<snapdata remixID="9346461"><project name="polar coordinate system" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes>Walk around in a different way! &#xD;&#xD;r = distance to center&#xD;φ = direction to center&#xD;&#xD;See https://en.wikipedia.org/wiki/Polar_coordinate_system for more information</notes><thumbnail>data:image/png;base64,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</thumbnail><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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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hg5g84QYJ2VWMCP/g2IQdpz+WlmR6fu0TU1xU2lVOQDhm3rwzb22ddgEWeXc5vERfIsI1pcJX02NY64aCg4EqeYjm3dd0g9imZyvl3oAHgjI/A/6rfP6E91gRv4Hcczr+flGIPW3OOZKCujn9x8YhMcjkFGza1sDtK3DOsD67ThLN5IGkOkej1nf6cwLmyKZV6Maf+qZz38SSV0oKOgTrOch5U6Kai5blFMAHojwzSwk/SBK1Yu+Pn+g0UDYIKs3xuP3j9fWuSdKnbOtwxZTeOVmyGaNbR0OkH7UVs1XnKugJAIU5JOYXRsXrsz9QqzXNm+spNjshhwsADKvCamvn0w9O4U5fpIo1wBcZFKr+qrL+obieXHYCUIeBb9DX/0szDFLiRoKDgQ2xrYOW9jc/XCznd8G0o86qbb8t/pb45l/pJpWTIhNgN8pkNXtcc2XNASb+8q11GgkgDTP1jYH24x1HPRzzciBAqkeF9L8JgxtSafcA/BA1vZCf1JI1eFKdcRYx6uZqT6PbJ4OQ1spk6LgwA3VCY8XQOo761jVxDVfqmnFBI/MP5DNI+vkn7jSHAZsVsVVh4ts1sQZ8JOEkOqxcmuyMVpAdjaAVDeO9vn+FpCqV5BqF215N0xtSWc8BeAitS0BIps5wHqRS+pPox0HSN9aR8oLU1upUuurrCDzsG0dNkgfsaQ6LttJj3LHAZtVgzpQgQxOQzLLouzbK3x1ObYYjmr8JCOkuqRc2kuGBZK+f6Rb8S6pC5HUS8DB7IbW3PbRKEs24zEAF8GWji/29yw2LwqpLhjJs7VtXZOEVHdHpa0U6W9b2d87eryBFLQimUsjG79VHYRkliGZXw/rgdTxvVsLqa8HqR+o5+6dwxTT37zezAlzzFIBsvpsyJS+sULYTG5VXx3uWZRH+lRB6nWXzM0Ns/omRq0tyYznAFwk3bakGkjfCtK8hn5wynCeEdJ0en7Pl6LWVmoAm5NB5s60rcMGINX8Og6+E+aY9dy9M0j9gJD6+tTxo+hDXcfd+wEZLaS6YKRWaRsDySyedGzPtmGMVUqIjD6jlC0FowYo+LPnb9yxRLDxkfUaIYMLosyKLSUqAfh90pkXNkUOLgIZrIZMTm7sPsjkJEh1TpzaSgkkczPI4DTbOuIGWzq+CKwXhTJYofBBIdUFQEbXcfd+Yx5PZHJHAau3PV9lxzIOSnMt+kGi2hDGAWbzKSRzs20dyabwAWTz7vpXha+m9mc0B39MZwqb2lCWVCoB+H+Zwis3A6nOQTKvepn8lPU/BzLv2dBVSiCr212/U9jWETeCzdUg9VVjGcPzVRZJvSMyuaPC0vVfgPXZwHrRaFr2iaN7twMyfaGLSjg1RwUHAulnbOsoBdDPsbc2sSZFwYFAerlgfRm2PP1F29qSSCUAbxzvqJ4voa8uB1LLi0090NfnI6sW29pKAUFqaV1LCKu3EgNYLUm3dX52pM/1u0vpRcD67Ch0vT9RS8cXkcy/kdXtI0l+ATL3goynu01SSDWtmABsVtnWUUoIMouF1I+B1A+Mxy+AkVAJwEPjkjkAZdC+9u9UOFuM4wSU+vV0W+ETtnXESR2rGpD6zuHeL47u3Q5Z3Y5k/o0tHfEtFNbW8fYKNr8f6l7IBocDmevi0JUkgNTyNCfXgi1poB/8AUm/BKQX2tZSClQC8PABMhpZv4ykzrKtpVSobQ62AWmeta0jbgSrm4Q0hw59n/k9kOmzul3vSt2GbNbUUfDTjd2DbNYk2QM2CvpbTEZXylVOuBRMBjKr3UzuF47jOELq2yp9WoemEoCHh/BNvWB1k+M4juDgBGT1hvBNvW1dpYBLwU+AgrxtHXFySPNzWwKbNzf2eX/JllnjSt0Wp66Nskfzgo8gBxcBqYW1beb/Bn4G0pwJmdzRtrTZAEldiH6u2baOpIMtHVVrVyY3wICdgknH9myLZBZblFYSVALw8EBSS1PHPPOZ4s+1zcE2/aucoCPpns9JwJVBRnBwnm0dcYKkj/X8dTvquZnOfYHUQuTgoj2aF3zElraNUt+W+waSakdprk3zsq1CTe0uEdBXPxNSXWJbR9LBjD4f2KzcWOnReHxxGymVADw0G/oiLQKZDomsXnbHWXAZDS6ZfwAFrbZ1xEmxZDbNy7ZCaa5FNnPq23LfsK1rSLxM/odAajlI86yXyf/Qtp64qCHlAalxtV0zUmpkx1dQmkcEm38NdS+QWc1c+FgcukqRSgAenKlnPv9JIPPaUPcB67uQ9IOpzKId49BVqoA03Zh9asQVMKWKyOhDQOolQGp5ycUxl/Q0yJg+JPWSyOhDbOuJmlkPFD4MpN6yrSPJCNYngDQvem2dew7nfleqIwTri6PWVapUAvDgIJlLXdLThnOvR93fRdIvubI/D6HChhkvddQiow9BUi8hm6frsrkhE7ISB5DpE0f3btcwq2+ikOafwOqhWgp2t60rKkDqZ+p9tbdtHUlk35aOKmDzRO0orL+Q9VNuS36XKHSVOpUAvHFqKdgdWS0Y6XNAwd+QgwWpM8anUcxQeFJ9X5RxfkYtBbsDq4eENP9smNU3sYHVDkCm27auEeH5Krt+QbLImr2Q1QIkc2m5tRIEUlegnxuX5hJD4UpzGLJ6A6SB0TwPMr8PkJkbtq5yoBKANw6wekhkzV6jezZXJ9i8KUJa+YTVxjcpCMrNBBn83baOMGluLmyCZC5FVgvW/3uDbM71SJMtbSNmsG0Kl/Q0YPUfkMExcWqKCuGrqYL1ZbZ1JBGX1T1htOAUbK4WvvlRGJrKiUoA3jB12dyhQOqKsY6DGXX7SJoybAiQnQ1Cms6Run0lHSHNP8vlaBFkcAyw+s/GjysKHyiZrXeXO87zyBw31H3AwW+R1NJSrseraenYA8mssK0jadQ2L9xdUNAXlvPTAbR0i8rv8/9SCcAbBlm9HFZ5kZsxv0KpeieNIfsVssHhwOrtcglYRYDNyvrmEsgK3gjCN/VIailw8Nuh7oWMPhGyEbeZHCuTZyz6FLJ6frj3p4555jOC1U1A5t5UtvfLUWqLAmTzdM1M9XnbOpKE8NVUQeolcXTvdmGO22+VVrFyHEglAP8v6AenCA5OCHPMOpn/ArJ+eTTJOOl04UNA6goks7jcfKvrZP4LSKrHto6Rksr2fhnI3CtY3TSwPnwoQJoX021LqqPUNibQV5dvyIFkKEDmf4CscqVU7C2kukRkctNt60gSyME9UW7HA5uV2NJRFdX4pUYlAK9LmpdtBaSWRzU+kLoCWN81bD1lHHyL9HeFCi6yrWO4CA7OQ1a50fgSuKSnIZlLo9A1Zvrda8b2l9+VQQbIvDeYn2cScDO5XyHpB23rSBLIagFkTKRm3i4FP0EOroxyjlKiEoDXBaW5Nup6zf5+5ebhoe4bKviOxnEnqSCZh4HV8bZ1DAZkchLIvOfKIDOWcZDMikSaxADpW+tIeaGMJdU5QprO2rauSWGMFyYNs/omIqmXbOtICm5Lfhdk9UZcJWZI+kGPur8bx1xJpxKA36e2zfwfkmqPYy6vrXNPILO6ts18beB1kAY838wYKvhiNp8CMquRTVMceuMAybyazryQOL/u2rauSUKaTpDqnDDGA9nZAFLdGMZYoeG1de45nLfCEY3p93xJSHU3SHPLQbz0c2GOPRaQzSOjLW8oN9BXv0TWT8U5p8h0fRPYPBHnnEmlEoDfR0jVgTOCr8c5J7JSSPrY4s8NrbntkVUvknl40ODLZpXI5I5CNk+XSxAGmd/HlWq+bR1Famaqz4M0twip7vb8ni+FOTayWpConhZRev16nKsD0s94FPwuivFHgmB9GUh9lW0dSQCkPtFWfS6Q+pvn5xttzJ0kKgG4H8jqI0Gav1iZWwbzB26/NrTmtkcyi5FyJ61/b72v9kY2a0Qmd5TjOE4qs2hHZPM0SPXjODVHBZC5DkbRbCdsPAp+h2ye9jhXF8X4I/UMjhThdzTGYbiAvvoZsnrD1hdvPXfvDGS0jbmTBpJqBzYn25o/3Vb4BJJ63db8SaESgPtBNmtsutOADE5D0vcXfy6uhEHm91n/Xleaw5DMimLVRwOrHZK0wzdWgFR+MvXsZGNuz883Iqs30Fc/i3ouZNXrtpjDop5naCGk2te3IIyK6bP6Pg6k/gZsnoj7HBClWVyKpVJhg6Tawy7zGA2C1c+Fr8+wrcMmlQDcb4qeBF9WT6pZgs19xZ8PoKVbOI7jpDMvbNowq2/iOveSPjWMBjVJBGcEX4/bAa/eV3sDmyeA1N+mz+r7eBxzpvz8/gP/vK1Qx937gdQPxD2vyHR9E0k/CFJfFUddFkh9FUpzbtTzJB0gtTyul63hAKSfKafVw0gZ7wG4uNK0raNIys/vj9IsG3hNcHCeR7l1GhP1d+padzet3ld7gwyOcf1OEYfWKBEyuAD94PKo50m3LakGqa8SrOeJTNc3o55vfYDM3A3tcsQngNVske36nrX5pfoxSPPihs5bwmK0Td3LiemXFj6OpF5PmimCx7k6kOYW2zpsMd4DMJC6Y7Q9xqOipiW3B7BZ5azt/1zP3TsjmRXFVpQH0NItgNRC9IM/OI7jTGru2RxZ34CkXkdfXY5knkQyv7b4fyEUojZRQcqdBNK8aPP8HGT+B0DmXiuTu6SnAZk+K5Ovh+erWUhmRRT9gpHU0prmjq+EPW6pkG5bUg2k30q3FT5hW8uGEFLdncRytTgYzwFYZPLucDylbZBqWjEByLw3hVdu5jiO47Wq7wOb55DNI0jqJZBqfnNzYZN025JqZP0UslpQ3MlpmNU3Edi8OfXM5z9p9//F2Khvy30jCtck4ZsfIZkVnq9mhT32aEA2T9dJC3aFwPquFAUHxj7xRjiAlm4h2FwtWM/zZnbuGsaY6Ad/Dat+rBSBo7p3BjYrbesYjMnUsxOQytvWYYPxHICB9SJs6fiibR2DAdKsSmUW7eg4joMtHVVeJv/D2tYA0+nCh9LpwoeQVDuSflAc3btdqi3/LcfpL78EVm8n9YV3JACZPyOZC8MYy5vZuatgPU+wubp4vp4EQBoAUnfEOim25PYQUj0W66TDpN5XeyOZJ9EP/spc+NhoxxnPX+yO4zjY0vHFpAffIiVnFxYS4zUAb8juNKkg65cnHduz7frXXRlkgNWSA2jpFsDBb4FMt1MofBDJ/FuwudqG1igY64sSc+Fj6Ad/RTJPJtVvHck8Gdaib1iADG4E2dkQ24SjANk0AZnVkMkdPbrndc5rzX0/ZFklQaop/xlg85xtHSNBSD3uAtF4DMDpdOFDwOpt2zpGApBaPnnGok+te83MLdYDT5/V9/HUMc98Rkh1AZJZVtscbGNHafj0tygeXfkmZHJHl0LHMC+T/yFKc20sk4ls1/dECbViBGnORDKLR9ImEyl3ElJwTZS6ksralW9JBV/H6V9RlJKZRxiMxwCMpC5EP9dsW8dIAVLLB66Egcy9wldTHcdxpvDKzUDqq5DMilhXUjGBrG+A7PB7RdeR8voblETbWz5MgNQrdRx8J46JSq4L0aRje7YF0rcC67uKZzIbI50ufBTYvBmXtiRRXwJnvoOBrHLjqVZ7vAXg2jbzNWSlbOsYLUDqldQR/d8/IPP7AKnl/XasarmQ6rGhvptKGST1jlMofHCwe1KZRTsC67uA9K2lZvMaSzc2bOmoKuUv6BQFByKbLo/UnzZ2D0h9J/o5jlNXEuivqSvdP1vHsVwWYIHxFoBtlz2GAbBZVcyObmjNbe/5ZkYdqxrHKXzAtrYo8Sg3c7BkJY/Un5BNV5ISe0cKsFmValoxIcIJgt9C1iTadmo4oJ9jZPMusmoZeL22JUCU8ZoLJIHplxY+DlK/ZVtHGCCZmzGbT9nWEQfjKQBjqzpISH29bR1hMJzVYDmCrFT/y8Y611qAzHvlsOiplfpEpFx0NdxIwTvpdOGjkU0QK4UPoK/PR9JBys/v7ziOA2R0PXfvbFtZ3CCp18uh7MFx+n1WgdUS2zriYFwFYDLLUsf3bm1bRxikmlZMACWif+cAACAASURBVDarbOuIm37r0v4FTsrP74+kA/T1+bZ1hUXqjBUTgHU0CYKeb2YABX+OZHCL1MiOrwg29wnSwXjsqgSklyetw9VYAQ5+CzI4xraOsZBqWjHBo47vikzehWxw+NrEwFbB+jIkfSzIzoZiAEYOrkTKnSRYXyYyug1kcCJwcHgdqxqPOr6bRJ/WkQCsjgcZnGZbR5jUtHTsIUgvG/rO8gIzwe1ARgs299XI8mtwhBxcVEfBT0Mf2KbLRRwAmfdAmmc93/zGtpa4iNNII26A1X+amwub2NYxGHUy/wWPcjORcr8WUt8GbAyS7hFs3hRkXkXWLwvSAZB+FNk8AjL4O7K6x/PNb1wKJhcDMJC5Dv3gD8jqHsH6MmTziJDqMSQdIOuXgcxryGYNkuoBCrSQ+jaX9KmQMUdvyLM2SUzhlZsBqVds64iCRDT0jxHPN79BUktRBu/Y1hIVkbjmgTQArO8KddAEAazP9nyVdRzHQdLHApnXIBscbltXlIiEuBpFhUt6GpK51LaOIt5RnbuCDE4D0rf2G7kH76AMeoUMOl0yl6IfnIJsmnBG8PX0EauGZTAyki3o9BFLqie15b6BbJpABqcJaS5BNl3IQS+SegdZKZDmFpDBaUnaEUFfXe5l8lNs64gKYHPyQCvDcgSyweFA5jUkfazjrK3vLaESo5EiZMd9NUeFmEwmpOlcP2GpXKiRfV9Z38Fk6pnPfxJk8Hch1WNeW+eetrRFBUh9ok0/37gAqR5PsdnNxtx1rGpQdlyEpO8HGax2yXSv/fVprm8OCGNbOKwz4FTTigm1bV2TQJrTgNVsINMNZFYj6ftFRl1QYykz1c12fhvZPGJj7jhBMr9e3zGpHBBZs5eQ6jGQwd/X720NrF5oaH5mB1vaokRkjS9IB+EMdnTvdkkxXYgCIfU8sZG6ZmzJ7YFkHkZfXT6puWfzuLVFAfrql0Bmrm0dcVDHwXdAqvlxzDV5xqJPIZsmIVUHZvSrQKZPSH09sjoozU9sFcWcUSZhpY7v3Vpkcwe7rG8QZBYDm1VAeqHn5xvj6sULpB8t9kgud0AG84srxFJnUnPP5kDqCmD1ELbk9tjQPeh3NAtS7XFriwtgtSTd1vnZMQ/kUfA79NXPQtCUOOp9tbdgPW+o+7xMfgqyehl99cs4dEXFwCzE8YKQ5p8iow+JZOyje7fzyBzXn1Si16A01wKbk2vbhreFPFbizII+pPm5LdEPTgEy1yGbNUBGI+ljo2qYIHw1VbC+LIqxk0o5VGGgr36JrF6uyw7tEIRkHi7HHUbHcRxX5n4hpDp9zAMB68Qns4wWZP2U6y88YLj3e6RPRVbP12VzB0epKyqQgzdsa4ibhll9EzHk1qluxvwKOJiNrN5wObiyNgIbzOFgswzJnRH8BDm4Elm9AVI/EHY+AZJ5tdSzt0dO4QPIqiT/jXqZ/A+R1fMe6VOH+wxmc7Xl6rUeSvKgK9XpSXU9Givo55qB1UMjfW7yjEWfAjLXAavZOCP4ehTaogBZLailYHfbOmwgODgB/eCUsYzhUjBZZIKrhdQF5GBOzQh6i0dFUuqAMZtPAZm5QOY95OBKaOkYk1GLkOp0V+Z+EZa+UsJr69wTyTxsW8dwwRnB15FUO0pz7fqGE8MBSD/qtZRWa+PhAmyeGFOuDbKZ42Y69w1RU2IY63aPyHZ9T0jVAdL8ZdYDhQ+HqS1skIN7IJMr26zD4QCklqd52YjPYgWZ45B0gBQsrV2bKZ8UkhKAB+L5KgvSPCtIB6M506xtDrYBaZ6NQlupAFl9Nkh9p20dgzHrgcKHQZq/CKk6xlLKWM7HYl6r+v6oM9zL2Q/Xa+loBBncGMZYkNVHAqm3kILWMMYLm/F4lrYhXGnSSGpYDld7NBc2cUmfimzWgNR31nIya6WTGICL1LV07AdS34ls1tSyOXm43tzI+gaXgslR60s6UeYujBVX6jYg9RZk9ZFhjAekb3VbzGFhjJU0Ru2HjKTO8ig3MwJN1kEKVtTSwlC3Y9EP/oCkekAaCHPcsVBLC3cP+/yzlBlqR2fflqerkPUNwOrtWu74bV3zc1vGqW+kJDkAF0lle7d2KfgdknpHSH39YNUEY1oxlCFA6hX0k3PMBdIAsuoVbH4f5rgia/YC0svDHDMpgAyOAQ5+O+IHBZs3R7Onn3TqsrlDgdQVkYwt818AUncINv+qk/kvRDHHSAAyfeLo3u1s60gK9W25bwCphetfT2cKmyKre4DNKmB9tg1to6EUAvBAPMr9CaR5DVjftaHe48DGTG5VX7WhLYk0sNoBpOm2raNO5r8g2PwLSN0RVec0weZqYSmZMUpqZqrPA5nVI3oIs/kUkrk5Ik1WQTZdUftuikzeRVI96Ad/iHKewUAO7gGpT7Q1f1JZv1crsjlXsHnTJXWhTV2jodQCcBHk4CIg9dbAl51y7TU/VoDNyTbPg4H12UiqR2TybpTz1MiOr2BYzSsSBrK63fU7xbAfEKxuEr6pj1CTFZA6TkIOYkt7RwpawzwrGS6uNIeV6wvUWNmjecFHkM0aV+Z+gaReF5ngj7Y1jZZSDcBFQKpzkNTrIINjkM275e6JO1qQg9vjPg9eWyXythdj4iFK/VQ5dgSry+YOBjLXDevmcrbKQlaqts18Lc45i9mCyErFYSa+b0tHVanWEsYBSPVjYL0S2XSVenezUg/AjtPfoxpYL0IyK9yWjrRtPUkFWa9JZwqR10WLbNf3+nuVqwvT6cKHop5vIN7Mzl2RzJNxzhkXw7Z8RQ4uKsdEiDpSHpC+1db8tW3ma2v77F4X5dk6ZDqeSFIiWJIA0rci6R7RbPYqh/PxcgjADax2ADLdHnV8F8j0jUdL0OHQX2utH41q/NTxvVsX+xvEvUgZiGDzr6i3u22ApNqHdcSCbB5xs53fjkFTrAjWSyCT/6FtHXXZ3MEj7RgzXAQHJwCpv4U9bqnT//ti3huY1e/6nQJZ3W5T11gphwAMUt9Zx6qm+LNg9XOUwTvA6nibupIIyODvUfSLBhmchmSWJaHDn8joQ5DN07Z1hI1H3d9F0g8OelPxbTQmTbHhZjr3RTZzbOsYSL8pgnolLKu1muaOr4A0L4YxVrmwR/OCjyDpBzfWWQjJ/Buzudq4dYVFqQfg2tYAhdS3/c8HhcIHhVSPCannOYXCB8cyRx137wek/haXgUTUIKuXseXpkdeVbgAvk58CpF5J2ssOSDW/joPv2NYRNkPuupWrTR1Ic4vHuTrbOtZnCq/cDH11OZJ5eGOuIcMF2TxSro3NR0O/r7N+C9k0bfSelo4vAutFceoKk1IPwEhm8aRje7bd2OeQ0UeiDN4ZixlMum1JtWB9MZBaXg6tWOt9tbc71EpqCFJt+W8VXd6m8MrNwtIWFi4Fk5H1DbZ1hM2QtpPI6mWQ+X1i1BQ5IPP7jLkpdsR4bZ17Fn0zR9OAXvj6fMHmX1FoK0Vc0vcPt8k7sD47zkzPMCnlADwSU3bg4Akgc+9o50JWLcjqjVLe7RiIkOpuIUeevZ/OvLCpYH0ZkH406S/rSOZVN9tTVkeh6Of3BzYrN/hhufbkFFJdIDK5o2zrGA6QDQ5HMq+OpBE9tnRUbfQPdZzhtuR3ATbPIeVOGslzSOqdsW512qBUA3A6XfgosHlzJM+41HGqYL2k/qiR9W8vBt9yS+wBNqtSTSsmDPf+/rI786rw1dQodYWFR5qQzbm2dYTNRitxhlwelyDFmk/bOkaKkOp0kOZZkJ1DusoAGe21mBlx6EoyIPWJIM2L7ig69YhM7igh1QURyIqUUg3AgvXFrlRHjPS51BGLdgQ2K4d7ZlmuwddxHAcyOQmk/6er2/q4FEwGaZ4NxZs2ZsqxNnyjx7xxdIiKG8HBeSjNtbZ1jIZ+Vxh1o2BzX43s+MqG7inXs5KRgqSuEaznjWWMUjRDL8UAHMZOG0g1H6S+av3rqcyiHYtbq4MF3zQv28rNdn57+qy+j49Fh20Gy22Z3Kq+iqTvR9Y31DYH28StLQxAqhtFxpRso5wNscGOXyKTd5HV85Y0RYYgtbShWe1gW8dYSPn5/ZF00F9Dtu7bIFCwGviJEVvslRMg1eOeb2aNdZw67t4PpH4gBEmxUYoBGMjMDSPPBDLmNCH1Ol7ltW1dk5DV80jqrA0F36lnPv9JIdUFyGbN2uYfiydTz05j1WKLg3668HP/23Sn8AGg4M/Axnit6vtWhIVETXPHV8qxJAmkesH1zQH/vSAy+gyUYzMsTxogDQCpO2zrCAvPNzOQzbvo59hxHAdl8IfxalruOI4jMn2fBjKrayg4MLQxpb4eW9VBYY0XNaUWgIVvfiTYXB3aeP09118fWGIkMnkX2Ly5fub0Ic3PbQlSPQ6kFnozO3ftvzd31AbLoEoIwcEJLgW/6/+18ZHNu55fPkdSwPquVIj/xpOAK9XpQpr3jwSAjLbZ/SQKgMxcl4Kf2NYRNh6pP0HG9CGrl21rsUUdd+wHpF4Rmb5Phzlu6vjerZHMsjDHjJJSC8BIZkXY9bg1M9XnQZpVA1fVxR29YqBlLnwMSD+KpNoPoKVbFFssguxsKIfWhyDNKsiYvtFkRiedWl9NBVazbesIE29m567/PYZJZRbtWG7NNyZTz07lnBksWC0QUnUIqW8brI6yHHEp+EmUtbullIxYSgE46h4DgvRib0CnO5D5fYolfZ5vfoOscg2z+iYi6fsFB+fNeqDwYWTzSCkmJxWZdGzPtkLq24QMOlAGG2w2Uw4AqVcaWvu2t60jTIBMX0NrbntHcHCe4CC0baEkgH5wiuDgBNs6oiBFwYHFs8ra1gCRzOLh1lOWOqLFHBdHR7ORlnjYolQCcFylckj6QfTNOlvP6XThQ8BmVcrP7+84juP65gBvZueugvXFSGZxw6y+iY7jOOm2wie8ts49S6VjFpI6C8ksrm0N0HEcB0jPTfmL9retKwrWWjKWlbWqkOZ6IYM/OkjmSZCLyqp5P7J6PnV879a2dUQBkF5exx37rXMtkzsayKwerOtTqeOS+V1cSVKuNId5ZP4Rx1zr05n+xGc76yZe3Fk38eJnUlt+ZtB7SyUAc3BlXMdBglS7O2BV29xc2ATIvFfs+LRH84KPgAz+DmxW4ozg647jOOjneG1LxiUgzYsuBZPj0DoaXKmOADZvDuxr7jiOgy1dk0rp+GQkpNs6PyuoY6ltHWGCcmEKWS1wkMyrtsWEiWDjA6m8bR1RIHw1VbC+bEOfMRc+hn7wV2T9VNl1M8vkZNzJMrZMSbpSVbf3pLb8Vl9d9Xc6U1WDejqXQgAeVhP6kBEc/Av9XHPxZ/TV5ULq2zzKzUTSAbLpqufundf2nL4ESb1UTL6r5+6dQZoXZz1Q+HCcmocCZH4fZP2UYH1xOl346IbuEdL8M27f4LhANl3IqsW2jjABVv9xNlRPV8qgNNd6CXA9igKQ5rWhGrG7LfldgMxcwebqUtlOGwzI5KSNDm2ptvy3orR/2xidqep5hbSz6YqUM6HLqxp0u70UAjCweUJkur4Z97xCBh3FbOA9mhd8pL8TlLrG81W26MsKUp0DbJ6b3Kq+WqwJxpaOKiF1ISle0Yc0P7clkroGyMx1W/K7DHZvTXPfV0SZerm7FPwEObjSto4wEWyudiCTk7aFhMX0WX0fL1czesHGH0mWo/DNj5DMCs9XsyKUFSkuBb+zWSbikfmHK81hcc7Z21Bdk6+rnt+Vqn64t6G6ZrB7kx6ARSY3XUh1ia35kcy/3Y0kWWE2V4ukXk+x2Q0pdxKQ0Y7jOILN70Gq+fEq3TDA5mRg9YIrTXq4zwgOznNlkIlSly2A1FtJ25kYCzV+jp3a1tLskrIhXA7OS5rtYFggmzXpTGHERg1IuZPWnmuVVEmWaDHH2W6MkWpaMQESvKJIegBGUq8XV5vWNHAwR7D6+f9eV7cXs7InU89OdaQ84aupyGaNbaOC/kx/s3I0iUfY0lGFHJTlIgRJPwjccbZtHWFRTrHXcRzHEazn1ftqb9s6wsaljlNFJhh1r+J025Jq5OBKJP2gje3AkeJS8BM3IS9SHuWOQzK/tq1jQyQ5AAtfn7GhwGcDkMF8MWNds3lk8whm86n3f1YtQOqtsPy5R0OKzW4g1Xzk4Eps6aga7Tiury92M+ZXYWpLAiLb9b1yqwkuG8TRvdsBmT7bOqIASb3e3FzYZKzjeNT9XWDzBJD6W1L74Na1dOyXNI9eYPNc2E0/BqOwh/ORXjHxe52pzY/srq9u60xtfmSvmPi9wixnne23pAbgg3jp54D0M7Z1DATI9A18OXelOgJJB56vskjm30jmVVtd0NJthU8IqS4BqR4Pw4h+Cq/cDGRyd27GArBakm7r/KxtHRXWA6T5C/rB5bZ1hI1L6kKXzKDZsCPF8/ONyOqNpKxQivS3l0yed3OcphedDZvt2ZWqfiafqn6tM1W1sDNVPa8zVbUwn6p+LV9X9XTPQZv9NzM7qQF4MJMAmyCZVweuLIutMYVUp9v6Uhesfo6kXheZ3PRQx5X6NsHBeWGOmQRA6quAzJ9t66iwHoJNl42ykahBUi8VmwWEjfD1GUD6maR8WQKZ1XGuNEcCkr4/jub2Xalq3V1f9YvCHs5HFtduss3i+gl7O07/qjif2vyYvFetivcmMQDXtnVNElLdbVvHhpjU3LOtIPW6bR2O4ziYzaeA1RLh6zOiGP+Q5ue2BFYvRDG2TTzq/i6yytnWUWEAk6lnp3Ks/UU25wIHs6Oc4yBe+jmQ5hYh1d2e3/OlKOcaDJDB42EaK4RNPXfvXMyUjZIub+KbPZOqNnccx+msq/pNl1e9pPhZf2lS9eriz0kMwEAqn2SHIdfvEDbKy4pMpp6dkNU9SObmqFfdgvW8ckpaKgKsF2FLx6DlmBVixJXmdPSDP9jWETbIqrdhFAbzo6F/5WI6kc25ccw3EJfUNWFYCkaNkOoCkckdFeUcnXUT7+2sq756cWqr3QppZ9O+6dtP7JvufHxxaqvdurzqq7q8ife8f2+yArBHmmz8/RkpIIPThDT/jHteZHMukMqvY0UXIanMoh2RTVccc8UJSHVOubn3lTQgzbOuvzCWv9RxgX6uGUm1xz2vR5qE1IW4aglB6hOF1PPimGvMFAofRFLvRDnF4tpNtunyJt6YT018q7OuqtCVmvhOZ11VIZ+a+FaXN/HGPrHVf7fokxaAhdSJ0TIUIIP5cZluFP9NeaQpjvkGIljP81ryjXHPGyUik3eTluQ3bmlozW2PrHpt6wgbwYFa31A85vnPQ1Y5kPkfRDWH+7P8LiDNi1GNHwUjbYgyWgpp5xNP12+6c89Bm3376fpNdy6knf+pp01SAC7FBhCC1Ev13L1zVOO7vjkASOVt7goA5+psdJKLGiD9zEG89HO2dYx7XKnbBJvf29YRJmvrAR+3riPb+2Ugc69gdVMU51XA5jk3pi32MAEy3Q2sdrCtIykBOJXt/XIpJsbUZhbtCDL8lVS6rfOzSOZmZHVPEs7DgdTC+rbcN2zrCBOP1J/Qz7FtHeMekGqJzeL5KEAOFnjS/Ma2jiLCN/XAaglw8NuwxkTS9yPlTgprvDjpb2No/m1bR1ICMLK6J65zzbDxSJ8qZBBa1rbw9RnAasnAJh+2AZk7E9k8YltHmPSXUpqnbesY10zhlZslsW50LEw98/lPApnXbOvYECCDY4DVf1zS08YyDpI+FlktCEuXDZDV7a7fKWxqSEIAxmw+hSHXqccNsHlifXu/kSIyuelI6vWk1dYXATKrmQsfs60jTIDVf8JoUFRhlNRlc4cCqSts6wgTJHWhkPp62zo2RnNzYRMkcymyWjCarj39fqz6rSi0xUkSOq8lIQCXS2ciZPOu4xQ+MNLn6jj4Dkj1uJDqEtt9rwcDydzs+uXVmEOwuVr45ke2dYxbkPSDkDFH29YRJkBB32R6yvq50VDUUrA7SDVfSPPPkTQKcUk/iGyaotQWF0jqrLGunMaC7QDcvyMS3rGETSCrjxyJkcta04MrQar5KTa7RaktDGrbzNeS1uJ1rCDpY91MMnrGj0uQzKsNrdF0ibJBioIDBZdISc5aREYfgqReEhycMOS9HJwgyDwch664ADZvbswgPWpsBuDm5sImwOo/NuaOCiHVY0j62KHuA6lPBDYrS85hjMzD6Of3t60jLICXbYWsX7atY1ziZju/XW6JBSDV/JJNTPKDU4DU8sG8S4HMe3FqigNXqiME64ttzG0zACOZS8eaC5A0Zj1Q+DBI9fbGPnelSQOrF4o2hqVG/79RM9e2jjABqR4vhR2IssOV6nSQ5kzbOsKj8IH+c6jSJc3LtkJS1yCbOeuXPQDpW72WDmvbtVFiq8zDVgBOSplcFIAMjgEZ3DjwmtuS3wXIzEVS1xzS/NyWtrSFQbm9BAN3nA1+pStW7CAHvYOttkoNkLkzkfSDtnWEgZvp3BdILUQOLupPulI/Rql7bOuKCjfTue9Izg/DwlYABqnmh2Gbl1QEmcXIXQel04WPCtYXI+unQOb3sa0rDASZh4VUp9vWERYe56eU29l24tmjecFHkM0a2zrCxGUzp5zOZxzHceoo+CmyWQNsVoqs2cu2nihBUteE/UJ4+JxP7jJtzubHNM3e5rHp931meePsrd9smr3V243t1YWmOVsUfvpAdaFxTlVhenv/f43t1YXGudXvTW/fck1j+5b/aZxbtahpbtXcxnkTTz58zid3CUOTyOhDbPRRjhM307kvklkBbN50pTrCtp4w6c8zMffZ1hEmo81grzBKRCbvCjb/sq0jLCY192wLUi+3rSMK3EzuFyJjuoBMn+262SgJw/5t6rwqMe2unR6Zfv9n1jS2Vxca51QXmub0/2/x101zqgvrB+DGOVXvfzbgnv5fb/H+Z3Or32tsr365sX3zO6bO3XRULwtR2mMmgdrWAJHMYiDTjdL8zLaeKACpV6aOeeYztnWEhZDq7tq2rkm2dYwbgPVd5VT/K3x9PpC5zraOKEDSr09q7tlcHN27HbK6Hcn8u1ytxIDNySD1iSN5Zuq92x4z7e4vrGps32JtMF0v0LZv+Vrj7GrdOKf6zsPnbn5s47zqH7c+sP1Ex9nwFvSMhz69/fS5E5qmz9mMp93/qfbp93zhmabZn3p7YEAuBvTpc6vea3ywqq+pveoXw9GKfnDKcLLdS5EGVjuA1HcKqW+bdGzPtml+YitgXVZZ3kUEq5s8Un+yrSMsRMZcDRTcYVvHuKHczqCA9KOptvy3bOsIG2RzrpBmHeMCzOZqgfUiYF12PqWO4zjAZiW2dFQNds/hcz65y+H//saS6e1bvL/Cba8uHDG36t2mOdXPNs2deMmMhz69/VBzjfQM+PA5n9xl+n3bXjv9/s+92r+KHrBinlv1XtPcLfIb26pO87KtgFRZ7tIIGfwRyHTXsapZ5zoH54kytDld2zxkvm0dYWErB2N8EoMlXJykZpjdQCaz9eRYSGcKmwpp3tzY556vskjqnaj9deNmsDPSQ27Z+4zp92635v1t4qpC09yqd5tmV6vDHpwwYsu4sSZhHT57Ezj8zq/3Tp+91dpt7C36/5tX/eq0ByeeOvDeKM64beP5ZgayeVew8Td2D7B621add5Qg6deBn47MCSpuSskKs6RJsToIyTxpW0dYeL7KluNqEDPqHiR14aA3FQofFFJdAGR0HXfvF5O0yFl/h+Yn1076c+P927y7zvby3IkvjCboDiTMLOhD//216dPu/NKrjf9dkfe/HDQ+OPFvY1lhYDaf8vxk+dF6rer7wMYABX8eKnnHZX1xEow3wgbZnGvDnzgqhAw6UCbHAKNswYw+Hzm4yLaOsBBSP4YzcrW2dYTJvi1PVwkOVg33/nru3hmkfkBIfb3I9H166CeSTbFO9uArDz5s2n3bvt04IJHqiDlbPBJWRnIUZUiH3vfx7Q6//VuLGtuLyVtbFKa3f+q9Q+/YfcQeyJjNp4DNKiS1NAntR2ubg22Q9Q1I+v7Jreqrw31OkHo9dcaKCVFqi5u6Gcorp650QqpL4vDpHvcINv+yaVQfJqls79bI6g3bOsIGWd8wmlU9tqqDgM1zSObXUeiKk8Nu2WtNMamqsb2qcER71ROH3vfx7cKcI+o64Kk379VZDMSN7VWFI+ZVrxzuy0Mx+IpM3k1lFu2IbJ62GYRFf+OeZ10KJo/0WZDmHKTgmih02USweRMPHTxfoVSoI+UB6Vtt6yh7yqkMwsvkp6CvLretI0z2aC5sAqw32s5vOHiUOw7YrHKlOSwsXXHxw0umXdk4e6uB2cxLwlrxrk8cjTiQzZrD7/jmyqb29zOzp8+tvmqo54RUpwPpZ9xs57cdx3FSmUU7Cjb3xW2JJ3w1Fcm86srcsDK9NwZK8+6sBwofDktXEgCprwKpfmxbRxiEUQZYYQiAO/Yrp+bbQHqhyOR+ZVtHmNRmzGlhOOSkmlZM8Mj8A9k8UioZ4offsverje1Vhf7/Jr5zyLV4d5RuQVEH4IFuTz/588//b9rdO7zT2F5VmD67qtA4d4tVQ71YuNKkkdTSSc09m0elcWN4bZ17AulHBevL0pkXNh3reLVkzirVPu0bA2RwGrB5wraOsAA2qyaVUXVM4ig3/19k9bKNL6coQTZrwuyX62Y7vw2kH/XI/CPVlMxzuMlnnXXQtPs//17xzLRpblVPsVY3Sr/cKAPwxvyO0385an5j+5b/XQ0fMa/qz47jOOnMC5tuqMUhsukSvqmPQuOGmMIrN0NfXY5kHg7zxS11zDOfEbzxrP5S5ABaugWSWWFbR1hU/IEjBlif7fkqa1tHGLiZnn2FVB22dYSJR+Y4kPrOKMZ2pTkM2KzyKHdcFOOPloMvmHl94wOfWltTW1U4Yt4W6+jDbD6FZG6OYu4oAzCyun1jnct++MfTvWn3fvG9xjnV/avh9i1ypKN35gAAIABJREFUqaYVE4DNcyANFO87pPm5LZHMqyLb9b3iNZDqx0BqIZJ6HaW5NsyXKmB1PJB6xcvkp4Q15jrjk7m33LpjARtTxwvLYtUImdzR5WXQkzCA9SIvk/+hbR1hgJngry4HV9rWESaCdFDL5v+inAPJ/BrYPDeaZJqwOfhPJz/R2L62e9Xcqrem3T9hgw37kdU9rm8OCHv+qAIwZnO1wym9OfRa7+ViQ4/p86pXNfzmdwcDqxcEG3/ti8eTgs19TqHwwbX1+xcCm1WQycmDeOnnQJq/DFmqNgzqsrmDkcwykMFpYx1rMFJ+fn9kpaKcI26QgmvC+DNIAmtr8Dtt6yhbgMzq6bP6Pm5bRxgg6fu9VvV92zrCwqVgMlKwNI65RKbv08j6BpD6gXruttJM4Ed/lc8Ug0/T3IkrilvOG2Iy9ewEpPJha4gqAAPrRcNtF3rQH2c9XnwJaZxbvebHF2cOQla3A5k+5OCiKbxyM8dxHMH6YpDmWbcl/99zY5D5H4xlF6i2zXwNWM0GMtelju/derTjjARg81wNKS+OueKgtq1rkpDqbts6wiDVtGKCKNP2odZZW8rQZVtHWJSbL6fg4OramI8H6rh7PyCjhVQXOIXCB+Oa90eXNr48fW2yVVN79ZLhPBNF44MoAvBoGsM0nPa3Sxvbt3qvsWj4MK96ncxal/Q0IPUKzgi+jn7wB/Rz7DiOI6T5p2B92Ug1ptOFDyGpC5GVGri9HQeQyR1dTnkoTrrwoXL6LkJWvQ2tue1t6yg7RDZ3KFIQyVla3Ihs1/fcMurF6jh2W8GJTO4oJPXOYC0Fw+Kgs099qmmtscH0OVW9I3k27N+j0APwGNq81p1w4yWN7Z96t2nOFoXpc6vem/7QhOnFz5DM4qKtH5I+VmT0IXUU/BRJvT6ZenYayTz9LwjqbfRzzaPROVbS6cKH+u3vygcg/WjNzNzetnWEgZtRt9dWErHCB8hcB2TK4s0TsuZkweb3tnWEhZsxv0IOrDdDFzL4I7BehNloOosdfNaZyxqLvrtzqp8Z6fMeaUI254alJ+wALKS6YCy9ufGY9r9Mu2fHtxvbq/67Ek41rZggpC40Nxc2Kd7n+flGZLNmJDWoIpN3kVRPEtq2ulLNBzbH29YRFi6pP2FLR1mUWLl+cA1IPWSdeoURgqxvSELiTRgg6xxk9JG2dYQFcDC7LiHnYtjS8UUk829kdbs4uje0zlPesXc+NX12f0eoxjlbLBvtOEAqP9JV38YIMwDXc/fOQEaPdZxaUmc13rf9W01r7Q6n3T9hn/563OCEWgp2Rz/4K5BZLTL6kOGM19Ca2x5I3SHY/KtO5r8wVn1hALKzQcjyMbV3ZZABOfY/+ySwtva87LqWWQdZ5VLZ3i/b1hEGQOqVYnJKqbPW5zdx7TRdv1MAmT4kddZYxwJSdzTO2arfTKG9aky1oK5vDkBW94xVk+OEG4BB6gfCMsSo+8W/7ps+e6t3+ntfV7158F+a9wKp7wRSywWrm3BG8PXhjCPY/B5Z9Q4sbUoKQGZ1beuCbWzrCIN025JqkOZF2zrCoLbNfK3cMtUTQOGD5ZIo4GY69wXSZeOr6lHuOExwOZVHuZnA5s06Cn46mudrpTlt6m27vdE4p7rQNK/q3TD6OSOZmzE7dueWsAIwtqqDhNTXj3Wcdcecrxpnb/lO/1l59eqRPAtZfSSQesuVui1MTWHiSnOtYPVz2zrCAilYIbJmL9s6wqBcYkVi2L/NfK1c6ruQVQtKc61tHWEBZHTSkx7S6cJHkYOLgNRCN9O573CfA5nfJ33BMauLZTZjtQ8schAv/RyQHvEZ8vqEFYCBzXNRuFDhMff+Z+15eaFpbtXioe6vbTP/J6TqAGn+kvS+y14mPwVIL7StIyxABjfWjvIlNWkI1osOCOmYp4LjOMI39YLVTbZ1hEE5+XDWzFj0KWSzxraO4VLflvsGspmDpK4ZTrtM/Pndq5rmVb3bOKeq0DS3OlTrNuHrM8a6ggojAHuUOy4q96k6XvidyWf88bXG2VWFpjlbFBrnVW+w4cPkGYs+hdJci6Tah7s9nQSA9FtlYwxTRr7kQurbalsDtK2jbAAZnIa+Pt+2jjBAVs8nfcU4XJBNUymu5l1p0sDqBfSDUzZ2D5B+dNrdO6xqCuHcd2MgqdfTbYVPjPb5sQbgte0jh+3bPBqEH/z10KtxRWN7dWF6e1Xh8NmbrHOe65E+FVk9X4od7vptN4PDbesIg1SLOQxk8KxtHWEA0vzF880s2zrKBsHmPpQb/7IsJZDVG+XSzUtI1VHL5mTbOkaL4OCE/2fvzMPbKM4/Pv3RUq4k2nWgUEpJC7QUWkqhpQdQaAnWzsxKtgPiCCSRZDCxZmZlJ0AKtGDuIxzlPspVCpSj3GeAJJbkkEDDEc/OSvIRk4MjhKMhQMhB9veHomAcHzp2NZLI53n2AUs7M18lsd6dmXe+Lyb8o4EZuZAsaplw9cz3syUFJyV2CrgyfiQZRJTfWWj7YgOwTsQ9pSj5CBlfNqV9948yRh3K2pa54zy+aHIiZvxjbPBz3B7fLRDllyAi3pCtwwkCkfd3wkR8IluHE2hUXAKZOUu2jqoBMTHbb6T+JFtHsXiJdRCmouAjLOUGJuITb+syVbaOYqhv6/MgKu6DlL/sZ+JXAGQ+V7i9ZnU4rtpTYp5uN8eHlL+WHTdfignAWjT9G8zEK4W0zZc/RRf9FLUsWBVOKOtCcdWe8uzPP4OE31vplcBQpG9XxHj1lEdl/P26puQvZOsoFj+xjt4agB2kWuzFvMQ6BUfMObJ1OMHRjNcOVq6uUvEx63eQ8tcQ4csnXHv+q6F4xmrSiaznHMYtyBWtmAAMiflqKessI2o+VX/ZzSuySVmTE2NmlGpsN4HEXKq3JI+UrcMJMLViGjGnyNZRLNVmWywdmTaHToINfo5OzAtl63ACzKzbnD66Ipu607r3Q0ysDc7ZLVtcwNHEq6HAzLpfI9YJ+bYrNABrVJysE3FPvu0KBRNzBiRiNaTmuint30+E4qodiikb3H64KQWYiMe9RNwkW4cT6Ia4FBOz4h+MDm6yv7P1KJJDBFrTu0PGczK8L3cw47xa9rI1Ys7BjE+QrcNJIOWvTbhx2qOZYvOKjafNX+7Eed2RwM2dCmTiw3zbFRqAIROrnKzDO+Q4NF2PCV+uG+JSAADQmsUViPL/hhLK2nC8xg7Fal51W4PbIEMc55Sximx0Ki7FVbKnjYl4t1QVsqoanXT/HhNznmwdToCJeEOflv6lbB1OAKm1JhB6d2fZOpwCR5NezMyPw/GatzOZz57uQGt6d0zE45jxF912YYPU/BvMM6GtkACMibhYJ8mz8lOXH7W0c1/ExGxI+aP+M5d+v/97kIpVxz0CL8tmRZ/88mjNTS1uM+GURT/AzCo7J7hCwM3JgxHl/5WtwwkwE69o0fRvZOuoeFAkeRqk5vOydTgBJGJNMcdOygV9WvqXkAhXk5NKDWKca1Rcks187h8YNtlHJhGzbnBTA2T8/VzOJ2fJNwCjSN+ukIl3ClOXG9gwb8TEtIZKmtSJdQVm5puhuKcrY+1Zs9pNPaUAU77Y2yr2l62jWE466cPRsErq6eKI9WItE2HZOioeRK2/axV41nQg9U18L0jdPXNZKmDEugiT6kgmAwAAb5N1EKL881CHclam2tHg5341akUQNW23jFTyNZLPNwC7WdAEG0kGidiIGW8e6V5IxJpjrvnL+GBc2RiOq/aUuDrTDU2lAjMR1yLJ82TrcAJIxerxTb0/lK2jWDAzH3HCB/4bD6RiJowkp8vWUSzVtJQOifkkpNZFsnU4BaL8BZ1Y94Rj6rJQXLVDcfWZ4e7HTFwPCU95W7vGO60FEpGANHVoLvfmE4B9rPsISM25xanbEj+xjsZMdOmEX5trG0TFfZiI58KJMfeHYqodiqkF1SAuF1DEvBxS61HZOpygWpZuMTFnZHMPtlIEkPB7fdHkRNk6igUb1gWlOnfpNijCuWaIo2TrcArIzPWQfTg6mMjMyCbHdzxgpDYNpPcniPIXIBVPTGDLf+CUFq05dQBm5pu53JtPAIZEmHWse7/i1H1F7TS+ByTmk5CZs/yRnr3zaju1ZxdIzHUAABDqUNduKthQsec2M7WKqyN5CVL+GqTm32TrKBYYtSZDat0tW0fFg5lYAqOVXzsXk+S5GhFXyNbhBJhaGwKR93eSrcMJdENcipnFJ3UoKBRX7GBCyev4gs6SPkjMpcgwL3dKE2LmPzTKG0e6L9cAjCLJ0xDlNzujLrMqhZlYUkwNaMiEwIZ1QXD+aJZZ9lddP3PtFkeR5TWQmetl63ACbFhXQybOlq2jWGCkk1aTT4E0EOWdlWTQPhTYsG7XqBWRraNYfDT1I8z4Ytk6nAIzazFi/Ixwh+f2UFyxw3El7+NAAACAGD8DE/6ZbqSKrpgUCNjbQiZG9J/ONQBjwjcA2/6/YnVhJsKQiDVObAl5GT8bMrMHAADCMfV/4XiNHUqoFVsUHhJzae00vodsHcWCmDAgFbfK1lEsKNJ1IGTiddk6Kh5IxdveJqviC18jKtLYSDLZOooFkc5piFpVURqyvq3PA4lYAwAAoYS6YFMB+YJLzAVa7e0h4XdAJl7XSffvi9Gmk+S0kZJIcgnAiFp/R0wYxWipM/gfMBFvYMO6nTH7u8X01R/MxNpAwN4+vEA5bNPeux1eoORcLrKcgMzswYaogt/v5DRMTEu2jmKpncb3wEwska2j4oGMrz+4aeF3ZOsolmI8f8sJTJIXYyLukq3DCZBhXY0Z5wAAEIqrS0Nx1Q7N89xRdL+RrgMxMedhZt2PmzuVQvuBRPSh6YuHXJYdKQDXM75XMcfFjiLLaxATDyBmdrhxfh0R08ou3TfGa9KbKk+tdHqcUoAM/q98z3GXI6X0CHeTg5vsHSA1Xali9o1h/IyFYyCx1sjW4QSYmR/XNy3dS7aOYkHUfMpHU1Xh5gWJMDXKLwEAgGCHuiocV+1Qh8exL1GNWCdAJj4sNKnF22JhRM2nhnp/pACMiXgOR5PeQsbWDd6GiViJXCydCSPJmZDwRQAAMHH2dntmfaKDHWMr7t+XbohLNSIel62jWMa38J9BKj6QrcMJIDXXVYPvgjT8Zy79PiZ8uWwdToAI3xAI2NvI1lEskAmBq+SAOyRiDSKZGWY4oX7iVpEAyMT5hQYzSM3nfYzXDvbecAFYM9IIM/50/uPx4yEVH2CSPDfftvlyFOn9CWZ8s4tUY0K5JxxX7caE+mWlJWRtSnTrlK2jWIJtfdthJtbK1uEEmPH3Gqb27CJbR8XS0MJ/BpkQsnUUy0nsw9GQ8P/J1uEEiPDeakiKOyqS0nC/UnLBuPpRKK7Yk+OqK7Ov7HIuJCKhNadGPOaUZbhl5OECMCSiT2sWAZ2IexDjj410bAxFug5EzOyA1Px3oIQlJiETq7DRs9k1KxxT/xeKq3Y4UTNkcfjeBuWwLt3zRpdf/bxL97zR6x+7uaqTHQDbpPw1N6f86uqUX327S1e/lhTXi8eMT/vVji6/8nQ6sP3uTn0OFOk6sFpyIyDjnzY12TvI1lEsiIq0bvTuI1tHxaI1i5Pdts4rBbUG/wMkVnUEYCa+CDRWdg1gAADwEusmRM3NvreNMeX1UlRAgjR1KGbmm4iZ/8g1oWmoRKqhAjCMJKcjav4XErEGMXGVRnkjZmIJiorfDrw32Na3XTZxrM7gfyjsUxUOZOJ1SPl12Z/DC5TDQgl1Yyim2uH2mocH3m8z8N2Urr6b9o851T4YfCeF1ZaUT1liB8A2AADQU+cxUrqnKx3YfvdefcxRXbq65q2GnX6Wbd/lV+ev9INR6frRh3Tr6m1OfQ4U6ds1m9BX6WAiPsHNyYNl6ygWSPgKr4tbKFWPj/HaavCBrhaTc3945ShMxCeydTgBZuIVSKzNZeTCCc+dobhqBxPKR6UYX6O8MZ8jPYMdJRosAAcC9raIWBsw4+/1/xLViXkhotbfv9anwU/HjH/uxNGpQsHMuk0b4BDX+LLn6mxW9CkdynX930sds8sBKZ/6WfZnG4BvpXT103T96EMAACDtUxLddWpr9v0uv+eF7jrPuV/9rM63A2CndP3oQ9I+zz8c/Sy08/Nq2HOslqIxkIiXIE39WbaOikUjVgNm5iOydRSL1xB1kPH5snUUi046f4+Z+fHId5Y/kJgrvFP5pOzPLXPHecKbvvRzccJyTAcVMzERb3lbLDzcfYOZaQwWgDEVr0BmflpLO/fFBj8nm0WNCY8hxs8AIGMegplYohNLujEMZiKMqHh34OvZB6JwvMZujNdsrjs9VADuqlMmAgBAl+55P4VGaz0+D1uMPH9M+dRrUz7lvuz9i+vV2i5diad8ypNOLkEDAABiYlVtVcwczVdH+vdYCUAqntBZ0idbR8Wik85pmIjnZOsoFtycZNUwA85Y7lX+GUEAAICEr/NHV3ytXmjWCzoY95TUQWf8jN4fImo+Ban5/HC2jpAJ0dDCNy+nDgzAkKYOxVR8qRlp1NRk7wCZ2aMZaYSNJMOMf6y3pg/J2meWi2kEIov3HMp0pH8QDsZqlk/qUFB2CbqnTjmtLwi2665TW1O6Z3133ZhTAAAg5VM/621QDkv7PC+lsTo95RtzUUpXnijJZ6EiXQ0WrZCJ11E0eZpsHcWCGX+x2DPw32hgxPwbpKIkvzxuokdSJ2GD/0u2jmKBzJoMiVnxRdT103r3GWy/bsqcUYcGY4odiqt2qEO9pdS6fIzXDlfYQG/hR/avQrVFAM4cq/qaS5keSZ0ECV+HqPkUoiLtRgGJYoHM+gIRa9Cs58b46BNCcXVjNhCH48rrMx5Wbuvye15P+dVPUj7lvi7d80rKpx4HwFcz4Gz7gTNgVz8HtV5DEfPEUozlJpCa/4aUHy9bR7FAwp9BRLha+7qq0YlJMBPXy9ZRLJhaV2tVUL4Pk+S51XBIXyPWCZCYKwZ7Lxgfc3MotunLPqG0yzgOk5mxii91Q0zd4r1+JQX7B2CNigCKiGch4Ssapvbs0tRk74AovwQRvgESsRFGkrTUnyNXMLFWDlcmsWXuOE8orjzeGFPWfxWIa+xwhzLnlLnqAy9Q9dOnjR0OBgCAtF/t6L8HnPKps/rvAbsJpPw1yHjF+yhjYsWqwbceUX4zilT+TF4aGjVbERNXydZRLIiIszTCSz6jchpMrBZIO++WraNYaik/B0V471Dvn9KhXJfdDw4n1HWN8Zq7SrkvnMH+FiTWTZAJobfwI7OvokjfrtmTAf0DMGT8/ROb3hkLI8npmIhPNMLXQWZ+gaj5nyEGKBsgEX1eap050n0tc8d5QrGaO06NqR+F4zX214JxvMYOxdSP6Qs1711yl7qKPqfObLtXue6FZs/ay2/3TJo6f9dx7n8Ofm85P+jkCjas27EhTpeto1h0wq+tBvtfaWTOTfJha7NWApBaZ0JmXSZbR7EgZv4TM/6ibB3FopHktSPN5IPtyuHBmPrBV1/wqh2O14hwTH12yjwFl+ILHYDMWXhMzDmQ8keznuiYiIt1kjwrG4AhNf+WtUH0n7n0+5DwZ7SIOc8fXfzTUmgsFsjE6/kUT09jdfqbx3g+vvUqz7ozH1ZWnjpHndc/EI94JWpEY0xdGYqpb4QSY+eGEmPnNsZr7grPU88b6gom1Ggo7jliuAsy3o4N63Y3/6xKASb8Sp0kp8nWUSyQms9DIu6VraNigYyfXQ2F3zEzH6mGvWxk8DbIzGtk6ygWSM1/I8JjudwbenmUHkwoPeGYunrzTGvTzCsUUz8Ox1Te2KHMGfgl7XSAhjRdD6l4G22yzsREfJINwJjwjwAAADLrMkz4cmSIOifHdhvEzA7EzH8W28/U+buOC8XV1lC85u5TYmPbQvGau8OJse3hxNj2xk0Vl2RejbGxq8MJNZEN+uV6TX7idx9MevK3K2TrKPpzPP2rJcFnf9ErW8dwlxO/P67R/8m+ksEkea5u8DbZOooFM+t+jfAHZesoFsSsxwpZWTklMbYpHFfag3G1I88vdNEYU1cGY0phM655HiN7HX/3xCePu+HcNYHbjPaXIor9UkSxJ1xx1RN1F/xzzXF/v/iWkWZp5XhNuPTmVxsuvb69VOMFE55oMK5eEUx4otkr3KFcGorX3D3UFYzX/CecUN8c9oqr9lBXaJj3tl7f3Aucd69qb722Xluv/K+/3afYpz/mselzit3ylGobTyv21BdVe+qLqn3qHNUeGIg3J3eV6ArFlZy++EMDruDmdnJnjFuvrVe1X0C2gK3X1qvar/5BbXPd25GCYmzLwLhl+5HGzj+IDvaQcOoc1Z76QuYynlHslqdVmz6v2NMf89h/vV+xz71P3XptvbZeBVwgnFDtrdfWq/8VGun9DvWN4a5woubhxnk1dw11BTuUS/sv/02JqzODCU/0lMTYI0txNVx2Y6L+0hsXlGo8J69jr734joYL/rl6whVXPfEiUewXiWIf+w8699gb/rrmxH+d+HT4ZbUle21u16G2nBIb2zbU1X+vNJRQ3gzG1A8aYzVWHkH743C7mmjsUOaE42NOzXdpHzJzFiRiC9/nSgNS/qhGrHtk6ygWSK2LquM4VSZZUbaOYcn+4pXjNfn5AxZPevbAt2TrKPY6+anfrJz8xCEfyNYx0hVMqB2N8bGr8501OTVL7P+FPnCvtDFec1e4Q21xIrkpnySsckGPpI6FhK/AhnUBAJmKNZuzoDdV2oLUuggz/p4vmjzGybGnzt913MBgHo4r7cGEamb3wr/295dQP2mMKd2hl0fpufSvEXOeXhWBS1wHmaj4wIUi4lmNiodk6ygWyKzLYA7H27YyBChiPQCpVfHHkBDjZyDDvFy2jmLJHkMacaaWx4wrMktdGpmlfnnGY8qX+SyPtt2r2ufdp9i3zvTYi4712GmfYi+fsP0Pcvoc1Pp7/0pI5Uxda/IXmIk4puKhAHt3ZwC++mLZHID7nRZomNqzCyTiYch4u7dV7F8KjVPn7zouNHeUHoqrz2dmzl/9PTXG1JXBduXw4drDSH7HkMoVSM25kPA7ZOsolkwFLbN15DvLm00rK1uPIRVKtRhxaDT5F8wsx0qfyQJRs9WJ4yJZltTttF+Xrq7pa/Ac0Yd23jWle9LddTWR/jOuyEvKmXdcpqylzyqxcKImNTD7ODvzanpRWRuK1dzRMnecZ6RxvYyfDZnZ49TncIODmxZ+BzPrNkj4Ii2SPiz7uv/Mpd/HhC8H4OtGHAOLj6No1x8x4xwTfkvbXPvbpdQ+Ob7jAaF4zd3hmLo+tGk/uzFWM+Q5eBgRfdlCEZUMouI+bIiKN35AlN9ZDX8fW404iqRarCgRE1ch1jlbto5igdT8G6bOWVF2657zUj511uaf69TWLl2Jf+2ees+kLl39WgGIlrnjPKckxh4ZTqj3n/64uvTrwVhZ15hQHhsuEEPKjx/KirIc0KjZiplY6yPWKQPfQ4w/lj3n2z8A+6LJYwbbR8VGsgkSvg4Tq8V95V9n4uzt9gzGlVh29SIYH3PzYPchIlYePYwVZaWAGV+o0eRfZOsoFsisdhitAuOgrVaUxYFJ57mQmE/K1lEsVVOMIWpNdnLptsuv3p/S1c01anvqFdjl93wtMKZ9npd69DGDPo331NWck/YpCTsAtg93qC3BDuWNzYE4pq5vjI8+YdDP0bR0r3Isnq4ZaYQZXzzUqg+kqT9DIl7K/rxFMQbG21G064+DtcWGdTUmvBdFUtpg77tJqEO9JRRX7WBMsafMGXXoFtqYWAtPWZTT9kE5AyPiddTStbUYQ5mAmHi2GpLJpKFRsxVFxLOydRSLL1MObqFsHcXiY7wWOViOMKUrT6R8Yy7qqRtzepfuebG3QTmsf63Xt+vUPVJ+z9oVJ+74vS3a4jGBLt3TuwSPUfq/PqlDQaFEzdubA3HCc+dgYyMm1matHWWDmzt/jIl4DjP+dH1LctyQ9zGe7G8vOTAAe1vF/phxPlR7H039CDHxLCT8GR9N/cixD5ADoYTy1qYHo2X9X9dakuPQEOUIKw1ERboaCsBjIt6oZbxZto5iQZS/AKOV780tDY1YDZiZj8jWUSw6S/pghM+XraNYdNL5e8zMj/NtlymMrrR36eozKd+YzV/82RlwaoJyaE+dctrAGXDaX3PWYLVc7QDYJuVX31msjx2y2HYoVvPIcEEYEnMFZNbkfD+L00BmXgOZ2YOjSe9w92nUiiBm3dD/tYEBGAAAMOG3YCPZNOyYVEBMeC82rKsLV54fmX1h1Q7HVbv/9oBGeSMm4t1S6XATRMQnfpr6tWwdxQKJ+SqkAsrWUSyQiid0lhzyO2IrI+BjvBZS83nZOooFNycPRpRXRNbtcAQi7+8Eibk633ZduhLvC47zdE8Yc1BKVzZnJY60B5zyq6mUz7OFr/FS/9jvp32KnQ5sv/tw457SoVyXNa5ofNnztWCDiFgAiXVTvp/FKVAkeRpkfL1u8Ggu90MiNg58bbAA3DbX/jYkfF0ufWJitUDC18GomffZ3UIIJpSPwvGar+0Fa8z8BybmvFKM7zaYWZ8H2/q2k62jWDARb+jT0r+UraNYIBEvVcOKhDQ0Kk6GzHpHto5iqTX4HyATq2TrcALMxNpA4yo1nzZpn5L48CQwug/tfGDar2zeC89mQff4x/4pHdh+95TuSXfrNQQAAPpQzW/TPs9KOwB26guC7fqCYDubge8CAIANwLdSPmVJyqfOXHHijt97y7/zr7p15Xo7ALYdOHa4vebhUEy1Qwl1Y3iBsjmbGBLrJkj5a4X/SRSGj3UfAYkwEeU3BwL2Nrm0gZRfN1iZu8ECMACZwJrr7LZtrv1tSMWtiPJOb6sY9rhQsYQS6oJQXLUbY8rr2dcwNd/USPJaN8ctBd6WhbtBWh1L6ZCYq2ubkwfL1lFgq2bKAAAgAElEQVQskPAVXkMcJ1tHxdLQwn8GmRCydRTLSezD0VmzhEoHE95b15T8RT5t+ho8R6R9SiLtV59bjDxfK3DfjdVwyq++k9LVT7v8yk12AGwDAABdes3l2QCTvbr8yuY/w3SD55dduhJP+dTPunR1Wcqn3pJtO5DGeM07m47DbF4+97Hu2kKW0wvFf/bi7yFq/gdSc24d694v13a60bsPoiI92HtDBWAAMn9P+ezz4qnWzzHhMUjEw/2PMznJ5Lh6QTCm2MG4+lH2NUjFKq9h/smN8UqJt8k6aKi/p0oDMv5pU5O9g2wdxYKoSOtG7z6ydVQs/c88VjqY8A25znjKGUiFiZkIy9aRDxNnb7dnKKFuDMdVuzGhbHZcgkSsqT3F/WQkTMTFmIh3cQufkG9bRPkL3tau8YO9N1wARpGUhlj+CYy+aPIYzPh7OjEvzLftSExOjJmR2ZNXPwEAgNqmvn0RMT8bqV0lkDnuZS6SraNYgm192yEm1srW4QQDz8ZvJU/GN/WOgVWSIYmJ+RFuXvJj2TqKBVHzqUqs0RzsGHtB1hRi4uzt9gQAAMwsDlmna+cdM1soYlWhfrQ6S/qGqyM9XAAGAABI+DOFJtNgg5+DGf/YF01OLKT9YIQ6POeHYqod6lA+BAAATMSVkPCKD1oAAIAi5uUaEY/L1lEstbRzX0jFB7J1OAEk5rpAq729bB0VDSTmuoObFn5Hto5iwYwv9BLrINk6ikUj5oWI8kGP9pQ74biyMhRX7cZ4TRoAAGBEzETU6nR6HH9r6teYiVd0Iu7xh1eOKrQfzMSS2ml8j6HeHykA+2jqR5jw3kLHH9/UOwYSfi8mYgF2YE8wNM9zx6byh0sBAAAT09KouKTYfssBHOH/0iLJ82TrKBa9NX0IJmKBbB3FEmi1t6+W421SgVS8XS7nNYsBM9GFmDBk6ygWGBHTMRNdsnUUQniBctjmcn4LlMMObuod4+QvqT+8chRi5j8hMV/VounfFNMXNvjpOrGuGO6ekQJwph/r6mJdsPTW9CGI8v9Cat09aeZ7OxbaT2NcWRSKq3YooS4AIJPQVw1ZwwAAgInZWw22hzCSnI6ZmZSto1hqp/E9MBNLZOuoeCDhi+pa80v6KUcws27zUSsiW0ex1Lckx2FmLZato1BCCdXMVlwCIPPFCWmq6IopOkmeBZlYhQw+qdi+gm1922HGPx/pvlwCMAAAQMLXOeEHDaPWZEjEakzMGYW0D8eVD4Ptih3u8NyOjdQ5kIjuYjWVCyOtVlQKiAlD5vE8p/Az8SsZpxyqDkjMpSMZC1QCGk2eByPJmbJ1OAEmfEMxS6symTh7uz1DMdUOxRQ7OH80g83iYkgss9D+NGI1QCbewURc7JRGSPgdupEKjXRfzgE4ap4KqbjVGXUA6Ia4FFLxNqTp+nzaBRPKxmBMsSd1KAhTntQN0eaUJpn4mt4ZCxlfL1uHE3iZeQ0i5l9l6ygWGElSSESfbB0VDyT8XicTQWShG6INM+cKGcgEM4t7mwfPzK0EgnF1Viiu2qEOZS0AAEBmrg8EluV1trmOde+HiTkHM/MRFOnb1SltKNJ1IGTi9ZHvzD0AAwAAorwTT7V+Xpy6r/A2WbtByh9FTMyupZ37jnT/5PiOB4Tjqh1MKBsPb7J2g9TMySykEoBUQMzMN2XrcAJI+WvYSJ0jW0exwKg1GVLrbtk6Kh5IxUwYSU6XraNYdNL9+2px/IFUPAGpqLhM6P6EE+qXoZhqhxNj7s+rbqht/x+i/GZIhKm38COd1oWY2VFn8D/kcm8+AdjbKg7HhMeKU7clfiP1J0xMCxvmjQDY3xrqvlBcfSYcr7HDMXUZiogHIOEVX+c7C2TWZdVgmQsAAJiJV4rNXygHMDFn6Ia4VLaOikcnyWsHK7NWaUDG96oWNyxIrYsgs9pl6yiGKXF1Ziiu2sG4srHhijYNM2vEPVfEhIEJ3+BWiTNI+fGQmv/O9f58AjAAAEAiHvZFk8cUpm54MOPNmIkvh0pECsWUL4IxxQ51KGdBYq2pbeobcdZcKUAiEqgKMqABAABSsXp8U+8PZesoFkitR6uhlrx0MvtXle8HDUDG+OHgKnCY0ZpTB1RDAk0oVvNpJiva04Uo7xyqBiqOJr2QiG5Erb8P9r5TQCo+CLTmvhSebwBumNqzC2b8vcLU5YZO+LWYiS4/sY7Ovnbyy6O1bPY5YuIqRMQbbmooNZCIvoYW/jPZOool47tgfipbhxNAIl5CRueIeRRbGQEfs34HKX9Ztg4nqBaTcwAyDxP+6OItygRWEpnAoNihmGof/yC6fKBdKJq+eE/M+NOYiOfqGd/LTS26wdswSZ6bT5t8AzAAAOjEvBAb3NU9Pn+kZ+/Msr755PgZvT8Mxzzd4bhqh+M1b2MiPhmqZnElkjnuMnLGeiVQLUVjAMhUdPK3Vn5lKukEWtO7Q2YuG/nO8gdR3umGxZ8MMDHnuLWcWUpCsZpXQ5nkoLWIWQu9zZlZMCb8SkhEn2akkdsajiLLazARK/NtV0gABgAAzPjH45t6x+TbLl98hOt4xqxlwXbFDsdV+5gbz3gS0+pIRMyiEesEHOEvytbhBJBZl+EqWZ3ARLzrP7uyJwhlw2Cl2CoRbPBzqiUAowi/uRoSTzLHkpQNobhqh+bsPg9Scx1k4gudJKeVSgNi4gFUQNWWQgOwL5qcCAnPLemsSLIVkIJzdrMhMddpLclxpRi3VEAqnsBMXC9bhxPohri00DPe5UTgIXtbzMSXsnVUDflWdilXfMQ6BVJzrmwdTuAn1tGYWm/J1uEE2SIBoZhq11928wpMrJJ5+tYZ/A+ImR2FtC00AAMAACZigd6aPqSQtrmy6eHGDsYUu/7a819HxHoLE/EGpKlD3Ry3lEDGl+ktySNl63ACSERCI+YU2TqKZbgKYlspgGoprIwiXQciIt6VrcMpIBWrTmx6Z6xsHcVwYtM7YzHhD05+/uefZir1KOtw64JV/kjP3qUYv5i8gKICcAn2+6bEPN2huGoH22s+ze6v69PSv4REJBATDxxFlte4Ob7beFus3RATH8rW4RSIWe87eVZcFj7Ga6slcbcsQEzMrsQKPIOBCf+sWip0QGIuwoZ1gWwdhQKZOB8y/r5GRaBl7jhPKKGsDcVVe0r77h+VwkcWMxHGhnV7oe2LCcAAAACpdTeMWpMLbT8ckxI7BUKxTOZzw8wrP/A2i6n930eGOA4TsVI3eJsb45cCyKzLqsXu0B9eOapqjkmy1GWQmbNk66ga9ObOC71V4E8KQKZGpUasE2TrcALdSIUq8Yw2ipgnYsI/gtT8W//XJyV2CgRjmazoiQ/oK5EhCg6OuQCJWMOY/d1C2xcbgCfNfG9HSMTqQtsPRzimfBGOq/bkWXuv0oYxoMEkeS6k4oNK/J1AjD+GjHTR3t/lAGTWZEitt2XrcAJIxa35nijYyjAgQ9Qhxh+TrcMJIOXXwUiSytbhBEeR5TW4gop3bzJofxlRcV99W59nsHtCHeotmWVTxa6befWn2qnuuAI54fBWbAAGwB3HoHBCXRCMKXa4Q/kSnfnC/0a6P9C6TMXMuh8Tcx6KdB3opBY3QcxcX6me6APBxGrBhnW1bB1OgKj5lLfFwrJ1VA3eVrE/olZVbKpjxpsRNf8jW4dTQCLMcp+9NDXZOyDK74SUv+Zj1u9Guj+UUJZsKpu30feX2Y7PEJ0qleZEAAbA2ZKfJ88bFQrHM8UuAjfPWJvP/rZOun8PmXgdEn5HuZcp1Kg4GRJzkWwdTqER8biPWKfI1uEEiPBef3TRT2XrqCqq5SjS0TR1KCR8hWwdToGJOUNjnffL1jEUkFpnQsY/RZFkMJ92wbi6JhRX7VD72A245WXuqCZiPukjXC+2H+cCcLoeUv5osf1MnL3dnsGEsjEcV+3Jzxy0BtPCDD90IxXCjH+OGD+jWE1ugal4qBo86rNAKj6oBg9oAKonVpQVmPGkP7q4Kp5qSmWEUApqI+XpBISjKT9kfBlkg9tLjsTE2dvtmU3KCrbvskFj1tNO6PIT62inEkScCsAAZBId/UbqT8X0EY4pX2SOc+38pRMBHRnm5ZCYS3WW9BXbl9NAItY0TO3ZRbYOJyjUCKYc8baK/THjjj4wbwUAgKj5H9zCJ8jW4QSYmUnd+HpWaCUDqTkXR7v9snUAAEAD6f0JZvxFTMTjgdb07sX0NWXOqEODsYyLU2j2j9ZhIq4sVh9mosupI05OBuBa2rkvJqZVaPtQvObdYLtiB+PqRjzjWceON01gy38AqXgCUf6CbvTu41S/xYBZ1wREO2fL1uEUMJqkxdTELieQIY5DTDwgW0fVgaj5H41ZZbvUmQ8aTZ5XTZU6ELP+ColIlIGOGyDhKc0QRznVZ6hDPT4Uy+xpTpm11wY4PVZwYXtsJJlO+LVOaXMyAAMAADbMGzHjzfm2C8XVpdl93wlXXbncKT398bZ2jUdUpMvBdQpS6+VqcIzKopPktYhZf5WtwwkgEQ9vDcAugCLmiRoRJXMochMUtf4ImTVftg4nkbnvohOTIGraGrUibvQfnD8qmNnbrLFDsV2+xOc8clch/Tj9Z+R0AAbA/la+Fn7BuLI4FFftcEy1j732/AXOaRkct/+uR6Jtrv1tTPgGGWO7BaLmf3XS/XvZOpwAM+tprVkEZOuoOvyRnr0xE12ydTgFoqaDX5zy0Zh1v055tKRjGuIoSHiqFLOiUId6fCihbgzFVTsY23mj//zb786nfaGzy+FwPgDnN0sPx9RlwU1Wk8ffFSqpIxRi1g2Y8WSpHfJgNDldM6x7Sjmmq8y1v42ZVTW+yZjxxfVV5jdeNlRLPV0AnEl6KSdgc2c9pKIkB/mz+4KY8RcbSO9PSjEmAABMju94QDihrssEYcU+5trzX8+lXbH7q0PhRgAGYOR96pa54zzhhOf98KaZ73G3Rfqc1pAL/ujin0IiXkKMP1bsfn+uYCreLUWFrFLhZFKgbDL1jHlV1DMuSyAR3agKSuABAAAk/A7ErKraq8DEtHzNnUe4OYbszNiJs7fbM9ihrgpvKt4w8SH945HauPWw5VYAHu5LecqcUYdms8NDccVuuL5NenlBZIi6YjLec0UzxFEoUl0Ztoia/8GE3yJbhxNoxDoBEislW0fVgg3rakysFtk6nKDOSP4BUd4pW4eTYNI5wy0TdBRJBjHhn5XL2dBwe00qFFPsUFy1p7z4442+mVfXDXafU2dsB8OtAAzA4GeVGztqzsp+5tDcne1jb2kpq6TI7Jlvtyr6QCJeQiUsU1kKMDEtnblbFatUYIOfrhPrCtk6qhYUMU9EVNwnW4dTYGJ+NJQlYqWCmVjrjzpXCDvrjoQov7Pcilg0dig3hWJq5phSbKwduP20lwfegwlf7j9z6ffdGN/NADx+Ru8PMRFvAZBdclZ6w/EaOxxX7Slz9thYf8350I1xi6Wpyd4BE3EXZnxhLq5nuTK+qfeHkIg1TvVXDpzY9M5YyPj7snU4BSb8QY1uTcByDS8Th2NmjrjkVylgar5ZydVgBgMycb7mwFMobu5UKsEfeHJ8xwPC8ZpPQjFl01GlvTeccM1fjwTAHZ/l/rgZgAHI+FWf8LBvVmPcsz7Ynvl8k574XUVUzPES66CRfL/zARvW1dVyVCcLJuLiaqnmBAAAkIlVKCp+K1tHVQOZ+BA3dyqydTiBL5qcCAm/V7YOJ2HM/i4q8pgGpObfIBMflrvHdH9CcfWBr2bDqn3y07/6yK1KQ1ncDMCZBwt1WTieKSkYat/FPu7OSf90Yyw3yVa+KjZ4YmZ9CWz7/5zSVQ4gJh5AhjhOtg4nCLB3d64mi9+yBRL+DKSiLJe/8gWG3t0ZEquqlrUAyCR26CSZt+EEMsRxkPH3IRPnu6HLbSbHdzygMaF+FMq6Z8Vq7ImP/c61IiJuBOCJs7fbMxxTXg9m93rjin3y44dUTMWrocCGdQEkfEUhS5SQiJs0wh90Q5dMIOHrIPtwtGwdTqCzpA9S8YRsHVUPMqwbcKTwIublBiTmqzia9MrW4STjm3rHaDT32Z/WnDoAEpFATDxwYtM7Y93UVgomP33Q9cHYzhuze6bBWI09+elf90ycvd2eTo7jZACeHN/xgFBMnR/Kznjjqh2aM25d4CF4LCbijXyqGpUrAfbuzpjwBzET8brW5C9ybYeZ9Xm1HH/M4pvKdUitLXIWKhVIrbs1B13mtjIEGrEaEBVvyNbhFIgJA1JxnWwdTgOZOQsz67bh7gkE7G0RM/+BmfkmpKlDS6XNbSDj81FU/Dac8NzZGFe+DPcLalNe2GfVpFm/cmRp3YkAfPK8UaFgh2dFOL5p+Tyu2qE5u315/BN/vCZ7D6SpQ8vBatQptEj6MEj4Isys2w5uWvid4e5FVNwJifVMqbSVChwxb/QSk8jW4RSIWp21pKvoCmNbGQnb/r9qsoLTmlMHVOPh8UCrvT0kfN1Q78NIcjpk4guN8sZS6nKbwfb1G2NjLgon1NWZGXGNHYwpdjC+88bJz+7fN7l9h4K3UwoNwCfPGxUKxZTOUEzZkEmu2vRw8NIP15709AEXDdammvYLs/iIdQpmYq0+zNEiRPiGtjb726XUVQowNT+rpX37ytbhFNXmLFjWYGLOqxbvUgAAwEy8Ui21OPsDmXkNpPxrs3tvi4UxEW9BKmbK0uUmw5WanBzf8YBwe00q1JGpmRuKf5W0FZzzg08mzfrxfybHdzwg17FyDcBT5+86LjTPc0ewXV0eTihfZgNudp96yvP7Lx1p3GoqWTcQTPiVkIi+gQ5XkIibYKT6/p3qpPv3mJjzZOtwCm+rOBwTHpOt4xsDZOasajoPrBnWDRozH5Gtww0w4Z8FGlep9YzvBan5PKLmU+Nn9P5Qti430Il5ITZyK0If6lDOCncobwUTysbQ5mBck1kCjql2uP1764Mv/WjppNnfj0/uGE1DiVGhqfN3Hde/j/4BuGXuOE+oQz1+cmLMjHCH+mxjTOWh9rGfZjOzv1oGV+xQrMYOzh738ZT4bq15fT6Dt2GSPDefNpUCmr54T8z405iI53Bz548Pb7J2g3nkMVQSmfKO1t9l63AKTPiD1bhNULbgaNKLiXhOtg6nqJ3G94C0eg7E9wdS60xMeC8kotvHeK1sPW7RMLVnF8z4e4W0nZTYKRDuGPNsKKZ+HEqoG7MBs39ADg2cMccVOxhXvkqY2iLQ9vv/mGoHY7utDb649/xJHUpRPsaQig8CrcvUYvooZ3A06YXM7NGotVgnnVXlepUFMvEhivTtKluHU2DGX3SyBOlWRqBtrv3t4fYXKxFMrVipK7u4jW6IqZiJLzERK3XSWTVbBoOBqXhIj6SOdaKvyfEdD5gc91zQGFc7QgmlJxQb+2kwNnZtKKFuzARjpd/VLwDHdl4fin3vi9Ds3d4Lte/66uTEmBn5LGnngkasE3CV1OUeChS1/giJuQITvgFFkqfJ1uMkOJr0Iipmy9bhJDJLoX5jwcxaXElGDSMBmXUZpLwqjgXoLfxIyISAxLoJAPtbGu0MQCKkVMwpBbL2oNx2whqKasvBGAhmYgmOpvzAtv8PUX4zJML0sW5Xi4yUCszEKzoxL5Stwym8Bp8EmdkjW8c3Dm9EXFRtCRKV/iTnbbJ2w8x8BBNzTkML/1n/9yAVT5RLIQWnQZR34qnWz0s9rqwAjCJdB0ImcirFWGkgkjwLD8jHqGPd+0FqzsXMfKSyl27tb2Emqqb2LwCZRE9UZXa+FYG/NfVrSMxXZetwEkitlyvVGxpRfgmk4m2NWA1D3YMJ31Btdn4wap4KqbhVxtiyAjAAmXKaupEKyRjbLQIBe9vhtrY0YjVAJt7BRFxcSl1OgZvFxdV0nhsAACATr5ezV3xVg5i1yltFCSGQpv5caccDkMEnYSI+0WjyLyPd62X8bET5f0uhq1RAwte1zZVzTlRmAA629W2HGf9cxthuASl/DUVTI67S6CR5FmRilUbFyaXQ5RSYiVe8reJw2Tqc4sToiu8han4kW8c3FkhEAlN+umwdToKZtXj8gOXbckRvTR8CifkqYuY/A5H3d8q1HWJmB4yYp7qprVQgJq7SqJnXUR4nkRmAAQAAMX4GMszLZY3vJBq1IpDx9lzv94dXjtKJuAcS89VKOMOvNacO0Ijolq3DSVAk+RdIzbmydXxjqbb6wABkLOIG7kGVEyexD0djg/8LE7HA35r6dd4dVImTWX1LchxmfLFMDbIDMAAAQGIuncCW/0CmBico1EnJ35r6dSaxSdzjD68c5bQup4BUPFFtXslb6/9Kxh9eOQoyURH1SXOlqcneoVytKSHjZ0PC/6dHUicV0w82+OmQWRWdxFMOVbnKIQBXQxUaSMxFiAmjmD40Kk6GTKzSSfIsp3Q5CWTii0DA3la2DifBhH8WaLW3l63jGw0k5lLIrMmydTgJZuKVclra80WTx2Ai3oXUGtQnuBAgES9ppLMij0OgSEpDTDwrW0c5BGAAAECUv+Bt7RovW0chIENcCqn5vFP9YSIuxkS8i1v4BKf6LBbExFWQ8fmydTgJZiKMiHhLto5vPJhYLdiwrpatw0n0aelfYiK/4pO3VewPGW+HRDzsP3vx95zuHzJzmb+xZ2+n+3UbTHivj6Z+JFtHuQRg3ejdB1HhWt1jt6ht6twXU3OJ0/36z178PUTN/0Bqzq1j3fs53X++YMa5t1XsL1uHk0DKr4ORJJWt4xsPmr54z2o0eUDU6vQ3W1jG2IGAvQ0m/BbMOEfRrj+6NQ48rXs/yMSHbvXvBrrBo5CZ14x8p/uUSwAGAADMxPV6hZW3g4T/75jTevdxq38f6z4CEmEiym+Wdfyutrmzvhwe5p0GMr4s0JreXbaOrQAAMLGW155mHS1bh5NoNNWosc54qcfNBBi+HhvJplKMBxk/u1IcwAIBexvI+HrZOrIMDMBpfw21A2Cbwe7talCPTuPRrjrHVVJJOEzFK4iNfOTICVAkeRomfINu8GgpxusPJua8atui04xOBIm5VLaOrWwCRqyLqm0ZGgAAIDN7cHPnj0sxFoqkNEx4r4zZHaTmv2HEuf1lt8CE31KqB5Nc2CIA+xS7Lwi2G+zebuzxp30eV41rNGpFELNucHMMJ0AR83Js8H+VelzIzGsgM3twNOktxXgNpPcnkPBUKcYqJZCK63RDtMnWsZVN+CM9e2MmumTrcBqd8Gvddq6pb0mOg4Q/g5h4Vua+JqLmf1FrSpM1/kh4W8X+mHEuW0d/BgvAKX/NzWm/csMg179Susf12TtmPOmPLv6p2+MUis6SPsgsaQlJuLnzx5iI5zDjT6Ppi/d0cyxIrZcxEVe6OYYMMOOL61uS42Tr2Eo/MBNd9a3pQ2TrcBo3y78hJq7CjC+WfZwmCyL8s9oI30O2jsGAjLe7uR9eCIMF4LTP84+UT71lqMttTZCm/gyJeMntcQoBMr4XJOVR41cz0ggS0YeYuMqN/ospj1nOHE1Th2JiWrJ1bGUAiFo3y1hWchtErZshMZ90sk8YNU+FhK+T6eI0GEeR5TXleK7bF00eA4l4WLaOgeSzBF1KEOOPIUPUydYxEEjM1eVmlqFRsxUzsdZHrFOc7Bcx8Sxm4non+ywHIDX/XY2fq+Kpncb3wEw4fqSgHIBErM7H7nEovK3icER5J6TiVln+xSMBaepQXGbn+zAR77pxDKtYBgbgLl2ZOlQSVikJtKZ3h4wvk62jP5DyZXqrKMsVsoObFn4HM+s2SPgiLZI+rNj+6tv6PJiZHzuhrdyAVLztbbJ2k61jK4MAiUhAmjpUtg6nwYZ1AWbWbYW2b5jaswum4iFMeExG2bx80SOLjtXKpChFJku7PBPEyukY0kAy9a2tM2XrAAAATKwFsKmzXraOkahrTf4CMxHHVDwUYO/uXGg/iIo7Mek810lt5YCPdR9Rdd7P3pa3quZpAlJ+XbWV28oCibXmJPbh6Hzb6cS8EDP+nh5JHeuGLrfABj8dSShy35+T2IejIeH/k6lhOAYG4JRvzI9Sumdul66uSvmU9nRg+90X62N9XX7PC926etu7gZ0K/lIvBMj4p01N9g6lHHMgiJkdmFgtMjXkix5JHQsJX4EN64J82/qa3hmLqfmZG7pkA6n1sma4s2cuA2/LW7uBanITYcz+LiRijWwdbgAjSQopvy7X+33R5ETM+MfY4Oe4qctNNMovQcySZvmIDf6vYn2v3WTLc8Dqc11+9da+Bs8RKZ/nzpTfMyftV5/rrlNbu/yeF9I+z2Ol1KcRcwom4q5SjtkfRK0XCgli5QJi1l8x4R+hiHlirm0gsW7SDTHVTV2ygIyvDwRs6VssToGbBQOIiQdkC3GSaq6QgYn4RB/BucdLrIMg4/Mh4feOb+odUyptboGNZBOiVmepx9Vb04dgIhaUetx82GIP2O/52A6AbQEAwJ4Edkz7FLt3vDIGAADsJrBDl99T8n1BzPhCL7EOKvW4kAoTMxEu9bhOU9/W50FU3AcZnz/Sn2PGOrb8khidoCor3xH+ICiXtHyn8BlJVom+tLmgR1InDZXpPWnmeztCat2NGV+IouK3pdbmJrohpmIinivlmJCYrxZUbrGEbJmE5Xk/u8y8GHn27NI9G5cds/M+2Z9TfvWdUmv0Met3pXY6Q9R6oRqCb39QVPwWM74QE3HXUMv6kJr/hpQfX2ptpQAys6faZvaY8c8BZOJ1H+nSZYtxEsjEOyjSt6tsHW4ACV+hGeKo/q9hYs6ARKyG0eqynOuPRvklmFklseZEBp+EmPnPUoxVDFsuQXtuT/k8r3XrYy5J6Srvqas5p0tXl3fp6jNdfs+Kbt1zngydiIr78llGLWosZnZgWrnLziOhEXMKZPzTgQlukAoImSj5A1YpmMCW/6DarCdRq6hDzFoINJK8ViP8QdmCnEQ3eBsmyarLArQbn7YAACAASURBVAQgY3SAqBUDAABkiDpM+HLdEJfK1lUKEONnaCWYTWEiPnHi2JfbDAzAdgBs3617zkv71QdTvjGNAADQh3Y+sEcfc0aXb6y0h+z6tj4PJvwjt8dBxFpQaQlXhQKZdRkmfHn2vDUm5jwUtcrKKMYpdGJeWMm5LIOhMfMRTPiVoJ7xvSAze2QLchJ/pGdvTE3Xf+FlgRlfCJkQiPHH/Gcu/b5sPaUETU0e42b1K0T5JRpN/sWt/p2knI8hDQQx669uJkRBxpfVNpf/USMn8Z+59PuI8ccgEwLR8s5XKAbIxCpE3LXtLDWYiLc2W5EiyjvrWpO/kKzJURDhsVIte5USbJg3QiK6Ea3Og/a5UGck/4CJ+GR8U+8PnezX22TtBql428k+3WSQGfA23XoN6dKVeJffsyLlUz/r8ntWdOlKvLuuJmIDIKUkXhZI+IpizrcORn1Txl5Sr0Ib2lxBzFoFieiuhEIY+QKZNRkxMVu2DifxM/EryMTrm19Ahnl5uZoNFAqOJr2lTtxxExhJUkjERsx4MwAAYMKvRCz1V9m6ZIGblyiYmJ9pRho51iczH9GI1eBUf26zZRa0clPKr6a669TWnnoF9jYoh/XUK7BbV6eldE9X2jfmRpl6NSoC2MHtLp0lfZCIsrOXLCXI4G2QWZcBkKlGBYnYWE1HSzHjLw7Meal0ILMu0yi/ZPMLOJr0VqNxNyZ8uX6a5VrB7VLgJ9bRmImuwc4AY8Y/P/wbbssGifmqEw+Pegs/EhNzjhOaSsUWRhx+dXUf2nnXr973vNSt1xAAAEgHtt895Veln3jATMSdsFtEkc7LIePSqhqVA1pLchxk5qcDX4eUX4eoSHtbu8bL0OUU41v4zzAtL1taJ4CMv4+N1J++9iKiIq0bw58xrTQgFddhKh6SraMQaqfxPSAxn4TMnOWP9Ow92D3IEHWI8ZKaK5QjiIr7ILWKSs6CTIiGFv4zpzSVgkEC8Dt9DZ4jsj/31I05fTHy/BEAAHr1MUel/Kr05fW61uQvIOGLiukDM/EKNqyqK7ySL4iaT3lbLDzYe7rRuw+i/AVIxRO108qzwthIQMofrbY67w0t/GeQCbHFG5BaF0HGz5agyTUCAXsbyLjrNVCdRifWFZiJJT7CR8xcRZR3VtOSU6HoJHkWJuZH3siyQR9Whm1riKmQWDe5octNBgbgbqyGu3R1Tcqnzkrp6t9TvjEXZf6rzurS1TVduhqSqTcLZtZthVT/qW3q2xcS/j/EUme4oauS0KjZiol4Y6T7dJb0YSaW6MS6ohS6nARRsyISDPMBk+S5usHbtnjDiSfTcgQb5o3ZfdNyBzMRxox/jg1+eq5txjf1jsGMf2MTsvoDT+veD1K+TCOdF+bTDjPxJQD2t9zS5RaDZUEvqdtpv27dc16XX70/pStPdPnV+7t1z3lL6nbaT5bOgWSq/4i1+bTRDXEpouKtkZzgvilAIlZPmvnejrnejw1+Omb8c91IlcVD2EhgI8l0wq+VrcNphl1pw4x/rE0vfn+mnNBJ5+/L2VAfAADqDP4HTMQb2LBuD7b15V3PVWOdN0BmznJDWyWCqPXC17IMh7/374gJw21NblBJx5AGopPkNEz4lbncC4m5CFLzebc1VQqIdc6GzLwm33bBtr7tIOF3QCZerzP4H9zQ5hSYiE9qm5MHy9bhJJCm/gyZ+HDIG9w+qyeLci0QHmhdpkJq/hsxs0Oflv5lMX1hYs7TSffvndJW6SCSnIaZ+BJGzVOHuqee8b0gEd2l1OUklRyAAQAAEtG3+SzkIGjUiiBq2pX6gOQG3lZxON5kxFMoKNJ1IGJmB6TmvwOty1SntDmFL5o8BhLxsGwdTjOixwBu7vxxtZlyAJCZYSJmdsjW0R/d4G2Qig+c8m6tdvORwrC/hSMijqj537a59rcHvgup+byP8VoZypwglwCcKVGo3Jv2Kfe8XaeWVTKOZqQRZvzpga8HAva2kPLXILPaJcgqa5w0pYCUHw+p+KDcXAMxEQuq8Vw3JuKt8TNG8C6o1g8PibnUa4jjpOtw8R+9Fkn+BRr8Dqf7rXQwMWcgZq7v75/rbbEwouZTMnUVSy4BOO1Tn+1DOx/YPWHMQWmfKq2041BgIp7D0aQ3+7NOkmdphK/bmmi1JYiZ/8SGyDk/JFcy1r1iJSqD70etWZyMSPUdPcp5EgipuBVSc24JNJWUoZ62S4U+Lf3LUiz7YGYt1FnS51b/lQyk1qOIiLe0SPqwnJ5Gy5zcZsBK+4cngdG945UxaZ+SKJW2XMmuuqGo9UfMxBLMzEdkaypHNGI1YGq+4lb/R5HlNYiJB5zYDiuGSl+VGgpIRCInp7JJM9/bsdpKFGaBhC8qteVmNvEBE/FGKRIf/JevHIWo+MLtcSoVzLomYCJWQiK6AyFnbRFLTS4BuLt+7JFduhJP+5RE9kxwOeFtsnbDzFoMCV+Boym/bD3lCmR8/d7M/q7b4/RPCGUlGK8/fiZ+BSl/rZRjlgrM+Oc5J9hWmiVfrkBq/i3X7FgnkJX674smJ8qc7ZczgYC9LWTiC0zF6ZCZn1ayf24VJGHdBKlYjTIZ0RuAbUv1qi5XIDWfL/X2GWYiDIlYAyPJ6aUaExJzUaUUQsmHvC1YdZb0QSqecFGTNCDhqQbS+xM3x/ARrss+/A6p+bxGhZT6r+UMYuY/NMobsz9jw7oaMr4eMfMfMnUVQqUGYETFnZjwDTCSnLn5tUjyNET5zTJ1lSMwIi6ChD8jbXwqZuZqClQMdax7P0iF6eYYsoCEPwOpgHk2Emu8LQurzmdYI9YJmFn3u9G3bvTuA5k5CxLzyXKwf8OML/bR1I9k6ygXtObUAZiZbw58PRCwt9WIeA4T/tlgntvlSqUFYEjETZjyzyG1nmlrGyQrnQizjnWXjWGIbHSjdx8cEV2ydeRii1ssmIqH9EjqWDf6lgmavnhPzPjneTfUiXVFPo5MlQQmYqXOnM30zhqg+4l1tJP9FkNda/IXW12yvgISkYA0dehQ7/svXzkKE+tBzMSXmPAr/eFUWddaroQAPH7Gwh8iw7oaM/GlRviDBzfZOwx1r491H1GNCaCFgphYVUs795WtI0u2MIzTDlWQpg7FzKy6YkAAAKDR5F9Q/8pHueKP9OyNmfynLzfQqDgZE/G4E31hxpvLuQSYL5qcCAm/V7YO2eSzD9M21/42JslzIRNfQCJe8hs9fxq5Vekp5wCsGeIoSMRLkIg1iKX+muv+brXmn+QLYuKBcjgWNBjYSLL+pVGL7o9ZT1dj7XYAMquQ9S3JcQU1hoy3o2hX2WVOOgGivBNPtX5eaHtIU3/GxLSwYUqtsZoLkJmzUJVVFckXyPj7Jza9MzbfdtgQpyPGOWTiHRhJTg8E7G3c0FcI5RaA2+ba34ZRMR1T8S5mnOskOS3fPlCkb1fIxDtu6KsUMBPXIybK7sz2QLBh3oiJafkHltbLAxTpOrCUibGlBNLUnyERLxXcASbi4mpNC/cR6xRIzFfzbec/c+n3EeOPQSJeKqfloZGoVoOVXNiU/X5+MX3UTuU6JOJezMSXkPKXIU3XO6WvUMolAOMWPgFS62VMrA0ase7RjE5UVH9EXKyT5FlO6askytG1bzhqaee+iInZkPJH/WcuzXvLBlL+mkbMKW5okw2m5puDVj7KqxMiPglE3t/JGUnlBaT8NW9zZ85Fq3VDXIoJX16OvtK5AIlYI1tDqcHNncqwBugFAJk4G9HO2ZCINZiKh2ojqZOc7D9XZAZgrVmcjKl4KLPELGZjYs5wsn/IxCp/eOUoJ/ssdwIBe1tMzc9k6ygESNP1mPDluiEuzbUNiqS0QiZBlUB9W58HEwesgSGzLutv4VdN+Jj1O0j5iIXcNWJOgUSsdvpLptR4W8X+mHEuW0cpwcy6XyPWCW707W2ydkMsdQYkfBGk5jocMR/RKL8ERfp2dWO8gZQyAHubrN0g67wMMesxyMz1kPBFMCKmN0zt2cWN8TQqTtaJuMeNvssVzHjSH138U9k6igETcwYkYjWMWpNHuhcS81V/a+rXpdBVaiDjZ0NqXVR0R7XT+B6YiSUOaCpLIBGJoSrmoKj4LWZ8ISbirnxqb5YzmHTOgNQa8aGjGsj1AcsJ6tv6PDBqTcZEvIEZ/xgScykm4nGvIY6bcMqiH7gxppsBuDbC99CIdQKk4gnIzGWQiQ8h5a+hFj6pVDPTav6CHghm4pVSml64yaSZ7+0IqXU3ovy/KCp+O9g9mPHmas54h1S87W2ynDnGC4mVKtcs32LRT+vdZ2AK/Pim3jGQ8Hsh4/O9xDpIlja3cOzprMyBlL/mZ+JXMsbWKT8SEnGTxviLmFmfY2YtxhERR4Z5OYqktKPI8ppix3AqAPua3hkLqYCQWZdBQyQgEX2Y8c8x4y9iJq7XW/iRxY5RCFo0/RvMhGv+x+VCta4y4ubkwZDx+ZDwe8c39Y752ntErPSdUp0eBRo1WxETwrEO8dSkt5oLviMmrtKo2QoAANjg52DGP/ZFkxNl63ITTMw5iBaZIFDGoEgyiCi/U7aOLN5Wsb9Gk+dBaj2KiXgDMXM9JOZSyMweHOH/0g1xKYokTzs60nVgrkvY+QRgb5O1m5dYB2Ej2YQM83Ic4f/CxOzFTCyBjK/HzHwTM/MRjSbPG9/Cf1bcp3UOnYh7NCpOlq3DLTARF2NmvShbh5tsssb9GBv8HAAAQIyfgQzzctm63AIxMVszxFGOdloN+xPDgZn4EhK+QifmhbK1lArExOxijhCUM5jwzwKt9vaydQxH7TS+BzYEg0ycrxHxOKJWJ6IiDYlYgxn/HDKxClGRhpS/Bil/bdOqTDtm4nqNmY9kAzCk1qOQ8usgNeciKu7DjC+ETLyOqEhjIj7BjH8Oqfgi0zdfhIl4XIskz8NGkpWDY9tw+MMrR0EmVsnW4QZ+Yh1dzRObgejEvBAz/h5k5nrZWtzCtTwbbCSbMOG3ON6xZPBU6+eY8BiivLNa/a+HAxPxbm1z58GydTgJMszLEeMVXU820GpvX9vcebBmiKNQxDwRMn42jHRSbFi3YyN1DmLmP7MBWCfWPZCJsyHhd2AjybRI8i8oYp4Ip6b+jFpTv865CkuZopPkWZiIi2XrcBIfs373TTzvDAl/BhJzESY8VowPQ7mCDet2zETYnc4J31Dus4pcObhp4XcgFbciyju9reJwAIo356hU/r+9u4+To6ryBt4qj2/LqrisfhQXVJBVEJDlReRlRYnpOvfUzCQ8O2CMCAoO6T73VE8nAm5ANroRQUBgQURQFBUEBA0iiPoBRARCeAtz77nVk8kESCBgIA8ECPI+zx9DlhAmSc9MV92q7vr+w4dMV91fksmc7qq657TTlo/e+uA2wGaF7xxpyMo+4DQgycPdc5e913eOVkhia1werN90o1yXA1750PPDeTe+vi94Hk2bd8+7gOzziS0QaHMSsMxNbIGUBNrWkeW5DZ9+Bi2gtBvwlcub3pE3AcnLvmO0ApIs6JS5sh1VgPvNwUrbK3znaIV2+bc2XopFyvUlr+m7ADX7VSDz/LpncPIMKT6xK2p8K7EFpvQNvzPPzf1BCyCbZYrl9I2+htw1SK4/zVxZMJNXv0Pl/F5bEMlByKatH2hZXycV4FKpVAJtb+zioU/7zjEZwObpvk0MpGhXGMnXgOxvN/Z1xXI6slk27rF9GQIkTyW+XXXDeap5gJWBDyuWa4HMNZtrjN3bO/ImYNO2DwlsSveRS3dAtvl9g5XCrOcs6bQC3MNDOwHld2YskjypaNl2vnP4oLTd7PfptP74g0DmGsVybd7GqKY2z/pzo6OjcvNDGtieAWyXqmojaPYYVXMnINsrk8yVVVOOG94WyP7Nd47xCskSspztO0eaOq0Al0qlktLmB6oaH+07x3iBto9NpFdyO0ByC4LqwNebfb2qNgIkMwxsz0gyVyspljVBbXivdBbT9grsNwenstgEYRT3AZsXwsjUJnI8aBHQjc+2OlceTJ+19D1AJldFuJl32O2mEwtwaWTkjUjmRd8xxgO0PDaRSVztAGtxWWkzoedqwsjUgM0LGMV9rc7VSiqSQxTLpakt2M2ye1anJKnakn9HNgbJnDeZ0XHtPA+5GaOfhM0TvnM0A1nODsmS7xxp68gCXFr3gzkfn44UyZOd+sm3VJrkPNzS6C1BJHMesjFZHY0LZO7tqce7pLookvwea3E51UU3oXvusvcqba8ANn8u12XnVpxTRfaCPMz7TUp3dekOoG2mH8yaTsM7ApmG7xw+dGoBLpVKJWC7FCsDH/adY1MU26fVnM6851sqlUqo3flA7txWnKtcl52BzZ+VtldkaTtaud+h0vbq1BcOKvJFILkv9YXHANrNR5KHk7gsjiwP9Bw9tFOrz5sXM3n1O5DMi1ndJ4xs/tTytm850ckFGGtxGUl+7zvHWLAysBWQvNyJTzuvEx49uBuyW9bq82K/ORhJHs5KL3sgu1xFcoiXxZHsDb4atZdKpVJYbcwEMk8Am8T2JoezB3dDknuSOn8ujIy8EVjWZK1jFtYa3UiywHcOXzq5AJdKpRKy+V0QDSrfOdbXxffu04lNNjaEbEyrrkSOBdjMBTJPhJ5mcZdKpVK5vmSK0uaPvtYvletyAJK5Ke11u+uNPZHldozMz2fy6nckvR6yu6RVl1LyDEkezlLvaGCzorc+uI3vHL50egFWc5Ztl5WrcKXSut7OnddeckPI7vyQXOKznGfy6ndgZH6OJAt9jK1EsreENPSptNd9jTQ3x/dWV22p2F4EZBcFtcF0Hvl+hSIz3MmXotdRLNcDyzf952jviSrN6PQCXCq9dpKZT0jy7U4arLAxQaWxq9IymOaaYX1wbyC7SLG9qLe6ass01sxM05+A7OFIdjjxdXT8dSR5UkXmsKTXGkt3bdm/IpvYx9pZE5C9wWdz/N76yNuQzFpf62dFUYBHIctze/Td+X98rQ/sTm73kYLNApKhaWy297G2isxhSPJkoOOm9xxPeC2S+1XVzkh6naYobf64YY/PVgnITQeWlUqbk5I4/3ggyU+A5Fe+c2RBSPF/gna3+lhbaXOhqsZH+Fg7S4oCPKqL3FHI7nwfayPL7aDdsT7WzhrF7jcB2wu859DmJNDyUEBueiLnrzYCxXJtEueekO56Y08gu6iV55zebz6GZG9Atlc2O6A8DaDNrd6v+2cE0sBxo60BR96Q1ppZ3oOetqIAvyrtvZi9vSNvRjYxVOM5aa2ZZeW6HIAsf/GdY51yn3sfsr0Syd4wvd98rJXnBpa7VXXJJ1p5zklr3RSakTcAuXOBRXw+Yb0x7TwgfCJ6eGgnZPNMWB/cO431QJtbu9jtk8ZaWVcU4FcF1cH90yoAPZHZF8mu7a4t+9c01ssDJLM2i6Nqw35zILDI6EO0k/+gkNmpXKAbn0WSRydzDsUSIctLYSSzWpUrCRiZ4xXJQt85sgRJFibdnSgg93lkd0mSa+RJUYBfC7VcHlYb/5HoGixnK7Z/TXKNvFHa3pH1y/BhJLOQ5SXFEk3mPMCyOqgO7t+qXC0F2v0Uau5L4z2ui81UIBlS2p2ZRK4k5HEqVNJA2+uUlosTOz/LaqwMbJXU+fOmKMCv1csP/3OSPcwVy6WKB7Jz7y8DUpsC1CJKuzOBZKiLzdTxHossX8HI/SiJXC0xo2/l1sBmVbOvn3Lc8LZK26tB2+t8PTk3GZPtc9qOVNXOADJPtPrvE1i+Cdp+o5XnzLuiAL8eRu5bit0JrTxnGA1/BFjWeOt4lFF57Zc/jc32ox8W7NVTjhvettnjkMz/mzbvvnclmW3SRi/RbP4fAJI5DUnuL/c7TCNXEoJKY9ei683rYeQ+DiRDrdovPN43dp2iKMBja+UPSqi6+ciyZGrffR9txfnaCbJ9fGrfQG7/XMr9DpHkfiRz2uZeqyKZh9p9L41ck7ap0XCBNkcCy7MhxbPTzJSUrlr8BSDzC985sgi0vQ7Z/W6y50EylwVaeluRqZ0UBXhsqmpntOJWCGh7HZC5phWZ2o1iubRdrgiEFM8Glmc3dktx3ryRLZDlpbRzTRhGMYdkzlr/10A39kO2ixXbC3p7R97sK1sSwsj9TGWgG08Wqeq9M5DlOdQTe0IedGM/ILm51bnaQVGANw7Y3KZq8smJHDvae8C8UG6TAtNqihvHKG0u9J2jlXp7R96s2F6AbBeDbuy3/tcwst9HNhVf2SYEyQx36caHZvSt3BrJXAYkNweVxq6+cyUFSe5XNZfJeZW+9VZHtgSyi0C7n473WGS7uJ2/byajKMAbVyb3b8jmzvEep9hehCy378Ajb0kiV94FkRyEZBLvfOhLUGnsCiQ3I5nLZvSt3DqMhj+SdmvNlihHg4cB2eXAZlVnXD4ceUOuLlN4gGSPQzaP90Rm32ZeH2hzpMpAZ52sKgrwpiHJTwKyhzfz2nJdDlAsazAyX0s6V54Bycu+M6Qh0NILbFaBtisCcp/3nWdcAnKfB5bVQLI8qHRC8R2lqo0AtAz5zpFlWHngw0j2lmbGeAHLs+12u6KVigK8aX19I28HNk9v7nVKy/VI5iY1Z9l2aeTKK9RmWVIth7NI1eIvIMsDwLI6F0W4m2V3JHsLsrsEKwNbZW1cWBrKkampqr3Id46sU9qdCSxroBbrsb6OZE5rlwf1klIU4M0D7Y4FdieP9bVA2zqQPAW1ZBvItAOl5eKQLPnOkaZ1406xMrAVsrsEtLm1m2V337lep7c+8jalzYWgzV0b9klWkT1FsTnGVzYfcnnT3oPurzz6j0D2XtByFRx17wfW/fqU44a3RZL7PUbLhaIANwfJPNh97PL3r/v/oP+eDyptr0aSew479ZF/8JktD8Z6qLbdhRT/54YT37rY7QPa3KW0uTAzbTcVm2OQzNpNTadRLM+Wj1zx7hRjeQfkGu3ymH7SQo67kM0zqja6f1xpe3We94enpSjAzVGR9Cg2vymVSqUwknnA9uni+6s5gZYvKrLOd440lfvufB+ye2ZjX1fV+Agks9brB0usNbqB7PJmhqKH1cbMgO2VaeTKEmBZmaVJTlkXknwXWNYo7QZ8Z8mDogA3T5F1o7c8xr4cXXi9g/nBDwDZ5b5zpA3JLQBtDt3c61RkTwE2K1ozhKhJ02l4R2TzJyRZcDA/+IHNHzEqyZnBWdXXN/J2xXazD4EUXgVVd58itxBIbi5XOuv7ZbyKArx5oAUCsregltuBbPGA5Dh04kOQ453121sf3AZJFiCbP02n4R2TzFZClrOBTCOI5KDxHtup76a6KkOfVmQe9J0jDxRLtG4gB85e+hlF8rDScnGe290lqSjAG1euy86g7S+BZeW6/fmK3TmBdlXf2fIAWFZOjeKmtgu2k4letQwiOQjINJDl7JaHCsmS0nZksk/BKXaXduI4uSAaVMhm0i0Z29vY+6hV1c5Q7NYodufsX3mgmIS0nqIAv15X38qtgdy5oGXNWJcRO2Uf62SAttdNZFpQ3qGWyyfbVrhVtbJUKiVT1Tt1gpDSchJoucp3jqwCcuduag50oF0V2T0TsL1gJq9+R5rZsqoowK+aNu++dyktFyKZtZv6PoJqrEGb/0kzW54AmWtQu2/5zpG2Vk92mszV4kSva/dEZt9OHWgdkPuu0mae7xxZM73ffAxYpJnXBlX5L8WyRml79Yy+lVsnnS3LigJcKk2ftfQ9iuVa1OZxpPjEZo5RWgbDaPgjSWfLG9BuvtJyku8cPiDJwrA+uHcrz7n+81K99cFtmjoI2J2c9JNdIbmfIbn+pM6fZcju/C5yR/nOkSVI9oaw3xw4nmMCHjgH2KxSbP/aXV26Q0LRMq2TC/B0Gt4RtLkV2Twy3it05fqSKc10YuskYSSzgNy5vnP4ALV4TpLDJbDW6AY2Kza5Y2jd3ibQ7tikgqwPyP19St/wO9NYK2uQ5fZQm5rvHFkQkJuOk9iiBjxwBrIsUWz/GnLc1cpsWdeJBRj04DSs2luATKOZOa4bP49c1WnfLxsDVZmDZG/xncMH4Lv/GbVdm8ZaY/bM8NXdA2txGUl+n9Z6WQNs/9BN7nO+c/gGWh4q97n3TfY8YdT4cqDtYiBzL1TjU1uRLes6qQArltORjUGSe6DmvjTZ802dbf4FWR5oRbY8Ay3QyTOPkc2fJnSfdoLW7xrZxW6fks/+luOZVtKOFFnXyUU40PHXlTYtvefUU493QZbbgeTvAcmCMsnOrTx/lrR7AQ4qjV1By1XA8iywua1cb+3fZUjuu508/ahccdjJTW98TlvrZtkdtLnVx9qvAWSe762ObOk7hy9I1h1UG9zLd4609VZXbYkkTyZ1fuaRtwSROwfYLkWShRi135Od7VmAR96AJN9+5U3UUEjmrCSbQSCbZ46Yd99bkzp/Vk2NzL7IxvjO4UvvkSveDSzP+s7hXbniMND2Rt85fEI2BmY1Pus7R5oU24tUZA5LYy2MGp8BkpuB5GUkWTi1Ta46tFMBxlpcRpbbkeUlILm5zHJAGuuGUePLQObHaayVFa/c/rvHdw6fkOUvWIvLvnNkgtLmB6oaH+07h0+KjcGo8RnfOdLQXW/sCWQX+VhbaTlJsVwPLKsVm990sdvHR45WyHsBDmnoU69cYl6tWK4PyP63jxzAcreqLvmEj7XTVhTf0WYZiXSsyjMkebh77rL3+s7hE7IxIbd2L1oWJbHnbry6j228PyBzFmhzK5Jdiyxnd5EJfWYarzwW4C4yIUb2+6jtWiR7i9LuTN8DSzqlN0FPZPbt9OLbWx/cBtis8J0jcwJy05Hs/b5z+IZs43a5RDqWsNqYiZH5ue8c6+vhoZ1CsoQkC0HLs6DtL6Hq5h9ED/6T72ybkocCPKNv5dZI8bcVy6VA5nnQ5tYyWcpaf2/Q9pfNTMDJq3LFoerge77rANnl3ZViFOWYgOWb0LW1CwAACpxJREFUoO03fOfwDbSVdn06Gsg8keVWkvtXBrYCbQ4FlruR5FFgkYDcZeX6kiml3pE3+c63vkwW4BtHtugm9zml7RVI1il2q0Cbu1Qkh0CG/9576yveDVoe850jCaAFOvlp53Uwct9SPDpzvLARQHZRd72xp+8cvgHbP7Rbsw7Qbj6wmes7x3hMYbcPkjlPafNHIHkZyC4KyZwVaFftra94t89sWSjAB9GD/wS1WIcUn6W0vQNZXgK2f0Ay5/m+zTBeSPGJYdRerWKhKnM6eZ/vOq/0u/C/7Sfryn3ufUluT8kTJFnYLm0ru+cuey+SPOw7x2T1RPG+SPGJoMWClseQ3KOgza/DyNS6K/LF3uqq1LbUpV2Au7/y6D8Cuy8huX4kWTD6+5dHQYtVbE8IaehTaWVJCpI8mvVbD80KI5nVqR2uNqTIrO3q8N7xTQsrMisoxveVSqXR3tFQk2/6zjFZQPKrrlr8f33naDVVk092kTsK2J4B2j2EJE8Cm1VI5qYwku+EkXwHK/EeM2e2/vJrUgV4St/wO7ES7wHsTg4j+Q6Q3AxsVgHLGtDuIYzc97rIHRW04f51FckhiuVS3zkmq1x18zu1t/OGkOT35Tb5IJMajNyPkOUrvnNkAVTjUwNyC3znmChVW/LvwObPvnOkpace7xKQPRzJHock9yht7gC2T4OWp5Dl9tF7ou57iiVSFM8OaoN7Tek3HxtvQ4iJFOAj5t331ql64KNhfXBvqMZzFEs0+ubB3DWaTZ4CNk8rbe5QJPcg2eMCsofjLPfx8f0p5Jdi+9eeyOR2GD2QuabVHebyCqO4D8mc5ztHLgHJfWrOsu1858gC0G4+5vSqALIxrW4jmEdT+oa3DWqDe0HVfgPYzAUtP0Sy7pXC95hieQ7YPI0kTyLJPUB2EVTlbtD2l0jmJlWVHyHJaUDmGtBu/roCDNrNVyzXKpbTlTYXArs/jx4zeo5X/vsUsHkaWZ575dLxQmQbA7lzFbsTMGocH9QG95rSN7yt7z8n38LZg7vldbsOaHtdO3Z9m4hpbLYHkiHfOXKr3Of+Dcj8zXeOrAiiQYXkHvSdYzyKd6Dj09c38nasxHuEswd3K1ccqlp8NGhzaEDuuxjJ10KKZwdkLgM2c/+3ALOZi1ouD7StKzbHALuTQZtDkU0FtEA4e3C3qVG8R1/fyNt9//7yIo9X4IBlZRebqb5zZAWSPNrDD+zkO0euddXiLwCZX/jOkRXAA59GMmtbMUEoDcDmhd6Mbd9pF1l4CrpdMY+8BUj+7jtHMw7mBz+gWJ6dmuPL5q3W7vu6UwXkzg0jmeU7R1b01kfeBloeCsh93neWTQG2Z4RRe22lypKiACcLqvEc0JLp0ZZBRb4IZJcnObAib6Aaa9Dmf3znaCtIcv/U2XHxDm89QKYRaFf1nWMsXbrxISQz7DtHOysKcPKQ5YGps82/+M4xFoxiRrLOd44sCfvNgar4udN6zCNvUSzP+c6RNYrdOSHJz3zn2JBiuVZVG4HvHO2sKMDJ6yITAtnf+s6xIaXl4pDMWb5zZA2Se7E0MvJG3znaEujGfkBys+8cWYPk+rP0tB9ogaL7TvKKApwOYPuHLLWGRXbLymTJd46sATa3qZp80neOthZGpgZsz/CdI2uwtrgMJC+H/eZA71nYLJvWH3/Qd452VxTgdHRXl+6ALEt85wgiOQhIXi7XB6b4zpI1yHJ2WLwpSQewuQ0jc7zvHFmEJPcrGpjta/3RrTByuq/1O0lRgNMTkjkLo5h9ra9qjWOKe5tjU5GZV1wZTRmQubenHu/iO0cWgXY/VVouTnvdeTeObAFknk973U5VFOB0AcnLPtZVLJcqLRf6WDvrull2B23u8p2jI/n6B5EHqmpnAMvqLt34UFprgpYfQs1+Na31Ol1RgNOFbCoY2e+ntd7opW/7uIrkkLTWzJPiDb9nYX98IOr8T9hJSk9fvAuSGU5johLOch9X2nT8zNE0FQU4fUjWTdUDH016HVWNj0aWJVP7kl8rr4DNqqL5iGdhtfEfqOVy3zmyDNmdjyQLE12DzE3luhyQ5BqF1yoKcPq6o8ZnFMv1Sa6htLlDafODJNfIO9Dm16AHp/nOUSiVSqON7d183zmyDNjMRZInQTf2a/W5izdBfhQF2I+kfviX63IAkllb1u7YVp+7nYz2Oi/+jDIFtFwF1Vj7zpFlvdVVW4I2twLJr1p5XmTzyPRZS9/TynMWNq8owH50H7v8/UimpUNRFJvfYFX+0lsfeVsrz9tugqqtgza/9p2jMAbUdjFoAd85sg7I/BjINFox4xUjc3xI9r9bkaswPkUB9ieM5DtI9rjJnieoNHYFkiHF9oJW5GpnWGt0I5s7fecobELRBKI502l4R8V2qaq6Cd9rmtI3/E5k83grcxWaVxRgv4DkqcNOfeQfJno8sjtfaRmcxmb7VuZqR1lphlJoApB5ft6NI1v4zpEHGJmfI9vFU/rGv6cayPyiqxZ/IYlchc0rCrBfUHNfAu1+Ot7jwtmDuyEbE5LLXA/3LDpi3n1vRTbP+M5RaJKas2w7YPO07xx5EVQau6J29wO5c5s9RtXkk8DmtiRzFTatKMD+KW3uwEq8R7OvR3bno3bLynXZOclc7QTZPNN97PL3+85RGIceHtoJSKzvHHmCZM4DtkubaTw/3h88hdYrCrB/zb4RxVmLy8hm2Xje5BZGR65Op+EdfecoTEDYbw5Esjf4zpEnWBn4MJDYoGqv3NhrJnrprdBaRQHOhs3dikFyC5Q2A8WzKeODLH8JqoP7+85RmISQ4tlI9hbfOfIGajIXybwYUvy6wQ6Tffik0BpFAc6GjT2MiJF8TWk7ElQHvu4jV54hyULFEvnOUWiBMGp8Gcj82HeO3BkZeSOQu0ZVjQkqjV1LpdZtvyhMXlGAs2P97XiquuQTwCJA9re+c+WRYnuRisxhvnMUWkixREq7M33nyKMuHpqKbBcju9+1ugFBYeKKApwtyOYRZPc7YLm7XF9SzOydAMXunEC7qu8chQQgyU8U24t858gr0FaQzItQjef4zlIoCnCWKDbHKLYvAJl7fWfJK6Xl4qBoSNLeQLv5wGau7xx5s34TetByKrBbNTUa6POdq5MVBdg/ZFNBkkdVZE8plYqhJBOFFJ8YRmae7xyFFKjInqKqcfFgxDhsOIYNePn2SOYmJFmIs+Kyz2ydqijA/qh6IwCyi0DbG7uOenXmdjGWc/wUuxOQ5Nu+cxRSFFB8FpJb4DtHHmxqEHlYH9wb2d0JZBete1CrkI6iAKdPVZd8ArS5C8gu6q439hzrNaDlh1CzX007Wx4BmWuQzGm+cxQ8ALZnBLr4JLw5QPLy5l6jKo0vI9vFQPa3U/jefdLI1emKApyeYM7g/usesArIHr6p1867cWQLIPN8WtnySrE7AXR8qu8cBY9UZE/ByBzvO0dWhWTOwijmZl+vInMYkPmbYrm05+ihnZLM1umKApy8cl12Ri2XA5m/qaqd0exxgbZ1xXJ6ktnyTOn4v4rLzqXRKRO+M/gG2s0PisborzOZCSSgzaGobRywXRzOHtyt1dkKRQFOUjfL7kqbAdAigZbeiZyjmMw2NmR3SfHA1ehEuv8P9Yl5tnZ0MYUAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-0.8723156889766415" y="49.97493235138222" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="98,194,19,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="20" y="20" w="379.5333354473114" collapsed="false">Walk around in a different way! &#xD;&#xD;r = distance to center&#xD;φ = direction to center&#xD;&#xD;See https://en.wikipedia.org/wiki/Polar_coordinate_system for more information</comment><script x="20" y="134"><custom-block s="draw polar coordinate system"></custom-block></script><script x="20" y="170"><custom-block s="go to r: %n φ: %n"><l>0</l><l>90</l></custom-block></script><script x="20" y="209"><custom-block s="r position"></custom-block></script><script x="20" y="239"><custom-block s="φ position"></custom-block></script><script x="20" y="269"><custom-block s="glide %n secs to r: %n φ: %n"><l>1</l><l>100</l><l>54</l></custom-block></script><script x="20" y="308"><custom-block s="change r by %n"><l>10</l></custom-block></script><script x="20" y="347"><custom-block s="set r to %n"><l>0</l></custom-block></script><script x="20" y="386"><custom-block s="change φ by %n"><l>10</l></custom-block></script><script x="20" y="425"><custom-block s="set φ to %n"><l>90</l></custom-block></script><script x="20" y="464"><block s="setColor"><color>98,194,19,1</color></block><custom-block s="go to r: %n φ: %n"><l>50</l><l>0</l></custom-block><block s="down"></block><block s="doFor"><l>i</l><l>0</l><l>359</l><script><custom-block s="go to r: %n φ: %n"><block s="reportSum"><l>50</l><block s="reportMonadic"><l><option>tan</option></l><block var="i"/></block></block><block var="i"/></custom-block></script></block><block s="up"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="go to r: %&apos;r&apos; φ: %&apos;φ&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">90</input></inputs><script><block s="gotoXY"><block s="reportProduct"><block var="r"/><block s="reportMonadic"><l><option>sin</option></l><block var="φ"/></block></block><block s="reportProduct"><block var="r"/><block s="reportMonadic"><l><option>cos</option></l><block var="φ"/></block></block></block></script></block-definition><block-definition s="r position" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportSum"><block s="reportPower"><block s="xPosition"></block><l>2</l></block><block s="reportPower"><block s="yPosition"></block><l>2</l></block></block></block></block></script></block-definition><block-definition s="φ position" type="reporter" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><custom-block s="r position"></custom-block><l>0</l></block><l>0</l><block s="reportIfElse"><block s="reportLessThan"><block s="reportMonadic"><l><option>asin</option></l><block s="reportQuotient"><block s="xPosition"></block><custom-block s="r position"></custom-block></block></block><l>0</l></block><block s="reportDifference"><l>360</l><block s="reportMonadic"><l><option>acos</option></l><block s="reportQuotient"><block s="yPosition"></block><custom-block s="r position"></custom-block></block></block></block><block s="reportMonadic"><l><option>acos</option></l><block s="reportQuotient"><block s="yPosition"></block><custom-block s="r position"></custom-block></block></block></block></block></block></script></block-definition><block-definition s="draw polar coordinate system" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>r</l><l>φ</l><l>dir</l></list></block><block s="doSetVar"><l>r</l><custom-block s="r position"></custom-block></block><block s="doSetVar"><l>φ</l><custom-block s="φ position"></custom-block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><custom-block s="go to r: %n φ: %n"><l>0</l><l>90</l></custom-block><block s="setColor"><color>74,108,212,1</color></block><block s="setSize"><l>1</l></block><block s="clear"></block><block s="doFor"><l>i</l><l>0</l><l>359</l><script><block s="down"></block><custom-block s="go to r: %n φ: %n"><l>300</l><block var="i"/></custom-block><block s="doChangeVar"><l>i</l><l>29</l></block><block s="up"></block><custom-block s="go to r: %n φ: %n"><l>0</l><l>90</l></custom-block></script></block><block s="doFor"><l>i</l><l>0</l><l>300</l><script><custom-block s="go to r: %n φ: %n"><block var="i"/><l>0</l></custom-block><block s="down"></block><block s="doWarp"><script><block s="doFor"><l>j</l><l>0</l><l>359</l><script><custom-block s="go to r: %n φ: %n"><block var="i"/><block var="j"/></custom-block></script></block></script></block><block s="up"></block><custom-block s="go to r: %n φ: %n"><block s="reportSum"><block var="i"/><l>3</l></block><l>40</l></custom-block><block s="doIf"><block s="reportEquals"><block var="i"/><l>0</l></block><script><block s="changeYPosition"><l>5</l></block></script></block><block s="setHeading"><l>135</l></block><block s="write"><block var="i"/><l>12</l></block><block s="doChangeVar"><l>i</l><l>49</l></block></script></block><block s="setColor"><color>217,77,17,1</color></block><block s="setSize"><l>2</l></block><block s="doFor"><l>i</l><l>0</l><l>359</l><script><custom-block s="go to r: %n φ: %n"><l>0</l><l>90</l></custom-block><block s="down"></block><custom-block s="go to r: %n φ: %n"><l>300</l><block var="i"/></custom-block><block s="up"></block><custom-block s="go to r: %n φ: %n"><l>60</l><block s="reportDifference"><block var="i"/><l>3</l></block></custom-block><block s="setHeading"><block var="i"/></block><block s="write"><block s="reportJoinWords"><list><block var="i"/><l>°</l></list></block><l>12</l></block><block s="doChangeVar"><l>i</l><l>89</l></block></script></block><custom-block s="go to r: %n φ: %n"><block var="r"/><block var="φ"/></custom-block><block s="setHeading"><block var="dir"/></block></script></block-definition><block-definition s="glide %&apos;sec&apos; secs to r: %&apos;r&apos; φ: %&apos;φ&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">0</input><input type="%n">90</input></inputs><script><block s="doGlide"><block var="sec"/><block s="reportProduct"><block var="r"/><block s="reportMonadic"><l><option>sin</option></l><block var="φ"/></block></block><block s="reportProduct"><block var="r"/><block s="reportMonadic"><l><option>cos</option></l><block var="φ"/></block></block></block></script></block-definition><block-definition s="change r by %&apos;change&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><custom-block s="go to r: %n φ: %n"><block s="reportSum"><custom-block s="r position"></custom-block><block var="change"/></block><custom-block s="φ position"></custom-block></custom-block></script></block-definition><block-definition s="set r to %&apos;new r&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">0</input></inputs><script><custom-block s="go to r: %n φ: %n"><block var="new r"/><custom-block s="φ position"></custom-block></custom-block></script></block-definition><block-definition s="change φ by %&apos;change&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><custom-block s="go to r: %n φ: %n"><custom-block s="r position"></custom-block><block s="reportSum"><custom-block s="φ position"></custom-block><block var="change"/></block></custom-block></script></block-definition><block-definition s="set φ to %&apos;new φ&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">90</input></inputs><script><custom-block s="go to r: %n φ: %n"><custom-block s="r position"></custom-block><block var="new φ"/></custom-block></script></block-definition></blocks><variables></variables></project><media name="polar coordinate system" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>