5DIDixxQD4RWPp6Mko0CXaBWy5FS4PZl68gq2Jyg6/xiEESAyBY8RZOqM8BT39PeK61XeEyfjgOeYjIAZP6x6juF4sjnAt8vmCkZXoDD4Iso+m3QXkP8zJZ9U9F6nFQH9ZHrCs4dcn6fJct5bAmww8A0e3RpG9vIJfl8O8jEcLhX6PWntVdjOyEuGM90aDhj4Hw3ZOr/QRYexmKJRtOzy5HbJkQG/2OBzRh46LV+Ts2WZw8Df5GqtnbEXTvzmYULjHI9zc2caWc7RO3dWTJOJTrzQwWhfzhjxhIHsGhnOw9A+PbrWmB5ydgujeLj4f/zxxxnFyZnva/hUzOHIvmzaGM/10amlA09zcrT4ze3BK75oxVxTe9ZsF0dYtHldl2B+aUPCEICQIzXCMUhiYLohzNExWoJ048fnycRo8uwpWnucAqCnrDlnko8fnTnQnkyesl7Vvb5eXFxMoWfggDsVt3lO6QnoCabowu/tAl4F5mODoLh5OQQO9nmt5QvJDztbYVII7HXZXL9+fbDRSZe3Dna5RNji7UPxJhMfOjYrJiM6ASghrOm3VmDWMJDBBhjt8ZHAsokfujT5Cw3ZOp1o2KejLeDOrPkrDORqaPkfDT1kxYceBt2+ZmyPfjR8rNNBhj3zcG1+erYcNOiTnx1s2bjjIV98yHResqMnIznwbF2j9PSfaOhFo9tr3LRspMPbjzfO7PJFqbyCI/vR8R1Z6mrrMUen0attfPSEZe+HCQ9dRj4wlzfZabSfjkMhSSSAFIaASzABN5f0CplijJJYQhKgEHqyWTOGwV6dJKDPqhIcneQhky5y0Shkr6gKxJ4vvdABr6C8mgsiA9AqNnN46MtBGWytkDjDnDPhds6+gsJmieBtQyHRCY/CZ4Mz+2zvzFuFYhY8OuBA44lPl0vMRelScjn4bA8nDOQVUFjCVRBaG2GEgY+9TVlnDxkF1T4MzuzBYM/Ili673hq8CTmnEz6jiy9f0o2PvXxmzdb00+N822Fv9zDgDQd68ujLXmf40Gnmteb8hD46oz1jmOBBs7GSbY1u87Sfnj2i18mvndOThYZunU3iKlbewJxrGzc6PDXz6Pacn/MN2vxjjzxr3VxPRhjVhhzQ5IR9tZLMw+smhQ4lry+9JLebSmEoBMa4vdBJDM7tm29zTzNGZ5REAUbhUuR1V5K5ENDTxTBdMtvD7+kOsARVPLDQyYkSE50zfIofLpg1F4i1i4qRGmfAJJHNndPtaUwOnc7YCa8nMOewLaehUWwuLBcYf7mU6OALZ35W7TsIlxIcLgtvC3yIhmz62EoOHC5SmFyGbCTPGi072Whuz7kRJv5ko3PrLlC+riWHz3QXaz5gD7n8Yp8M9M75Eg76dneu4Q0nHOG2p9lDm4xG+upkaNbnDW+6jORFlyz7sBvFjTxzHW106Yu+3CRTg11Dr6Gz12hfJ8ee1lx+k6fA5YuYwyGuaPIpGrG0T0ayR9jpP/jqeNHCIb7kauFKhj20YVQLaisb1W+xRDu/1mriqQSQ5PPaKugSRBJ1U0gue4QSwlgFYQ9vDiRPYQZY8VbY5DEAP1DmEh9gxpobOZBMOiSwgEpK9FqON5KDJww511sCh7uo2FNgyW
d. Waves are destructive forces that over time can wear away at the earth’s coast and change its shape.
A well-populated beachfront community in the Outer Banks of North Carolina is trying to decide whether or not to fund the construction of a seawall to protect their homes. To make their decision, they held a community meeting last week. Which of the following questions from the community meeting is most relevant to investigate in order to determine whether or not a seawall is needed?
a. How do the heights of sand dunes compare across the beachfront?
b. How many tourists have visited the beach over the last 5 years?
c. What is the rainfall total that took place last month with Hurricane Matthew?
d. What are the measures of the size of the shoreline over the past 10 years?
d. What are the measures of the size of the shoreline over the past 10 years?
Under what conditions will there be a repelling force between two charged objects?
a. When their charges have unlike signs
b. When their charges have like signs
c. When their charges are equal in magnitude
d. When their charges are unequal in magnitude
b. When their charges have like signs
7. A fifth grade student put a strong magnet in a plastic cup. He then put the cup with the magnet into a wood box on his desk. To his surprise, stray staples and paper clips were attracted to the magnet in the box. What statement best describes what the student observed? (DOK 2)
a. Magnetism can be strengthened by conductors.
b. Magnetism does not go through other non-metals.
c. Magnetic fields pass through many materials. There is no material that will block magnetism.
d. Magnetic forces only attract iron.
c. Magnetic fields pass through many materials. There is no material that will block magnetism.
The Woodland Elementary nature trail includes many species of plants found in the piedmont region of Georgia. Four students went on a walk through the nature trail behind their school and collected the following data based on observations.

Which student was able to use the data to develop an accurate model about how the plants could be sorted into groups?
a. Student 1: All of the plants are nonvascular plants, so they can each be sorted into the same group. Nonvascular plants must grow in areas where water is present, and vascular plants do not need water in their environments because vascular tissue can transport nutrients to great heights.
b. Student 2: I know that Plants 2 and 3 are vascular plants due to their tall height. Plants taller than 5 cm must have vascular tissue to transport nutrients. Plant 1 is a nonvascular plant because it is very short. All plants need water, so they must all live in damp areas.
c. Student 3: Plants 1 and 3 are nonvascular because they do not have true leaves, stems, and roots; therefore, they only grow low to the ground. Plant 2 lives in a similar environment but is a vascular plant because it has these structures and vascular tissue to transport nutrients up the length of the plant.
d. Student 4: The plants can be sorted into two groups. Plants 2 and 3 are nonvascular because they reproduce using spores. Plant 1 does not reproduce using spores, so it must be a vascular plant.
c. Student 3: Plants 1 and 3 are nonvascular because they do not have true leaves, stems, and roots; therefore, they only grow low to the ground. Plant 2 lives in a similar environment but is a vascular plant because it has these structures and vascular tissue to transport nutrients up the length of the plant.
The Appalachian Mountains stretch from Mississippi up to Newfoundland, Canada. What is the best explanation for how this mountain range formed?
a. Wind has pushed rocks and soil into valleys that have built up over time.
b. Volcanoes erupted for long periods of time and slowly built up the mountains.
c. Rivers and streams flowing down from Canad desposited soil in large amounts until the mountains formed.
d. Part of the Earth’s crust slowly collided until one part was on top of the other and pushed upward.
d. Part of the Earth’s crust slowly collided until one part was on top of the other and pushed upward.
Which process is most likely to create new land in a short period of time?
a. glacial movement
b. volcanic eruption
c. thunderstorm
d. earthquake
b. volcanic eruption
Which of these is the best description of how a bulb is lit up in a circuit?
i. Electricity conducted through a wire is converted to light energy.
j. Electricity is conducted from a light source to the battery.
k. Electricity is overloading the battery causing it to create light.
l. Metal wires move directly from a battery to a light bulb in an open loop.
i. Electricity conducted through a wire is converted to light energy.
3. The robotics team at an elementary school is working on a recycling center challenge. They must come up with a way for their robotic arm to sort through a small bin of assorted materials, pick up the magnetic metals (paper clips), and place them in a shipping container.
The team members all have different ideas about how to successfully accomplish the task. Which team member has an idea that will work? (DOK 2)
a. Student A: Use a bar magnet as part of the robotic arm. Move the robotic arm over the small bin of assorted materials to attract the paper clips. Then, move the robotic arm over the shipping container. Turn the robotic arm off. This will cause the bar magnet to lose its magnetic field and let go of the paper clips.
b. Student B: Use an electromagnet as part of the robotic arm. Move the arm over the bin of assorted materials. Turn on the electromagnet to pick up the paper clips. Then, move the robotic arm over the shipping container. Turn the electromagnet off. The paper clips will drop in the container.
c. Student C: Use an electromagnet as part of the robotic arm. Move the arm over the bin of assorted materials. Turn off the electromagnet so that the electric current does not affect the magnetic field. Collect the paper clips, and move them to the shipping container. Turn the electromagnet on again to drop them.
d. Student D: Use a horseshoe magnet as part of the robotic arm because it has multiple poles to pick up a greater number of paper clips from the small bin of assorted materials. Move the robotic arm over the shipping container and turn the magnet to reverse
b. Student B: Use an electromagnet as part of the robotic arm. Move the arm over the bin of assorted materials. Turn on the electromagnet to pick up the paper clips. Then, move the robotic arm over the shipping container. Turn the electromagnet off. The paper clips will drop in the container.
Which of the following is an example of a physical change?
a. A glass in the kitchen breaks.
b. Apples brown when they are left on the counter.
c. Logs burn in the fireplace.
d. Milk sours in the refrigerator.
a. A glass in the kitchen breaks.
A student has built a model of a hill using sugar cubes as a base and Georgia clay. The student began to pour hot water on the model. Soon, small holes began to appear and the hot water was able to reach the sugar cubes. The student claims that this model is an example of a force shapes the surface of the Earth. Which argument makes the best scientific sense?

a. This model represents how mountains are created by constructive forces. The water pushes the sediment and rock down to build up the mountain. The sugar and clay represents the mountain and sediments.
b. This model represents how caves and sinkholes are formed by destructive forces. The hot water will break apart the sugar cubes allowing for the clay to cave into the empty spaces. The water erosion would cause the cave ins.
c. This model represents how a volcano builds up the earth through constructive forces. The water is the lava that melts through the clay to reach the magma that is the sugar cubes
d. This model represents how an earthquake can shape the land using constructive forces. The breaking of the sugar is like the movement of the plates that changes the surface of the earth.
b. This model represents how caves and sinkholes are formed by destructive forces. The hot water will break apart the sugar cubes allowing for the clay to cave into the empty spaces. The water erosion would cause the cave ins.
A soccer field at Meadowsville Middle School sits elevated at the top of four large hills on all sides. The principal has kept detailed records about the field including soil loss and major construction projects. Below, you can see parts of these reports that a student cited as evidence in a report for the school newspaper.
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
d. How has uphill planting recently decreased the amount of soil lost per year?
A student has constructed the electric circuit pictured below. The circuit will be used to light up the backdrop of a project. The students in the group began to analyze the circuit. Which statement describes what the group should do next?<img data-fr-image-pasted="true" 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
c. First the paper clip switch should be closed. Then the circuit needs to be rewired because the electricity will need to pass through the light bulb in order for it to light the backdrop.
A group of students carried out the following experiments. Their data tables can be shown below.
<img data-fr-image-pasted="true" 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
c. Magnetic forces cannot be blocked.
3. A student wants to make a model of the cells they have been studying. The student designs a procedure for other students in the class to follow in order to create a model of their cell.
Procedure
Which action should be taken in step 4 and 5 to best model a plant cell?
a. Step 4: Spread a few small blue skittles candies on the play dough to represent the nucleus.
Step 5: Use green construction paper measured the perimeter of the container and glue it inside the container to represent the cell wall.
b. Step 4: Spread green lifesaver candies on the play dough to represent the chloroplasts.
Step 5: Take a large rubber ball and place it in the play dough near the center to represent the nucleus.
c. Step 4: Spread a few small blue skittles candies on the play dough to represent the nucleus.
Step 5: Spread green lifesaver candies on the play dough to represent the chloroplasts.
d. Step 4: Cut a large triangular shape out of blue construction paper and glue it in the corner of the play dough to represent the vacuole.
Step 5: Use green construction paper measured the perimeter of the container and glue it inside the container to represent the cell wall.
b. Step 4: Spread green lifesaver candies on the play dough to represent the chloroplasts.
Step 5: Take a large rubber ball and place it in the play dough near the center to represent the nucleus.