<snapdata remixID="15008798"><project name="APCSP Final Project 4B KAgrawal" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="APCSP Final Project 4B KAgrawal"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Q1" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="q1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x cord</l><l>10</l></block><block s="doSetVar"><l>y cord</l><l>150</l></block><block s="doRepeat"><l>15</l><script><block s="gotoXY"><l>0</l><block var="y cord"/></block><block s="gotoXY"><block var="x cord"/><l>0</l></block><block s="doChangeVar"><l>y cord</l><l>-10</l></block><block s="doChangeVar"><l>x cord</l><l>10</l></block></script></block></script></block-definition><block-definition s="q2" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="q 2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x cord</l><l>-10</l></block><block s="doSetVar"><l>y cord</l><l>150</l></block><block s="doRepeat"><l>15</l><script><block s="gotoXY"><l>0</l><block var="y cord"/></block><block s="gotoXY"><block var="x cord"/><l>0</l></block><block s="doChangeVar"><l>y cord</l><l>-10</l></block><block s="doChangeVar"><l>x cord</l><l>-10</l></block></script></block></script></block-definition><block-definition s="border 1" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x cord</l><l>150</l></block><block s="doSetVar"><l>y cord</l><l>0</l></block><block s="doRepeat"><l>16</l><script><block s="gotoXY"><l>150</l><block var="y cord"/></block><block s="gotoXY"><block var="x cord"/><l>150</l></block><block s="doChangeVar"><l>y cord</l><l>10</l></block><block s="doChangeVar"><l>x cord</l><l>-10</l></block></script></block></script></block-definition><block-definition s="q 3" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x cord</l><l>-10</l></block><block s="doSetVar"><l>y cord</l><l>-150</l></block><block s="doRepeat"><l>15</l><script><block s="gotoXY"><l>0</l><block var="y cord"/></block><block s="gotoXY"><block var="x cord"/><l>0</l></block><block s="doChangeVar"><l>y cord</l><l>10</l></block><block s="doChangeVar"><l>x cord</l><l>-10</l></block></script></block></script></block-definition><block-definition s="border 2" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x cord</l><l>-150</l></block><block s="doSetVar"><l>y cord</l><l>00</l></block><block s="doRepeat"><l>16</l><script><block s="gotoXY"><l>-150</l><block var="y cord"/></block><block s="gotoXY"><block var="x cord"/><l>150</l></block><block s="doChangeVar"><l>y cord</l><l>10</l></block><block s="doChangeVar"><l>x cord</l><l>10</l></block></script></block></script></block-definition><block-definition s="border 3" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x cord</l><l>-150</l></block><block s="doSetVar"><l>y cord</l><l>0</l></block><block s="doRepeat"><l>16</l><script><block s="gotoXY"><l>-150</l><block var="y cord"/></block><block s="gotoXY"><block var="x cord"/><l>-150</l></block><block s="doChangeVar"><l>y cord</l><l>-10</l></block><block s="doChangeVar"><l>x cord</l><l>10</l></block></script></block></script></block-definition><block-definition s="q 4" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x cord</l><l>10</l></block><block s="doSetVar"><l>y cord</l><l>-150</l></block><block s="doRepeat"><l>15</l><script><block s="gotoXY"><l>0</l><block var="y cord"/></block><block s="gotoXY"><block var="x cord"/><l>0</l></block><block s="doChangeVar"><l>y cord</l><l>10</l></block><block s="doChangeVar"><l>x cord</l><l>10</l></block></script></block></script></block-definition><block-definition s="border 4" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x cord</l><l>150</l></block><block s="doSetVar"><l>y cord</l><l>0</l></block><block s="doRepeat"><l>16</l><script><block s="gotoXY"><l>150</l><block var="y cord"/></block><block s="gotoXY"><block var="x cord"/><l>-150</l></block><block s="doChangeVar"><l>y cord</l><l>-10</l></block><block s="doChangeVar"><l>x cord</l><l>-10</l></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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wYO6mQt6YfT6Bl2fSrs1SXWVWQHpxy5eRb4jSOCceGB+fmEeDSdT3S9iHdKOypjK0/sA/BPwm7EXAZYU87FsGPjGOU8E7gzHPsOoZR0B8zjnKAEdTrHmy3P+SRNcC5Dr8flY61lrgbyCvyDBl+R17ykLPmgeTp4UN5zGV0eU6YDd4g8nmRNMY5086nXrMBeXci8QuBc/H7oSyPy+vyfCdlgLKAvH+jrB3AK9MoW8BZpKwpEylEpJQCMnFKCwyFFaVAfwSpe0Usacn0C2GoE2Go82G2S4Hr8T8KvIr7S0AlsxFMpPL8HduDLE+SozPCo7B3ghGdMWyOnYN/COBJ04PB3daveYXD3Llz/WqfCcP3R7jshtAomJHivxb/HeD/RFr30q4YOXLkVPb25uIvMAot0g8j4HtmrNdgFzHUdW8CXGJ2ZtsXAbM27TqD8MHAW7RXIdodHJWqOOvi9mTtytRdoeQMx/uUzlb+IM62ZFGvX4k37Bfcnq5VSXt15lFwtqXuawC9s7KyHkBY1hiFS9uKmPfee0/lK//Wid1F4muKhz78f/7EmQAAEABJREFUBLifPnU/3pUYZ5t+uO3LOHB1pjltLRgTuN3ycCy4/SB9VMQMlTT3jaXZ5uCsDxjn2OvuWGRMvgaf3YftylALwjzI5zmBLMIcyyRZauIx/708IC8sjUkk5BV5hkKvIFwe+on63zF69OhraUvBjBv/bqTvD85MeVLelEdJ53W4gwmXd4fQTnlZnpa35XF5/SrinwTXQ2zKgkH4N6KuvwFf0hYPnT2KW6V9Kbx3PmEnktdC2tZJmdO/f/QRR7JgKosCDsLKKru2lXsQDOABj/exfwBmwBwLmJku5Ct7MozknVb4sc5ZMMmBEEdF617mlwSOJWwQODJdGns5m8msMHVdYGWgNcy8HXZn8JwB1yfPi/DfAgwBxsP4H/J1H11/ady4sUvUq5DPUMop1ZDPDUR8S7qHsUsY8r+bwNbkcQwCR+GWoE2tgf1oVz/qOpb4DOx62LdhjybPW3EfCfjAgIIxl3BPyb5FmFeAFDAKzib4ZwC3EH8y7b8Vuyt+D5atgduTsVOxb0RgrUP72gE3Ac4WQKv5pmHDhiqeqKGF3VFADf6HYnuPfr6BcbkNfd+GMXALzf0Z2zGxJu6ujLNO+G/EfQrgfXLHp2PK1ZVViFtE+H+xs7EdZ47F3fAfjf820j/DB6MfoY5dx/DYbt269WVc763iAkclO8uxj7t1zAs4ixrqKO98S37yUtHI2Ece8uAq8iR8NFceJd2HtHE8IO/eQv7uc9cnn+sJ6xzzuqfx5f26ygLy8e41TUjzY3wQPDMWz5eAqwIbkfZAws6i2DqE3UWek5U9tGkBPDsD+AG3skmauG0EajAVTYGggCuawnH+DPqZwH9hhEewfaCgJ0zTtkmTJivBVM7oTif8a5hvM/ztgaNw98W+CvtGmM6DTO59zRozZswXMmucdRGLPDoS8MeIESO+wC7VUAdfHXouOzv7l9IQYEZPj+5IXleWEe8SnB8JX/E1fTyM+xZpvBr0LWnGk8brJw2xvVIyDdvDMTK2ytWDLt8Q9j3wKHXxZab/w92YtM56XXJ+F7enXHsTfzdwLfHuAU/GfT1xbbOysraHLgMUWMTVOsPYKVDAhd0xIWqFRd9PZgxcw1hoS4M99ezKkPvG3qe/nrC7GC/dsF8B3gHqM3YcY858HXOuuLiyMok4wbHpGPWDV/xfCXcMNySf64AXUFzfM95/B15DoTkD/5LwAxn/KknQixrKk4d2JF6eKhqJL+bB58jjJLylmpiXXT6Xt0vgKAuUCUT4ofGzsmLUqFE3QhdlhzLkKNztCduM+nxNWafjT2/SpMlKjJ22hPUELiFc2eSHyUzyCiYFFAgKOAVEtggG92sM+utgjtuwhwLPwzSfui8Tx7v0WqpCNF4gj/Wwy1SsxHlqch/s54FSDV/yPuHnYRWX6UrgeC8RZnSm/e2CBQteQdB0RHicge0hrbewVbQuObvXZl7OGhSAHnaSud2LUxCYf3Pa24rZhAdX2lL/7yjQNmyE3Ro4GWgDKBQdi36te0LVvbEDqMcaxOWS7nHc+/Klvz759UOQfEh4rTbQpEABF3bXVqLATx8A582YMcMT0QdAh6cAP3o9LOWMzrMOcwhz9uvSsgf3NmRcnUqYY9B4bRXx1tD0XPJbCx5wVcax7Jh2bE8ibhqwA2nd/vAD0v3ka+CNSDHDL/fjPg3YG5yXyN8P06vkLdylGfPfM+bN0uINex6Fv4+OcsA9ZPmrTBTq/QuwsgjKHmUQ7XweGApvKZuuI/414wNUPAUUehVfSihhmRSAuZwxTl4G4iYwx/tl4Zxwwgn1iN8LcMZZKhpxfYiYNWfOHJd+cSYSLKutg7CIFG2jRo1GELg+sA5f+z9gP4cQcelYYaOQcinPqxq++LM/AmpjFGMTcM4BtyW2s9t3Ubrn4W9Pvo/RNr+qWxPn3pbMrzBTCDrbdZnPdpv+HnBUxu5Rv0wehwLrIBiOGDVq1Mt86XsYhWyDgaYFCriwu7ZTJicnJ3/06NHPoVB6QwvPFbjl8QZu6aUCvRceOAfwg1F+cfy5AuW5A8emB/nWgab/ZewOhQe84nYu6V2VcWyvzhg9kz3glRibHjL0/fbkFbtoj5l4Z8a3k+ZFcCzHj831MzIyhpPnacDe3bt3L7gyFPPiLOokb5KspCHuTWAvebxk7JIQ4pUNmyzxlfl/Mm1T1pSJECJSR4GggFNH62WVtBKM68GnMvFgMJfZfigL4bfffjO+KXieci6Bxhf2xgQeRfyPCIPbEATOaP9AyJhnpGipw37EuwQ1Cts7tkcgRHZAyTYnzoc9phI+CAF3FYrxuXHjxjlTbk++zjg8leyseFWY/FvCfNzCGYJ3PBfg9+SyzP8KeTyC37yexXaWYFkHU9YDxLUh//1YnhsGOCMGJZjCFIBOzsyioMLuKCD8iyjAGMoFHgU6sNTqx+MTRPhes4/COO7cFvH99ccY2yrpxsRrHKvev92ScE9fu3Kjctb/FWFP8eHZnrH5DTCOj8MrGbODSOi5BJe7PV/h+9JHE+72yRji5KlO2AWKOTMz0wNTr7P/ewt4Lp0f1aVLF+sJWlFDvDzdNObxopFLfd4eUAYsDSnmou7KmJWKBQdvJVEgKOBKInzxYmGwtQG/wotHFfhhHpfMVHIFYYUdCOL98f+CPRfm7gicyXLYg9hvAr729CXxfsH7lbw/5fk6lIrzLNIoHHySchHK0z2iXijYSxAujyFk3s/LyzuetB70mMXXv0vQCYUFSt2Z6zjioq9/7BfJ171ql/vwJlTALgF6YvR48lmHdnwG+OMILt25XOjd3rMnT568NmVeDjhrMG2AMigA/QoUcGF3Gei1Ppil1u9QxBfxIem2xsWM0X0hSibg4a1e+CdCR1dpTsbtCX1vJbi1AkrCGwB/4ngePtmKeMf6OHjqTMBl60TME67sbEb8cZT3NuP4EeBiyu1B3p6u9qDhMPKQH84mv5Hg4l3kLFqe9JT31+T5O/A6MBg4Hdibj2Rlg7wtj5O0pKGMr9PS0kpV4ElsyvPqocvyyaBgVyIFggKuROIXLhql1xpOnFc4rLDbZWL8GXx5e/UIZyJaOkbB7ociPAdF+AAM6KnP1WHWaEYL0vWE+UX8I4x3N34V288IoWYIBZXdXgiIk3G7xPwd8f4c3/coXU9m4l1iyH978jmJPJwhjMrPzx+IUPiKOrvn5GEXBZZLx4JXgvYlpUvVLjN78rTn/PnzdyNd3QYNGkwknwuId+nvd+yjcnNzt6AO9/nGMP5g/gYF6A+VQIRZ2B0FhH9lUoBtjDzG2h0oTH868DgQ/wK8L3wB4/IDeDCfuB0I85nW6diOYWeMPsThdSS3QRznjvmBxH+TmZn5KR+WA3A/SR4eJjxJnsFfYGKe+p6+Uvl+Qx1uAU6E//YEPL3tErkfrq4KeeDSq1XeFrCM5FK2H88nU56K+Sx4ft/CS9mxbMiIZUVB2YUdtG8efOuSeOHg4K4kCgQFXEmEL14sjOv1GpepikdFijY9Pf0II1Cel8GAbwMzVbQw9LMwVF/ivN/ojxN4krETS27rg9sYJt8a6AXOMHBkvKEIIa9e4F1qyP86fO6JXYHtYahE+/bt62ZmZvqK0HDC3Jf1dKm/QLMP/uTHwlzq7l5bFmHfAwosD7qoYD2U5enQHijeH6nDncT7cIc/EXhkbm7ultRtqPt2hAezHBSA5grsKEVhdxQQ/i2TAvCAiviBFi1auKqjIvYDdC3G6L0oUz9YPeV/Lhk5Vh3LOBPeV1fx+iMdPr2a5AEfsdkPBPeb/YGIpuQzHOW4R8+ePeUHotx9WSxv1Yt5zbACgA88fe2HbyvSPoG/B4p5S3jYE9sbojhV3Mb7wparSs7inZFPgUdn8CH+Xz4c/DnHBHLhcPzyekH+SQfyYibjxVWAZFDNsqtZa4ICrjodtgqM14Cv2p4w1AXAAzDRh9i+KfsDjOOyr8quMW73TM9Gye7IzLIpzNoCtwrUt5Sv42v7WZbAvkPI+LUetRCm64NjMWllYpxLDeXsTrwCZCp1eBv/cZQ7qlmzZl7DeA5MrwAp8GfhdmbrIawNyKsv/hnYLtF5T7cV+UzD768JqYR9au8K8uwFXmPiXD4/esaMGSreR4PihSr/3BQ+7VrY/c9zrIUp77vvvgXwj4rYGfEJjFE/Ih3jKlPvEjvu5SPBWwoennJJ2aVc77H7q0ceWnR52ZsMfkS7PdACpfkys9JpmZmZTwF9WAF6AxI7w90PHtsddxED3wwlgCoslldxRo96LKR+k9gGGke8+8kJ8r2GMBVxc5B3hr/8SUjPVbhPLS9eC+5kyphFuRMAZ8wX4PdBnvpkbP2wgqlsCgQFXAk90Llz5y1giiOBfjDFo9juza4KM90K+HNmzjJVck9QvaNg4g2wHyZuHF/FPVGwF8OAD6Bk3xs/frwMn+Cr2r3Un4nzix30pSa+/uB1oQ+J/2RpTCJB2c1g1tsIc1mtJWX426I3YntVyfHhEl06/gvB80So+SiEPiHM058qZx8yEC8PnMYIiD+w/b3c/2GvDp6K96igeKHyijOFlW5h94oroRbllFTEU6ZM2ZQx61vUzoh9tMNxPgRSOENtSJxnG+Q5Z6Y+RemdfreFXMHywGJ7xrurPv7msfu2nvR3S+ZmZrPynq+3kU3arZ06dVJhkvUSE/OmV+yOjnl2SUT8n3h5++eY1xPIgFzkwTsjR44cjPsi4GDK9jyGD4B4le8/FORrWflk4TvW/vCKvO7771/A+0OBfsCRXbt2dQUNtGBSSQEF7AosL2RVDgWOZpD/wGDPg4F8H9b3i/eGQXxc4h7SRS9cwURNgB1grJOBAbhHeNKY+E0BGRCrVKPCzCktplGjRgcR7vL0o+1ZVu7SpcuuzLQvA94gfBqwDeC9Xvh3sYdNxlOvxwhzBuxym2/V3oViden5GcLng+gbvQqXdPz1AAWSwuVB0rov7CErl6b7xEvNj+bk5CgIQA1mBVBAWiezKexOhgX7H1DAcwhZWVkPqIgZ4z7duB7juRtuPzYfwl6DbH273LHP5LNOffjCcxbOkMex/Pt/fGj6Ie3LdW7d/Aa+H9IvkNatn8X45bW2DRs2/AV58Ap8eDH2jvImcY8Cq8U8i7OEkcfl9RIRcYAyYlPa4Kx5OEp7AHAS/u0BrwuqaGlS2n3geybEfW3f1f6YOuQpowj3IxsrmIqmQFDAFU3hpfl7Gf8alop3bdu2bT2YoQWwD3ARXPyIaDCkh6d0lgabwzVe7SkR16NHj41g7k2JkDmxihryj05gEtq5WbNmv+B/CfwrgO0IU5Aswr6B/LdH6beijmfglzH9WnZmvSofDT6XqVA5E7zXAV8HcjnLJWq/rL3H+CZ5diOtP7BwIYp3c9oX9nghyIo07CsqwF0mTWbbJA5L+oP9LymgIoYXBqOIN2ZM+16zWzzuC7+M35mtNwZycPu6litAr1LkefjvgMeiZZlc5EQAABAASURBVGzc+xMmD7WHp04hvzUJcxVpIOEuWfvhuhNhV+N/nXQ/YXsbQX6UZ/GWMJa5qTxfIoYA+FIZoZLFV9LwgWDdjHgY3nTWrAxq0bZt23rU0Z94dKvLPMQJUMEUCAp4BRJ4GVm9zoC/z2Xj/v37y2AF6HxBe3BjIXu27t8UhCcd8anGJjCIM+dkcIFN+mg/CebLMZAv2Wbdu3fvwpf1Pbi/gsF3Jdy+1vbgyEjS+AszQwiXIb+nbn35Uvbr2de07iavacR5qCMdhS1DO8P1BHN/8nNGfRVLamuD55KXB8Tcm1a4ZBO+YVZW1n05YcYLCVe8mTdv3vrk6pYBVmTS4rDIE/6tOArEivhOxrk0925we9wN4YmelOKPjfgetXfYD4Qv+hL3HuErY/tSlnfeXY6eiuLzFkICJfwZfHYBOBHfYQ+FF30RzrfSlQvObn2veVdmo5/Dv3diH5BcribfiMdJE/E86YuYWEY0iWVGkTg9sYxZSHpljkER9O/ff5GySb4l4HUgmBRQQKGcgmJCEcuggCcW3VsqFY3Zpyc1E/n5+e4Vl8CB8TsTOBOm6g2zvoF7Gu7RgEp2fZjWU5oDsbeAwdYGDiPP0eC5pKxi9XTmYhT2ljC8jxK4l+RVDIXJA+DtCChMdiIPilvcjtntlexNexLTx+7d7/qOuN3I+3SY3KU2kgRTERSAzhsUz7e0sOI4wf/PKcC4zgVOhc67wQA+eOHs1dnteSjXy+G1dihlz0r4kSuvbEtpKl1fp9qVNAfDW4/AYxsTvhiQ5+S9DvDiSPLuhXL2hsA24N5MvDzrytbJlDmufv36v5A+h3AVvyeZ5Xm8RU1SRpBnJDOKxhb45uBS5mAFU5kUCAq4Mqkflw2DtcBZptKCIbcg/rfkgSvcCZegYOZjYEp/6/RAwlYmnysAD+SMxD4BoeDe1J+k/2v27Nn9+fKOZrjgJgjzfWYPTi0AbxH5vE7Y+8BexKt0FSKejO5LmAJD8F1ml8h2YrnMZSoPq/iYxw3169ffgfx9zJ7kwVQkBejboIArksDl5O0YRxnuAE94zmE+fXESH6L+6pDnKFxyziW5vCKPXUy8YSpreWpv0rnX+gI850pUHrh/ESYv4kxEM+S5c+deikfe/BM8P3pVwr7atSm4LlfL6wfCs08DfZAFzs5JkkjEMuI38JQZUVgp/7y5oMwpJSoEpZICQQGnktpll9UMhvGwRqkYfFlvASNP6sIfM9x7ULyfs9Tk0rJM7dvPMvhd4GzCl3Q0w0VQ3I/fr22ZdfTzzz/vvlWUP9n4prS/zrIGAa35Wj4W+zvq8CdpvKJwFP4c3FgJrx75xazA8JeOVPj3E2HaSXxxd+DLvR+zXvEIDqaiKUC/bFq8jNLCiuME/4qhgGPdMQ8PeuL5G/jGw4ZDsZ+kBFeW5JU59EmSJ3yb3YNNq4Hj4x7T4OmzwF0HkI96y5O4IyOvktZ85N0N4OV74OtDAE9a+7vA95CPPN+RBA9Rj0ko4k+Bu9h6cil8EvmXqYBJq6zxXj/Jg6lMCgQFXJnUX1q270D/uNSbSPjoOop2FxSuS1VdYJqdYSp/bFy31x5OhElVpJ6m9v7vrTBqwQzXvMA/hXQLgEf0d+7cOQMmPZTwZ0jrF7AvW/nWrc/gHUqYT+MNA9e9aN939vnKT/EvBJwROzt26co8b2Kvdyf2jd4mrtabFBNg/VLKKy2sFLQQtKIo4NhnNrwT+XmoagH2RoBLwx7K8sS/147+IMynVv2I9W10FWtveNI7874R7YG6NeHJbHizR/IwHfGPAAsI93U7slhi4PHPCXOJ2hm220oeznQP+WMwujNjHgsf+4JWZ5T65ciPndq1a6eyJnqJIV5Z4+teSwLC/0qjQFDAlUb6IgU3gdmmwTAbwjCnoHhH/vrrry4jvQWznAims9IhuJ3hrsWX8GHAfTCjCtev4J9iN6hLDHlsicsnJGeQ968w903MdD1lfQPhrQC/zmeTp89JesnfJWgf6jicOPem5sLMPi7vLNqfIPQEtEJlEl/cezgDcCYAbjCpp0BS2brUKViDZJjuACmigDwgL8gTFPkN4JaMM9TZuDeA97xP7AetPHUIYfnwnLcIXsb2fryK23vFbYi7neXs7+DdAeT3I/FuS22PX14meomJed0T0x1xfw44Q+6NTEjOkH0Nzx9EOYU83m7durX8PwIZ4DOW1mlaIpEofIoebzCVQYE6lVFoKHMJBfjabQpTeIK4I4xyFF+2PqbuL6vIxBejADdlidcDUJ6KfBJGU+EuScx/0vqIhvu8r+ItYhYvXuzPBxrm6eTXcHQmzJd8PP2o/SszWH8YIYuyjyDOH3o4CTxP10ZAeDv8/krS1cSfQn2eIU07v/wJD6YSKMCYccbk0qWle2db0L1OHKc7xRCKkyfkDSjhDPQYeNmreDn4nY16uhmnC1VpvqnuDyYcAs7Tubm5/jCCb6ILrkr54d2dj+V34Dn72plukpfNIwmvwp/bKwOSAdrICGfIT5C2DrLDk9jeYLgUv6tW14DzDemOxO6IYj+cMdMUdzCVRIGggFNIeJeC2KPpwsC/Bsb5lK9dl6d8H3ldGGQcTLdZVlbWasBhfFXfmZ2d/WXdunWj/T6YqcQJaBh4D6rfAIbyJ9BwJhLk7Ulml6VPI8CXezzoYT/7dT6RMB/SMOxK8uytUiVsMKAS91ENla9M+iv5vkN4PnW7B/cJ1OkEv/gJC6aSKBBfN7KfrMFk/glYifQ4TneASqCAvAHv+njHcfDMXVTBl+HkIQ9muewrb9l38tpgea958+bOit1mcpbsGQuXkn0gYzE8t5A83Po5Fb4ewBbSpvgjQ5w83yCWAVFY8h98HckKZYcKmTrdAe/2BnzZyz1ky2lDHe9WBrHq9gn5X8MKXBdlVDKfYFc8BRTMFV9KKEEKnMZS0CyYzq/TrRn8D8FE7WAOf793Cu7XRowY8YWIxcDrBPMbNmyYFLQF0eRxAJ7FMNwHME9vlPprhL1LmHtC7vv8jv96ytx4zpw5PSnDqxGfEe+Xtgraw1T+jqmHMpyJuyTm7wU/TboWpGuNvRf4/wcj+zIWzmAqkwIIXJeaFeRW43P+CViJtDhOd4AUUqB4USg6H+nwOlJ7eYh4n5mVf46Hn+TjI9LS0lxClvfkQXlRnpQ3t4FXu5BORenesoe26pPuDPrXd51fgs974PeKINZiZQBFLDWxrJhPiLIDa6mBjz+n7FdJOBnZszIxrqANwb81+Q9TRhFmfbCCqWgKBAVc0RRemv/7DPC9GPSNgc4w6UCYwXdfEzCEz0T6lbwUO3bBGF5v+Iqva7+G49AlFnEqx0XMnJ8jb9+K3o4YlyT98nZJ63rKuomZ9C+NGjWSqbw65PKTs+Ho1DP4noB22btv27ZtvebgycuLCW9EvWaR967k4cyZoGAqmwL0iQo4qgZuT8cXnHbFXxAXIYR/lUYBeYYPY5Ww14nkpYvg1wb169e3j1wS9mUtP3ZdBXOfWJ6UN7+VV+HZn5ARXnW6jn6Vlxdge57DQ18q+GdpnD96ogzAudTEssJbEsqOpRFLXf6IhDInYT0pZyB2ZyCDOu8NmneXsYKpaAoEBVzRFF6a/9sjR470OsLSkKUurwS4L7s0JHbBdJvgLJgZ+0g7S0aHsGTkgxueunQ25O+ZDgO3K0zuvUOsxQ34ivZdWX/OcCPiziMfryx5RcJT0T3w+zukHv4YBBNe/7///c+T0P42cB4ZvEaaXamzB7dADaaKUMA9Pavi1sAW9JMK2MNxhiXjdAeoZAqMHTt2Mh/GnoB2L9iP4lvnz5/fG0V3dSKRcPYr/7bC3Z1+dBvIZei94LvzDjroIOMS8jBxnqpehL0v+R0MvqepPdSl/N4IefCqs2L2c6M9Y+I1X5CPskN3cfiFAGUOVlFDnZUry3GzoWj64Fs+CtiBy5ciYK9QCvTv398+8AvZJanS8nZW+hUK173dgRkZGd/DWMNgxl1Exj2IJau1mU0fDWO/hL8P4S4pv8me4CyY80L2gjxN7WEq7/nK8O4RW66v7XyRl5d3I/kPgLn9FRXDh86YMeMA8vTrnOyCqUIUcAaVrI77iULSXzguGRbsSqSAPITS9W5uxFvymLwmz8Grfli7spWO2xflWmG7gvWsPCvvysNU3w/334jrQ37PwueHo5h9BtaPZVfQVPJPs5/7vXkDmyEfPLC5KWlLGPJR1jSKZU+J+BCQOgoobFNXWiipBAU+/PBDf280DeZxmalIPIzkFSAPTrhU5eGMc0CYCjib9b1WZz73e3GfsETnzp0zsMV1BjsdZf0uzCZzGu6jAR7o8D6iTO9MeA6MehfLYv44g6/xKMyvhcGPy8nJMZ7sgqlKFKA/vZLiIbq6heql2xmWcYWCg7MqUGD8+PHzWWHyt4ad+fpc5YUxz3lQS36U11zR8PaDd/N959mP8l3lYXh0OmCfHxXzeIIlape2/RU10zlrlX9/Ae8C4DPGiWc6VknOpAvTIZY1abHsKRwV3MtJgX+LHhTwv6Xgv0y/cOHCaC+GfR8PW0S5oXi3ZElpIIwkYxlWl383wFRboxy3zc3N9ct3K8J+5YvYL12ciQT7tV1xzANvM8DrBWPxtyMfl5w85FGXcJWsr/T8jzifwTsbO3pcA/t08vcZPJzBVDUKuMRIX9qPLlVaPftV0D3XOHH0BKh6FEAJX04feRbDu78ecJT3/oIn5cU5zI6Vx2nUfC3AmbCHJn1W1nMZHqiaF/M40YlEzPveVtgSmTAI3t2aCM+BuMLlx3aCmfQbyJLrkSmmJzqRSMqapOyJAsO/SqGAHV4pBYdCl1AAhvLy/AKWfOvAJJ5k9ufGnO36AEeklOvVq7cZzHUhDPeJqVZeeWUPYvil7HUGgxJdunRxv8cvbAW0Vx5kuJNh+Gkw+G3YLnP5O6bOfn1lxzyeIrHLzP46SjfKcBmMoGCqIgXy8/N3pC89eBMJV/r0FcG6YnvlbKE4+gNUTQqghO+krzKp3UL6Uv5+Cr+8KE8a5mqVH8kq0d/BOxs894Nd+ZK3r455najIKAMaxzIhOlQFH5+HzFAeiODhzlMp4zPky8so414sa5Nl2gJljwgBKo8C1VsBVx7dVljJMIZXkhIsNU3G/QQZuxx1JPu6vhHr3s9Pw4cP90UcopYYGMeTih6yegWmagFT3QRH5RDrgSrTewXhCvxeOXCGfCPxXuj3y1vl7mMAhxC2bgztWdLyZwVJEkxVpQDjwxmOV9YaUMff6bsvhdht2JQYh6BgqioFUMLPwMN7Uj9XnryPewhuH8H5mP7ztDPexI388z6vT8Hq9sUzVz78+cMceV7eZy84ug9MfsoEkiwxscxwr/cNlLG/suRb1G5ZPQmuV6GUB66iLUkQ/lcKBYICrgSye5IZ5jkGJnqL4p2dun93Hcy0RlZW1v7Ao/G+rocpZELQihifn5zLkpVLVC5T+xuQ2ZheAAAQAElEQVSlvrbjvtAsGG5TBPMiQAZzP8l9JxnY2a8Hde4k7ZEw+/+Bsycz6w+L5B48VZUCjgf72Po589EWIjf9aZwrH4YFqMIUGDFixEcsAe9Jn+0MD/rjJ3dSXXnTFQ551Vnw7sTJw/NZYt6QeJ+39PlYP6T9WcTX4WNlgIpZmQDKUkPeyo7NUMazUPqPwOcdkQ3efLiBOPeUb0cGvYks+k9yb3lp6uBKBQWCAk4FleMyWDralcF+D3swHpbwkr0/3+fpyIkwx0Bmocn9vDhFwmUkmSjpT8Aw/nKSl+frE9gRRvJRdfeRZSx/wWgoS0z+XNrtxF0LjoyWhttHNi7GdnYs8+4Gc3eg3ORDDqAGU8UpkJw1Wc3CH01JtzMqcYwPUMUpMGbMmC9QoN7j/T+qukfMm/KovOpesIcpryX89iZNmviu+1DwXsbvDzn4hKXL1c58fahje2UD8YWNskMZUhCGMp7GB74KeCL877K3T14OYlb8S9euXe8BrEsBfnBULAWCAq5Y+hbkDtNcCLPlYK+GfRRMsApwLgi/wAjFFa93d33v1xPQXlUALZGAOZzNuuRUPwpY8u9CZs4XkYdL0DvgXgVmepko7wDLxC5LD1qwYEEHwk4CT2Xtu8/7BuULRaqJ6dSpk68Wbcz4cfZjrb1S5v1vXzzzwI5LisZtHOOKE6CKU0AehCedva6PvTrV9feF5VXvCcu78vCj8rS8TfwOyA/liHx/Of6kLNB+JZYRBCe8nqTs8CS0siRR+I+ynARMGz169DnIIW9i9CFsdcBXsjxRXRg9uCuIAkEBVxBhS8n2ecJWZ7AfDNONxJ00yd8ITfoju278BjRM9yUz502YOZvmWSI3AWTKm8hrI2AoDOmebnRIA7dLVR7ekKmiF67AObdBgwZnkW5zoCF5HkEdkrMmgqqhqWVVpv92oMmeYl8VW/MzytgrZy5f/mwAwtO4ujGuQQGqAQXkRXmSqjYANqf/zpJn6d+++K8E5OXfY95uQfhU3CexYvYgeBsQfwugTNiYMTBeWaHMIE9nwJ6E3pT4IoY8PADmx3gUTj4jgB58qHvQS1kVhYd/FUuBoIArlr4FucMYExjgnkgsCIsd/myYJ5Fj7xILBomYBkY7Engf/wHkoaB1H9erCw+AuRhm8+6nS8774r8PpvsM22sM3gP8etttt70RZjyc9N4dJipxDowbDlxJiWoE9L3PGro3WDeutkvNrXALunEmjPMRf3H1B6gmFIh50nv+rmScl5mZeYS8S/Vdjj4Ce62Yt++Dl+X1HWLe96zHfcS7/+85EB/h6YTMeA/waUvzi2QJOAWGOGWOH2wFYTrGjRvnysoE3QEqngJBAVc8jZdVwhowlr8HWoDnIS0E7gFxQG/sX2G6E+KwOrhn8tXs6WafquuHX6ZZBXslcDxN6dewwvrKCRMmnASzDSEPw67mI+AO3MFUMwrQtz6oYh/ar9Z+P//FkHQb536/uHFUsKoLBWLe9Cqh/fzQxIkTT6HuzoCjfpW3GQfyuLz+J3KjH/HRfWDClSF1wHEsmE4F6+lql6IPUKaImwTSiu9Ni2RQsCuBAkEBVwLRixXpPWCZIQpmD+ewxo0bf4RnP5kKhvoPjLkhezWPwDR7EO6J6dc6d+68Gl/Aw4k/DHBGi5Xm/UKZVfiK9J6G9nSls+aHyOdS0gdTzSjQvn17Z7YuQTvDSYur7ytp/vKVoNtg48TZIU5jWIBqRIGYRx+iyvLs7dhuG/mxLU+7uiGPy+vj+HeYMkBZgPs1cPOUEXycy+vrw//HE6Zs2S8jI+MjZtWH4o8M+IYHBRxRo/L+BQVcebRPlrwKjj9gpD1hkHdgjMdgHIIS+bifg5n84QSZzy/ZA4nQ/Ud6evprMJtLSLMI846fV1E8FTkXv+ABnTNxe63hrdzcXF/gwRtMdaNAkyZNvCvuy2YzGRv2v2NhGu3wd13HM050u9RonDhNTUN8zTQ1vFXyKv38Fs1UCZ+O7QEreVqQx+V1eX6WMkBZAI4zXhW0MgJvYjEf7Sry5/B4/1dZ/7gyRllDmPjKHpzBVBYF7JTKKrvWl9u/f/RDDC4pXQjD5UCQ1RCmffLz8z0FWZcwv3wJTiTiGY17ffaZy0x3gevXsVePFLx74v+dNB68aIzbZWsf8PiGJeieOeFt54iO1fEfAtYrKM5u69Ov2m49eCUlag5COHLHcRGOaaLI8K/aUUBelWep+DfwszzsB1Zj3D684gFLeV2el/eVAXeBq0xQNuwZywqCEn6UKUPq5uXltSfgP4CHuJQ1ypyV+i+RQQQHUxkUsMMqo9xaX+ZBBx20Nns8Hp5IQ4D61mufrKysDZjxPpw8AQ0TFtzRbdasmcrXqygynstNF0FEhbGv57hEOY98/KUkL/P7a0ke3kiQx37k6dcu6MFUUwrsFdfb1Q6XmBWsXjOLghHMSbdx4hieTKM7QDWjgDwr71ptPqzk5Sfwu6z8A2Hz6HN53lftlAHKAmWCsmHlWFaAlpD/IxlSv379TZAvQwDlg4q4KQj+IMO9Xbp08dAm3mBSTYGggFNMcZaAmgHXo2T9Mu1i8cxW9oDhHtYtwFzRqcWFCxc6m/WdZx/eGExcHuB7zr+BM1bGBM4DXGLyNKRvxv5B3LPgHUz4QSNHjpRh8QZTXSlAP+4Q171JbE/Pzs72nEDkjd1eK9Ef4RRKY1iAakgBeZd+PAh+7gk8B/gh7TVDeT2fOHn/a8LHAp5+dnlaGTEYparMSCRlCPGRTIEMi1HCQ1DmvrKFN9EV99csSw9ALjUzIEDqKBAUcOpoXb9r1659Ke47oCfMcwoz1m64/RUjGUtnBMRtg2NxgwYNvibNeTDIMPwK1gYw0sWkuwqc7ri3A1yq9tk6H2RoTvho4G7geBhtIumCqcYUyMzM9K1gZy3ObhvRFHn2U+zixjDjxFnEuFjftMWRgr96UUAelpcBeXo0tfdOcD1kgHwvbEdcd/xX0ecXE+9d4ibKDGWHMoQw94a3wS4wfPRHMgcFrQzyxxo8Mf0dirgvSPWBqmlqWK1k2BrWpKrZHJijL0xxGsxyLky1fjzjbUlt84YPH+7hCpwFxvd8f2cveDBp+hCqglUB5+LPBgzzCUpnQWnEe6JR5vQr+FDKeoz8HyM8mOpPgV1ogodxBJwJlxntZ90KSkG3YcbpFlcwrf4A1ZgC8rI8TRM8xWw/ZyFHfFNA3lcGrKRMALLBMVxZkY7f8ySunLlvrEwheomJZY6z5ZbII5em1yPmPMrx0Fd4CQtipMIEBZwKKlMGDPMUjNQKeBBvZPgK9dUZGSbyF/rnclFzmGF7QKE6FPtbwN98bU1eNwO+bOUvo0wjnYe2FLa+qjWb/Z7oQj/hwVR/Cvhut33sCodK1Xu+073XyRg4TtDN2HAJWoEsTj38pgn3gat//0ctkKfp09l4fL3KH1HpgN8+VgacxTi4Gb+/MayM+BY8ZQZBi12KdtasTCG4iMmNZVAUmJWV9QCwNomGRwHhX4VTYDkVcIXXpyYX4LusRdrHQJcx/DotCGfZyAMVhruMOKxevXq7wFwtAK8VOdMdBbK278euwtKTP8ggk7UhfBFLSkfzdZs8iENQMNWcAgfS9/PiNvirVvnMbP5o1KiRD7CszhhaXbdhuD0L4GqJ15RMk7ySEicPVnWlgDwtb1P/RUAb+N5zAcoAP9Q9Aa1MGMVYmQkoK1ooOxgTbl+ZpnksW0heYLw1oawpCNBB+hKyyvAAK54CQQGveJouT44eevjVBF6mZ//FhzUu0Q9cPXr06H4yHkzkidY5hK0LfI5/JaAbjHLdjBkzPse+jPAFhN00ZsyYt3EHUwMogMB0RrMO/Zt8t3sWitaX0BrTvLOB72M4m75vbBz+6OPLNIStYx6EBVMDKCBv06c30ZQF9O9lMe8PwJ9JuFtSnnhWRszBv5eyQxlCvK9r+VF2iTJGWUOYRtmjDNIdoBIoEBTwchC9AlBdTpruiUWWgt6GaTwVPclycPvCkSegPfXoIZzNYbrLidscQYuVWFS3bt27mzVrdjOeFuB/zTLVNbiDqSEUoL8zge/o27Y2CfsFQJ7tRbi/oOXJ+Ydjdy/jgBdi3LaEfwf4cpJBAWoABeRx+thrSS3kfWUAzXKG69W0Lejv/vi9G7w+ckXZYXgkSwifRNouyhriXDVz20IZRFQwlUEBmbkyyg1lLqGAL1lti0L1Dl8eS0ze9ZVZFubn58tknpBWKbsP7FetL1t5EtqDN8+B04NsPNi1mCWpY/3ixR9MzaFAV5ryE+AHmFdPJiBA8SbckrhCh4DQ1e1HmLMcH9JXIJvGtOYhWoAaQAF5XF6nz5UJp8Uy4Dn89QXilBGuli1G0So7EuAoSzwb8G4sY/JimbMtJFEGYQVTGRQICrgyqE6Z8TKQMxuXGW9lv2ZHl5iI8rRiXkZGxg+ZmZl7I3D9Uf0fsL1e4uV5UBIetvHn6AbhgecW3RKnxVtRJuSbSgqwVKhg9O1v73ZbtA/tv42QdUbz3ahRo5z9Gu5j/A8zPpztJoh3CyLJ16bdI84rwg3/qj8F5HWY3p8g9JyIMsBfSVMm2P8+1tOQViozrlWGKEvwe+J5M9MqaxgvtxLWGmgbyyKcwaSaAklGTXW5tbq87t2778zX6XsQYR3gRvdp/LLFrXDdFOb4esGCBe0Rpk8R5os36+H2ikEGfk9CLsB2aRHUxV+5LIU/mBpEAQSsB6g8+awiVrBOo7OTPzM4sJSmRmHiMFamxfGm9c6oecVBwaoJFJDn6Wsf83EmrCxQJigblBHKCq8V+fvRTylLwPXBjugktLJGmQMdbgTWURYpk3AHk2IKBAWcYoJ37dr1IoRrDgzhUf+/cE9OVoE4rxg1QYAqeJ8Cx6Ujl5MEf/HG3/z0S7Y+cR64qMdS0jEyVDKPYFcMBVKdK2PgMMp0KVnww+xH+vxUwtyWUMDqLACEaBQmDvBjHGFal67NKw4KVk2ggDwv79MWr5wpC9yWUjYoIzYhXGXsttU3uJ9iPHkyuokyBn9kYtnzF+NlOO4c4ryBEcWFf6mhQFDAqaGzpbRiOeh5GOF4BnvHbbfdti+BXqD3Yj3OyHh4wqsmfr26f7cToe8ALj9vCaN4tUR3cvnoLpYi/0t8MDWIAi4Z09eeB5A/Fa5eL9qSsRNdGUHZRq8YFW5yMizG2ZI405jWU9N7midhwdQgCsS87w8xuJSsTGjEuFFG2P/OhJUdOzIm3K5SpnhFTRkTUQEFruxZSVmkTALv+MzMzOeJbAUEkwIKyOApKCYUAQWOAaaw/7JVdnb2ax9++KHCVPoXCFMYYDtwsNIUnl4R+BCG0k1wYgEM0wy/9/0mgZRBXskrS8YHqCEUoI8PoH/dx3sJt9sUKlGXGh0vc5n9FH85LRGHGV6AG6d9ybxwH/DPyRNSVlUKKAPoX5WtJ5xnKiOoq8vRrpooO5Qh0wjXDWqaMgaUY7ghIQAAEABJREFUyCh76iiLlEnktRWhUwBlFVYwFU0BGbqiywj5L6HAHVlZWQUnlRcuXBgd/0cwygQJvjz3hju8zyt2Fl+kLhtuRNj2BPjwejph7um41HglYRcjdP2pMpzB1DAKHE57FtP3HwJ+qHnvU8WqcIzGC3t23vc8A7wzYjfOhD/EMYU08rVpfBvcO8Qqb/MUJ0ANokAsA3wD+kr6PTuWEc50lRnKjo0IOxw54wM+niW4TFkjCQiLxlJSFpHXLGUUcXcAwaSAAjJqCooJRUAB79xhFZhIATP4p8cMkQVDuI8jwul8sfq0pA+rK4C9euSs19mvJ1t/y83NLXjS0gQBagYFXCpmHLj87M9LukRowxwXUxGwzwLT/Q1XhKpPDXoWoL5uw4wD/CWsqSQyjb8bbB7+fF1YhoYo/8RU9TSxLLCf/WCfyfjxLYEC2RHLEj/WnBU7LrKUOcqeuG2RLIrdWsVllWEBKoACQQFXAFH/ZpaeUE3Ur1/fq0ijYRpPO2Mt/pGvUN+H7kk+nwF+zU4nInoBB7+vYl2Vk5PjkhLeYGoSBVCmPj3p8nMOgtMf1nD2il5Nu4J2+uzg9AkTJvjgyprE3y0QvqZhjBEFp7NecdPwLybeB/xz0tLSGpo3uMHUMArEsuAqmqVsiF7Ew+1YUHYoQ3oqUxgPHs7DWqysGR3LHlATkSzSESC1FAgKOLX0LigNgegPMSATFw2HI/Lwe4HeZaMv41dqeoEc/ZYv8Sfi9lrS6thf88X7BHYwNZACjINoqZg+n8rg2Aq/DyjMGDVq1FCa62qIT1OeT/h/wJkt6AbOJ9794uYx7gzCFpoHOM6IXX6M8gYvmBpGgVgmfE2fKyPa0+fKDFupDOmlTCHO3xf3LXFnw3mMDW9ieEpeWSRuKRCCKpICQQFXJHXLyRtm8KSh9P+DWcoeMIyMYgr9jxPvDNelyI/z8vI8PX0QOF62vzr+4hU3QA2igMvPNMdftvKDzF+5UfnWpd99XtKZsAp4ffw3omTfADcyug3D4+tX4uBdbBrPDCxkLPlDHV5R6RCXAWowNYkCsUy4mo6nu9MOUmbQvo+BPQlQ6T6OO9rzRfFOJsxHXvT7wIuyiOhgUk0BFUCqy6z15XXt2nUfiHABMCM/P39XBOgnKGHv7rlvsy9MNAtwGbIJ9m316tXzQFYG7q/40vXXTUgaTE2jAP3re84qXWE7/O7Z2UxXRZrgcP+/1IdXWE50WdqHGTZitiPul4XSe/J1IX7BlRWyCqamUUDZQB87BrwhcRju22ijMqQhbn+kY1/8DZQ1yhxlD34Pcl4QyyS8wRSmQEW7gwKuaAoXy58ZyL58fY6FIaT9hLFjx0YPceDfGlRnKZ58dU/mT8Lm8SU7Goa5lDiXEMPsV0LUXDiBsfEZ/e7YWBW3fe7s5XPGgC9drUzcw55WLU4Cw4wjfGVxAX8lyy0NghKrEudMx/3AEwwIUPMo4CyYMRP98hH9f6myg373XvCfhCtTPBGfR5iyJhHLngnEacYqm2oeVap2i2T0ql3DGlQ7vjL3Y/CPpUlPMOJfxvagBFZkvCDvC1hr4XMvrx44LzRs2PBc/GuS7mu/cHEHUwMp0KNHD4XiNjRNJelKiEvOHpbxpaIOjIWjiPMVLO+H6ywB6enpUZy4jBeXsn0VyTzMyzzNe5u4rBLpQ0D1p4Aygr73Bb01lR2MBbcilCvKFGWLbmVNsrEe8HwFvMdJN1YZlYwIdsVToGor4IpvfypL2ItB7sz35qysLA/QOJuJFHD8GLrLhO7xyiAuQa4EQzgLPodKkjQtzH4hRE01CxcuPIm2+aqZwlGF6Snm+YStBHRjLEzFdkk6GjO6iwM4URy2uN2IdwyZh+PKPM37v3FZRAdT0yhQaBbs+DmHsfAnbXQMKVOULY6F7WKZE40ncFZmSfoY7JsRNE4QPE1NsmAqmgJBAVc0hZfmvxsDvN/o0aP7xkGrsUzkIQhnNfcQVh+QWcZgKyxdfpQRvPv7pV+2hAdTAynA0p+nUI9mfPhu73YIQfv/Z8aH/OlVEv3RIy3gREo2JkMzbAErEQnTyJFIiGua9DiPn+M83Ve2jKPjMmP0YNUkCsSywhPPM+l3ZYjNczwoW5Qx9VktUeYkGB/KoOgesLKJ8dUP5N2AYFJAARk8BcWEIqDAHQxw9/FwJlSuqy9atCiXJZ/zEolER8DrAC9h6/Zr1Yf0P8Lv3s01ftniDqYGUoBx4OzXH9bYEQFoC52lvIjb5eN87PsJ9HCNSlaBmUCBdifsNCF2F8QR9lWcxrTm8SJhzogUuDvi9heSLBNnMDWNArGs8FCeskMZoixRpnREIStj9HdU9jD2cgnz6lJEhlhGhZewImpU/L+ggCuexskSCmYuvlpEYDMGvg+ke8DKE88KyDUI96Srs+EpuKcBnnwO934hRE00HTt2bMw4OAWF6WtVq+C2mSpgZ7YKyimecCbe60UJlo+no3C7guRpeMeIMMww4whXETc3DW7jzMO8yDrNuFXIax6eUywbnGBqIAWYBSsz/GhThjgOlCkb0ffKGMeXMudSxoEyqFksk5KUKJBVyYBgVwwFggKuGLqWm6uPn4Mg7Q+FAbznKaP4k4MexHGpiOiEP7jdO5FI3BR/0eKsRaaWNLVRo0a+VNWSceAPKXhv05a7b+uPJ/jLWPd4wpmlwkgB161bd1eE6JOAV0weBvlh3cCTxuF3ltvcNIS5zOgStnmZp9Efx2W1jMs2LEANo0AsM3w9TxmiLLGFyhZlzBzGxleMA1dHHH/RDzKIECC1FFAJpLbEUJqzmGjPBVI0gQkuANznVUB6f1OBSVRiY8JnT5ky5SE9AWomBehjD9k5Mx1AC9vid8bqx9j/8OuOlDLhq8T+IQjPp7Kysty6ICiR0G0YniGAWxni4kyY1jzMaw556G4LrmW5DRKVLWKAmkcBZQd97u8Cbxy3TtmijJlPuPvDvkWgv7BMilGDlQoKBAWcCioXK4PB78MaCsCBo0aNupPoTQGXCb0SMBP3j+B0YX/m7g8++CD6aTHCgqlhFGAPrjPK0L7/lqb5263e18WZeIV/7YD5+fn5XilRQXuNRH59p3nz5iXu8sZh5uGvJombiNP6YWder1AWWSbcFxTvW/ybWgcDA9Q8Cig7lCHKElr3I/2tbHF5WVmzqbKHuOhcCnYkk8ALJoUUkKFTWFwoCoG3E4P9QimxYMGCW7p37+4zcDKEsx4fX/iCOF+9WhN7MBBMDaUA48DVjwSC8QaamAkkjQelFJaJjIyMHxgzB4DjW+G+73zwkCFDfFwhiRvZhpHfwXhmiGsa0+LXmJd56hYywbkBfD8CnQUZFqBmUmAwfa0syaC/lS1+gClrmil7lEE2m7gLGTM76Q6QOgoEBZw6Wie8e8dAf5Ii3e9LsAfnjNfZiScU/VHt6cRPI35l4MXRo0d7eAJnMDWNAt26dfPnJr3ukcffSPrdWa1nAWzq0/xrjOD8mrj9iHtKPzCBWcsf2KWaOG4CkR7sesq05qEfME+shHt/JxA3Eo8vr+0W1wVvFTGhGiuMArEM8RT8yowjZYszYGWNz5K2UwbFhc0l/kllVOwPVgooEBRwCoicLCI9Pd0H0Z293EfY3OHDh6uIO+F2b879mUdYMnKmUhc77P1CmBps/PUi+/35Bg0a+CtFTRGALkVPQWl6wtknKOsTNgy/ivJdaKHwxCrXiPOuaUxbp04dT796Hck8pxBmGU3jMp8nJ+tgXXAGUxMpEMsSZYqy5RHaqKyx3zvFMkg5pEyaF8soUIJJBQWCAk4FlZeUcRpCcSv25Tou8Sb+6NKlyyaE9cEvQ7gc+CUC0msCuYSNA4KpgRSg3zek3zvTNJcC38B9BaCS9CnKgQjBlsQ1IEy8eviPxD8Tv8oVZ9kmxplpGtz1gA3BboDfPAfi3wawLH8z2F9U8kRsZ+sEXjCVT4GKqIGyxPu+ayBfvowL8IR9H/rdH4GJVlWUTYyNrYj3fjlWMBVNgaCAK5rCcf4M7MYIwQPjB9BXgxGm47+OaA9ZLSJ+Gl+q7gXjXDwuOzvbd3yJDqamUYC+P4s2/URHOwvpjt/lQd1eR3qeceCzpPJmOnHnjxw5UgHanNlsJChJmzTu5wlJfyLGaW4a0xLhx10d88TvjNcyPCntNkf3uA4/EWedQA+mplFAWUI/O4YWMw6a4XYp2vG2QBlE3/tht5qyCf+BxDeuaTSoqu2Ryatq3WpavW5BKHodxHZ52nVlmMF9QPfr3APOghHOIHIxQvRB7GBqIAW6d+/ugZhj6esPAPnPZUGFoYenfmZMOGNNLgkPysrKSr5K5Jjxp+MiqmRmZl6P41QhduOMnqMUJ1LKcdpBUUQicb55I1x/xi+OZe5oHYAPCDs2rhvOYGoaBWKZspi+VsYoa5Q5jRkTuzAm/BiLxkwso5L3hlNPhlpWogKgljW5cprLwPc6SFQ4A341HG0Ic5lxLv6GuF169lePptatW/dV4oOpgRRA4PWjrz+mzxV6/kKRL6D5MtF3CMm/iPNxDf22PvppOR2AL1hNZ8mwSdeuXT1A1QfcMQJxfQwzjnydzSTvAROVSOYBatrDlkHgd+BZhuAYdAb+sXUjLpgaSAFlCn3uj3SsyUBYA3dDwINXjsE2uJVJUcuJL5BVUUD4V2EUCAq4wkhbdsYMcN9e9Xc5fZXIJ+H8GvUKgC/VPD58+HD9ZWcQYqolBZhhroug87SzJ5L3oBHuATsrUQkvIK4V8AugcPyRGaxnARLxM4EroTxdhn6H8eOvGu0E3gSBfLzatjnx7wC+mLVSnMZHOnLB8Q6oeZq3ZSwgD5Wv4806WJenwTvBOpJfMDWMArFM8RCofa6sWcgYcEz4WEsebmVSDWt11W9OMQVc9Stc3WsYv7/bhnZ8z6B/Ads+yMeWAdIQoJ5WxRtMTaPAwoULr6HPJwOeelbx+QqRe/3OfHemvV8Q1whQOCYPyyTee++9psS5j3s59q/E74py/h53ZHQbhudXZrHi1InTEJRIEOfhPvNslEgkLMOyonLxWwdfyTocvMnWkbBgaiAFYtnih5eyRplThz5XBjmW2sSyqQa2vOo2SeFfdWtXA2vWqFGj02iWV0OGMPjXxa1xGcgDNh+MGjXqQwMC1CwKsDy8K/19OLPMBihJ93lVhj7C4QEoV0FssEuDp+sAN3oBy5ksy4f+RJyKdPj8+fP3Y4w4VkQrAMOMI91wA01jWt2ERXlRtnm71WFezn5+Mh5oZJ2IbwDu4daVsGBqGAUYI8oW9/sdP8ocx4EyyCdM68eyqYa1umo3JyjgQv1T0c5u3bq1QMBFb/gi7H4DvJLkhXhfqKlHnEuTFV2NkH+KKdCuXTt/avB2+tuSVXqeTK6nhz5fD+XnwShnoZ2YpRjunc3PUIQtJ06c+Aw40aGs/Pz8fuPHjy9zf844ceJ8zzeteZD/Z4TVNW/y8t75HMJ+xisI4lYAABAASURBVO0v4RCVsEzr5MlsT1Lfbp2NCFCzKECfK2O8nqbMUfZ0ZFz+ZiuJO08ZpTtAaigQFHBq6ByVwkC/CEceoGnBP9/s9arJm7ibLViwYCh2MDWMAq1atXLVY2sE3A80zROo0ewDt4+yuB/rHd2rmaF8gmJcn3BnJg1RmG/j3ht4FIheTtMuD5jFeAhLFNPsZR6UG82wzdsyiLyaMMv0Cpx1sDzrZN2s49ZxnUENpiZRIJYx/hSqMsePLmWQsshmei5FGaU7QAooEBRwCogcF7Eltj+Cfiu25kD+eSACK+Fhm4ljx479MVFpf6HgiqBAz549XfL1vWX393tTxj6A/c732GJfO1sJvzPe0djOPn0YwStCV+JfGaSuKNGxuPOGL3k5DWfZJsbJi9N0BdPT1ua1iDDzTqCILasucSuRv3WI6oN/H3Cso/uEF8R1JziYmkKBWMZMpD3KHKyEfa8s0q1sUkYpq/QHqGAKBAVcwQQulH133Pcj/Fz6wZnw1SNPv/6IEHSW4wlFwwPUIAow4/DglYdeHqKfv2Xm2QHwJSrf/d6Xpk4Cfs7Ozv6S5WIPRPk+tL9o9Dt4e44ePfqZhQsXekUkKTBBX6bJNU1WVtb49PR0Tzj/Rgp5fTfLsCz8LntPoox9qZd1ycfdAbdPVT6Ee3XrDl4wNY8Cj9PPewN+8PuxpSzyw0zZdD/NVVZhBVPRFJApK7qMkD8UYLD/Uq9evX4IRIWpS37RIRwE3TSgLSgvAcFUEgUqoliU3a7kexTgYSufm4xem2IsfESfe7J5LeLkwdc7d+68HmPDZyk3I+xPFOj/xcvFeBO+E60S1V0A5NNSKAiIHeQtrvknRowY8Sn7wh4A84c/NrMMywL1dcCy1wK/Kfl8hN96noXbZyr1HhW3QXeAmkOBl+jztsA0m4QdySLGxmrKKPr/F8MDVDwFZMCKLyWUoMK9l+XBWQzuSAFDEu/6ehXAO52/ZGVluSxEcDA1gQIeYmI511es3Gfz14z8yLqQ/h9A+1oh9N4AnG3OIywN4fcCtq9kEZz2EkuFk8GLDPm4FK1SjfyZmZltunbtOhrEEwXdhkWR/COf30yDMzLmxcrLy3hccVkzLsuZzzzSOyv3TWjvB1u3C8GzrtY5nXzusC2EBVNDKBDLGpWsskcZpCzy42s1ZRRj4t4a0tQq34yggFPfRdGTbxQbnTxlsLsXl4M/mBpEgfgQ0wY0yYNOPrjyBH3tXdy1CVMRHoOi9DqSbzO7TOw74P6UoEuBBXeAwVUw+rjGdBUhitb9ZB9PUIC6Zyfo/tg4cUjjbNc0OAtMMk+fQ/UQzp7EtLQOixcvPgY31Utbm3/W8Qn8lrEAe4O4LTiDqUEUyKGvlT1+ICqLbFpSNukOkAIKBAWcAiIXLoJBH51yRfB5+EFB6eD3MnxhtOCuxhRAEfrMqMu4n9AM71z2xfbd3VnYPiF5Pf3vr854H9zlP4Xg3YyNu4h3Zuq1IZwFpjn4q7du3do7nCeAdxB7w76o5ZvOM3QbBvYJ4oiLu7gCNk/Q0u4mznIs07Lrg78VEb4t3YeZsnX0MX7rbN0/Ie6KTGbdpAum5lDAFRdljzJIWeQqXSSbak4Tq35LggJOYR916tTJd3f3p0jfYHXQK2x9ivAtwoKpORS4B6U2iuY4A/YUsjMNBZz2fBSaL1PdTrwzTIXg1SwLXoryiwQgdvRwBvGJ+CTyNqTZlfDn2aNry95wibfCDTNOHHFJu02cFmfCWXWUJ/HrU9Zl1M89ae+DevjqdtI4Q7Zu1tE02tZ9A3Btyz0G1kSojW2iv5U5kQzCre2b9Psro2ojPSqrzUEBp5Dy9evX70FxXjtxwLts6KP5UxGenxMeTA2gADNFl4g3Qqh9Q3NcVvZwkzNN+9zrRLNQgjcS58eXr1FdikJ0rzh5BWkxe7Rfu5TctWvXs/Py8vzhho1QgjdkZ2ef5x4daUs1xokjLrCRac3DvMyTRP7SVnQViVmzs+BLCfP+b1pcJ2e/1tG6Wmfr7nK1bdkobhtJgqnuFIhljj/OoAxSFtnnK8Uyqro3r9rUPyjgFHYVQtllQ0vM4J9LgN739EsUbzDVnQJdunTZnjZcBfjakMptBG5/21dl+1/cHnpxb9UTyD6A4AEsZ5dEJdzr3RDF+RPKcAuWkt8h8AZgMPBLnTp1FJY4l21iXIWqaW8wL/M0b8B95ygT3KMYkz7EsQ5uD2JZN+toXa2zdbcNtsU2XRW3MUof/lV7CryVSCSUQcoiZZKrNEkZVe0bVx0aEBRw6nppY4raE4HnsqPC1msiPob+POHBVHMKoJhaovhUUs4WT6Y5fwLtABWZr595snh9FJ2K0ZWQX4n7nRmrS784I7MB42Nl8nGJuSFKc3dmqr4D3WThwoXux0ZIy/oX4zYxrXmA76tar5o3bpfFsRKJuOzf8fxKXDdtwGVw62qdrbttsC226Rvq9rRtBS+Yak4B+lzZ451zZZHKV9nk4TxlVTVvXfWoflDAqeunXhQ1CQHs16aDPbIJc7aBFUx1pUD//v3RS3X8Hd9WtMGrRHOx/Yk331pWiSHr0nz6z0NXPvt3C/EefjIs4RKxS8WMDR/Gb4h9I/u5O44ZM+Zt8wbX2YmKG+ffMuJmmNY8zMs8SWne61qWZeL3Q9A6WC9PU3tFzh9kMCxZb9ugMrZNtq0VjX3YvE0foFpTIJI9DM5IFjFGtH0YRllVrRv2dytf2XhBAaeuB9IZ4A9SXJLmHnKZEu/FEBxMdaXAxIkT+1N3rxK5pOzhKk8tr0F/e8DKJb7/4d4WeJp92U7YW4DvR9iLzCZ3dYkYIXgFoNK70pmr+7ni+LOChgPOVA1aJogLpJlWZPMyT9xXGg5cYZmWjftFwlXEW8yfP/8A3E9SP5eevRK1CLcHtXxO0zbZNpes94jbDHow1ZUCseyZQv2VRVgJZ8PKKBWx/gAVTIGkMqjgYkL2CLppUGEMkDQeeIm+QJMBwa5+FOjWrZvvLfel5v5e7yHYXi/yl60Uaj71+D5hLuPOq1+//tH+YhFjYRfCFHY9mU1m4V6XMPFUhO/hLzANGzaMrhOxrJz8kYUormfPns6gVerb6o4C439J3GTaOLgg77isdS0bBduT+DqE7WLdmC3/B7+zXZWw155sg23xY2IrlrRto3Kjb9x20IOpxhRQBimLkk0Yw1hQViX9wa5ACshIFZj9MrKuRdEIuocQeNFeC25fIHKpL5p91CIy1Kim+qQjCsnrOSrTE+jfLxBeXWikrws5832LvlbZ/kD4Y8xEF5qGeA9gNSTME8nTUJgHkk/0cUaYe8igLDHERQo4+StH++233yqZmZlXLViw4A9wOwu6CbvywAMPbG6qJG4yrWECuFHelkWcD/D7DKp18NeS1rFuw4cP9yGOx8D/AdgJUEDbFq8rdbGNtMmDOn5w3GMacIKpphRgTLwIeD3SlQ1P4vssqT/QUU1bVL2qHRRw6vrLn/pS2Fni5wgxZxSePNUfoJpRgOXbJunp6T4H6Z7uEyzxPkITrgW8zjEstnthv0Rf+wjHY6TZFQWmolWhOSMdxoxzF/dpCXdszM3NzVXxkWyJQTj6Qw4L5s6duzp7t3egXH8mv+MA7/L6oIeg+3jymiYOy9zu5fozh6ZdkhH/47znWpZlgr8L+VhXYhOLCB9jHVHQjxHuYxw+X+kMuXCbro3b6steLaQBaZqYQYBqSQHfH1cWRVch6XfHoXv+1bIx1a3SQQGnsMcY3B5oce/PAZ8b78GksAahqBVFAZSV+6GeFv0NJXQliu8+8u5FH5+JvQf2NOA73L+gRP8CziKNOB6oku8uGj16dD9mnNHyH7heD/oqJyfH2TPJlhjC3S+uU7duXWfRnfGfw1L2uqS9mTx9OGO+bsNQnOcS1gXwHWnL8ErRkoz4H+f9FXlYVsKySesp64uIFj/DOpL+LOAvwjzM5XvVKn3bZNt62VbbTLzvU29MGmmBN5jqRoFYBuXS38okPwojGVXd2lFd6yvTVde6V7t6M8g94q8C9guzyF5ftWtMLa4wCuhimt+L/nRJ9ykU39O4jydsAspod+xG+N0bXktlB7g07MMWBKe1JH4eS8DjsAubDYmMXqsykDI6A15HGkj6eeTrDHcjFOadKE7Hj2gFYFh2dvYd8+fP34jAE4H5pLuJfdqXycfDVQQlHHuWESngRPwX18VtEevmQbBGpPXQlfeS16bsrtTNJXPH7wTcx9tmkj+FWxqolKUJQcFUQwq8Rz9GYwrbPq6GTaieVQ4KOHX95jLdzhaHcPMx/hzdtRaqacNZbu2NkPJhilvoR68dHYi9adwcTz57SOlcwjqguFTEO4DvVsNWhJ0ByHO/jxkz5os4TSJ+/q8VSu079nKPRWG6l5xNOk8fv4w9YeTIkYNVssk0ZdkepMrKyrqPNP8DciivNfY48v0UZfwf/M5oW8VlRtnEdfmdOPeyzyDQt6H9taYdbAMKei/CzgN6kpdXkZwp2WbbLg1uIfxSaQNOMNWMAvS748QPL2uujFJW6Q5QwRRQGFRwESF7KcAg74DtaVL3/5ztuDxJUDDVhQIoGA8hDUHZnEh/dgFcmnXmkFy+8yGDn2nP3uBch0L1xxi8yvNFvN9KsN9ei71nC9oSw77u1rjSifT3ggdjO1PtQxoVoSslPtoByt831M007zAj3pL8jgW8TuQVk7PJJd28sQsM+G+Cg7U4jTj3hv1AoAmL/DGG60DcG7C987E15ue5BsNc9j4RZT1EGhkZoPpQgH5XFrkqomyqyyBQVlWfBlTjmgYFnKLOY5Bva1EMbgW2X5jv6g9QPSjArPQAFMww+u8+tNIx9OfPgMuxvhylVk2eHFUxuTe6iHgV65ksG0d7vfg9Ee2rVNGvX3Xv3n1dZqa3kd8rMRW+xz4KBbg1e3MPO+OlPJeCi1xBAmeZhnT+yk1zZ8Tk9eC8efNU5seS0P1hT7u+TNk3067WhOm3Ti4z70K5s6wz4WdSZ9vgR4Rtqke+zpQeII6otPX5Jw1+pg3HEHefNCLPgiVv8IKp+hRQFjWh/5RNfvxFsqrqV7v61zAo4NT2oa8j+SDHvPhEampLD6X9IwqoUFA0TyGgPsXeH/Bwk0u5hxCmUnL/9P8IXwicBHgVydPMM1FMjyYLJXw33M4a81B+7h078zidPKKHD1C8u7J8PBQFGAlCcDXNUWp/+xlKEwhxGvee9SaSipg6/F8UkEj4+pWHrX6gfU+wzDyHcMendcSZ8BeUrPtMPB4Ac5Zr2xbi3406e23Fmb9L7t+S7+bA/oRLo6fIMyhhCFUdjLKIfnMMp1PfwmMPbzAVSYGggCuSuoXyRji5vJNLkEKrxGlXwoOpghRQkdB3XtVxdujKhXulKlfvwjpbUOl+hwBzLzQX+wqa4bUdFde47OxsTxMn+vfvL6+5v2b/DwXH/VTfgT6K/L13OxXF6yyTqCJmdZTc7X0uAAAQAElEQVR4lEeR0GV44jRFriGZhNmwS9P+sMNj4BxLfX1oozcK2x/ht247x3VNxHX3sJhtAXXxFeRhG1tRZz8eVMYEJU4gUpr8Trg0klbDpJ2RJSAEVCkKJE/HUyn73xPRyiq8wVQ0BRQKFV1GyB8KIKD8pRmFk0Lbk6iEBlOVKaACQaE8Th29OvQiCusi+nELwlyWJTjhnq/XiLII853l5/Lz833gwsNTTVFqD3rYiXyOmzhxovcs7X9fnXJ/9ajVV199a2e8ZNSGfEsdE4SvQd6WAdpSw/K1h6F8YWu7Aw44wPKWRuIyjWlxljCEW9a6KNgH69evvwXtOhYkTzMrD5pQ14+p8398Ycs2EOcDMmvYNtI+R94+3OELXtZLGjimtybOvLzS5AMzGeA9Tj5hJgwBq7qhrxwTVtOlaGWV7gAVTAEZroKLCNnHFMjGVnB5glQBjDeYqkoBFQdCSeXrgxS3z58/vyvK6BLCvE7kTMEl6A+pv0u3F6J8znDfND093QNYzjBXRrHt2aBBg8mkuRO85K8Q3TB58uRI8d53332R8iLOQ3lJAYh3qSHtKuTtrxElMjMzm2VmZp4OvEneltGBuL1Qoj8S9jp1PhWlqbJ0jP1p2qU5LXURblkeuvEucJ6KmOVv7xvfFGNtAs49CxYs+J6laQ9krYR/qm2zjZTpSekLwbXt0kBa+PxmI2kkrYjzbnBj0gUlDDEKmSrppE+TMkkZpayqkvWsaZUKCjh1PeoLMx5gscTP/BegalIARXYAisNl55Wo4R3MUs9GyZ2C28MpLhPnIrAeAHYgzANSX8+YMcNHNpwJ9ibc5egW2F7dcUbxLW5nmOizhQ998MEHScVbcAWJ+E/JqzTjrHk3FKyzSveCveL0IspQhTmQeg5EGW9Oeq8rnYvS/APc58jIA1+mxVnUgGtZRa4isfydR+UGg+mysgrVw1rN8F9EGV6vWhvb/d5E3FaVuAe9diA/D2W5dOny9rbSSpqR9g5A5T1MmuIOpupSICmTlFHKqqpb0xpUs6CAU9eZPtJvaYsRZApj3QGqGAVUFPTPU1QrWnZmNteXsLMJG0jYeJTNKOw5+C/D9llJldzVTZo02R7F5+8B70u4s1Cv6/hLMydOnTp1a/CdWfwU37kFZYlBWTkz9vCL+8FRIPk069at2zGU+ywB3iXuTrkfkcduKLY2zEIvHzFiRHLG4l7tl4YRtz4zUA9RfQbuwaYlj7HAUcmZMWEay0qPy9YfQVy3n/DUd0ZMHqcBvhftgSvb1JG8nlhllVVcgr8aPNvu4/3SYg51lDbjSTMQvLOlHTh+OLgcHQ5mQYyqaugzZZJnF6xiUlbpXrEQcitCgaCAi5CjQj1tzB0hlWCW4uxBb4AqRAHvsCKInqaP3K/9hpnlfSwh/5ewQVTzOcLvx30C8Ax+rxlNJWw13KcwIzVM5Yc34Uz1eBUvSnFoq1at3KNtDe5bRhYG0kVLweT5O0rrPyhf8/mNsm8jbK64KNV2KNhzRo0a5Q8jGFQmjBw58m3KPJs024tEHj5teRdj7lfyzgaOoExn8QnsqGzxkhDXsXVeXl5LynsQReyJ71OJ9wBhgnzbU7cc/O4br0L+LoVLC+vt/ej7iXOfeJC0A/c+/N+Q7+fgPi2N8QdTxSjA+PiaPkrWKpJVSU+wK44CQQFXHG2L5+zeoUuUP44bNy7a0yuOEPyVRwEUQ2+Ui1eNfAjD2d50/N7t3ZJa/YRw8qqNv5Xr1SOXZz0ZfDhKZQbgPrHXN1bHPRO4FiU4tNBSs1d/yK7O8+RVYPz1IvI9KA54m3QqK6+pHY0CXAsFea5x2C7t6vzbkEyD7dvRLh8fQ2LH4BCUYvQhwJLzAcVmxipY66hcsM7RHrGKmLpdTV3/AvzxiVn4VyE/PxAOxZ5J+GTgEMKlkUvuzqS3pNHScDrh/srOYPxPSWvSBFOFKKBMoo9+jKvkOImdwVqBFCiRlYxWIjAEVCgFXOqp0AJC5stHAWaeF6MYoheuSLkNisT7s96TVRB54Mol1G4IqIcBFfLF4KikVbweePKnJf0lJJdh01Fs7h+T1RJDGmfGiynjLZUus9A+wDPMLn8hn+PBUon3I349FPd+zHYfHz9+vEpNZZfP/qyKDrS/b+I0+eTfAvcMlOhj5L1vfn7++oRdTk6WeSIzn5+pSzY0OExlTB1Uzm6TWGfQlhjbRDuUF7ZxEHnYdpfZXYZ2r7gfmBsT/gB40solfGknDf25O2m6DXHRi1mUF96OhmBVzATZlOIOkaFSXGTtLg4BFZafq8gQYCbWBOWj4lUZDGJmeD4KwscoRlJFr/ioQJzN3Yh/VfrucOxTsVVQzni9C3thbm7ulqT1ru4C4t7Izs7+CbzCxtmkP8AwSKVLxEPgeZ3JpW1PEb+IghzI8rHLuUQvMSg9rxrNXuL7R/9nx3kUJB47duxkFPz1BLxIHdxX9oT2trT7MZUx+DcQp8K3zjiXGNsEvm9ae4DsjxYtWmxGjPeCrfNc0mvOJ+xIQFoNwP4WkIbbEelPN+ZBJ3EG4b9Y2tsH4ARTBShA/wbZlOJ+qFUKOMW0La04BXfytGFp8SEsRRTo3Lnzesz23qQ4f1xBReEpZw9DuT96HOE+RuAM73fcLr96stjlVA9T+ab3L7m5uV4nejR+yKAXeJ4gHYKdSM50memNx78d4EzQk8nDce8zY8aMDVC6fRF6zVFGHooiuIRZlZBo7xX7nxjTmkeJtHGZzajD+VOmTPE5zf1A8vqJv4bj7HVbFGTBzJg4jW2zjb28QsWM+gE+KNwj/o12qGiNexjEl8jfFYGfsD3AJS3/Q7h749L4FMKlucv+b9oXxAVTyRSgT5RNyYNYlVyb2lF8UMAp7GeElHvAYZknhTQvrahu3bp5p9el1i3ok1zgZfBUDliJHvh921ml4UzQV598XnEbwo8GYTaCSiV9ZU5OjsolUraEuWSrcmmp0q1bt66z4IcI91Q0yRI3zJ8/f12U1uHAS6TN95EO4luRr4e+xCkCfCCsTIAfAFj/yPwe51EisWVatnVwr5o6PQ/0BnFdwj3xrTL1OtZj7Ed7zzibNC4j+6MRu/mBAa57xNLoStzuU/ucoYrWnzH8BPyNgAXktxDb/FyalrZeX3qZMD8QtqCOb9kn5BFMJVKAfvKwXCXWoPYVHRRwCvucAZ7GEl/B9ZEUFp1IJEJp/fv3r8Os7koE/3D6wmcaH0dR7o7bWZ+K1vuP7v3OJ8zluLuhmieYnd35CIdLtirEmcx+o31eFRGzQJewneF6Zcjl1X1I711b7wF7sMoPryHu65JfgYmvAaF/6pQ6A6aezkRV5AVpYkca7eiI2xn1LrFbBUdQEePhMfMoEqiHQi2zTlwHgyJACasU/dUk6zyYOvSlLX40diKN93qjdtLmvu4ZmyimhYfPpM1Ewm4gjfd/PSF+K3l8g98le2m7MW4Phe0p7cF9HP/q4AynHVfaR4QFUwkUUDbRF6WNo0qoTe0oMijg1PbzopkzZ/qLN6ktNZSWYK+x5cSJE70qo1JchMA/BmVzZH5+/vm4vdeqcnB25qz1B8LWgWwXYJ+OgtkS4aQS2hR/S4TUXU2bNj3SmS6KaDJ4/oxgOrY/zXcj8duTt+DLUt7zncJSb4lZLgptI9IkmBmbt84iQD4rUd4vHTt2bExZB6OgrgLeB1RmPgXpwyBClmGAceL0MI1pzaNIprEnWWayDnFwZMV1nUL69dwvpi1tidgZuAVwpmtbz2VmPJkys6GFy+93gN+S+E2h1acsa0sr93t9vnNtwh33Q7AV8PXB3Vrak/eRuD2h7YrDefaRfQVeMCmmQCyb7IcUl1x7iwsKOLV9PyMnJ8d7makttZaXhkDfHkXzDoJ+H2ARfz1QTG+iPJ7E9hTyBEik8vTZyL1x1yf8K3BvRAHdZZ+lp6eruFV8ztauIf4mQKXknpkwBaW2Efj9UGAerEr+AIOzVJe7ybaE2ZiQX7wCgl1gunfv3gqF+x/q6bOWh2dkZHjAy5e3tqdOw4C9UFzObO8i0V26ad/ehA+jTt7/fahRo0Z/4T7cPGhnH2iwFrgFJi7zFwKsA1YJY513Sc5IKeMD4Dza6H7xVLHJX0W8K/at+H2YYzXqMF9auawNLW7GfwNxKl9PTe+K24NrKvFPSHc8dfO5z1eoZw9w/TDah7a8Q31tB+jBpIoCjnPKmgEEkyIKBAWcIkLHxfwc28FKEQUQ5Bcg0D1s5d7tTIpVcfqIhEuwvjB1KopAtz964OEql5FVtvWYyd2tIkRJ+AhHd9J6LUhl6NUjFfpJKI1LCHfm/BhLzB7awrvEMJtzZt2E/L1buySw0H+Ujsrs827dum1DGWcCjwHTCJ9CGp+ZNP55/O1QZk2BTsBA4PVC2UTOkSNHvkb4QJR/JxTlyihBFZjlbkAdB0GDH2nLz8CjwBnQxbp9Tt6WEeVR+B/lm7ZJ3IaCKNtIfv5MoWEuy/su9Ed4nNmq9FsS3512RAe4oOEd5KWccZXA60o+77k6+C7nn4btr0J9R/28U+2HjX00G/+b1PEC4oNJLQWCjEohvWWMFBZX64uaVOspkCICoADaAM8iyE+kSJdO/eF5DwT1QyF0I8xZq/u4F6IwnPV6wOoF3A8D1xFfjz3Kj0jvYxg7kYagxHTsK1Fam6DsVIZPEtgJ8I6veeFcasjn/2JfwQtWRx55ZGPqtTdwOXn5u8HtwXPf9CJw/QC4mvCtUKKeXnbv9LXs7Gxn6ET/fYNC/h/5vAZ8PXr06FWos3dwPZnsneVLaZez9PbEd+natetlKLsOnTt3dladLCSqM3VLtiEZ7mMdtpWoxfuh8L1fvDfLyVsRMAAk34TGSuxB3hfwIZD8ZR3L9vqVz3n6mtj+4J8Joqem7Qsf9PAwlwfb7KtbqOOJ0OlZILzMBKFSZIKMShGhLSYoYKmQIkDguOSXotJqZzHt2rWrh0I5m9Z/FNN7CG79ntZ1CdmZGkEJx75C32XUTuC2BJyFOaMTx5/a83qNS85NSWDas1E4g1CI0cEoD2AR3h74kHAVGs6lBgXkyehfUX5bo0RuAz7466+/XOJ7ESyVkDPBoZS7BQq3JXAIcAd5fUK8ZnXSOiPUvdwQp7WMBHX+iLxv58OhJ/bqzEx9UMSZ7OooupOBl1GWM6jju8AtcfyvcRuKlE39bKvQPqZBotD9YpWqtGpKIg+2OaOag9uT0NL2MNrbGHDJXIXvqWnpDUqB8a7xWeD4rOU0Qj/q2rXr2fYt7mAqkALQPMioCqRv8awVQsXDgr+CKICQ+6OCsg7ZQgFmcbu2bt36XZTGFXg/wd4f2yVifyTB60aeaHaW6Vf+Y8S5H+/zii/TN9eC72xNhezp3c8JOwEcT0LPRjB9N2XKFGd+BC0x9erV60qahvieABLul6K82qIsTsF+nDTOtFuAYzrdXvM4Cf/m7qUSn46SfBKl6P1LsygCQybS7QAAEABJREFUxDcD15PFRcL/rse05lEa/pgxYz6lbOuVPm/evDYLFizwAf5TSfMD+D1puz9I4ZI7TckcCm1Pol3iJGXGE+A2lAbgFxhpRJnfAdLsTnDOJdJ937VwS/uJ2F5zegV7OngqW/vHfWXjpf0fxGUDnljfB5wJuPvbt9TDfWSy/PsmYP59CtDvQUb9fXL9a8wkM/3rjEIGy6YAAi+8Ab1sMi03Rs+ePddASzyA8MhBWG9DBg2ANrg9+PMBbvdv2yDEXer0ipGzKl+1con2feI/A1decFZ4Ov20blZW1pFz5871INLJpKsDXOvBInALDGl8F3ohARtQ/nPsl3qFR2VxJ2EeoFI5307azcmvNXAIynYwM8jP4+s/VLlOmdfSSNeYmeg08vpHxrTmUVZiCrfs6CrSuHHjPsnKyrqPujlD9pqQS8q2w2tH+4N7N3k5E/2Ttj5D29cjX2e10U8U4o6MNALPjxlpdhLK/RXy7Y2iXheEc4hrC0hrP3b8WHqVcH+5yY8T7xHjTXgC3Tey3wfXj5BNsetT5jbUI4fyH7DPRQywYinA2A8yasWStNzcZIRyEULkCqVA+LpcgeR0SZJZ2dl5eXnukbqHi5xOc1bXn2Ia43F8e1JZhey9VoITExHkO+FwluaMzv1dfxVoDOE3ZWVl3c1ybXTQCiXps4rNCP/BmR1ltQYOQQHcDnxA/vsDzphPJr/NgGfwHwv4+7wut1rm3Si1EleQwBE/Lzc31xknSYsaZ9OE1EPhJB/Ix7t8Jk5bL86rROK4bJ/etC5F4qnzJ6RXAXvgzJ8l3Arh7LL5C9Tdn1c8lQQ+yrEftHgXutwKHMwMdS1pJc2IbxbT0Ac7ZkDb2wkfCIwlzjLde98ctysSu5Gv2wZ4Ex5q8+PFfrIPG5LG5zO9euVy9VHM2P9HeWFZWmqVC8sdGWTUcpPsnydwcP/z1CHlclEAgTZ9uRIE5DIpgKB3ufkdhLb3bl0qHYKQXg9wOdiHMXxFytmbeTiTdbk5B88GwDTSuezpYxaeKH6BsA1RFtdgR6Z///7O4M7Ho4JNY/nza9J8D6jgVT4qEKITPjrhDHcdFExvFNeDgD+951LpVN0iFQfqqdL/PqeMa2nvvfeee6hp1OkfL0HHadPivIpXIRGX/X1clxLxcd2n0uZdcX/Ch8n9tPFg3O7tbkX4QBKpLHWfjn84Y3wKtPoCt6sNKujzpSV4kaFOnnT25LU0f5nATGAM+LZzXeryEv58bE+uq2ztwyaEnUfeD2L7WIrbB97HvpGyvLIkrYkK5t9SABoHGfVvibgc6YMCXg5i/VtUhEoY3P+SiN27d1+Xmc+jCIo3yMpHKKbi9i7qRQhxl4udJblc6VKaM1kVZmNwXS7dgz54juXQNigR32FWSTtDbkv42ezL7kLelzGjez5eTvaOrEpEZVkHHF/QOjY9Pd1ZWw555pLmGvIqMcMlTqWg4sdZqvFkr8uwpUY2bNjQRy0WDh8+3MNjBTgsvTbq1q3bntTTt6t3J2J36nuyYcbhLzBx2oVxXgXhxRzWwboUCy7w2gbbUhCggzZ/wvLyVbhzobv7uc6K3TMfRZiz14h2uDeGltOp4zjgEmauXo/ySlJb4nZmVt0QpX5e3bp1fZLTN6T3gs6LydM8HsHtITSX9v1FJfu2D/3nUrYH3Nw33pb+f4O8h0ITT0+TbTD/lALQu0bJqH9Kh1SlCwo4VZSmHAZ3WN6BDv/EoHjXRMjehsD+EuG8I7ScDLwN3M1e51XYnkz25SqvED0GTnPKqQ90BFTGz4DzFsvVx6KYFnbu3Hk9cO4lzBmW+5NjEOT+Yk9/8PcAVNpYiRvIf0uUxDrs30YzXBSPJ0X3IfKZ8ePHqyBwLjVeNcLn29HO8nCWNJS9KaFfASWM7zNTpkpvEUrFXw0aTNs/Av5Cgc2BBs+S/hzq7ozfvdhzDTNOHJTxh8D9gCsBZLVwV/MsUdCSgK/Iy7os8RX7Txm2YZu4TUVi47b7utg+0PVHlHI0Q4ZW7iG71+sM2TRNyMfl5ivx2A9j8bvP2xCa33PQQQetY5+QxzGEv0l9zNNT6L7ZbR82J8zT4jeS/iLaOQ08P7huw34TcJnej5GvoNcg2ro6eMH8AwpAyyCj/gHd/mmSoID/KeX+QTokYfi6XE66sdS8IUL1Dmjnr+c4W70MYezP33la1p/RG0CWHnjyCT1P2PpLRv6IwLkI9x7E+eqSis73mV9mCXQISup7ZrGTyMfDPc7+cKZ55UgFbHrBJegv2M+8ZMyYMR5WIqslhhlYV1y+D+2SKM6i5q+//rKe6ZTvMmrRyKU+f45wMe07nPr0o413ozD/i/vPBg0aOOv1Co716oBQ9McfHkTJHk6ea/Eh0AgltyGRjwi6DTNOHPD91aY/sPeiOHn8fvOkDGeib1HGXUA/4FBwpNsW4JVqyNM2pMdtKg1HGkCSetKkIB5l/MnkyZNVktKObOp4H/skENwn9z61y8suRW/G7Pd76vINdRxMe1T47cH7EvgZ6E0dXa3ojNs9+fewNQcR7qMq/tRhU9LNoBDvUHcgn+9p6yA+2vywEjfA36QAfDb9b6IGtBVAAZlzBWRTRhYhuAgFGjVqFAZ3EYqU7UEZ7QKMRKi6n9oF25/1c7bpTwMqWL2y4lKzy5XI4sXer3UZ1Cs9O6GIvibQQ0TOZF0aXUhp5yKofQDC2fEC/Iadj9DZDiXmDPdQFIcKpQtxHj4qcfLZcKAXeU/Ozc31BC/eEsbl0Z+YKX+LItgc5dID+0LgbtyvAH4UeL/4ItrlG8qe0vZKUhb5ehXIX2k6C/eX1GsflGs/7FvYg80eOXKkSqlEgQYYJ464tKMvtndtXTEwry3Jz31ar/f48eDHiSebnSWvTp1+AV4CVM4X8GHQvUePHpvaBvJ2dcE24SxqpAH5Tia0F1DEeCKaOB/gkJYHUp/7gIMBZ8gesLqQBH4AuD/vB5VK1n1394/ts0akvxUafZifn9+OvvsSfzvA2bHpxHOpuh793Zrwy8nPurpC0IOwr2nPsO7du/tzkEQFsywKBBm1LAqt2Pg6Kza7kFs5FJjLMpszm3JQQhRKqjNC83WE6VuAsypfRvJA0r5Qx6VhH3Xwece6COTFwFzw7ibOjxufglwVtz8fOJLwFoD7gtJ9Pu5niTsP+C/gLwUNQhncVHiGi7BWuR9Mvl+0aNHC/WNQl5r44QnfK37CQ0wsdzagzpvzsdAVOB+3dVF5rM5MbA75fEpqf/HnGNwujf4X29ktwYn1KL85CnYH4ATgeuBxlKcfHQ3Bc6lbvH8M5kG7G5LvZyjnx8h7AHA85W4PNOPjw1mo+fvW9Lvgelf6eJTeMOI+tw1EWu8T6Je7aN95ACv4nTe17dIAXA++7RPTBvSlRhpSB2fBB8e0jSKpwyeUfwPl3UTAj9jObH168mX8fhjNIcy+sA/HMEt2n92Zrqsfv4NzL+DYUAnXowzHyF+EuTXgtoP7+8YfjCL+gLq/ABgOSjBlUSCWUfJLWSghfAVSICjgFUjMYlkV94a9leIUif3+cg9C/TgE5GcI0tEIXvc/VabjQPGgj28WO5N15rYy8c6AXFZ2FruINJ5K9rSyy8jiKHgXgKf7IgTwtgj7aIaL2xO67ch3FsvRBaee8UcGpXMuDk/2XnvfffeZf0JFQ/02R4F0IY3XYeqR9/7U9wcVFOV/it/ZqzNs91P94YNhlNWFvDZkltiY8jcBnP355ORnhOfi90cKcJZqPHTkIaNSI/9uIPUyj+gaVmlp+PjwkYxc24CS7gd0p14bUecMluk3Jn0m6Z4E1sLtsvn54GYTFylnaOB1LhWbT3dez0fIQWjnSDmTJiENSecsOC2mrcEFAD3tg1nk2RZ6fUrZ0shHO5whXwqitHaG7IfXSvhdPXD5+mTchttH/pqUyteVDVdFvIL2BeUm95zn4XYP+lnqO5E6Hl38wBp5BbOUAkFWLaVFhbqCAq5Q8i7NHAHjDG1pQHAlEIQtUGyXZWRkuB/rrNCrPSqEk+fPn++S4isITpdIvavrTEeAlGkqSK8TOUNUyTpjUsl4KOtDSKsC9vdpz0ahDGDm535iwnvDderUuZ34OiiD4/naV5HjTURKFgW7A5l7EMj0eyKsXwS+R8n6Qw6+HOXHwfEkcLnbd5p9yvFo8txxwYIFq6A8/EEHT/i65Gq54wib5CyRNAWGNq0DqDQKwoo7iG9MvmUuNxfHL8tvHuZVVrzhxPsIhoei9EZgnUeMGPE19PN+tAfbfAP6DNrTkg3fVaHfLqTzGUlfxPJDYga0O56wMenp6Srn2fTtt9DPH7Lw9Pk84o/B384PmqgQ/tkH5CVNqWqd2+0jghPOkClb5Xw26aR3HuEfkr93vv0YU/n6keIYWI84P8BUzK6KgLZ4Z9JdDDyHYncVRIXt2NqGyCEsaX9N/S5EEa9C2mAKUQCaBVlViB4V6QwKuCKpWyhvmL52DepCbS/uZG9xawTxXdDkO5jdpyIzwPkVvyd7j8S9AUrPe7eDcBun8P0D93vgeCjIMMeuM57LELBboBhaI8gVuDuApzL2RO4duAtMq1atTiO9h5c+RNq7x3wP9XgRiJQs+bwLsrMn9xX3A9cyVCDWy2ct/TnAfOp8NeUdjJK4GPtR9l7fGzdu3J+kVfF6gOhXlIezXINKAPmq7FQkJeKSAZSxBnizk/5/apuHeS0j/QTwrFOpaHFb7B/b5qMa05k5v034I7T/IujQnTLcm1cp7kReB5KRh+Bewi0tPRSnreJ8n76dDc0nAc8Bd6GwPbQmPTawj0hbYMj/Djx+nNmn7eijCwhbi7726thllOsYsJ/M36tp9qFL1HmkW4ny7yB/l8Db0Oce6DqHcNuyMmmv5MPJA2C38THoxx9RwUCzIKtSNAwcuCkqqtYXU6sHNQJuVYTtycAEhKe//uNM5GmE4CRGhntOH+NWgXoNxYM4vyAIPEzjCeC6uPMAhabpFNY/g/9/COMbnOF26dKlCfuEWeTl3p+vVL3PDOdsyr2HMl8EVPaemvVKTAfSDiK/o8BfDbeKXWXvcubXzPBakG9rFMxe2Cdi3waoiD3k5etWw0hXltmRCO8IY5VuUATegbXdpSMsCW2F5TI81r8y5mFe5WUyKa5TeTi2ybaVigMN/S1iP0C2gFbPQLdbUczH494T8NBVSxL6UeXWwM3gu1Lhsraz6JuJc4nY/r2JvipQzrjPom6ubLhHvLJ9bF/zAfAp+V5PPv5akysFH5GHdF2FfvWAlof0HDvPg/Mb0Bfl/a42eD4X6qrGt+Bm4d+RuE8ZL/+lvBOYFbufTHCtNdNrbctT3PCggFNEcBi91g1qlN+qCLWjEGrP0X5/8F4lp3B8DLJ7yOgowt0z9SUrBbCzGeMFZ6rOSnxXWNtnEP3B9x8QogpZr7VsQP6RkiXsv+TlW86ept0XdxZhKlnTWYaHs5yhXUqcs2HYaEAAABAASURBVFn3ZldGUbRFUfibtC5Tu5x9FcuiCm6qWNSQX09CXmbG674qzpKGvG3H6yVjloaAY32mLA0p1dUSvIIl8lIx/kZgnIfKrzzsKeBZp/JwPBhn20rFiWnyckyjEjjQ2L3bqyjHA1Nf4O8O7beaMWNGE2ao7jU7a76MhPaR48G+9NrSzSjHsYTvB9j/W6KQ32RM3QWcRXke1DqWOJWmp7EdQ8fykefH0gDCN6FMHwVxm8Jx5fhwdWMNwjclvSsuaeTpQTmV9m3Min8l7+yuXbseVhuVMXSpdbKKcVIpJijgFJEdBv8jRUVVajEqXYTXkcCzCE6fMfT3Xj2kE+3NUTnvnB4Bk2+LW4Hovq4zJ/dd3etzRuJVEh9ZOAS6+eDGYQjK4eC7hOkrVOvgdz82qWSPx2++7kOOIO9rgcMRws7YVsH2BwMyCLsJoX81M6fnsIvszRJ3Pvl/yezXA0c4ixra04wQFbvtwVnSsIfcinr4RKKzxZIIhMT7n01pl7N4Qso0q5DXn/3796+DEliD8nck/y7Q9z+4z0I5eMd2D3D20G0YM8NjxMG9o2lMS/yflFDuPmdcl6Zx3UAvacgnB2hJ/mXOpqGhtNmX8qVViUxi2nqVSFpH8YX2mp+hT1TQNxHRiLHTC0UY7TXjP4o6Xkf5jg2vovmGtx9gSeXsYT2fsfRDzS2E4Sj1g+n3SeTjDz3cRtpp5JMNmN7laZwJx55jcAfq7o9zmK9+95I7k+Yx6vAz7alVyhha1wpZ5QCobAgKOEU9AIOrYFJUWmqLQSkkZ7qR0qX0R4COCDAFnD/Afj/uVwmbA7iXpzJWyHmAxoNMY4h3ZvQN8Z669bSr92FfQYCOIuxyIAPw1SqVs79i5LWZMwnzLqnLmj/m5+e3ZWbVEwV7CfA4y5TvTZkyZTYCxYNXX8UnbklS1KDAFLabUNZ1zH6TwrkIEvXrTh/Oz8vLczZWJC7pQeB7VWo6dUj+nm8UpSL0ig5735uy/3lEFJhIqKguQLhfCv0GYA8BXCr/GPtHcNYEhk6cOHEh7fqR8l+lfg9SB/fMe9Mm96NdTm+iG1zDLhZHXNOYlvChwJrmCZi3ZQyJy7yUsAuIt94J62Ydrat1JrzAxG2aHrexILywQ9pQv/lpaWneay4cFbmlLfVTkW4izaPAYv/iPvqKNt0+bdq0WfTh21lZWUMp/2KgO+1yC0L62Oce0POO80OU+xbtnkZ2jhHHSn/yyAZeI+xU4g3znrGn5z2w5YMg0sb9YseiY9VDXbPBN8192C8CysgDybtAGfOhczgfOM64ia55BlrVWFlV1XrLwVXV6hTqUw0ogABtjfA+HXgRhnU/Npr9IKg8DPMSTbiZ8Cvxu/93HO4OhDXFdolRgefepMuBKqQDiEsnzutBhisIvQv7A+HOSBSOzoy8M9sqKytrb4TxSeA7W/V0q0p2/7Fjx7oESZKlxkM94G2F4jgGBVDWkq53g79CAXmfdWniQi4URy/a8kJGRsZqzAJ3pt2Z0OA4FNk5uC/BHkD8KSbB/w5x3wK+PDUfRZjP7E/lpWL2nvBC8vOu8H6k2dA0gHvCz1NX460PKIsOatKkyUq0NR1oRLtXAzYAdsavknPmN063YYBxq+FvBKQ3adJkJTI5iLyl4Xlx3s/jtyz3si17P3Csi0u0Puv5iXW1zrRjvm0AvsX9DulMc4ptxW+bzyHuOKCbNJE2tOcF8uslbmkQ01glaBtLoNhH9hV13cq+K45gH6NU3UJwD/d4yhrGx9YJwJ60fy1mrM72HSuOGdvt8vpX5Kdi9uPKt6hVwC5Du/zskrVjzjHp2GxGmR428zU08/Kg162Eua1gHgdS/qOU8ys0GEfbT0UZe3calGACBZaPAkEBLx+9ai02wqYNcChwJ+C1E5WjV26c0U6HMAovwasivjzkg/nXIfhc1lO4u7/m4xmgJlwWdewpCBcQ4C/ynA/uAQi2LVEA/vpNP/xrA+Z5BsL1PMBH+UFPJJyhIQhV+j7if+SoUaNUblFc8p+CEYXgvduBzqRM4+yOWd76tKEdisS7vOeC4wMfU5ldXUn4vcBTwCsI18+xfwF8UMM9yEyUg8uaCuMhpLuE+h1GeR7icY/ZZfDXCffDwL3rY8DfE5x1aVMG9bf9V4D/KgpjS/x+SBxN3X216ir8NxB+V9u2bU2f3rRp09eHDh3qjIwky29Max6kTDdP87YM4CrLBI7GvTfhW4LzKvW+An9d62qdrTthxxBnW6yT7d4CpWdbfY/brYFLwHmIsNfBV7Fn4t9PmgG/xDR8Bbc0vVcak59bE3sQdi6zSfugnX1i39hH9hU4A8nnIvsQdxFDvT+hfirPVo4B0yQRPI1OG87D789BOrZcSbiAmbUfI1tTzy7k6xK449d4x6Bj0TFJVJrj1DCV97bkcz1lnY3t8rYHx5x5OyYdi01IcC5j9ifa8g1we2ZmZi/a7LUnkgQTKFA+BRx45WOE2FpHgfbt29ft3LnzdgiUE4BhgILVO5Q+iO/rVAog9+OkjU8UeshHwVWfAB9rcHnOWcVi/M4snK08jSDzp+j6EDYS8OGEPwkbhMBvixIYCDyHAP2WpUyV3VPE5buXh0C9A/zIKGwV1BMmTBhAgHjDwGmC0DsVuAil6nJupEQRjK+Co7LoQ9ws0iRnorbnffJ3T9CHNVRyPuCwEWF1EKqejn0R+x7gfMJcJv+DerWhrirSetSpGdAG8EWpLnPnzvVjpCEC/goUxCDaMpi4LJUJ7inM7OZSF/e61yO/93SXBZ9++mkL4hapQLH/lYnzWBTnWWZe1gnwPq3XjOZaZ+tuG3APtk22jQwa2lbCuwC2XRpIC0hTL0MagfMHeT0q7YB7cEtLaeovSm1EvONEml+PArUP3ld5k8F0+8i+Asdxsqp9mJmZGSlv+5a4i4BT7XNwPI2+H2kGHHjggc0dG4RFhrrdQbnu/y6gDk9Rr/2ys7O/AVwxGEhZLmUPAlnF61gcDb53wP3YcNvD/vK+uWPYsexs2A+sBuTnWG9B2t0BeUF8Fba84WGuydT1K+r9OHV1lWSb9vAUuMEEChShQFDARchROz2dOnVaGWGxN0LjMuznmzVr9huC8X2o4XN/HmBaH7cCxlen1sa9AUKoG/b62Ia7NDkN/weAP/vnUp+K16s/zrKaI8B7IuCcTfgogwdenDWfTvqnEY47U3ZPljFPxFZJP0V4Y+BrhP5Z1Ol94DtgBkujCxCePubvLIbiEkeA448SXEadD6MMX1ByaXsNIjfAr5D3jqrL4L6NvDWzsFbkkYHtEqw/mnBWVlbW7kAPlM3x1LUv9jX4b8Vt3uuTzyPPPPPMD0lFSt5FTKNGjToR8BcCfgJ2eWZH2uXed5k4KB0PmUnDMnGWJ4Ly8syzvDTgWKcdy8OJ2/ZX3NYSqNJGGkkr8ltf2klDaYlbmh6PvwewO33lB0u6fRD3hSsZW5PWPjqOePvMj6MNKMi+9AT0ToQ76/but+cM3L5w7J1PHtMdG44RwLHyPnVw5uq5gsa4n3JsxWOsp2OOMH8T+nTyn065vfHviu1Tnd2po9slPh/qTNmxrBJ2Jcf+9UQ3yRKOfT8ouuPRduZr2CLy0X8oed6Pe0KzZs1+QRmPp26XMOvvALjKQ7IaZkJzlosCQQEvF7mqPzJLeo0QRHsiCNy/9SrHp+zLeerRvVyXR/elld7H9ETyHNwKm7nYjpV62AohrITPB45CuPRHyHTEvpdAr4S4zNoA9zTAPA+irOeB9xGeUwk7AfyG2Cq/x7EVlC+Q/ikUqY9zuGTsrCKHuKmEfw++h2Huw30B7ouxPSQyFOEdKdKsrKwGQEuE/JbYHaZMmdKbtO7l3YLw70f4nSiPYcAr+D9mH/FHlQWzKA8gTcZWmJOkpKHe5tOBug8vGbs0hHo5o3praUiZrvVop7/sVCYC8WvQRmeIZeIsT4R5mWd5aYi3TtEMuDw88vKw0zbl4cS06hDTrlTUmObS/gL7wj6xb+wjYJh9hr8fiW8Bmtmn9i3h9nFL3A1Qun5EeSrblRlf2nJs2Kf30R+OPbdKHHOOpXzq7rOkjjE/8F4gXz8yHYMbgu+YPIG6T6Xe7wPeH/ajyj1zP06M9z66SvZu0rr64jOpo8k32VfyhjwiryR5ZzbxLlf7jvX+pLuKMryuNZ0yPkYp34F9GvbuzJItA5RgagsFHCi1pa21pp0qWZaQt4CpO8PcZwIuyb6A4v2ZmdAsCKHwcQbiIwZr4FcBq/RwJlxyc1w0xZMBOJtUoeKM4twfEzcDweIs+EpshZQnlcU1XgXpUq4vHPmQvzNoD1j5O64XI4C8NtSDDP2pvWhGituZtrMMr7t4mKgDQrYHQjiakeK+jnIeB45CWL4zf/784xXaCm/SFjGtW7d25pOBgO5fJKKQZ7/99vOaj/W4gTzKm20eSbIpo0aN+i92eUZh/VJ5CPYL8SvVrVu33CVocKSjH0A4V4gxL/MsM7O4TivFdSwTjwjbaFtxlm5iWnnPWdqViiTN6ccbgOPti1KRCIz7MCPuU0KWGvKY6xhwLJDPO44N4HHHCnUoPOP24RVn0ipix9ghfryBuzW5GdfDMYn/YvzTAMeqY3Z18nUMOwN2TKfjl46O9efA0+5KmIez5AnHvvxDVEJlKm5j4v2IKxwnrqevffNaHvQcwsvNmjWbDa+6n/w8vHoPcAZwEHy8eVDOkrTKw3JXUEG73IlCgsqngIJSJctSVhcY9GwYN1Ky2JNQsjOZYfiyVDY1dQbhKdd9EDDuY/2FvYhwBYwzGcNa4ndfCyuhsClsO0b8gvcAjjPewQgUT5neBZKzY/c1fZD/VIRYawRmRlZWltB6m2222Zay3gbPO5oDiGuHQr125MiR7imOBC8H/8eEezL1EXCfRgh1Qnj6QUCyooZyPXSlYu8xfvx4BWlRBHy0vw3WpeAei4D2YwNvScMyqm8MT0fx+MxhSYSlIT5faLlLQ0q6pJm0jE4Kl4xeEoLQ9+DSPNrvy01LAkv5Dx19zavUx0BKQf87QW4pmGeZuNYJ+s+zjmUiLYmwjbbVNi8JKeU/eUkzVyJKiV0SJO3pp+n2xZKQkv/tQ3B8aMMrU/ZtCSTHAjh+0Dk2LLcEjmMqNze3E/VyJeMRx5xjzzFIHM0fORj/tYS3A2cAGThm33YMg9Ma8IMug75pDfjjH86uQUvIA3dR/k2kG0yA+8Hyih898g5BJXjKVaI1iJD3POjVhvQqZfeiPbPgffMTye9WwCt6nzRv3nwmY/sbIFLO2N4F7wzvB+UMIaurSQ6Q6lr/GlHv/v371/EQiSdBYax2MNU+fPn2xD4Rfz/cyYNFLuV+TdgMlOxslOwnCIPRMK+HSSIlC0FUrCrTwgJS5hY8/OLM1hmtX+AjwPf1IffBPLAS3ZclLEGezlZvZGlyG4TPqsAeQA8P4BBmXp6O9XBVHwTX+sBdSLGpCEzW6C6rAAAQAElEQVSXqxPsta3Lnpyz2YPJqz3x/YibZd6FgbZ5v1aheAc4Rw0ZMsSZRmGUyE2bryefXfHsj8AsVUET58eAQusJcDyAZVAJ4ONFOpxFO8qd/dKGNUm8M4qizOtJxCeo277YC6i/ghdn6YbyPKDmHdbSEeJQhG4GbfW+cxzy7yzzMs9l5QLej9axPLy4jQviNpeJGtNs55iGpeIxHvIo7wYiz4r7BGdJY19S/ycArwOVRCAEHMfE/rRhV+rm3jGhRU1OTs486n80oR7QGu7Yw13EUKdZ4PQjn/bAwY5h2uDWSnQ4zTEO3AUvuFzvM5pzyOAY2pEvbxDuHre84gpLW+L8WHUJG2fiK/7JY/KaPCfvjSTMQ2vOmOVNx6b8JRAVGQ+DubTtLD5SzoT6nGc2dfy0adOmc2jzDMCDX8qIe7t16zYAfz9lCG5lyT74i5w2J49gKpkCNUoBVzItyywewaEy3BcGcJbqic4XcLvPNAk7OjzCl7f3RCeRyfswVbQnin0P/mtJfyH2CYCC3r3TlXGbJ1YJ4xKYB5x8b9lfqvGNXHFVyiL7xrKnR+/E8wngspqKxpny6fg3Bt6lzHspfw4Kvjt17B/DtRkZGR6scqnOL39nrevFcUmcyEYg+cD/duThz/TJ/FF4MdxbKOcpylMpzSoWVxj/dnD8GTxn033KwkPY3E15Pqoxuywcw/Py8oZTbmPybKG/LKANPsYwd+HChb3LwjGcfM4Fyqt/1Bbq1oNy65imPIDmrlZ4zzpKVxYuZe4plBWfDKdMZ21l9UFBGeA5g+yRTFeWTZl+SJ1bVrzh0gy8udJQf1kATgvKbWyflIVjOLTzY88Z3936SwPy6gOeY+R84m8HCtpW2A2e9f+RcuXFWwrHJd3E7UNejt3taMOEZHhhm3yckTvj/hXci+UN4q8FonLJwy0ay5KP3XaQt+SxW8CX51yW/ph8/CDwmldSUcur8qwHvvz4k5flaXkb9KKGvMRVJnjwSxlxAmUrMzzR7Sn0gj1v+mWSsmbixIkLqKf70MogZdEL+KWHZzlU8uZZtKDgW+EUCAp4hZM0ZPh3KYDg8B6m6IW/9vVXFUCOlSrzqkr9/m493K9fpkClP5yB/R2ZoLB3pras8huBkAGUafjY8FoPRaf5QVQmHh3h62jiWcfy8MzHGaN1LBOPCPNTATqzxFvSUKYrEbZB3JIIS0Pc49XnQauy8lPhiiOsilIvTj/jfRTEeMEPY28crIXHX6qy3cvsQ3D/rrGfpdGaENX8/ZjwQJv71sXr9nfzDHjLSQE7YTmTBPTlpQADXCn+AstTJwK9gH2B7YENgFXatm1bjyXlVVhSdolpexh/X9L0wvYx+otwu6TmbMyZ8TeUPxMwT6ykKbBlUveWXP46lDw8aCJuUsn5VrF7c+5j+QCD14Z+JvVZwO2Ay2RelXEPKgNBMZI69o/hojlz5qxHnteA5z1ID0R9F8clcSIbwbot9f4fuJnYL5aGw7Lh+cQfSF7rYDcoDScOc9ZwIzgeiBkSh0XlFHazdHgyOGOAxoXDi7vr16/fkzrNptxfi8cV9jMr88S27xI/UTi8uJt8XGZcqXh4cT94T1PuouLhxf3Q3HuzU4qHF/eTn8vsrxYPL+4Hz22BnOLhxf3g+QMZpfZVYVzw6tOOoYXDirvp/xfAq0NbTikeV9hPX80DbxHjqmvh8OJuymsJ7puEHwaU6HvDyMcZq1eJnmQsHG1YaUA+m4C7KnZv4k8FSuRHnI9ueDDwC8reoRScKxKJRG4ikTgTWBl4kNnl2o7pJC7pnI23Ji9noyq3v8Bzdclf/XKPGG9if+L174GniOIjXB7bk3D52Y8FnGUarz45pr8GYyTgilZ/8vChFH9O83jc3dka2JW+aZObm1uPetYFMqhzC+yNgP8DepB2HHVfjB1MBVOgTgXnH7L/GxRgD3jRuHHj/hwxYsS3MMAHCI8XYYrh2Pfivw53X+wTgY6EyShNWUZqDMNviYDrCmP5G6cq6Bcp7ltAZVuYgVzSEjztK+N7gMkvXZntSvBVvMk7kS6TuZe6Bkx4Psz6YWZm5h/Aa8CIRo0a3UKYeT1IusaUPaRr167fAqewV9aKvTxnDAn2yX7gw6I98T7AkUP8dcSVmEnQnufAUQmfRf4P9enTpyH5ljC0/ULw3iTiWfa0VsUu1VDnM4FDwdmzVAQC2eeTDv4E3gXUqYjQI7rAPPPMM9PweO3G165wlm6ysrJUNvW6dOmiEC0diVDq9RltcFaDr2wD3hzwnPmUjbQcMeRlmR68W1YqPzamlIdEP0qLNMbkkPLwGJu9iJ+UnZ39JXapBtr7e70qh7uff/55lUepeIwLx6nvMZ9WKgKB4LShneNxvsuY6o1dwlBeU/C8XnQIuL3Ac9m3CB7jpgU4j9EHI4Fnp0yZ0pa2qowThx12WHP6eFvi+wEuCTuGfA1L3Fl8QA8m/F3gB8BrT9bHu8TJMe3dXz9uPbPhFSZPUe9EOfKT/LqsPppDZVWwI7Avow2nkbYjsqAZYzCd9vgRuDHuHsDZwBWEXUP9b8b2kNmop59++i15MycnRxlBNsFUJgWCAq5M6v+LslEic8eMGfMpAi4b5roZZjsRcGa9AQy5MgJwKxi0C0U4s42UM8yq0FBg2O8qagWLYe49JRlSQUCyRNJWKLjEtjuB3cjDBy3c8zwFv1/oHthaj/A7+RiYwkx+DsJHmPLhhx/6u6vOWv0Jwb7EfYAAvwhF7etA7i23x+87zZ+Tl/ujPf/8889nEIKlKljaczR4fumP6NSpUwPcBSbpgAaeTvVXdR5A4JZQ+Ek86uIhllXmz5/v3noyuIRNmcNo25ElIooGSKsPwSv3IQtmH++C05D2r1k0eVEfdJxJiNe3sP69oUyXRheUl1OPHj185SktPz9/THl4xHkGwfHiuMBbuqFMX5XyI610BELpgwvBq89Y9SAWISUNY8E9Yk+q307fuhdaAomxsDL9NI4PQz8cVfwlcDp37rwe5b1FhD+p6GxwEsr0QPI/mvHqVT2V6uXk8xk4fmR4W2DX1q1b++bzfHCcpU+njP8Rfy0gT2AlfMP8YNL59GVXAnYAXNItd8ZKu+0PafgH+K5QuHIlX/pxmFSyl5LvqeAmlWxjaKCCPRj7Kvj+TpTrC8gCP6rJJpjqRgE7vLrVOdR3GRSAISPlDIOOgVFvBSLlDLOuiXJeieQe1HCJSoE0Db8Kz69wnAkFgYJBpvaL29PS840AjPOxAXF9H3kUYT5W788NuiQnrvF+8asoXYL7DZxvAV/JclZ9DQrG14H8in8F4fIRism3gV32cgnUu8GTEHivACNQ0PcjJAfg7geuryB58GunBg0a3H/QQQetjZKNZtzkX2CYtTgzmYPALfMesCsOCLf7EagXIMBLVeZmyHL1o9jroDT9kMBZphlPXgr3MhHsFyI9lKOQxlmmkY7u+ZWJsJwRPrNpuWUmo0/aExmtxGCXaWijy/f+ilCZON26detO5EooVg8o4SxpUH5NoL/3tZ8YW8qPaCRTUK9b6fd5jFsf5UgGR3ZyRspYGAHOZgS+xFg6lrFyOXW4FTsLcEb6HbNTt1Y2B0eZN5h2/A8YSx2GECYvqFQdL83JyzHrR8bPuF8hXqXo2MeZ8OS2h/28u+v4d1zLL8YVBj/K/KjVLhFPue4Vz8B+jkQeljqCNjqTbZCVlZVUslfDw3fBt0HJQqSaaByMNbFdoU1lUEAlAEO7b+iMwv25LZgFqoA99emSmMupMxEMKoAMsnGWq5JTiPjVnvyyd/nQGbH7TC7rnQiuz/a59KbC9p6jeY5FoHQEtkeYug/mi1bu+7mX7UyjYM8bgei+tIrccalC8Pd1XVrch7zdj72BevlUpQr+SITtVJTsHISsM5RfELqf4H6FWcsw8N2f867kdYSfisDvDXRAoW9VSHG7t94aAX40+KUa6OWHyEvU3f3AUnHiwInUzWtSsbd0C4H+LXl5Vax0BEKhwzTwGuP8m2aZaL7BPK08LOrutRlpVh6aM8zNwZ1cHhLtcyb4CYrV0+1lofpjHW5hDEgqUvrnQPqvD+AJ60voqzuhg/ewZ9LPrxL+HX2Zi+0J3sXsGydnpI4PD14dTt1c/ehLoYcCW+B3Kb8NbuNvJL8ie6KEO6ZccVBRjqfua8EfLbKysjYB1+2TvcjDsW688Bf94yqQ9367kb4d4HjFKmJU2H6oahufT6yz60Hk24dy1qCMVVCwh2NfTZmPxWMNtGBqCwUcGLWlraGdZVBg/PjxMxECLyEErsTumJubuzoCwscxVKruk31LUseKglyhOgmh5Nd/9MA+cQpmFa7CyNOb7qsqrDyw9XBmZuafCM7hCB6XHF/Dfow0Hiy5nXwOZpb5NmUPZ2/KPW8V+oGEe2BlQ4TdLdRpe2A9oCn7ytGBNeJvJA/No+Achf9K6uxD+O8Q+DswDZhEWRcSrtD1AZGX8EczbgS6M/hJ4Dhjv5k6vg4UzLip78X4z8Q2b9t/BLPgdUubcZNHAmXwLPZK4GyHXZ5xGVpalYnDTGgy7ZGGZeIsZ0QaNPqivDSUtxpQ7j1mFKK/p1uHme0TpeWlIoVm7nG6B/s97gsAH9AoPiOdQn0uMw/7A9pNxx/NSAl7CLBvXVlxm8N3v90mcW/aQ1aubviRdh54LgdjJZ4ifRvGbT3GkXuhjbD9cLyRcG1//tE93wsIj/ZECfcO7cEkdibrx47L2zmE96XP36XeedDDw3Uu3yeop4pU8GPV2StJI+M4fYd4Pyr98IwC+eeKg/fg+0GvznzkrpSVlbUFcC51eJito1/ACaaWU0ChWstJEJpfnAI5OTn57C//D2FxH9Ab8HS2Dw8ciaAZnUgk/LLPxNa8wT+FiV/4ebg/RXA5a3RZV4GlInam44McvtU7BByXKD2Q4nLfOSjDiQj384D9DjzwwPVRyC6NHwiep2iHIwxPwx2Z5IG1bbfdti8BLt8dgoKdyUziTuBahFtf6uuSey8U2Z7guMc2hLiVSFOXsgpOm5POn6bz7WBn+vm07WvApfP1aYN3cf3NYWdNzpBXA/970s/JzMx0BpaLrZJ5Hzvbw2mU5b3XyxDg59CW4wjPZO9xZ9ytk4rbPMi73CXoLbbY4lfyqnPkkUeqGHD+c3PooYd62C7B3voX5eVCu/1NZu+dRoeNqLsPwhxCW87A3Y82qBA9T7CY5dzBhE8k/FfsucBC3NGMlDL8APLjwf7ztLw/mtEnbrMfOx6kc7x453gQ4dK4+OncOuTj4ywu93oyV+hBv54NXAFcTX39FSM/dj5my+EIPt5+yGHcki4y1GkAjnvI3zHUi34bRxt2p54nY3uA6UvinSWnY1uetwWux30Waewfw/EWGFd//BBIBrjSMxmPaXcijePfOp+FEm9HHZsAHRiPA+ClsXzkFlbOJAsmUCCRcPAEOgQKLJMCCJPvgSeAU4E2JPB1K+oY8AAAEABJREFUIPfOFCzOZlXKwjYIR2cmCtd+uD8GV2GmgFJo4U1439ElbQWyswmf4lPRPYPS/ARh6azCnyB0b9gH8G9DcA4EkgdfEipilJmK0Rn5o/EhIvMuAJb0fM3Lvb3zVISmce83edqcWcizCEiXBN3nazVv3rzLaduJQC+gA0p7M+yWgPdox5HxaJTPBgjY3RG4/wFUBI8T/i5hKnqXGP21J5erLyL+QfBfhQY/0CYVt0reZf49UAKf0J6XunXr9nC3Ja8WXYr/AsJPmThxoukXzpgxY/d/o4RVvnPnzj2C+iWaNWvmQaNLKONyoD9l3ortq0nut7v07OGq/oQlFakPwgyjDZ7YvTQtLe0UYHfANn5HeBbuO7BdeTib9vdmS8AlePt+IjSrA9QDVgZcvYiUKH3mzNdf0/oC2p8Lje8FipzOpW5dqfNhwO30kYoS51LDKoNXje4lZAZ1OPiDDz5YgDsyxK1LG56kXhcSkAbMoG4Pss0wF9xX8fts5BXYjiXjcUbGMRo5kv/IYxruq4GXcbu94jjHGxlXevw5zesYs5tmZWU1AY4EbuVjQBpESOFfoEB5FKhTXmSICxQoiwIIzSkIG/eR3eddEwGlMvSe8jzSeBjpbASeMw1fHHL5VyWnwFRJLwbHGbJLxY/ifgZYCL4HWgyfj3szwvw5QQWdgvJc/H+ioPy1GhXXPeAcQtjdgFeynmVvdx3cRczUqVPvAO9jFOGDzEI9gFYkXg9KYSD2hg0bNjwcuyzj7xPvgzD/AwH7Nu0fBQxGiQyCDu7h9SWhr4sl8O9E3PrAKrgbsGyenHl77/pk8PwJRE+mewXLvXCCEq4ydKSuxlsfiqoz9q+//pqFQloIzM3MzPwdUGG+jd+7ns4yexL2PnT5GXs2kA8sAhajfH8jY5dssRLX8e88+kmFvDO2H0CuNPhzi1G9CXPp1za2yc2N7ommUf+6QAawBvFuQTyC+2ygP213y+I62nkbNHmSDxiVVFvaMJSySjU06iwiVH6WhbOooV2eevZN5Z9QbJcWjU0k2Cfemv56lnAV5jPUyVn6SNrrasR84jwF34v4pPFjz/MMjjnHkbNv477jn+33A9JwvJFRmf9Evs/RjpmEXAzshXtDwszjf5RxLtAKGrSl7dfwoVfiI4E0KTKhmOpMgaCAU9R7MHDDFBWV8mIQxH8giBTM+yNgPWh1FJV4HoGlYOtE2732sSdhLvVGAo84hVlLwo4AOuNfADgLy8Lv/tmd+P0ZQA+6XBSHzcb2UI2zzGPJ17eBXTasR7g/TTgBAT4cZXQ1cBiz3h1at27dGGF5OvEb5+XlKUxxFjXU3Q+AzwjtW9aJaJbFR1Nevfz8/IPAK9VQzvNEeFfU5UycS0yhmfcX7AX6wZEA90UE+A3AVdCvL3YfYB9gK8B7uz6OciTKO52Z5drQYk9o65vDLusOI70zVFcKXK4eQ92c2V1FiWfhPgTYSiWK373SBeRZH2hGWzfC3h+IlCj2FexR5oDnPv5V+F9Cmf5QeDnXOBScv4DklRvvthpUAlCYKr408htWIpIAlKfbDt5Z/402l3pFiXb6weB+9JmsGrSkH1Ww51P+zcB70MCPND+kHFuHkq2/xuUYWRe3S9+OK7cRHBfuIftRNZa4fMA+dg9XHLdU/CUiP/iIigzFL/YDcU3otx8hGxOAlfBBGe8rq3TbMSsfBKywt7otoCoBba+xsqoq0dm6BAUsFVIACEwZPwUlVW4RCNY/EOJDgUgZI8CcGauYPIWq0PyUGj4Kk0/AdvwZlsAv0ztTcW9ZJXsGYU9Ct3WwR5DPAeDPxP0htoeU/Bm4TMI9Teu1Jveem+HvAc5FwGPMet8Fdzq2B8k8dHUuQvwShPp+2Bu0b99eYQtKwvIHknajsmbBzHLc13bG2idRxp9CmTymoST82CgVK94LzAXPX8EpFScOnA5O8/79+y+i7GnQ810UI0VkP4jb3zm+lvjXwH0V/xWAinwA9h30wXDgk1iJeoLdDxdQSzfQyl83WkjmKvTSkRKJdkTkocDdUsBZ0lAfD+1NIJ9SlRN0iWa/lDcgmbp9+/YN+Wjak/44GfBBGJeeXQ15DJzvwB1Gvt4TNq0HA+0zZ7FPEe9ytkvjKnW3APxwy2fM9KQsfzZRnrsXPD+aVM5eQzJ9NOYITxq3Otyb9sBXMqyI0qXdN5fVrmSCmmJDP+lWLZpT3SupAKzubagW9UeQFN4/qhZ1/reVRAkkZ8b70X5nFQpKx9zh5D0PwfoI4R4OchanwPRgjfHCN8T7QId7qdpPkMYla2cuXtNRsE5SMFKOB3l2Ia9PYhyvRSWVs9eeLEMBrfC9CjyXML9hX3QmQn8iCmA4ZW1KWmfhF+H35CzeEkah36G0pe5CmC+R1x6F/KU5v+CjoHVpEYXCfqGezvQKBf0jZzqppBtW6YZyGgPTSo8tCD2AdpV5SprVBg9EeXVHxVmQKOk48MADN8PtNsJiBPym0P094E/6wFe/chKJxF1A8rBdHm6XiKW32xinUrb+RdTTX2zaJisr6xDgKsI/AXzNjSSJRrhnoXz95SQ/+hw7uaTx48l4IQ+/48HzB34IvU+gz7G6fz2b9P2oXyvybjd69Ohao3ShQYGBPrVOVhU0PsUOBV2Ki6y1xdXqQY2SdGZ8N4JtW5SP71T7cpQvCLn3+f/snQd8VUXWwG9ICKAoQSzYcdUVXRUQXV0rrhUhEKLYsevaK4odrNh17fUTe0EhAopiQ1fFhgV7V0BFpQqEkkC+///mvUdCEkUlL3nJvN/Mu9PuzNxzZ86Zc+bMuXJpm4D8LsGrYOP+oDartZO7EiNG5SU5GC0GjSOuxSn3nV8DiZ+BaHMDuJOZiIflnt2382xxjEBp92jaVLS7DnWfhp8JgnmRq5zzvdQ1mbBarxIHRdnuO/9EvRPglF/gehvXE/G7gdgVYZbSf0Wf3Fqt85hRl2pzFiW+R9Dn5lKjm0hORfEo0T/leNys5D5zTRV0gujUSFy9iUrkPt3HN1rFA5MDgKPEdRIwk5tV4UtDGPHeLOJpYdeKG6kq60iuWt6qyMlOIM196at5X+45t+e6D94F01bctAb5cxFv5/OufT+7slBScc8+uVCRa5OTlbsto6y+Bfdpi1klupt5xj1J9+hb8hy2R4w60e9X8dvT1toQ3cupv1oOnnsbi2vUuCqdLzkQ4DRBG0QQBnUC1o8//vg4kJ2iQ4miWqZa3FoZGKmRfB/FvmKvdH2QohyzeRJfEayEUpOYilTlYOTsLoQwfgTSnwARkIC/xf1yUP+BaLoHSLTcJRSy5Kw7gIzHVCDO7WjPvWLrVwzrPrVctARht0S/nuYe9x/9es9ZtPcYBOASrp4P3gIOT2Uf91FH09qKcIQSGILVugk822+KoMmXy1+22rv/QCJ9b01dcny/dZfSgxrL8Iy7UkdT6oq1e3m2dUjbG38G/jq8MD+JfJ0c8M005n70rlyVdDzDVYK4gHfUAzguz/tPEtl9uclFlfvekyDU51E25XiHA8nvTYLv4gPe9U20p6Kf2wEuqErIo3tl1u8+cB5xFy4SYvd9L6A9Rc+ePXbf2YWW48k6rqfsehDdA/C/uQChXKNxwDvgqjS97UCA0wRoMEQY1IvBGgL4M4jvwuLiYrlOuSJFzYqYb2nWrNkEEMGOeJWO3gB+IlQ9wTKvn1NdW7zEVjGrRFNOyf1MEbAKP/8FgZ8ph0y5yOMqIGMVshZCCO6oqBXt3iycj+LIuyjbjHKvQiR2xsfEmUb/AfJ331nRdyviLhBUILuHsm9COKZCGNz/VTEson7b1bLTuuxzKvqm2pRTU1eFs/KEav557tnUu2o1WX8oiX4q+q0ogq3ufs8Ku3+aygM2LVhg7AD8XMRItMy7hWcs4dm+JuK+uopORxH2nWVzfYL2juO6M31PEVmeRQLtO3uIxddw4Owih2JRRBuK++8gwq1lJ7HfrZQjot3d8Ndz75lk+D7FVVq2cuEiYeWWSKJr3mzKSaBNiz3xidw3iEg+4c/xaoG3Iv4z4bNKSkrW5N2ejPddkBxcEgLALeCqJDBq+eqgruUmQvUJCMjBJYLhUhECfgkHQnwnyHAjJr9EToUYEWs3yskRbQjxk+uV21ERqyVIVK5GTkbErsWiBZRdiXTLqNAlx2b4Uu59F8IxHoT+EOH2tCEn27I6rWjyPL9cRj1nQYSsP5I407+PVYLKycnpRztzqGcU/V0bzlnx5j8oX4DXPKGcpMdY9qXMMMq61+zxoM/ow2N4lafkjlvJSZJfk/Mo1ho1Zf6BdEXdEqpqb9lrr73UBBYPdAY+Lljeoo+zIFDuh2rJySNKcrLGxwAf913dq00RWZ57BOmKn48FTjcDl+eTRBYYKh6OCfjChQvdWqjUD+67lnTtQn9PPevThzG0P5fwSLyLJfvuO3YRM4c0twkcC89aEXHzbMMFgGPA8mpBr0beoZTZjKsKgJ/S1mH0bRUWfpd5Hpy84KqHQMBV1cNlqac68ZZ6paHCaiHQAmTUotqckJiCAAh8OEhSgw9bgzi1uiUxnUEBEa5avx5lmgky1aiH51IV055CviJgibbKVnJKhdwvtzOBPOGu6Hh3wp6x/RdXEfSpIPvTIITticeO9i3/CPeuB3GVw43Tk3+DBw+2L8/R/r6dO3dumiTOIPUn8Fdy/zHkySVP5v6YOHPv/qT9H/4Xwop75Rrlkr+mfc82vwXhuR3fD78/XOGGlFV0uwrl/6prw7PkIgXYhbr70l5/vHuzP3NdwL65ix3b0FKZCx5F9NpHPpnEmMhy1SzjzTzbfvgL8TfxjmIi65imr3uz2KhW+xlCbj1ynpZX1Ex1Uczh0r5HjvbLysry3bjYuJiw2wASU4mmYmL39I+g/i25UfiZJ4e2C/EYf9E+wUhFKvNswz1vOWnjo8nvQZ83xGvm0rLB1wAB3ydZzhcuwdU2BOIBXNuNhPrLITBnzhwRR3kk/P8mBCBm7tEWwh1JjIZx9Rzq8tx0Lkhagw+KIdVoFVHLBYnk3wbZyhm/AcJen3KKQ+XcFHE61uVQnyZ9GvXISYmgr0Sk+g7EIOaQIX5+Rk9RakQdKS6Y8ilHG55zXWPNNdfcMZVYIUD+/2ijLfevD9L/GGL1ONfL8ccQ3hGv2FXN74E8l9901ajGAsrLRXv++SPuvw6/Af16DsI5kOvJENEehYWFq1ZoqlJQa2CUOx5/Hvf8l+sXFFBcfjZ1u6d9GXV6JlviJGerGU61y0voUy5+Pfq4H14iez1xbWdvTR253P8R1yoOArs/iS14jvh8M+GUA5nLmXoO2bSx9Ocs+jWGa8zhkihx9t35Du3TC1lZWRrhkJON7SsTvwTfnvpfoXw7vO/e90Ywcs9daYXa0e6Z3wPsV6T8elyL6HNnnmFHnuf3PrEY1xX+oijgqPSOApFSeltsxK2B6AMB/oPvH1HmlyDQ44GdmquvcwpsdL0AABAASURBVLuGFzxuogLWuyDaM0l7Hi9S9kMAKgBpIelqkPbjpK8MQl6f6wv4HRE7a/Ci3YIFC9x3VizpHiDVlCm+7knAT9UN4h73FNeDwFxakUOmjig3N/dJrhKMw7hWcdShPeRS9oUlXlXyEwken8ni+R6ASAzkGY9h0fEvwq3hnOVA3BOnqjI/2agm+GEQlAd4ph8gYnMKCgrkVA+irhMIK+JeyDN9SNw9aI1xaBUsJopUciX3uSebQxtr0NZ+tOPZYRckcpXjua9aR5udEhkjEtdKF+o+CK9zTziVRx93g7uW42yVSJTY+9k9OVlF+4qKheGP5G9On1ry3Gopb0vchYNiab9CdDmV9+V9vEO6SlQqWmUR9t1rDe17wn5swTPgB1HuJcr/nfq0D+09ZNdjV8+6xjwLOCqN7yQQ4DQCG+QQ9lb+JLzZf/0RonEiBGEDEKxHfTTQodLVMSCN84DtaqSrBX0+TXgkZhpXFbQ8D6p4Wg5622bNmql8lT18+HDtGf+H+yQCclX5ECkJ8ADuexnvPiOX6DTq/xAiJ4f8sBwy5eRCnyOzK+lq3RJc5Ki7mNi71L0L15rcZ2RsgK/iFGvTpqLhJhCSS3juI/Cb4peDqC8DDDyepcb4N9w8jnbcVz6ExcIKlMnGt8H3wl9AvkZGnoHQpxSfTKvgtwZuKklVSFoUJM8PVkyCcCvaX5RBCA53ddreBv8u/doE2JwJ4R0DTORwn+bevSimK+XPBceVpB1C2MWFZ3AVs59IP8dSVy7vZgj5SjD0y1CvBNT9XLcbtuK+40m7ludvh/edexxM0XVT0l2cdaCuA/BfUTa4PwEB4Bhw1J+A25+9JRDgPwu5P3EfgzusLv8E3CreAiH+DqJ0IERwW9Lfxa9B2HOclxK+k7BETwIg0VUTel/SJabZwP8lwntAqL6FWCiOdX9RxP0eeddCAMZQ94Ug8F07duwoYfXs6gLuUetXMWdvCMRdcJqma+96ee47h7rUNKZYJfcaZX+LA/6WezepdEeFyNy5cz0jmw1halEhOWIPeg7E8CX6Kafv0ZmXiF9C/N7FFYv8PKD3QqzcEzVYnbfvap9Xl2faZsC0ivlJxN27AUe57WwKdQImElyPDGlnWoKrhIKs6Jfp06e3AKab0Mcz6ItbAGokq3T1FguN+RDte5BMaCdcYi5sFUmLm/5JBb43FbB8D54b1wznjfRJjlzuWoW33tS/M/XXaKWLeoJbAggwJtOJo5agRw27iIO8YT9hPXo6kEYY3EvpfcDRvTphwgQ/A3c6hM791ENAHt+A4N3jPJdmppEu4SUYSQhF4hrIkDvywwJyZ3LHniuWaH8JETjHwvoBAwbIeamwJeLPgsPTLnA76pSgu3+qtjPRMj9w8DFc33h8zCFLkHnXcrCrEfYDDFZZyZMvUVy7SwVzmBULbLHFFip7ldEnjwhVzFricHFxsWL7aOrUqYppq9wncQdmKrX5NaQq+RBG7SGrIPW+BJf4mTxPzOFKcLlBkbH7sD8BCMXNJ/NcHRDRezzMPfYyylw+evRoCTLBeM/2WsrKjcv9b0f5B+lDd3xz0mcQV0Ncrl0RuvdYh+/gfvI9F654X9OSHju7mvfivvVjFgz+r0MA+Acc9dfBuMQ1BAK8xKBaKgWDeGepgLG8Es/1wvVcC8J3n/IeUsHRZRp28LjLLOJqxsr1iqwlFCRFnhN+k0A7kL4c0xvcJDH0vOhpENFjevTosRz57vVqVELR6+rsZx5IWxPwj8BtnYDXNrJcmHaL1XqWi9Rc413U9zELAT+nGIHQjoZoyWVaZcpDOOT0mrZp08YztKn0ZMAFAOES7tdABcE/7uhHfNa4IgGsWAvPJIcJGLKqKFhBbCW+xyXKXyXBpeBA6twCL7x8drPfASar4g8DJv9lYTQOzljlKhXm5rAIuNVCwHQ1YOu5YZW2XBiobf4ZdbkHvwJXxenu11tcL+F1f9jrQhLc392aq24UcFHc3FeJgAnBLzUIBBy11ED5OxWRHQgwQEiXAykrFk1Xc42mHZCwHys4HKTcBSLhxxokuJol9BjLVgBCTd9vQfIq73hUyeM9pm1PnoR0I+4TyavEdAPv6TuIxX0QHc1iSkjlhs+GY1R5iFvKHfWpDZ1Nu99AfHZLiK01bSjhUjHMc6vHUe5j6puAfwTCdoQEGcL0jW1CBNuX11b1n/tmI6KVm6yauQQpPIfPubCmovQ75ja5vkm/dqNfZ9JHzXsqwldUnM+9dKNsNNezgcceLByaQWzl6j8nzUVNrOhlWL/rrrt6LEzN5zLig1q0aLEfdY6mLyp6nUHaVLzOhcfawMA++GUnFc18P+Z51nscDfvsxZT5iUSfIylu3g1C7x46ycEtTQjwngKOWpoA/Z26AgH+HQAt5eywulzKAK1YHUhZsfQ/Qdz9Sd+Y69NcVapSWScPRD6JuOJQjVPIiSmWXg4ityNESMP97skq7nT/ckPS/GavxiCWpa6YC+b+lIPzfpL02dRr/dGAAQMWFhUVvQeBurmoqMj61cLW1rRi66HcuB5lb+Wej9lv/pqr3PPeED+Vjsiu7CirotKfFkFTv8TQxUjliolBFP32sEpnZSDdybSV3MNdh/sepMjJXFV+ep7n2YXnGTh8+PCRLHaEj4S3Wu3nZZZZ5hTuk/sVtxxJvUojhOsM0suoVxGnxk4k7oqpSYq0M+2RJcMaT/H89Kbc6x6zR8tUersO4h/EzUKodn3AUbUL30q1O0kqJTSeSPqfFAQkR5L+hhtRi0mxNI8sAveDDkcBdxW05F5VGJIIkB3JUfnVHOjsQq0u/QTCf4Cy2ge2jARhJYiTImi/qNOMvKvgEk9VnGoFEKMZXF/A/wOCJidNcJGjYveBV6SOjyBgJ+I7L7fccioO7UwpibtHgA6k3Y+4/yf8I/jjaUMOkyLRL9wrMTP8hz31SuBUNIuoV43tc7m+Rv1qhz9DhRJhv0b0X8q6h77i0KFDY3Eyi5JPScvB+3wUXeS4vyfpnrdNGd9gj7gTdbtn3p88OVmlBm4DKM6P46S7YHkZOE4hXESNSijchydY7sjzvWhgRQnFIcR9D5sDuyBuLgdRrf4D74CjahXClSsPBLgyPGo7Fu/J1XYjof4oAmF/i98dIngbyF7lKo8aqVF7DkhGblSisC+wcl9yNFf3kHeh7MH4s4iXIB7elPuvJuw+MZfIs6b9IYqfwbWOxO9DXU+RYV0xF0w45ahHAhwhutXyVpx+3333zaZfz+MvIEGDHy9TriNhFwly5+dS5wcQMwm/BiW2h+C7x02RJXf0LZ96duCOFajLeu2nZj0luH6+bw/yvqPM8CeeeOIMCO89eNskOYp49rhN+u6Xm+K05B8wKUyER0OMT6X+zymnHe2TSFeqwCVyK8APMmzO88lJa/VKgq8lMI1rvEK6ixDNXFpeQn87adlEZnHdj77dR9+2AFZV+kCZ4GoHAgFH1Q5cq601EOBqwVJrie5p1Vrlf6TixlIWsfQVEIxteF6J5wqEzwOxX0dcLdwhIHo1mtcnzX3GEtLnEJaT86MDx0AA7oYAaMJS85SWkSOLuG9L/K0Q4yu4R455v65du7q/TLTcce9H1PUrZVRoKk+s8E/e19TRHsL3Pm38F38AXgtaa5KndrXHn3bl/rEQ1Bl4iX5frmpuV6gpigoLC/cn/Xz8hxBERdvDqLsL9bhXq3h9U+puht8ZfzHeo0UqeKk8VqkuI7TZk+uC5s2bV+JQd955Zz/h59eJyI4UU/v87ucal/gq8naBsRnPL9FVS70JfXFR495uKQVVjtNc6NmEn4HYd+S9+B4Op7/WQXLUjftPNBB8WiEQcFQawR0IcBqBTVOttB/MNbg0QgAi/DYIXoKpaUW5YD9l1wkiJAermcpOEAgRj1aWtDmt7eO/k3Y6BO1YjwohktWIhHuqHrm5AELhp/A8Qyz3q1+Nfd0vKT8QrlBNa5/Qs8OeUVYRzPjiXkWilXv37u2+aCpvyJAhEyE+d0MEn6edB4qLixXjHk5/VFZSy/sFiKzGPvxSkYpTPN7CB8g/lnskrCfDka7EvcNJe5bnvIL61PhOtZGfny/RlNiluN5UJgEqVJnsU8TsC4j61SIerec9LVu2VDO54tnk92nnDMrcxlWRcg7Xa3imFtxwDen741vTD8XeGuPw3mzS1Hh+mr7tDmy3od8eJZJQf0DZf5Luc1AsuHRBIIGb3CJJV5ONvp1AgNM7BJqsuuqq2rNNb6uhtQgi/FPHjh33ABRXZ2VliegfgogNysnJuRKErwF/CYScrFyY2rlq7V5B3g15eXkfQpBUlBoLcfmFtKNXWWWV+yFqXUtKSjyvqphaQrUqeXJ8b1O3XiItl7s6RDm5r0sXyh11anIxmjt37t/LUyr/05ai2FUSX4t6DKJ0Ht79UPezCyitIZIxtHkE6dn4tnDTp3O9Yfjw4SqSOdZmUK6Kg+htYSL3fuq1omc/dzfSPf/7Dc9xNYT0F/pSRNpBlJOAcokeov9r0lZnrhLfA8iX+/0aYtoJuEwifgoFtXPt/WrXdiGu037z9+QPpP7nuN5E/RrfuG/ChAmdeQa5dssFn0YIJHBToAlphHkAdhqBTVNlIL72XIOrAwgMGDBgIQTjfBD+3jSvAlQfxJ8qBb1EfCJEQI5UQqzC1fqkHYOfhFc0fTHXztzblmvuzz//LDGKtD7VtGlTTUFq9EMOUNGxX0vyeM1VlD+a8rqDEVFXUqiibc++LoRgVUuAuVcudzVvXsyXFRUVKRoeQ/pLECxtJKu8RLSS0zxndekWkjh7Ttkz0cZjD+e6OtyzpiKNa/BC4xdqxr5Dghyt9UFzF/ZlUfMDaRFj+lT6mg38FMG7by3hVdQsQVaUrWKPUoIyysdwouxnVKK0YSfC84DB8SxoDlaJjjLB1QEEeI/iJt9RHbTeOJsMBDj97z0oOaQf5pVahGA9AZFxX1gDFJqcdE9VImO5xyEmcmjODbk9CbP7lSoV3UcBNYtX5XouxMp8zUNqRlEi7jd8f4GQdIW4SjgPhbhIZLiU9UVE/R0c3wP4nRRra/OZesbTnoiPYGUHgVKD+a8cQ1qOul08VKo4EbF/cyCiM30O+nQ4nO5LcK4qq8UWrij3Dh0/Fb8GBN/Fx/ekiaDf476Y+HKv4vPTSV+WtiSyKp4pPTDdRY5wJDt2fkDBs9ESarXGhaVne//FO3EPOC4U/uoMAgE3pRn0FSdHmptulM1lsdJXlNkoH74+PTQi2m8gcNoe9ujR+oRVvFKMvBL99JN4zg0JhQTwXIiLilSHkieHLBeYB7F6H8J1oMQUIqVRDo/exF9IkjOGaA2SGHOPZ1nljuVYVWB6rlWrVl8hlr6MvGnUXS0BJm8K3gUClz/uGGu59EuOs7qbXYAU04dBPIft+MwuRFxouACZRP870/9rk8SWuuTmuZTdzx7yMjz7udwrF9+cBiTMwmww6ztKAAAQAElEQVRrwmp1D6Kge+YSZZKit/iz3hLSHyTsvvazwH0z6leUTlJwdQkBxou4Kfm+6rIrjaZtJ0yjedj68KAgH0Wb9aErjb4PIP6ZEJkjAMQAkI+awipXSbQ8ZjOWdLnHv0Eg5fA8u6ppSjk1tXglOn+jzBV57BFTRo5Pjm7z7t27uy9MVrnjnbtP657qGRAsxbGHUv4j0hXvquz0bwhh38LCwjXK7yj/RySowpNErDzhD/5TfxPqUHM7dSeEczMI59UkeMyoDQRQUfonlI05XcqfTV4W6ZWUoNgXtrwGTNw/Xx942bczKatY3eemirIb+fO7vSqxeZzLfV+KRO5Hq5jmZyRddBxA4s3AXotWlfpHei27UH1NEODdBdxUE3BqKT0Q4FoCbE3VMsiDmKcm4NRROlzeVbyXfSAq9+D91OE0uiKnO4erRNi9WD+VdzDl1OS9AAIqZ6mCk1zdPMqdi/eI0kKI2OJngv1qkZzFv5KcMcTHrzKtQn13cF8rrgMhet8UFBQ807Nnz/3dL6YNPzKRg5g3FnVTboldhS8hTWBBsDoE/hTq/pS+ubBwj1ZNZM8hx+JlYBBzuvRBQusxKznhVHuI7CWacv5N6KsLCC5l1uGze85Xq1Vf0mfNe/o5R49zCRvvkTueQ2UTyL+OGw/n+U8gHlw9ggDvJeCmNL+PQIDTB3ARkIhtNRCq3FL6Wg4t/S4EIEDDIQ7dIUAqXmmv2DPDipy1D70aFawLgtqHMo8Q9qtIfr1HsXNr0iXGcs7ueXqMox/Erk/iWEdE/mvco3haMTbBcicxhuAPK49F21DuKMKe4b0nNzf3B4ienKqGPFYm/Q+52bNnx4pd7EXfkJOTM566rWs2/Vcz+0ArI20UUoB4L9e4nudXaUrlrBeNa9uZZ3FxkTSy4T6339/9mboU0StalhB3Jq42s3awmxP2e74/0ob3yiFLiHchvjew9stJVh98miFQU3PiJN6Z49wiMa4yEHztQiAQ4NqFb8XavzUCAormz58fRD0Co575oUOHvsD78aiSe2HrQRyPmjdv3r9IU1Ts0Rw/dai1ph4gK800qkk8gce4C2K5B2kqILnIct/2jjXWWGMcxKvP999/L2H2/acsYnFP7CCQXxqgjRUlTHCGtq8JzBNJizlfiOJYuOJr4GKr3O+9FT1lCil7D32R6zZLkfHp1BFzujzjNeS5SLCfan1bJuXJUyQ+u1mzZl/T93OXWWYZFa8upIBnhrlEr9CvHgS0HDaVsCJy29iStGe5f1/S3Eu+GthtSNp+eOGxPH3ozTN63pek4OoTBMRJvLdklxyryXC41iIEAgGuReAuVnVsCAEEpQsEeDHg1JcoHKHHkrrRH79ZuxOE6DKIxrUgJ7/w05WX14u8ZYj357o7V5Wrzv7hhx/GQjz3Is3P9Km9LHe4JvHbJMRcFdWuAoGsdB4YAqwSk1xvakxQz3QI5f/Rrha4FOVqsWtT2noFovgtBPYC9mRTiluFhYXbkPZf8mZSRi3uzWjvGbzHlTpR1zU8V0VON9b4hiBWOoJEHXLo7lXPYa9a7W8Jr8pSis/lYN+hbzvDnb9IOxrfABxZiqwH0ZZc7jZct8vKyrqacmp9y+luQtoC2tqbPngmmGhw9Q0CvLP18b5nuxbjKgMNy9e/pwkEOH3v5DOQlnthch5yBulrObT0hyAA4fsf70ouT0J6LITtWjiEm6lEbV21pP2ykuLi10BaKlWtDZE9nnzFzYql5SDULFbsO5MyKmspEvbThQcnRdOW9ygSbXkUqRJhNi/hXQi8AkHbmbiE82rq2xmO+yPiLgrOg7hpV7kb9QyEoK9BWYmeHLBa3RSr4vz6UHwEKZmDCLIlHL8KaSap+b087SiKvJUE98H9mlH86UFgcQlpKl/J/UqoFVu7NyzH/gOc74XA7HHKuFgJxBdA1HfHu45xEmNIHFVFMlLf+5+p/QsEOE1vjoHtF2REaO6vxYM9TU2HZv4EBBJEWGtTs3h3x8MJPwGhu5iw71CC9DfCm+OXofqBILCr4CAHQhhfIk0t6J8gaGMgRmsRd1/0K8q5+Oq71lprxaLpo446Sq7RtC+oWwJtkUqee6dSd6xNDGGdjr8Br+lGNabdp32Re9uTth59vnTEiBGKjK1DDty+Gl7ce0zIs7qRhBdi6XEiCakcvP1RZH56cXHxyrTvosM9bgnyi5TV5KWfHBxKpZqdXD3ZP64i7xuBlZrQapLTtYWB8wVQ9d3xomKcxDtU4uKCqr53uUH0L50EuEEA7C88hFzJLO9nkAdtQwFRzz0ETU64gPfle9sZgnopYTnPWERHOBcv17cnhMoye+Tk5DxNmkRQwn2IHC713NmxY0cRnFrTKmO159Hv/eWXX2JCzL1ywOuRVsVR1yTyWy6eMWTIEI8BqdH8CqLd6jgW57Zc+OK3Gl+VOj+HmJ6nqJkEv1oU7wsTLp02bdpqEPSrNYFJ+ypsKX72Qwpa31JMrY1rxc3a1U6KLSdT1vYUTTvWA+cLMDPF8e6S489x7PvLlK5ndD+dpBn9AJnSeQa4iEpllPn0+e8ab+AaXD2HAMRTIqw4upiuTscrnpXDvYuwImdNMHpW+EfesdrtA0jPxbt3ujscZkzYNINJmkpaJZQ7hPBgiKBfZLqXsERuNfaHq9N29pvA1kWxJXe0YV8k0pVuog0XAi4cNDPpHq/9e55CftWIS/Tp6NGjNSMZ9ejRQ63YbanLdAmqX5Fyj3g6fVcUb7r+Lf6WJ83nlgu2bOB8AUomuC5duqhgpwRG3OT2irgqE7qe8X0MBDhdr7C8HY+qyE00a9OmjV+jKU8N//UaAhJhRHTdITAbQ4w8O/sxHfbLSYOJz8cr7tXKlSLfW8groqzvd1k4TA1dkBQ7yzgGmsFh7g1HbZkbuD/eq+Uelaz6QLQlZPEN/E2jbfd+CS65oy77lyLAENPl5HhJtw9W5Di8n7o70JedSXBx4YIiZYCD/nn0yH1rReCv008Vz+ZSxzjCImmJ7TvcKx5Rm9uvQ7WizkB8AUqmuAQu0v65Y6Li2MuUR8jYfjpxMrbzGdZxEZX7ayLgX0FS/8yw/jfq7iLmfRmC1APicxxei0+KcbXupMKVhOgQACQnIRFrC4Fyf/Q90q5xbxiiqhjZvVG1pnclPUKM/B3E70TCO+B1Hmu6F6I9Dk71YO6RU9VUpdys+X/Ey72OTxJe+u6erxyvylMR8ULa7sNz+SUo+yyX73N8SNsrQ6y1+qU42T1ov1TkfRJdFa+SXzVSKqA0wI8++EUknysQ3z/ylupBWXERY9othiTxjXFVPehag+9CIMDpe8Ue3VC055lJuQWRbfpar9uWGkTrQ4fG54Rji1kgrIchshJhkZZKWT6jxEkR9f9Aan3JV9nJObYRRFXOU3G1RKzSed558+Zp7EPzllqTOoK6JYjaaP6AsJ8NrE40bXu/5f1gxHYQ2iThVfStEY47vam0tFQFLoOxp68eJ3KBqGKY/dkqzogiib9fQXqGuHk+L8FIYu2zma8IW/H04RB1tZ/NDz5zINCO9y9OUpNdHFVpbGTOY2ReT51AmdfrzOzxLJChFpFErnIUO2bmYzTuXiOOHg5R9JOGZwKJb0BcI/DxN3W5ajryId7z5Xi/jqRCi/u+fqBAxa0buEdxcx5cZurYkYpa3Psd96wLAbuLNtrThtz2JMr/m3CnwsLCI+SIif+mk+PF96c+OWCtU/ldXgnjyiwgNMIhoa10BAkOXcUqCatE9Qras121rL+mMT+X+AL1DcC/iFfRSkLtuWIXFR6T2p/0m+i35365JbhMggDve0e8C0MlI+Iox20mPULG9jUQ4DS+Orgiz2aKvIS7ZzHT2HpoamlBAELjd34fBmlJKHtDOPcifAd+Y8Kvcp2CH4HXStbnWVlZIjT3h7WN7McHNOShxatUlyj7JX79ZAJtDMcrmpaTbs7YuQMu+guI5XHVEWLSWkJ4L4IQ/kgfBlCXY+waiO6G+P9L1stVbVe5YoLljns0+JHFPfPwImL3jl0o/Ep8Bm0/TEk1uMcQ92iSmt77k7YtcUXTzxUVFQXbzgAkQ93mjAHHi0ckYxyVoc+Rcd2OgZ5xvc7QDjPItXpk71V2aNWtW7cUF2Ri8JkDAYjSKbzPL/ArL1iw4ByIpYY5HiJdMfLLpCsCVrNUa1juDd9MnmXcN5W4XQwxHSjhTDz1VxCz9bqUa6QmkiIXax57WojIeG3ytVd9zfz587/jXs/iqpG8fEFBwaWkTYbwnkO7KoltGvGj/OdcUo66/YKTWs/uTUdw4cm93pMtxL0qYh1FPTcR97iUNp9VwHL/2m8D+6WkZ3jWrjzL+ZRxj/pHwhUVzUgOLlMgkMBBjglxkuMtiaMy5REyup+BAKfv9eWC2GJRJU1qa7gkJydnG8LBZSAEhg0bNhPCq8ECOdoDIIhywf14FDnIg7nK7RZx3Qkv0d2Pe16FkGrmMp53ELx94WrH5Ofnu9/6OfHmCY1Ubil3EFGNYjRt0aLFLxC+4+fMmbMq5e7Eq1DVj3y/bNSP+B3U3Q5O9IBll112YvndkSLxRDCKWrdurb1m+/cRxNe+f8j9hXhFzxF9yaeNx3guP8jvRxf+wc1v43UqWEW00Y9nPZaEnbhvHsS3O88lDEiq1oXEegyBBA5Sh0GcpAhaHOV2RD3udcPpWowIGs7j1N8nAVkdBvJyv8xOemxlHgTZ4x/Gg89ACAwfPtw9YL+eJPdwH+/YY0WP8ig5eL8Q5AJLkZ7nhA+A280eMWKE4l/3Vospr+JL2+zs7Ccp77lcCVxKDE1aRJ6fRowgvCo7Rc8888xUiOx5TZs2bUP+cPzzxcXFy5N2QqLuaNasWbGCH2UqEUbai5Es9/hRiceJW6dfNSJYNvvJJ58c27t3b5Hv3pRZgUS5IY2GEI3dC9S5LqEb8SLr0yC+WsoyGnwGQiCBg7RTLk5y/GlP/LAMfJSM7HIgwGl6bXAoq+DzKzTXEu6hkjZshbwQzBAIsL/6BF29nHerspL7vp6FVZNUvwZETO5W8W0WYuJ7u3btKqJTeUlx32DGgOYuv6MOtZ1N60w45ebOnRsTYAixxDKVPnjw4Pm0KfF7RYtVqYzygApY7udpkas8pfw/SYBXJ/oTfduXOrT1bLtj6NvycMFPgZTJjn4iT0Ku+Nm4/kvueZR0FQnvHTp0qKJq04OvCQL1PJ3xJw5KvWPebT5e++b1vOcNo3uBAKfvPS5gYB9Kc3JLXKJS4qsjCgz7wEIjg33Hjh21fqXFrBa803N4FJWYFB2XQMzkhP3E37vk7ZWbm6uhCw15OA52hYN8dcKECVtC2FScUhR8HiLe1N7wFlts4UcQyC7zeBNV/76jzdhK1dSpU2MCzBhL7vUeT0VWcC2crLajHyMen/+lb181b95cDdh/U8D9aJGw4mqikSJKFbTkjHyeDydOnJj8cIP5wWcgBBgXGpZxLDWgCQAAEABJREFUMeZi0SfQxKg4Sh0F48HXMgQCAa5lAFeoXtGk4rt4cIP44isrUDmkCsVCMNMgoJlJ3uPBEDEJnsRX05Fyut/yniW07gdvz3N5FncyV/dtJWoeT4rGjh1b8sQTT1zL/Yp83Xs9HU70TfeGrZvy7iFLEAkukVM8XaZJSZBsT/qmIpdayyLYOYir+8JBq5Ut5+uxJLpZdoh/1O5lI/riYkCv9jPJkd8/9qMMM8jbyz6bGHzmQoBxEeMeXniMi3gSr+IocRXRv+xCBb8DgUCAfwdASzFbJRsPuGvMwGrVOFVs6RlM48FnMATgZH8Cofk1oQ1BaNfil+Fx3oJYScS0fqa4WAUXjWoMJc9rKwhkRQmIe8JaSfP40Vw42f/JDVN2JiJoiSrBJXItKFVaUFDwAP0oog/zufY2De8eNJcoom7Hnnu+7lmrGd2EjPGU9fiU3C+3ZrmI0KrXI+T5RaR9ET1X0q4mPbgMhADjy/fvAlFc5BOo9S6OCu9XaKTBO+HS0ExoIgGB272C4OQkRMxNQNruwZgcfIZDACKsxvB5UC254bN4HL+S5J6wnKfc7oekab5yO66asGzB+1cbmWjs/GThqgsWLPhYsTQpmoJU1LsK5TSMQdLvO8aXR6Bc6LkguFpxM32ybxLb95M1kKZGtud/NY+5Ael/x6uUpXlJgtGP1LUpiPo6ynpu+UaI79NmBJ/5EGBMiXukAbzmMnGSDxXjKAPB/0UILMHtAn8JioUiSwMCOTk5Q6hnJsgMnNZEDmgKYb+CU5ELokhwmQoBxLt+VegL+t8RrKa4uTNXxb0Sul687+Z4ibMc5lzCA+BUj6e8Ts4ji8GxgSJexdLsGW9CGc8bn9GjR4+revfunVKY8YaKHm56Zbjahyh/LH4qCHZT+hOLm+mDR5As7iJA7ncgkRNIVzyu2PtS4u7vxkpgphNX7D2bsHvYX1KXdqtJDi7TIcBYcf9XZb0pjLeVGS/SgpkJHJXpj5cx/RfoGdPZTO8o+26KArWp2wKkJgL2kby6EjUcfMOAwNE8RiGITY52FmE/8yah096zVq3ag/As05RxoALMuRDhiygv4fboUeooEmNmEve/T7lXyd+VveH3QJ6KqEle5Lh/Twjup9S7A2U/08ORp74TzL0xV0v6FMreS/xk7rZPjr/TCLsgdJGgZMa9YUWT7gkqntyOeo+kTHANBwLiHN+9Gu1exUnPMN4cqw3nKev5kzRgAlw/IQ8i8wyonXPQe7SkBKToXoxpwTcACBQVFblv2h+C2JH33RpiJ7cpIV6O+N34vhBSNaE9SmS6hO4YRM9ywhLF9ouBwS8i/YJYWu70dsbLCDhdRYWtqGt1wsMo7/GgexE3r0var8RVBuNS7rhHbsdIX/72Ie74k/iX0b9xxE/kPj856H6wCwW/hmRYcfZ1PJN7xNwaXEOAAO9bnKMioDjIseCiK4mbGsIjZsQzBAKc/tcUG7OnWZGfiFeuuApHQ35wGQyBiRMn3ghB+xpE1wxCLLfhcZ8swhNIm4eo724e7xO848HPFE6nvASWpGhD/5KedM8Cr6BYGkKoiHsT8hQPn0Rd7hGLRDuTdzIcjOJujyGllK0oK5ezrVfq8jvBjj0JqgYYJtOnQdRTinef2GL78KfNaBHzzxD184gH14AgwLsW58jtioMcDz6dY9Fr8GmCQCDAaQI0A/4/7t+BAN0XtFVh79GOz0hbsbCwMDbEYMbS8KGOuoWAxBLCJkfr+W+Jr5rFF/CutdcsYfZYkkpPahg3gfvdhTy5VoZK2Y7du3ePRcY+BfX8Sp5E1WgEof2W/eGeFLyNhIcIb0uaBJVo7LTfrOg4jrB3vCn3dzTCVdvNEmNtPcvhSrw3ggv23PLx5F9LuQlcVRqTcJ+YIOokB9cQICCu4f2uiHeLwjEgLpIDniyOYlz9pyE8ZyY8Qwz4TOhopveRwb4KYseBINokAfZspwhOEd9bINnwecJMf8mL9Z892FdJuhfvvup5cJJajnJv9Z+kaZZ0EtcyxsY2mrVkbEgYPbObl52d/Rp7vUnlPI1xpAgw98SO+zQ1qeJWHK/w53eJ5WwikO02EFf7IaL9iTY60693KbsZ3jJyPXK/McGnTj8mkeR4R0HcH6NccA0IAglc8xaEVtzjk8W4iLExWRzFGFC6YnrwtQyBQIBrGcAVqlcD+kiQYXJ/T45FxOwk8Os5B1QoG4J/CQL152aIrpax5C77lJaWetRHJTy/YtQKBDiCnirqXSk/P/8fEEaJsuJojy2tSP5L7O/uATF20ZZH2SV1SlaKIeCHgWxHc5MEmUv0Em38VFBQ4IcV7IPpHkuSOCtuljBL9LVL7YcWgtazUGtgHgIrrnmZxxL3iIPERdr2FjepbCeuIju42oZAIMC1DeFF9Xv8Q7u7J5kEchX5ivQU/bQCUW5SUexomeAzHwKIbyfxrq/kSbiUeURIQwe+c73ITktTGmSR6FEskqNtQmG/dqTo+QnGhnm5vXv31sCGZWr0+++/v+JnJSsHUMddFPR858NcdY5B292FiIhXbtyvNRGNvOcN2lL5yviNEGtFlIaDbyAQEMfwjj3a5icIfSo138VFhsVN4qh4nJgQfO1CIBDg2oVvpdpZeXrWUmMIpiv60/SgGqc7kDcFbqmPGcE3LAiokMUTqWm8NsivkPAciKOLLwmqVrK+5/2fA8e6MRKS+CgS8dmU1VTg85Q/EJ/6IpLhmrxfQkrkKWL+gHoUd6vsZfJkOOrtaPsUvLad7UOMA4grCu/OVcT8A2MxKYb2vuAbCAR4r30YE1N4zyphuQUhDhIX+YS55ImjDAefBgjEky8N7YQmgMDQoUN/ZuBfRVAuxD29Zwlr/MBznyrFaC6QpOAaEgQSClkngNx8LL8wJOJTA1UC6CcNNYi/DGNjJETXoyHuySqS/qljx457kC4HHeXk5AzsWv41Jeup4slbHgKulrR5j3psiTGnCVTtPTvmNALyFJnZ9KUZZeWO5XzNkyP2i13GT4JzV5uaosE1JAgwlsQxSj7EOeKeZxkLK/mM5F3FePnZcPDpgUAgwOmBc6qVOXPm+C1Vka/G7/0MnQhPbkRt1A7szyWPoqTuCYHMhwDiXBWh7gfZ+RUsz1vGxI8n08Skx4Hc951I/Ga8zv3iaMCAAQvZO/YcseOkd7NmzZ6BU65iF5px0468MSDRWKQMcT1Dwm9FpMkNe7/70ZqdTCSXyYFLfNXU1uyk4/L5zFa88tGCrw4CjBFxSwfGwwp4x5xjQhx0COXnJ3ATweDSBYFAgNMF6UQ7o0aNEvFqB7gdSHJnkkW8KsG48iwjvh8+uAYIAZDe2Xg1TP3ajF9M8qiQVw10vAb3uxGPrWEOOVQ5FKJRtMUWW8wg4D7xBVxXpo5XQaZy0kSjiLBmL8dA3FdgTD1oYvJThIbxKttwiZrx15pyIl3nvhyQWyDZ1PkceXLhfqmJYHANEALiFnGM9r7FOY4pcZBj6dsEbmqAj11/H8lJWH9710B7BrJTKzYXhOvZTFeiIty3eFwVIvbt0qWLk4NocA0JAnCWngW+hfe/F8/l9oN2nRVDk1SmeFgOWJOQHgtZtVu3brFClVww5WcxXqbh/XawVrTegJAqWt6Wm8eQ//mCBQscT5+QvtBPEZLmMSQNb6h3IOKVAP9Kefd5zdY79jR16Tnkh+njByYGn5kQqKnX4hTe+77kMzyyxDUuvtR0d8yohyBOIju4dEIgEOA0QZvBL/KLW2MGeKxELlji25xElXLkgCeSt2qrVq1iMSLpwTUwCMyfP19xsgY4FAVrBU3lJ4njOowRRYNaoTIeNW3aVJFxEgJTGRsrIMqeCZFUkUvrVflkOlZIemIH8n6ijhyItKJksqKIcHJPuIywCNijR34qMc7nz/3AFtTdlnBQvAIIDdGJU3jHSkImMkbENe7xi3vEQd+SJ06KH538FK6KE8JfrUEgEOBaA22Vik8uLCyM9+LI8StIvyIulHNRJO25zQImwfXkcck6lGtwDRACI0eO/AUEpwWrzXk8TQC+Qdx5mJeVlbUyRHIq6bEmKumnFhQUaE2LpMgxk+Jci4qK+pF4E/fcC/WVsBKN3M9dgTTPE0fsFV8WRdHeePf6rszOzjZdbthPFZr2vXn41WnrIer04xFEg2toEGBMiFO4ZF3PXwHPp5RttjiIuLbDp5CmxEQc5Yc6jGaYz7zuOvEzr9cZ2GMG+WxEhE96Do/uTwbhrUDcz9KJDH0PK5Hm/p8iya4g3j9ieIEqg8sUCEAItTYlN6IY8HH67V6wY+AnEOJOEOFxpKkbIIG+omfPnnsQV/y8uPKVx0k8RkJ2uWMMrc1Ym874OYrwGeWpkYT5O+KKr+W8HWOltDUyiqIy/LL06RquwTVACDAWxCVdeTS3uMQxaj073pqKgxgXKoBOFjcRf5LxI1NA8eBqGwK+hNpuI9RfDgGN83+Qk5MzqjwatUFk+BmDfRBxES2XaCMmg1zJ8kQ0vsAluIYGgSFDhqgEpbWhZXj/2+PP5RnlSDy3eyphTUwqGvRM8Hzy7yNtea4iSoK/6VaDgFuv2vaKl+WoJbISeQlycq/vEsbaZngXAaPp0zu/WWvIzGQIiEuW512LW1T081nUxh8kDiISL+zETYwxdQAcOyQHV9sQWJoEuLb7mvH1s7rcn4dw30ULSC0Slo20QiMSXECeh+RVkJAgH048uAYKAbhP92bVPt6ltLT0ER5TblZ7zGuSp6lAP9IAzixzn1cpiQY1loQArwQSVaTcBEKs+NmxJcfr2FPb2sVdCXn3U3knyiqKDtwvL6ABO3GJBFfcorEfcY3jYkQCB3kcTZzUPIGjGjAo6tejBQKcxvcxfPhwRc8q2cRKMHPmzFEMLefhZFDz1T0+RZMeO9k+Pz9/nTR2LzSVRggkOM7nIIAaxNgTYngH4fZ0QaUsjSUoKlw3Nzf3NfK6ke7+bSf2dWNuhXgVlxgvniteAIHdu6Sk5EkKSXDlhLX/TDRyjNnWXrSnSPJT9pCHmxF8w4NAYkz45S1xirjF9y+uyYbYviMOSjy1R9D2EUcl4uGSBggEAry0gLyE9YDsVLq53OLsu52MCOgHwtPwig0VD4qE1WIdT76rUrKCa6AQuBLi6v7sGbxrRdI+pkRRTkWRc9m8efPWYcz8jwy5VG2GD+7SpYtSFJIWOTiZVtQhwVWUfTXjagjEW67ZQs7zLw3oIbzPw2WfadvE5cS5BNcQIcCYEIeM59nEKe159+IYGYBpjJEfyI8VrhgLlzPO3qBccGmEgBMzjc2FpoQAgz02lsBk6NuzZ8/jSPMTdNNJX5GwK1SNNaggczSIVa1VkoNraBAoKioaxRhQ4epvcCN+itC9Xx+zC39j8R4HiS1iQTD9VrCiw3+2bt06aS2LIuUObncwobgsdarVKmH3y0aKn63Xo08UiTz6tDVjrRXlfgbp3m1i8A0PAgnccTRPJq2Ae0MAABAASURBVC4Rp/gFLnGM+gAfiXsYA33JdxsixkmGg08fBAIBTh+sUy2x6kyeuZvJBJADyQMhytUodhTJ+jUcFXCyQaxHpW6sv4HQsz8JAd7/td7K9UyufhbOOSmHotnAJoyVDUkXQapM5VbF3oiX9wN5ep7YrIjwQ4yfnSHS/4kTokgRo/eo7WqSyNd7JcqawTzBRNqM2zYcfMODQAJ3qGcgLnFciVtmMVbENR57E/e4tRExzpI4qeEBoh4/kS+lHnevYXatQ4cOipzdlxNxqnClaMhJ4bdZ5VjUWlU09DCT5dTESrZhAqORP1VOTs6jEMLvec8aw+iQAIdSD78brJnIY3j/LSG6jpkITtkxks89akurrHUcYfUK9i4tLZVrlvD+2qtXr5VJT5qV9KiS48o8vz8sMZ49f/58zyMnmgyXhgQBxozWrRwjfopSXCJOcQy8z7gQ17RnzIl7HuK5FyZwEsHg0gmBQIDTB+2UBmvCtKAiZxHjRXTBs5lyJ78wOTQlOI+ryjQi0XVYyaq5SLHg6iUE/kKn/OoQxPUG3rfiZseEtamIJUfi/FwDQnkO+TEBhlNZAbHxcyDPHhRUSW9FwvuR9hjx1fAS2amkyd26nWGS4mvTDStlsd47n3zyybhOE4NvWBAQZ2RlZTk+xCFrZGVliVPELe4B+7DinIsYJ+Kg6QmcZLrjJDaBGkfCX61CwIlYqw2EylMQOB5RYbzfYgoD/xdEhnkgTj9POIq4YucduWojWA7Fd6MSjWbjzjrqqKM8iuKtwTcwCOTm5t7BI2mX9y0QJUFxYNnuBORQtJKmIk28h0t+rAXNuHmGsET2ZsIeY1KM6P6eC7mtuFeuOIvxRDBSnG26FWvtSunLdWYE3/AgkMAVGvkRd4hDxCWKop9lPIhjjI9i3FwlDiItSZSjgoKC04BIvEXBNbhahoAvopabCNUnIPAKCHMgRFjzgCZNhvOJkSlixaPJU0tRizX5TIj4vXB9kYKuRtf9+eefDyIcXAOEAFyw+7uDGAMS2Td574oK/SiDhNJ9O+MX+uiUSUlSKKfFohTyJO74sVhyL1hOWtFjM/JM19a4RPqRoqIibZGb9ld9uL+eQSCBK9alW6157+IQF17iFM+Uu/c7X5xDvrbCxUFKW9QlUK/gUsbYy+YFX/sQ8KXUfiuhBSHwApOhO4P7FFaZd3P9FR8j08TZuzcpJLLUu1qdTf6KeI+fmHZ2YmVLseAaGgR4z7fwTP/kqsKMBNd3rlhakfEw0t2SkIuNxwxlq3Mqb5mutqva1dZhXaZ5rxa41mYc3honhL8GB4EEjjibB3PxdQ3jxi0KF2pK1RwP+jcTOMcxoe3wX2EM/o97TmZseOZ8NOHg0gCBQIDTAORkE4h8FBtqFm4/Bvq/SU8hU+KfEi9hwmgu7juuJcR3xEuATWuXWNmSFFxDg8DQoUM/YQy8gVRkA969ZiglnIqgNSH4Inn3+sxwLnLGBqvzKm+ZPpI6VL6pOL+pokzFm/GMQ88VWy74vwqBenZ/Ake0o1viDHHHjowFcYk4xbQSBoK4hiKxkwCLZ/YmfQ/GxnNxavhLCwQqTtC0NNjYGwHRPstAlxNWvNhJA+jChEmiDVY1F9WEVSSkODEXhFtI+Qssgz+7c+fOYS8YQDRExxhQMrIJz+bY0GoawUjOZQMIs/oDSk0O7t27d0szKnq1nom7d6cVrEMpr9UjRY9yOSJgsiMXfFXOEJsRfOZDIIEb5H597xeIO3gqF2XiEseTuCWXcSauiRK4pxP4pYS94G7Dhg2LxdXcE1yaIBAIcJoAXbGZxCrTM3itcnJyXgV5bsyk0BiHnM/zlNV8oOFZpJ+Um5vrcSRFkeusueaaYS8YADVE17RpU5Wp5Hy1ZuVxkeRjbghy9Lym4um/qxWdzEheQaIqZLVhvEyl7E/Z2dnbmEfcfT61642KmP2wQxwOfw0LAgnc4HelZ4kzePcn8YTiDXGJOEXcojb0R+IccQ/5aspfDWPwEuE/6kL5vwiBQID/IgD/7O0gzIncK6fTBm7lZSbL34iLIFciruF8OZ//kd6+pKTEz9EVmY8PXDBAaIhu8ODBM3guz/8q5VBbWc14jejvTLqE2WNDXzMmTgeBajmL5EjlmV4EHDMSaa0ceZ9fOiI5dnI83Jb1LsRZ06dxYvhrOBCoyP3yVEXiDF54e8JuN2SLU8A5sWEWrhJpCa7E17PmiqYpGly6IRAIcLohnmiPSeARASQ/TXozURQ130CWR07WB0m+Tdg9vFiMSPgWyigemkK43RprrHEw1+AaIAQYF753n8wFmZaxXIgt17Nnz0NIlACPp4w2pBVXL0uaXz/y4woPEPaLSpMhzhpeyGbMkBT9xNXzoHLC95sQfMODQAInuPc7hfctrlCpzwcVhzwsTiF9fRKUrohrHFd7EVfhU1xEMLg/BIGlUDgQ4KUAxD9ZhcQ0Qpwoku3J5FDhRi5n1W7dunl8QAs17gd6DMW9O8/1qdn4EmXPSax4/2TT4bb6CgFEh35QYQ792w7/CO/aMeF7P5/4NOIrdOrU6RzCP8LVHMNVW78/jR8//lDCHjGZBIG2LNHYecZYxEtymSLuODH8NRwIiAsYFxprkatVy1lcIc4Qd2zCi39InMITS4y5RHNIyy8tLXXby3iMiwwEn14IBAKcPng7ISq2pqKVxhNWKCoqcm+mgEnkWeCIvcDrYY3lgt27UaTovo0mBPNAun7VpuVaa60VbERXhGYDCSfE0GqiqizTNvFYjgutXHUFca4wYMCAhYyPPo4X/AL8/mPHjlXRyk/K7UIZ9/sSt0ZbE5CIB/EzgGiILoELNFcqbnARJq5I4Q4WdW+JUxLPLvEteOKJJ/6XnZ2dxEkxLkrke/ktTXvzg19KEMhgAryUIJC+ao4vKCi4K6nByuCPBz3I04PwUYIIJ7WdC0CicsAfk/8OXVRMtJCwyLYHeefiL6I+tRvJDq4hQYB3qxhaK1abE3acuCcsN+NZ4Hi8DBkyxDO915N/6dChQ7UPLQgs15JxEpFu3CMnaxkgHsTPAqKBeXEA71aTkufy3nvg3dNVt8QtiHfI+5j9YHFJTx+d+MUSX8OUjcdSEhdZF96tDCUrFgm+liEQCHAtA7hC9R50X5PJ8EGPHj22Txg/d6LEk8ByTA6/A8ulzH0aV6Ei4DLy5GByyFBJpzkTR+UKjxVcQl5wDQwCcCwpMTTvWgUZx4lz1WsLFnEtFn/k/fffX4tpjpM4i/u8+rWt9Rg3uiB+FiINzPNixQGTed/ihObExRHiDxdwbl1sziNr/SwZV7JGUuzEPfGHGHr27LkbKYqklboMIhxcGiDgpE5DM6EJIDARLndXJsgdTZo0GfXuu+9qknLWwoULY81E8iP2ZD4lXy5X7mY1wq/jt8FryeZjrn4xx/3Bkyk/gUl3dK9evf5FOLgGBIEKYmgJrohVhOr7VwnLLyKJOCs98axZs1TAMU1x9VQD+FjEyDgJ4meA0dCcc593qw7ABJ7tZMKKl12cOVbEGW4/vALekACPp8wCcQzX2CVwz2xw0U0kjMDfAo7aiav4h0twtQ2BQIBrG8KL1Y/451IIcBcmS2+yliMciwgJRyNGjPie9BlMGBWy9ibv78TleDW88BHhluT5KTGRbCfu0YD//8ERmU80uIYCAZCjHKvzU21VH2t13r+I0rBfQvKa8jk5OX68wfhd/FXcA1b7WbEiycE1FAg45xkjStXc6xUXzBc3MEbEBR96Nc7zqk2v5T254RniGNJiRxnzluO6O7hme4jvxXFG+EsbBJzgaWssNFQOAfbvXl+wYMEWxFyVno74Z6ATirjuY/7Wbdq06Wgm0N6EJcbfEPasp+c8PXrSlPhT5LnPs8H8+fPViiXaWFzDf85mzZrJkbjQSnKzbkm85pODeE/3WsFnkXaGcZCpijjuBRt17LiF4Z6y8eAbCASc87zrDXgc9UPEBb5zccOv4IZC0r8hfx7hfdnScNz4cQZxS8Q+bx7+JvJPJ3+8uGjo0KFjuCe4NEMgEOA0AzzZXMIYukeQFCWfxN7wm/n5+VsxIT5jYjSdN2/eOqxI1Y7uxz1rk+b3OyXA7vO5mvVIgeYJyco6xXspF1wDgUAFMfRnPhLjQkK6NVej7UCgngs2LELV4lFeIi9loIO4RjfGDRs2zGtcNvxlPgSc60z6U3gScUFfwuICx4f7vH7ERa54Td7/2Ujc/icuoYyL9s8YNzuRrtKex9Yk0u8mcBHVBZduCAQCnG6IV27P83fvwr1sT3Judna2Z3y3JKzY0dUtwegJ/pxo7v+q9VrMZJIz6sJEKsJfbz4ipDsrcNEkBZfpEODdytmo+fwF79wx0JFrxHNpOKE/16QzrO6A2s/JLQ0VsNpQx+BkoXDNfAg4x53rPInEVnyghTy3tMQJcxgf1/LOm+GbEB5GOZ24JJv4DkSe41qawDnvEhcHcQmuLiAQCHBdQH1Rmx4xWQEO5W3EQFsxMZwwnuHzfHBni8EFf8tVLugTJtUAJt8HXEXGBJv8B/HSqeRPIFKtjWDygstQCPBuH+ddq1ylKUmfYmf+VMx6lHRF0lpEk/tdnrEzlLyIq/uBBhU3Lku5x4wE3zAgoOjZuc7TTGB8nEr4P4SbQFDFCR47Op8x8Cn+8wTuiCizFWV0StIeA9dsKc4hQSU9cRDB4OoCAoEA1wXUF7WpkQ0RaaQYiH2Y3iDMWBGC6znJvWHCmpZrzm0TCWsdq5iw3O8ZTMiNCA8gvSmT7jTFU8SDawAQQAw9iXf6NY/iO+cSSVA9D66Gqx9fkDh7FtxjIz8wBuSA4znNfX75ZhaI1sWb9zYQ33gfw7nNez2N9+x+7wDnPmH3/p8gXZywEVdtzHsc6UXEzXl4FffOFWqUvUAcI64xjhf3iIMIBlcXEIgna1003AjbbL/4MzNZPFbiEYFUFns2lxJRLKQIaV/2hsdQbhJpC5lAareqYLEM8eeJ/8zqdhT5ckgiWqTY2fcopiI/uIYBgZE8hosvLpFi5hy4nTZz5swZSMIv+PlwNP0YC3I3RMsdcTkixZPlCeE/oyHgnGZy38NDuD31GeFxhEfxnn/GP0tYsfOehOVqXaSpjOVe757kqYw3JYFbiKbciuAOcVAqIRFQOzoRDJfahEAgwLUJ3Qp1MzH27tWr10T8YclkEKd7eXIwyaTkVfHhDCbH23gR6eFktCOcwz1yRX739WqI77fU2xY/mvzX8a5mW0K0ryYcXMOAgF+zWZV3r6lJNV5VwFth1KhRcsF3kn59gqPRVGXFJ25GpKLRBaLBZSoEEnO6Jf13jo8BD4zm3bfFqx9wJeknsjCbSlzuWMnIEYRL8I6fGeSLU7hUcnnUIw6KE+GW98Z/TuQAfHBpgEAgwGkAsk0wES5jgtwIsbyaQf41hNj9u5/Iy2V16+F5guWOMnKzK3A9knsUL2qG8FdyV4Dodp82bdp9hKfhWdF1AAAQAElEQVSRvxlXtR/ljD1X3Io09wL7IL7283RkB5fJEOB9ejxEK2hyPu7xuiBLGm/x7KeE2Edcxb+KnrEi8q2YFMIZCIHEXO7DWHBu+wnBvQm7cHfuqyvy6/Tp0x/Iyckp4PHagGtmcZ1FmVvxRxIWl4hTCJa7BM7JJfYT9ffCyy0rrvZLSReRHlwaIBAIcBqAnGhiPiKgywj7abjBTIybQZBOqCqWjZhAToYsVqftuecqiPC+3Oekmkveha1aterP/SrXKHr2e7ESaDkkV8f5lDkGfweEviP3BZfBEOD9e0ztCx7Bueo+n0pYGxNf3K2eSBApG5w1ZMgQ7YgbDj5DIeAcdi7jndP5PIZzXM5WO98eN/qAvKK8vLyrwQnqj2gN61dwxt6MnavEIdxDkSxxCsFyxxaGomoVtO7Nysq6l9Si4uLidkVFRRJgovXRNbw+Oakb3lPV4ydigE/H9ystLf073VTrWQL8coIjJil2n/gPgbZMNGzYsLeZUHLM7vNIhOWAXO16uP5yJl4O5X2XnzOZVMDYg/gQ/PDu3bsnj6UQDS4TIcD7TYqSXYT5CK0ZLypZGY4IawUr5pBJcDHGJUreYzj4DIRAYu4Op+uP433HLRgLycVYDnNd0fMGpO1Dvrok2gnIFVeIM0iLkjiEcIxTuEZwu/nsIXvETaU9dUjWhVj3T2xrWCT4NEFApJ2mpkIzFSGgSbiOHTseRVoZk0SFiUEFBQVfgUwPJp4UF3l+jyJR1KxZs1cJ+D1YOaDtmXyXEffsXwfCcsGarJS7/or03qSth89ioj1DnVVsB1MmuAyBAAj2hURXtXQUz1nS+iTSRKJuPySj2QZ49894DT4zIeCcde7yHt1y8IMaEtkvia/NEyk6dqGlrWcVri4nzeNnpk1L4AqSYhfjkHnz5n0m4QXHqFcyjHpKGUNlnTp1Om7o0KGpfeD4jvCXNgjEk3kJWwvFljIEBgwYIDF1r+ZyJkQXqvcLR4NYwWqQowRC3J602A0ePNjJ5XEk48/xdyz+Q/xOTCSR8KtcXQUrnpSgr0q8FfWuz/WRrl27qpRD8eAyDQKMg7d4hzoXXGWJ/h+YuPruK+73x/lIWBwbySLhmkEQcK7ysh9JzN1WhN1eUAfEI4fu8b7B46hspWW098k/iLg4gUv0YgJXGJYDFofMgygXUZ9GfSS825N5FfFZCRxENLi6gEAgwHUB9cptauu3DavQlxBNb8lkOoCJIVJtSnhnVsJOLlfB3hWLjQisyN6OXLDajR5Jcg9HE4TuEarQJadkHVrJkiPaLjc3N+ztALhMdNOmTfNDHEo/VLZLjgWVrtxqOJzxkjym5OM5p6G/pR5NMR58hkEgMVe3o9tqvd/I+wUVlDmnFUG797s9Cc75FizOposLKOvim0uUxBGxqJly/ybRxbdKWweAY7ZC3KxynlIxcQ/ZwdUVBJysddV2ZrVbe72dxCQRscYtMDkenD179qZEPP+5PHl3Izb6EvHRQSUlJS+T7j7wdh49gWgrelQjuivpctMjuIqgfa9rMXG/5v7jSPNM8eHUcQHh4DIMAqNHj5ZreZNui5BjDpewx0X8oIemKt37IynlPh85cuS8VCwEMgYCzlHmrccOncMnEPbjGs5l49kQXO3Dzyddq2j3iQPEBcxzCXYziPFL1JEPzlAHQD0QtaZHFhcXd4D4PpQEBOXFOZOS8XCtGwj4Uuum5dBqEgKTmFROhmQ8SihDxCtZJsqjZKzMhLu9adOmowi737sMk0xxlMdS1HxckXJT8TPxt1JGJC0hPp/V9G2ItDXc7/nR87lPgkyR4DIJArx/dQB8375Xu15xjzelYGMG/ml8cBkGAecm7/l8uu38PZT5fgvz2bjvXFx9O3P5R9LkXDWi4dyX09UClpKwOewba/tbQqtJW09KeO9TCZxC1eUugXMCAS4HR539+1LrrPHG1DCTphOrUsVAiz/2FCaV4qDF02Okyn33k785E/MpwqtSSI3n5ZlAfs0kixWwnNDL5Gtk/XDSJcx+/eZ+yq4F13zWsGHDHiD/KuIi8GuZ6IoujS6pD+XqGAKMgZgA0w2tGnGJXuJPs4MeO3mYcMrxrrWSlIqHQP2HgHOS96Z50YjrVUVFRfczd88l7CkGLZpNJNwe75aD+70vJ+a+D7c/uGE5AipnrQsOGMV4cTtLHEByFOMSA0lPvjhHi3vJpPjarVu31tSlQlccD3+1C4FAgGsXvhVr35XILxDhx9jX1Zwk0dhNZlLFZ/LiWOKPSRRrQnNdHwL6GZPNezyK8ClFmCNlp1DXF/g+TKbbSfsbidoD/o6w+0HuGZ5F+CLKXD1v3rzrCGsNx2NMD/To0UMxN0nBZQgE3ub9KopOGs/XOta9pPldV/cHfQzPgnusLXDAQiND/J577rkpOOABujsP/zHhG8ERSrIGENaO8wTS/bLVd7xvF9eairwVoh2LmilzOp4i0Rfk9xBXiDPEHSZyjXGJ4aSnvDgnOZYicMSe+MfhutWIFlcli4ZrLUIgEOBaBG7Fqhnwl0Mo/WzYZK73Mtin4jUZuQqTRoWaisWjIUOGyN04QTZMZrA/7Lc9rcOJmky+nAnmecB/keD3haewD6TixYHUK7fsucFTmVhqUGsZxzq/4p5nmfjtuSe434NAPcgHofp5Qb9yI5djj+RUNMigJSzfs2nZ/E2jrBbWCAZX3yGQn5/fnvnq1pL6Gr+AJ+4j7okGv3IkQVWEfCBpzukp5PsJwX/yXP0Jiz98935qkDX2vC7iCPKSTtwxOYFLkmnxFdywCve37dmz5zXgIe1BDyLtF/wOpHusKS4X/moXAoEA1y58K9UOYnyV1enRc+bMcfD3JVOiqYGNjqx4+8KVLk6IP2VCVCKSI0eO9IiRdp89kvI8k0XjDIqSfqQ+FTH6zJw507N+KnCcTZpa0Yq11id8CeXViPwf4ddKS0tfpF0nKdHg6jsEGAuKnZVw2NWUlTPSlYyYJiIdaSD4+g8BiS97ti/QU+ez20gteZcXMEc9dkRy1ILw2fgThg8frhKeZ789+ysn7EJaxUuPJM3nvtfFDd6U9KSJO5SYJZOi3r17t4XgnkGdHck/iOuW+FMh8KtAvI/Gv5YqHAK1DoFAgGsdxFUbUCECQvx/7PM4mU5kAuQyGc6CK53E5Hgaf+Cuu+66LOlOntgaVsVaSHcPqAWctKthjx+NTuS7x9wsLy9Pwt2EOjVV6d6hnJIraTkkP293HHmaoHud62iIcMqqUqKecKmHEOC9Ox5aJ7rmx9UTwUh7wIZVxKmy32fGX/Dh1lqAANKnTSG+zts3ea/u4Z/IXJSwzqU556rbCXLC45jnv8KpOtedvytQXqM773LdnjzTJdTiBG6t5P5OmU8hui25/yDm+Sj2lV2on0G6kpQTwEHbgIvuhsB7hLHSzSFS+xAIBLj2YfybLTARxjHxsoqLiz1qsB+FPdN53zLLLDOJybUt+a5YJaxklTvKe8ZzPgT730yen5lEp1H235RV3CzHq+9P6Q0p+3f8yeSTneXh/U1Iv5XII1y/xU8kfzTcdzfCwdVjCPCetOe7BleRdBuu7fE78i4VQ6o56zlRF1j1+ClC1yCGe8BxKs2YBDSm8A7d/72Z9ygO8JghwawTyVNq5VfQFDe3JK6i1Vfcu1NRUdFpzn1xAOlywOIEguWORXwelfiltO0hupMI30OO42Qf7l8rgQ9coJMcXF1BIBDguoJ8ol0mg5Mjp1WrVguZUA8zsdzjlUjexqRRU9GSHzOhLmcFq5WraPr06RrZn8HE1aKN+dqLVtFCkbPiaEXZckK3UEdb/Gl4D/AXc3UVrehJ0ZVfVZGjymEiDy0oKDg+riz81UsIzJgx4y065pnuWAeAd+lY2Yo0nQQ4ys3NfdJI8EsJAku5Gojvcbw3rVK50F6N6v3Aguf79ybs9pCLq2II5PHMb/f5tVg1njxNUDq3z2Yry7lOUqSxHXHAjAROiJjDHfGeeFBaYhkX7yrqbQR++Tf45dHmzZt7JDFH3GOB4OsOAoEA1x3s45YRQ7mXE7EvrFZinMZE+ZCJ0pdJqIjaNM1QnsGEHMfkejcvL+8kEscxkdswoT12RDSKmjZt6tnhJkQkvjO5dsePxUuEf+FKFWXWtQwBP2W4HHV49MEJLnd8A/WHT5EBqProRo8eLXJWwUoJh110oaUo0bDvff7gwYO1jmY8+HoGAeaq+7s30q2mzO2fmXvXEPb9eeynFWHf7wLSPXIkN+wcP5S5arpzuklijlM0Sp7/VRLyITjhVOaux89cnJ/GPfEijYJbg0v6gVO8n2iUwjVJ3BMnhr86gYCTtk4aDo2WQ6BDhw4qzpQxsTw6VJ6Y+Gel+yVBNR/dr5UrdsJq+egq0nfEK1I6wv1iwhHIdw6TdxBhV9KrINb+JxPxFeLFXNWCFjm7TygX7Ap8GcofO3/+/J24Xk45ifPZTOQ7u3TpYj5JwdUzCHxIf0TayfPARFMuqaCVSgiBuoeAtp0hvrczx85jHiqpuAXitw1E+GDiHiHTuwD2+ivlXqPX88gb4xwm7EKrGemDnOPEI7aMXDwfRTiHdPUBnL8qd15BfCMkWp4BngLx9eMsFFvkErimLIF7FmVUDYWUWoZAIMC1DODfq37AgPiDDBpTWK2Gsp8wEduzgv2QydSXCdmO+L74MZZnsp3EfvH3iKfvgXDuVFpaKgF2wnZG1NTqiSeeuJw0OWk1ZSXyclCnce9CfBPqaZ+bm3s69Z9J/BC86X1atWr1FHUmReAkB1cfIMD7jvd4eW92xwWT16SXA0qGw7UeQMA51KxZsyd5bxrOKaNLhzOPj4X4nkyahjXEwc45zU8qYl6Jd5vvnHXuOoe5RyW7VSCqg6hv94KCggcIf0/6CXidpxr2atq0aTvnMT7GGWSkuF7CKUf94po5CdyTSg+B9EOgSfqbbLQtblVYWLhNDU8/nXSJJpcq7jMmzAbJVDWomZiP4Lcl3X0eJ7X7uxLlJ1hZP0/6Aryazx5biEaMGOF5wquowyMPXCKPPvmNUTUiVcQ6lRV6v44dOz5I5in4XJCDBt9fpc/uPZEUXD2BgMZUPFam9EOCq+GEZNc8B54Mh2sdQ8Dv+UJolUDtRFd8Xycxb++GgJ5MXDGx7+8bwkPxJ+GVTL3A3L3KOUvc99yHeCnhhezZjqY+zUvuRVytZbLKPoWgd8E/nuSOyYvIEGek9opNq+DFNeKcCknlQfCAi/WkXkF5YmP9T8NzBwKcBiAnmticyfMCk282fjgDvS+r2eTxH/dnVZZIFK10eR9iuH7v3r2dnJUySJegNmFi7kHdBxN3/6c1V48p+Nmy02nrNMRVq7DH7N7TulQgh6x25TqUUwHrLtLOJ3zZe++9J0F3Yg4kTa68JXW/Sh0diQdXPyAQc8CJrnjczHcWR0G62giOw+GvbiHAnOuUk5PzKvPKeege7sW8n++Y92qyfMf2wgAAEABJREFUq3fhQvch8uVG16G3zknn5rrOVe5fjbL9SO9HGfVDPKro50VVntyfdE8tqJAnDiC6yIkruMf6bGtRxqKQuEacE7FI6MD8Pg0/DD+b+6xPjntR6RCqNQgEAlxroK1S8Y0TJkxoiehoPwZ5UrliLIPefdm1mJzb77nnnu2r3BVFcjy5JSUl7RbP454nSctiondmv/hhVsF+olArObeQPh/vmcF+tPk5YurBlPfMYAfan4C/jfwj8afiV8K7Z+Sk9TNnhcS1yjOee/36ymssFg4gLbg6hgALLQmwUg97siHvMdaMN8K78hiaweDrEALMFRfDr/FuNLDxTeKddSWu9rMmYP2C2d+In0E3j+TqiQfNTbogf5+5Oox3qUlKTUzmMW/nUeYG6unEHPcI0uPEt+DeLPLEAQQXuQSuUE9A3LEogxB982iimtNrQeBngDtU0nQv+l3q35v61f24iaLBpQEC9ZgAp+Hp09zE2LFjS4YMGTKMPZpzGOj/YM/GPdbj6MZ3TKhucJufQJAn4x9kchzHKngDJmIsRmJyVCHO8+fPf4UJOBevQhbVRBF1f0jdHju6joS53NeMq3tMfh1FTrYb5T0vev60adMeoX4/zHAEZVTkcE+xjLBlJcpbUVYlj6O53k6fbmd17XlEigRXFxCYMWOGBFiRpM1rqF/tWcMRyFRrSXE4/KUfAszbPPy9zDnP2R/DnJlDLzZnbqt74ULJeei760L6Ec495yDlzsc7r5yLKluuSb7GOPz85BzK/Zd5febw4cMrSjt25J654gDKVnK0H+MK7vtMgos/jrn7MH3zzLGE3Xa+4qZjwEF54ItNEY33ZxFfhZhTJrhahEAgwLUI3N+rmj2bGQx+Oc9RTCYn7vpcFQcrQr6ECfQpk8nvei4k3JuJVMkqlqbnmNxvcI/Es1JzpaWl2nYlO0tRsive4UTc+9GYu19VyuOn5Z0C7r+fvC+5agBeAhx74mNJ352rX2W5mT7swep6bH5+/laVGguRtEFg9Oj4KJLHxmzTLYTk1kSx48nE4NMPAYjbTsyT9/EaxLmMHrjHuwtXTx+4CJagujcrt+vphkeY23sxB7+nzPL4lfHu56/EnBuSnZ29JXGPEjVxLhOu5GhHm81viAMqZoAjNmSe7kMa1S8cS7mP8RdTJ0nRuYSVtsmBvwDRfZAxoylb84KvAwgEAlwHQK+mSQ3tt2UF+iWT4mZWu4Urr7yyE3FrJoyi4inco5joMyb6D/gH8Ucx2TQ19yyTaxXClWw6u1om/TXuV+y9OoT+NDhsFaoUe/mhB63qLEe+mphyxdtRXpGWVnlU8GjBRNbqkmLNFSh3Kl5FknVBDi+zoh4YuGHeSt04uWBbjpG6AbyInEtw6YQA8zAPr8j2OeaPx4D8YtWZ9MGvValg5Tl9z227D/wo6TnMo+3w/8a75ePxIqUY35J3AhzpOsz/M6GennZoSZ2vOZfJSznnOum29axh/NEFBQVyuJOoU7FzHwprX+AGrpsz91vj98XfAn5x+6ltFEXaCeASXF1CIBDguoT+orZnMXFWXxSNottvv72EiTiGCdOf9GH4N5mUPSk3jMnnwf3bCH9GmgQ14noiE7ESh8w9mrdrSjknZMRELmYSPkTZPUhztT2dMj2oTzH3Q6QVEt6XNBHGaK6KyEUgOYRFIO4Hu1fVlHKnwQ2/EbhhIJNmB+yTBLhiy2rUVoyHcC1DAKIXc70043lcpUae0XZ+Kmp2zih2dvGqPXbP36u93JPyD/MONbaRT9iPq2h2tgdzM6XJzFzsQxnPBt9MmZRjjruHqxa13HQ/ysnhavHOth4m7mLavefh1Hcx3j3e1P0GKCOuCZyvwKhjHwhwHb+ARPPTmWzuuSaiVS5O7L/BIQ+DIB8NYd4QLlTu149zq7XokSP3aeWQvwcxPMhEVcHKfR4NfeSznyzHG1dMPZ/RnkeOfmQy/gBnrCZ0rBVNXE1aFbG6ELa8e1MtCEuUVSRRZG3dk8hcl33HF5c+N0zNwdUIAd5Fai+wQqGaNF4rFAnBpQEB5leS632GeeR2zucsaguYkx7vO5D341zRa1hDTWU/mKIt5smUV6O5LeXV0VBq4VHAh52Tyb4l5qrE2bn7LXNZDvcR2k1yuBJ8lSy1fKelrLXACRsXFRWdDH54ijbU4RBnJKusdCVfXOPiu1J6iKQfAoEApx/m1bWocQzFUNXleRbwIzJWZAJ6fIBgFD3++ONfMOn+r6ioqBcJcsgzmfj98Yq9Crnejn+HPI9BLAtyuICJnOKQmYSXk6fBdlfuzahHEbQKIxL0w8mT432G62WU1RGMWoM4nibwxvTp0//G9Q7acL/6jPnz579F/X5ekeTgahMCwNyFVaUmSHPhVCktRJY+BJiDSa73aGp3//0G5s4/mCDfsFf7HGkeA5Q7lQu+hLjzpYSrc8rPh25CefeGkwti56BzkSJRxGJWK1YX8T5d+Kq89SbhW/BKqhQva+9d8bEc7r7UNQiiq1Qq8kf/xBEr0h9xhknVeXGNOKe6vJCWRggEApxGYNfUFJPLPVlFVNUWYTLFFm0ot0G1BaJoBOnLsWc7mMm4LeG2hHvibyf8Dfdp8eoUrh8xQWMOGa5XUZgi5WLKnUe5JhB0NagPoNxjtPkWaR51EHGoXStBfoN03di8vLzz2a/y+8LHU66UxHW47xXqv4G9YSc4ycH9GQgswT1VCDDv8PMluC8U+ZMQYFznQRydT+71tmKsy4H6CcHrWHhezPgfS9UL8G7dzCLu4vdY4pvjPQ/8GMTyIOaY74nX1cQ5p67FaOZiIfU/Sv1+mEVjKidxv/v7lr2etrrl5uauxL0qeBVRn8TbOU+wsqNsjCO4P8YZlXNTMW3Bi3NSCSFQNxAIBDh9cN+OSXYUe6ZbDBgwoBLcmY1qJmdDuBRbVenRkCFDnCy/wsV6RKFKPul+TcX0WBuaiT6de4YxYY8m7OcIzV/I5HyNQp7zK6RNkckhxNfFr0nfrgCRxBwyXK5HKNqSfjF+AXFX3iKLjkzsAaR5XOE89oC/p04NAqjJPZvwGHwP0r+kvqO6dOniPhjFg1uaEPAoEnBWcpGqlq0AF0mpeAgsPQgwlg+hti8Z+1txHQHs5W61JFdA2rfEzyFdcbAGbNRe1vb6u6S7aL2UvDXgjo/hGnO4zLOrCHvUyLl3IHPxZsrmU5cctZ8ptP7RzN2N8KewqH6qgrZyPMcrzHmqWuRIF0f8yvwXZyzKSIQSOCabNsU5idQoEieJm3hWxdvbpTJCoFYhUIkQ1GpLofK/McnOYYK8+t5775Uw0H/GP4e/FAJ3kOCZO3euWsoGq3ju/Zhyin2r5CGOVilHZYwuVTJJYGJfz8W9qCcRHa9CPX58oT/prtI9l+g48NjE26zCJ9JHy8sd+01SEcsUVukeX1AT+r/UpRnMudwvF7Abce3cqrG5DWma1buQtMvz8vI+5vn6dAmEGHAsPZc4iqQYMlnpQhD0jGQks6/1p/eMXZ3KbRJMrVI9S++6M8bd292fcBfC85mbHhfSCM4VpJ3AHNNozkzynibuHBrNnLqZufUjaZ5M0AqWUil1N7RsdQ7p20JsV6K8bTgfbyRcxdGWc/zjxJyvks/cFs+4YK6SZwILAftm8GAe7lL8c/if3wMn0cdXqf8cMqvFM6QHt5Qh4IteylWG6mqAwD2sZNdmkuVCzLSG4wcRtNvsZ8fcTypjAnzCZJiJf4vJegv+TMJ7duvW7W+sWBUpxRxqDfW7cnZyVslGVCwRVev5QJB36bBhw14dOnTohfhtKdwWrwKPRgPAA1meLe3KRNTy1crk7ZmVlXUq7R+Ld4/LQ/wenRjHZFfkppeIyyHbxmHc24/7HsJ/hx+Ul5f3Ic9xYCDEQGMpOd5Jag8PePvullLNoRrmXT7j1fP3LiZd6Cj2dT9XpcdJQKgY+HvcSKmSRFStY+O7M7dfb9WqlSJkF6u9KetJgt6Ud9Hrvq4417nyXlKsXFRUNBA/lrK6A/n7OTFnCVZxznHnepWMRII4Qjyybo8ePbQdcCYc960+D149EYkzQ6ZMTlcu3IW2i+9N6EOuOIp6VBjjElxtQ8DBUNtthPoXg8Dw4cM/YrDfhx/IgD+Qq/s2fnbQiXsYxQczYTUltx/he5mMXzFj5DL3ADkMZkJdwmQ6XJFR165dPcQfQRwVC1c5D8z9yc8U3k14Y+7ryDXlaHs6dbuXtZBEtTQ7EdcEnpPcNPeb/Ebp5aQrYnZyKt7amDYvIE2iq6jNctqrnU263yg9kvo2I1+Tlp53vBfEFAgxQFlKznOjcVWMFbVp43D4+/MQYG7lMz/eBp5F1KI9ZDWFHbtKqFRu0uqcuhrOudmUcRHkHPBY4C/EH2UR/SL3K3aWMFvWOeRC+zTm8T8oM4U5oTsJqcUs4ilH2x2JbMz9d5NXZVHFvPesv19Fcq5HlHdfesvCwsIjCMvN+qGGPbhfXKHI/G4a2gefQ72PcjVdjnwK8749vg9e4n8feEjCTLHg0gmBQIDTCe3fbmsqHOU8uNLBTIor8IczKTpwXRaxkaLps5lALZhc7rXuRFXXMtnfbNas2Qwm38+svM8lzfPArnh3hzivw36Pe0om6yWcKna4wjae8rTzP4jmKOpuS+I2xO+k3V6I0uSAdyNNROORCFfwM4m7OHBRMJB7REbuK4u0PNvYln5mk+7Y0oBIf55LAwQaeheZ3RMIMRD86+6bClXUeOSkQpkQrAECScLLHHicIh0Yv57L9yieomLHvfNIryU5F5+PUcYtF4myc0ClOPdVHe/LM/a9/kKZfzOPVsLvix/EPJYLVkFyFHPMTwhGi/2cm85R52qc5RxmfsvNer73LBOZT+eTJsGfRluvE7+atnYk/Cv54oiziK9FGy1ptxP+CPwVxO2320ZBYx5A1QcnkqwP/Wj0fWDyeMZPYlYFFiNGjBjPhNJcpHkXMZm2wi/PhF6b9N2ZgJeBPFzBym16DnEkxPnrkpKS2UzUcfhHKaNIWZHwgUzqKlrKEHAnrZ81PJ9GRAKR4mraeZ57FaXJDfxAP+XOFUVLdCkaqTimaUSPQ7lQUCTtuCohc33Kyw08Pm/evNWpR7vXanoqJrsvr1w0HfaIAdQfdcBVwpC8Tfgnw+G6hBBARNuDuSHH6zE+JT/C9DhEw6sD3yep5mq8Y9WxTDDyM59rEHBbRr2LpoQ9JuiCdCRz8WHiP3L9lbHeG4JXkchqZU6bzyXONcpVcvRDYu7cHc+9BxJ/nIXBhyUlJYqrv2R+q/XsHJbwfsDNnkDYlfQ1maN+9/tftKuY3EX4A7SdOppE2ZSjjAuESamEehVofJ0RUTa+p66HT8ykm8BkShK1Kj1MTKjZlNssmSlhJv0Z9nSvgXP2uJAm8SZLmCkj59qPCedelgjlGNIkkKswqaczwb9ngr+Av4XwSeT5SbThXNck7RCuKUf9b1OPBuYVuz+08AMAABAASURBVPXKycnpW1RU9Hf60h5E1Y+CIqUyrroXKasiiZyyxNgvMg2GU3+F+0ohxGpSq6wiUvOc470Q4o/ow1GdO3eOEZqVBP/bEADGFZWuXBz99g0hNwUBxlof/HvMtydITCoc3cp47sR4buKZdtIfAcYazVhA2q+EPRM/krCLU/d+tSbVl/R1mXsbI14+j3v2IX82abc6Z4inXGJOrUmehH092j8ZfxvpL+E1xiHx17ykOiH/4caVqcu95b6Ed6av7tdOJnwTc0+O9jrafXZI+QkJkiMJr7hhNjihWuJrIeppznPWmG+Z4NMHgUCA0wfr32yJyfY9Xu3K3yr3BWU8ulBtGSb302SsDDJYlkk6Cv9fJuNhXLfBt4Ewu5p3z9bzhU9Tl0Y09uae65iYI7mq2an4+DqQw6MghovZdzoATmFzuII7yFcRrCUISk3JCCTzJUjgGtI9iiRBMH9n6tU6kPtfZEWu1l29t2Pi30E9cvMb0VeVtPxQhApir1Dw2rXWWstFwQW0K7IhKbiaIAD8UmJEwqU1lQvp5RDo3r27n987n3E9iZTrGaOec1eSI0GVEK/LHPDMvGYdXbBqUtLPd2pUQ7Gu2zHdudfvczuHuhYVFd3A/IqJWWJOtCT/E+q+ky2grRjHB+Evoc3HSfP0gHNrX9pxPvhNYE2/Em1i3DlpvetR74r47fAS2hu4Ps87VsdiZa5P00a1jjbEDV9Um5lIpMyy+KAzkIBHXV8qEuC67ktjb38Wk2u13wHCWGZr8hhBlaITJ070WJFKVe4RV8mHY3Zy+pWk1SHSJzGxt8ZLmOWMd6P9k/Cu9BWF92KinkP8ftp8C655GmHPIK5B+qkglfNALrupoU1do2lsb/x65GmBZzLEVs5iL9IkwLuTHnO3XFXYcr9KxRbr2p0y9te2HqOtwynzLfU/A+HfFy/ioUhwFSEAnFIEmLBiyorZIQwEGEN5LiC5Po/05RvGlQpJDzKOL8TnU8Rxp+hXozR++EQJjwRX++lq+79PuR6IjJUOub9qfB3G9n4sJF9jbK6H70YbfsHsVOrz4yV+GnQqW0BjaO8e/Nmk25bj2EXuCcRjjpa5txJ+O/qmkRw56kHEvyK/iqMf9nV6Yo5XyTeBcSBuGGu4Jk894phKyl81lQ3ptQ+BQIBrH8ZL1AKTei4F/b4rlxrd50wgLetUW8DvDZPxAmW25VqtAyEMwi/Lir0wWQDCPJ6Jr2LI9XPmzNmTdPe3JlLGCR0TZtLUov6Sq6Jl97wupJ6nIb6fQ5w93iAn/BPPsS7pW4IMrqSsxgQOIM39qQn0S45CRCansIB8OTdF0T6392vPWlG2ItV/U8dD+PEQ+vtBcv9m71pFGG4LDpgqsowBAVyFaRxu7H9dunTJYbzsBtF1P9bPbWokZhvgouEJzT6ezPh0rK0C3OYRdvw5FlWqmkGae8ITgO+/mBOHIjUaAzGVW/0ndTi2lfTcwtyYxdj8FK9hjgvIc06Y53l8bavHhJb6HNtynF8XFxf3ps4b8c9XFB1Tl5ywnOkg6qnWUY9z+oXEHK+pjLhBTrra/ETiWjybuCYRDZe6hEAgwEno1/KVib49SOGsnj17nsjVPahdEVP9o0+fPrHYmfxf8WpZ1tgTJqGE0SNLNZYhQ7HarlyrdYiMFZG9COJQ47JKmVGjRskFnEtGO1b5O4IsYsLM9XC8HPMK9EMRtMck1L5VY1PzeYqNVbpqRr4E1i8wTeN5J9KWtm7f4/nkJNTelRNXdHcL7XicRqLrcQ3FgcuR5hGKp6hnEmGR5v6En4XQf019AyHGHUhv1A5YViTAKW64sQKFOdUZf1WrVq2+BTbus6o4uDzjRuIn5+lYUrLjGJPg6tXk1+iMY1LO8zvu9UMG47heTX0/sMAUts4VP93pXPUjKG3Jf4u6XZQq4XEr5ZyioiJFx9sjlj6ScExoKSfn6kL23MTcqvKKmB8HUu5F52aVzEUJzmnn9qKUqqEN6JM4ompOIoV23GeOF2ziHnEQz7krvg9z60SuZ1Fm+0TxcKllCAQCXMsATlbPxBAZ/IvBfRDhi/GDWVm/N3PmzFkMehU9biBt/V69en1CfDT+XsKXcT2P6+lMjv9w76rU1xKx74Zwg2ofE63iPE7Umns2rJKTSKCdW/G7UEfbRFKlS1FRkfuzmjbsT4YIi8siB4K5lL6I5P6OeO4Oym9NmoRZKzxdKXk2+a6yF3K1jW1I64FX3OcHG0RyIiURjwhME5kqr5RRRq74n/RvW+71s23HcFWM51EoFVT6kfcecHmbZzyTvb3VuafROcZOigBDJIRNo4MB734txsA5jAUXgG8DgFMZK46HLxkjKi8dQXwI6RqvkDt0celCT5H9GAif3OLh5Dse1+Xq2HSMau1qS+Ir4yXUs6jvTOraBY64HeM9JrRwknK6G5D+JONfbX+KV3LOHefQm9zjnKqUacQ5SN274G81Xp3nGTekjdbkjcJXcdTRQpxAhlz8quIK7jm9oKBA3CEOuZfwaNI+oR0XyTcQXyDuYRy9R9pgvPasxU1Kq1yoUF1wtQ2BQIBrG8KL6h/BJO3BRNyc69r4VoSbduzYMZtJrZlHDbczpxdex2STuH3BpPDowgYkihDcY/KIUBkI92O4wWImUSn+V/wEJt07XIdzz5k0OY97Li0oKFDT8pCCgoKuTL4OIKzVnawQTZU+plCH+7AUj6p4+nAGie2492CuVRx9Vqt6AhP4/6hTjjfimSbgn+G5BtKP7tykTdwS6jqBeE+uJ5F2H/51/Dx8HukeX9qasKYy5TZEgIq5W5F2Mvm38CzuTasoU0QdHtfS6pD7baezfzaePo7Fn4avZGSE+xusmzt3booAA5/vG+yDLvZghYWFW/Cez2A8v8+71w7ziRTx4wjzGCuKf+9kjDwDcXX83kmeomAJimNKrXt1GcR7EhoXhY4zx+Ir3K8050Tud//XI3PzuV+x9B6M68sZ18+zXRPD2jHv2Cd/QmIuEKzs6Kdzpx312ZfKmYlYYg5q6nUEdbZwjvJsHbi3K965ezLvV+Lu82kZb3hirk8g37lfSh3F4gSqdAEb70dzT3eeR47YRYDKm0+S5icQ1eA+lj6vJe7hmZrybK3waxMWNwkT8QPVBVfbEHAg1nYbof7fgMCAAQMWOqkhih5xyGYi3DZ06NArmQwX4fsRPxC/A+EN8NqK/ZyJdBqTekUmmGcX96X684hrOOANrhIxxcxdyD+UPM8GegD/XRDWRCcriGM65URK5zOZX2EiP871Dib+ZVzPJn4896qs8T739wfprSFyIJxyw4cPV9HKttuxh6VIOpVngL5q4q6Adjw7eTkI8Xue63rSj8BvzfN6dGkIZeVGLPMd4c/xiuIV9ZURFgEqHdCc3yHEC+iXxzNMW4WwWqOKAT36pJjwXfo+Cf8w/nCep0YpAHVltNtiiy3cb1zoQ0ydOjUmCoYbmucdbow/kvf5WM+ePX9h7L/JM+7F1e/eSlAmEJfIzWeseSzuCMbFkXjnSnIMSXRcJAozz8t/zT3CzrE3xLHImFR0fBTXG8hzXF3BVTvPBcy//xGu5BJjXs3+fZ0LFTOdK84Z0vrjVdxajf4fT//P5lmcY3cQd86p/S/BXN456dx0jtJ3dSW0anUJ4UN5Ljl457Rz2znuXD+PvH3xHp1aEXho2vZz+r8SfgP6vAP+QML98Bcx964kfht1ZfO8I8U5AwYMEAZ0Mbi6gkAgwHUF+cXa3XzzzT3A38R9mcWyFo++BTFbkQk1hQn1Af4pJtgg/HX4i/H9mIxXMTEl5h2Ir45fltVuDpPPiSqS2oV8OWoJnXtf7rlqHN48V8B9afQ2ymizWiQzQeQA0piH/wn/Ed59ZC3zTKLevsQvBbkczXVPfBeQzSasslVS2Ye6mlPXSFb3KqQQjSKRFv3ai3Q1UudQxzr4B0hbgeva+L3wEldF0irLNONGEaYresMaQNCyliJEkY8IVw3Q5bivkLJ3UvdH9GU8/mH6dhi+eoJM4UxzCeQpQVkwevRoYZRpj1Btf3lHGzN2juA6mOtE3uE4vF/u6sF7ddtFTX+PCZ1JupaqklIPdQccG+omWG4uDUhA7+a+XpRdg7GlidRHiK9L3H3bC0nby7FI2dg5Rslzz1it/b0hVuodbMIY6oLfk345xt2CcY5MYi6eRfqLeMeac2Oec4U5GC8MqMs5dBuV96XdHsSdY+LdL0lz7i1LmqLzXbjHvBWdq/RrWfzqzG8tc2WTdxVxienFXJ3rg8h7Cv+BuIB+yN2/RZ01OnELbTUR19RYKGSkFQIOhLQ2GBqrHgIJhFo6ffp090arL1Se6gpejczyWDX/zZo1G8FkXwakkEROkfU7UYcNG/YZ15eYxDdyq3uvUwg7sQ/nWoDfCt8Ov3ynTp0k2or05Dy2BQnsR72u6tUsfZP7p+PH4eXARIgqWz1KXHu441zNc4/iLAnmGsTHFRQUiKxc/cccN2VtQ41VueAbQXBXwl2UUXYU/Tya+zvQ5rMgDvc5JcRyDXL8ihdtlyqiMsq496f93lzuySFRc4CKadck3Jv778J/TPvj8Y/QzpH4TCfIPt98ni9jHXuXEtz/8C6SBPcD3uUdvKtCrhLayTyc3nfqONqMuNKZMq668fzdTnnHpfvARKOp3DuKcdABAnU0Y0lrblm0cSXpjnslKI65HNJSHCnj4kXKOp6VzniO/RniE7nHtBepWHvKjvEzCTv2THcOvElcS3X9aXM/vPoLWqW7sxNzyLmEb4d3bjnHnGv9uMcx+hrpNzLWX0rMzSnOVfJiV1BQoOGaZZzTcULNf+IEcUONJRK4pbRi/TUWDhlpgUAgwGkB85I1AhIpRhQlIfmtG7RF66q6xjKDBw+eAdL4lPp2rrEQGeRLXBVTE6vqnKhwAP0ptywr7PVBEENAFLeCMAbiU0SbMiq4eOTjNlbvTWk75rRFRPie3P8far8An0ue31SVQ9mQPEXUp5N+BF4OJqJsX5GeXATIp5h2nyPP4x9yNK3J9/4+XL/GX4T3/LAfiUgq2EiM3TvXipH7yT9y/2Ta1ZC+nKIEeQ/uuwkvQZ5GO6Pgts7muh9+3S5dMuY7xtoC/qtnOgFP7Tthuueee64PwTsAWJ8DnJ/DT2fvUoKrAqJnxR376gz4rl1w/cA7akPvfJdyt8kjQz6zn85z0XcpZdRedgxJnB1bavlqWMM2ih1LjinKybVSXeRYU0HrdMcgCS7ENLbh2BIn+oEFF389yXfhmeRMm1LHbZT/zjHPHEgRU8IDnRvOEcbs+pRbljL9BwyoWczLmDyUci4kqbJ6R76GbT51TldfIpUqThA3pBIWD4hbqE8p0uJZIV5HEHCw1VHTodnFIcCEdDX9e0eRFLO2YWL/3rt7gvp2WLyNinGQyyPEc0CEe3Kt1oFQtP/svpgcRrVlFOGBdOSOT3znnXe2BRFN4b7P8K/ih8HY+GxOAAAJyUlEQVSF3AmCGsDkVwRHt7ImkbYt3i+ytKlItClzIY2oFCMsbFfDCXI27qW9St63eKUEigHvoDJt4m7NdVnShUlTroqnRdjW04q4FoSaU0YuimjUknYWEFCcKdJqQ55GQ0SuX7Zu3XomROJ94OK+48WE9yf8T7g1NVG5rd44OWDhVG86xP7nCsBrS+B1IMT2EsJDCI/Ly8ubBUHyHPvNwLoQ+EtUfZfvEl7IA7TE6yRyzQmo8S+hlGD4XkmK7Y5nE7CsXOZl1BWPAdKcNy7KHCOOFcfMg6Q7hoSTSkwXMuZTxJQx2cYxiLeuSeTJGeeTPoC0Ox27eMewUqMpjm3aO9Gx7pin7ppcf8rdwL0/1FQAmDjncmjTOVhTMcexc1gFxBrLJHCB4nVxQ43lyPAIUr0aL/SpUbvkwG7UQKhHD/8LyOg3kTyIQTHTgrFjxypurbHrIDs/9L1TjQXIAImopfwAwf3xNTr6dBmZeSAN91sJVnVDhgx5nXIXgpzuAQmLIKsUou/PgZjyKXcAyNk64zIgkIVJok0ZOW6RjvubPdlHvgmEqMiugLxtCW9QXFzskaczuVnRpEjOfe+e1G3/FO1dQVglFomsokQRmdyTiJ7bIuMieTmmjaMo8tqJq/txcsqaDJSj0Oj+OdQljF6HW5tSUFAwAf8ihOV2rifzHN179Oixnhwe96fbqdErDNLarja72StdHxjk408BBioVjSaskp/ShjF06D7es8fRehHeBK9UQs7WsbEZMBXeHUhXiUjRMsHY+c6SYnUJMNWU+S5ViurHfYdDtLRcpUTFZ59MgTMdE46NxBgpIHy4Y4caLfsrZVRK6g9RjImpY468KOKPfg+kzv0ok884fImkKs4x7dimzIWO9SoFEgmMCceg2v2p8Z3IWvzi2fYHnIOLZywW3ykxlxdLXhRN4IIFPLu4YVHGYiH6Lm7xYw6L5YRoXUEgEOC6gnz17cptyslVn5tIZSL9iDhJBJZIqXr5/vvvVSTJBlFuWzW3UooalT1+i7sDmak17d6X3GmlmytGQACXEv8CkZ92bwlWdSA493PlhE8D8SVFgpUKUs8bIB3F2uN5zjcKCwslkKkyGjSgzOUg43+QOBgv4d8FMeOj9PUKfD/a6T1v3rwVgdUB5L/EVc5YW7+KrDfl3u1IV2NWLfFXCCue9ihUc8JleDVhVegxTDSSo9a7P9iF+48k8RoQ9zAQ8xdweCqoTQUBf4QfxrPFe9xc++FVKiokPVZO453Ex8G4/686OTtF7H+pHohLfPyFfm5iHyGohYSPwPcjnNwjHUbex/ipa6655lxg/TmNKmXxU3hHEN4BmChCFkZ6kiJh5yJPcXJEvrAV57iX756qWwiHAcNYzMsNHimSiLhVoR7Bfix6VuRd9/ad4q/gPQ4B3hJV3+OD1PkP8i93THB/yjlmHDskjHcsUcYFKdHKjuc5jTpOJTUf4myfCFZ1iTH9BfU4xqsWWJSihbjL6WuNnGZirqns6NxbdOdiIcaJczc7MZcXy10U5Tk9DfG744DnFLe4YF10cwjVKQScDHXagUbU+A5M9gG/5YHFakySXX6rjHmUWUjZfQzX5EGS51BmJojy3JrKmE5du4LUSik3yHhNnjJ+xqwtSNkjPjU+B22qFHMo9VyPr7YcbWrwQFu5V1Cm2nIgleOp6zXKNgWBvkq7AylbqT76dCxlRHQqeh03f/78LyqWadas2Vnc7wcoRlNOQwgeV7kEBD6Kez3ruSb5El6PTF1Pmsc/KBpJANQqlchcTIKKZX5oQoJMNOW4PStJbJxLchgbkZuflZUlcZdji8Wk1P046RKVWDkNhF5MX/UTevXqpbi7knIaeZWetbo49cm9r1Vd3uJpvXr1ShLSx8l7kbhtys2n9kjp8zjq9EiXHw9QtHsZ/fYZJLD55LlX6jP6rBJUn11PVsoJI2ElzITdp9S7Erm5eAnym8Td832ZuIZa1uZ97ELaKOLX423DbYeXabs9cHJvPgUL8r/AezRnOPcoATiW50nlG3asOGbIb0rZ1xxLpi/ugcF/aUOTqY7FbRfPrxC3X+pKjK+QVqlN02lXwzFtqXN54zV55xplSunfrjWVMZ1yWqSb6Vw2XpPnGfehroU15SfTKbMLZVdLxgsKCqo8g3mUUQLFJbjahkA8kWq7kVB/JAGoVrQVVf5pV1bEVDm1akyDAVXOJlYtFt1I2uv433RMTLnJJPGpqaxHOi6i7Kc1FUiku6cqpzw1Ea/p8gIZS1LuRtq0f/MoX5P7kAw5D/dwCVbrksRUBRvLJcWcycIzaWcYEUWblrmIcBHexU6SoCgGjfNJXxpX67sLZDyU+hwfKiR9T1xRLUm/656lxJP433XWyfOpufsBhZUI2OZdhO3D0niWZB3WJ/EVZsJuOG0IS/N93yPpiwpzJC9y9M0jZ5a5hFSJLJdqnZ/c9Oiai4VqC1CXHLYSG8d/tWVMpB8qsdkn56dJNXnHsuUc2zWVcUGi4qPPuvjYqnQP/XsXb/8qpVcTce7+5jMk7hEXiBMS0eovPK+4xcVq9QUWpToWfw8mi0qH0J+GQCDAfxp0S34j4qjR+AHBFwUYFAUYFAUYZMI8aPgEeMlReK2VDAS41kAbKg4QCBAIEAgQCBCoGQKBANcMm5ATIBAgECAQIBAgUGsQqEMCXGvPFCoOEAgQCBAIEAgQqPcQCAS43r+i0MEAgQCBAIEAgYYIgUCA6+ithmYDBAIEAgQCBBo3BAIBbtzvPzx9gECAQIBAgEAdQSAQ4DoCfONuNjx9gECAQIBAgEAgwGEMBAgECAQIBAgECNQBBAIBrgOghyYbNwTC0wcIBAgECAiBQICFQvABAgECAQIBAgECaYZAIMBpBnhoLkCgcUMgPH2AQIBAEgKBACchEa4BAgECAQIBAgECaYRAIMBpBHZoKkAgQKBxQyA8fYBARQgEAlwRGiEcIBAgECAQIBAgkCYIBAKcJkCHZgIEAgQCBBo3BMLTLw6BQIAXh0iIBwgECAQIBAgECKQBAoEApwHIoYkAgQCBAIEAgcYNgeqePhDg6qAS0gIEAgQCBAIEAgRqGQKBANcygEP1AQIBAgECAQIBAtVBoPEQ4OqePqQFCAQIBAgECAQI1BEEAgGuI8CHZgMEAgQCBAIEGjcEAgFuHO8/PGWAQIBAgECAQD2DQCDA9eyFhO4ECAQIBAgECDQOCAQC3Djec+N+yvD0AQIBAgEC9RACgQDXw5cSuhQgECAQIBAg0PAhEAhww3/H4QkbNwTC0wcIBAjUUwgEAlxPX0zoVoBAgECAQIBAw4ZAIMAN+/2GpwsQaNwQCE8fIFCPIfD/AAAA///zDSWNAAAABklEQVQDAGhFYn1H3v8NAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="201"></list></costumes><sounds><list struct="atomic" id="202"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="150" y="0" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="207"><costumes><list struct="atomic" id="208"></list></costumes><sounds><list struct="atomic" id="209"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="11" y="10" w="281" collapsed="false">Name : Kavya Agrawal &#xD;Creation Date : 2/4/26&#xD;Purpose : The purpose of this program is to make a curve stich pattern. The curve design has many different types of patterns and stitches. The program itself creates a wide variety of these designs. In order to get this result I tried to implement abstraction when coding to hide complexity and make it easeir to digest. </comment><script x="449" y="57.33333333333317"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>150</l></block><block s="forward"><l>-150</l></block><block s="turn"><l>90</l></block></script></block><custom-block s="q1"></custom-block><custom-block s="border 1"></custom-block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="q 2"></custom-block><custom-block s="border 2"></custom-block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="q 3"></custom-block><custom-block s="border 3"></custom-block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="q 4"></custom-block><custom-block s="border 4"></custom-block></script><comment x="10" y="139.99999999999991" w="342" collapsed="false">1. To &quot;activate&quot; the code I made the space bar be the trigger&#xD;2. I then set the x and y corrdinates to 0&#xD;3. I set the clear block above the pen down block&#xD;4. There is is a repeat blcok in which I inserted &quot;4&quot; because I wanted the pattern to repeat 4 times (one in each corner of the stage) &#xD;5. Inside the repeat 4 loop I have move 150 steps, move -150 steps, and turn clockwise 90 degrees. &#xD;6. I then made a custom block in the &quot;motion&quot; section. It&apos;s called q1&#xD;7. Inside q1 I set my x cord to 10 and my y cord to 150. &#xD;8. Under that I used the loop repeat 15 and inside that I have go to x:0 y:y cord, go to x:x cord y:0, change y cord by -10, and finally change x cord by 10&#xD;9. Under q1 i made another custom block named border 1 &#xD;10. In border one i have set x cord to 150 and set y cord to 0&#xD;11. Underneath that I have repeat 16 and inside that loop I have go to x:150 y:y cord, go to x:x cord y: 150, change y cord by 10, change x cord by -10&#xD;12. under border 1 i have go to x: 0 and y: 0&#xD;13. Then i made the custom block of q2&#xD;14. Inside q2 I have set x cord to -10, set y cord to 150, repeat 15. &#xD;15. Inside repeat 15 I have go to x:0 y:y cord, go to x:x cord y:0, change y cord by -10, change x cord by -10&#xD;16. Then I created the custom block border 2. Inside border 2 I have set x cord to -150 and set y cord to 00. &#xD;17. Under that I have the repeat 16 block, in that i have go to x:-150 y:y cord, go to x:x cord y:150, change y cord by 10, change x cored by 10&#xD;18. Under the border 2 block I reset the coordinates to x:0 and y:0&#xD;19. I create the custom block q3 and indside that I have set x cord to -10 and set y cord to -150&#xD;20. Below that there&apos;s a repeat 15 block and in that theres go to x:0 y:y cord, go to x:x cord y:0, change y cord by 10, change x cord by -10&#xD;21.I create the custom block border 3. In border 3 I set x cord to -150 ans set y cord to 0. &#xD;22. Under that I have the repeat 16 block and in that there&apos;s go to x_-150 y:y cord, go to x:x cord y:-150, change y cord by -10, change x cord by 10&#xD;23. Then I reset the coordinates back to x:0 and y:0 &#xD;24. I then make the custom block q4 and inside that I have set x cord to 10 and set y cord to -150 &#xD;25. under that I have the repeat 15 block and within that I have got to x:0 y:y cord, go to x:x cord y:0, change y cord by 10, change x cord by 10&#xD;26. The last block I make is the border 4 block, in that I have set x cord to 150 and set y cord to 0.&#xD;27. Below that i have go to x:150 y: yo cord, go to x:x cord y:-150, change y cord by -10, and change x cord by -10</comment></scripts></sprite><watcher var="x cord" style="normal" x="10" y="10" color="243,118,29"/><watcher var="y cord" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="x cord"><l>160</l></variable><variable name="y cord"><l>0</l></variable></variables></scene></scenes></project><media name="APCSP Final Project 4B KAgrawal" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>