<snapdata remixID="15149095"><project name="Jeopardy" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQAElEQVR4AeydBaBWRfr/PzPnvHU7KClRQkTCIOxEXVt3bbEFA1EJAbHFQMVWwhZz7e5eC0VEpLvzdrx16v/MC9clLuD620X3v4xn3jln4snvPDNnzmVXB3+S9Pq82sB+cM5/RR77S8WfxGr/dzFeeOGFYPbs2f9ynjV1cjDmiKLgkaOLN5ufOmvXX2l/9dVXGwms+ROkSz5fzYWfraLmoh1x+rb+U+eKPjsw5Jsybvq+7E9guf+7CB07diSdTpNKpf6l8oGBvTijUzandsjabP5rk1Ki0WiGfmFhIWPGjFlP6D8cgFPL0jwxrYq5Z7YkYqn1hPszPmSHNCvOb8XtP1b8GcX7l2VyHCcDPFMacKxevZq//OUv1NbWsnLlSkaPHs3y5csxQD3ggAMw/QxgN/RU5IRbsDsdWS9/13V/HWdZ1np9/nAA/mNZgt0aRjCOXU+yP/GDmSidG4T/xBL+dtFM5KvLxx9/PB9//DGyVPLJJ59kQHf99dfz7bffMmnSJBYsWIDv+5loFmzAwps3HmuHHhvUrnk0oK3jsWLFijWVa3/12vIPK1bFPWL2mvk0Y8YMjjnmmN8tS35+/u8e+68OzFor87867s/Wv7S09Nfo1KlTJw4//HAWLVrEvvvuy8yZMzE+OfDAA6mqquKnn37KREYDKBXOWk8V9+c3Sb15/Xp1dQ+hUOjXKLvbbrvVVWfKPxyAGSnW/gwbNoxIJLL2CaZPn06rVq0yS4FSih9//JF99tmH559/nquvvprzzjuP119//df+Jrw3b94cE/JPPfVUvv76az777LNM+79Ka9ddd+Xhhx+mpqaG7bbbjkQigVJrZMgQ/P/k54gjjqC8vDwDkMmTJ2dKE63MMru58qzrHiRnxMItZmfoJObOnZuh+8orr3D00UevZ7k/FQBfe+01jJCff/55RkgT7hcuXMiUKVMoKChAXqH45ptvOP300zFge/zxxznttNMye5aBAwdmlgd5o2PkyJFUV1dz0003ZTbASqlM23q0gqBeWhnG8mOM9s4772CAbJaNSy65JCPDHnvsIa3//1xKqcyqc/DBB/Ov5N133x2zDG8pFxQUZugecsgh3HPPPRsZbosA9HAygwL8TPmf+jH7DrP/MCAzkdDwSSaTZGVl0bBhQ04++WS01uy5555cc801mHTsscdmAPv+++9z1113ZaKniVZXXnklTz75JO3atWOvvfbKAPe30jJ0TW7dunWG73PPPUejRo248cYbMzJMnDjRNG82+7ibba+v0fs32bmOTn08NlenlGyDVJCJ8plb+VFKrX3efOkrd4v9NsV7swAMMhhfM9THy9wEa+s8MVggoKzLvrT7YnhP6jMd1/4E0sdfWx+sHWua1r03z2bPYWaJuTdRzpQm2pi3sc6dOzN27FjMrDMb4uHDh5tm3nzzTY488sjMvfkxb20VFRWZ6Ni4cWMeeOABU53J/yots+l+9NFHycvLy2wBWrZs+asMGYIb/Hgb6G2a66sz9RvmYB27+GJH0x6srfOEbiA2rMu+tPtr7Wn61eVA+qx7X/fsS39THwi9YJ0+pm5TOZC+67YFQiPIjDV3awKSaV9TZ+7WZE9k9aWveQrW0jAjPKk3dfXlzQKQtUTWHShzQURZF4ymRmP+U/JrEWLDFKylE8hI0+aJQAplbn93Nsvr5gab5Xtz7eu2bYnWun03da+xRLt17YJYwxZ3/NNhmxr777CzEm6+AJNfk8rcKan3xN6+tKkt2DxY6yc2SlpGaqlVktdcntBcc7f+b7CWhpIRpiWQH2MbKeq9DNV6G0ylEuGttYCqK5FkCJpnU6q1jJDSFxewQVJraVhCx/RHkrmX4l+6zAvHbxlw3XXXbbHbb+mzRSIbdFCi54b6KbGJJXqzhaRkbF2/uhJJhp55NqUSWlIllxIr+1JufGlsmQYh6aklK0xScmeJDCYj92wmGT6mWYk8rJPUOuMsoWWaTKnW9jP3SDKlJTLI7a+XoanW9qOepOupW6/KvAmZfVk8Hs+8gq/XuMFD4EJJScmvtWZJ/PXhX7yZNWsWjzzyCP369VtvpIlsd999N0opvv/+e8yLi1km58+f/2s/A7Bly5bRokWLzAuM2SPuuOOOmbdnc9BqOpo+6/IwdPv3789RRx1FZWUlxx13XGbvaPr+X3PdG+W6dIxdzb503brfer+hk+vGmSMVz1sThevq1i2NHw1Pc0qwbv2/837p0qX/ErnNAtCAzhx7fPHFF3z55ZeZQ0rzdmkcv2TJElatWpXJxnlGefOWafqZPdqCBQu49NJLmTNnTuYV3LSbOkPTgMMYygBgU8YwgPnoo4/WO2ZZVzMDuiZNmmTOsMwp/YgRIzJvvj///HOmW9OmTTNnV+a4xlQYwz/55JM0aNCAuj4b8jCANXtHs480+01D34zdVDbAMvKbN2ZzTHPrrbdi9Fy3vzn+ufjiizFv0ePHj8fIYWxoXmaMXc2EMMAw9jTAN22GhqFXZx9zTGIca/oZ25kzOdPH8DbjzTjzpv7BBx9gfGBsYXQw8hl6pp+RyfQ78MADM34x+2zjPzPOBA1zb+iboGHkMsdPhrbxl5nchkZZWVnmjNDItnjx4syBtOlv+hn5zKSSb8uZQGX6GroGG+Zc0dA0MmyY9YYV6z4bg5144omZN8q6+gsvvDCzuTdETXQyxjUbdvNGahwxbdo0Pv30U6ZOnYoxwssvv5x5/T733HMzEci8zZ511lkZmuYzjzFuHe11S9u2efHFFzGKmnpz5GJK8yY8YMCATJQyLwaGnjGmeUnJzc3ljTfeyBy/mL7G4Ob5L/JpyTjOOEgp9WufdXnU0TV8tt9+e8wXAGNcQ2dT+YILLsgcYYwaNYr7778/c+ZojoHW7f/QQw9x2WWXZaK5OToyz1dccUVm4rz11luccMIJGKdde+21nHnmmZlvpbfcckvmjNPYztj07LPPxuhsTglM5L5R3siN7Q1o+/Tpw80335z5ZGbO8QwQPv/888yh8dNPP50ZZ0BvZDJgMBPf2MmA+9BDD+Xdd9+ld+/eDBo0CONvw8cA2NjeyGSOou69994M/b59+2b0OOmkkzJjTIAYPHhwRgejl3npM74wR2kmCJnjMmPPxx57LBPAjAwb5s0C8PXXX2fChAkYgBnBjSI5OTl06NAh86a50047scsuu2DQbpxsTtKNI40DTb35MmEMZIAQi8U455xz6NGjB23bts185jFHJvPmzdtQpv+aZ+NsI7/RyRz3mAhqdFtXAWMHs2K8/fbbmYhh7s2XgXA4jPm2aiK1+eJgxhobmklhAHrRRRdloqmJlOYoyrSZyGNOCoydTT8zQUzUMbRMIDCloWeOrfbee2+effZZsrOzMT6rk8nQMtHYbDXMyYCR3RxXmYhvaBlfmomglMpESnMGW1RUlDkJMGPNhDd9DQZMfyPPDjvskPGtibZ1fEzgMquJWXEWyGpoAlRd27rlZgFoDiZfeuklzHGEMaQxgAnrZlk1xjfHIyYb4x922GGZIwszq4YMGZL5CmEAZ4Q2yppZbJZN86nHzKDi4mKMEXfeeed15fmX78254L88SAaYKCLF/+kyEcFEWLMatGnTBgMCc0y0LlEDJDP5zDJlgGMAavq1atUqo7/Za5pzS7PcmzYDSvNXIybXgdI409Ds2bNnZgk3tjPy//LLL5gJbuxrbGu+ahgAGl8Y/5ivOYaXGWuy8YWJcAYwBpQmQhn7GxAa/qbdnH+OGzeOLl26YGiZCG3uDVjNobwJGubo6/jjj8/06datG2eccUbmrNTwNy+Lps5sb3r16pXZ7pj7TZ00bBaAxjhKKbp27YoxmCFoQGkY7LfffhjDmGxmmVHClKbNKGWEMp9dzJ/imH2kEdq0d+/ePXMybhxmjGEMZ4yzYTbGN7PPvECYpcAA1/QxtMynOPMXGiYCmzqTzRKslMp8MjOGM8uRqTfZOMJ8VjMTaN02s0SZ2Wlomz2PMa7pY8aYJcrIYL57muf68l//+lfat2+fWb4MXaO70XndvkopjN3OP/98TLQ0/Y1Dm8j+1TjX2MnYxUQlM3lNdDFLpJnYJhIaIBobnytbGAMQU5rv5QZEZgtggGCinWkzgcCA3UQwE52MrQ2o6+QxvjA+Nc+mnwG0WbGMHgZchqaRz8hrvtmayGdsZ3gYWY18JqKZSb///vtjfGh8baJzQUFB5iOBmQymztjS2NXYw0wY8z5g+G6YNwvADTubiGX2b2ZWmzC/Yfu/89lsiM2exdA0e50ffvghsx0wewwzc40MZuky7SabvakBqomuZr9njG/qTTb7KLOX2bDNOMqMMQ43DjAbcgMEM8bs5UwUMdHfPP87snGmce6GtHT2KHTe/YTyHiOUew+6wZPowmclP43V8GFZQoeTk3s9dv6tWIUjieTeRzR/MIUNriGacw+h/PsJFz5IQf7tNCu4juyCO+nY4zPOOr9S2sdi5d6zIcvMs5V9PyrnQVTeg9g5j9B4x9fod3MBZ/cFXfQUuvhBorkjsfJHoAtuR8Vux8q5TeS4ATv3LiJ5Y4T3A0QaPkhOzgPS90YihaOk/xhikSek732YyGnAd9BBB2V4bvizRQBqI2T2g2KghwjnjSWcKwI3fk6YPI0qfAqr4D4K8m4ilnuD1N2ONoJljyCncCC5BSKQKGjn30Ok6C62K7iLhoXDpO/9Mm6MfKd9hJtu/X5DmdDCb2nlYHbbdzzHnDyLp1/dk3L9IHseMl2c8wThnBF88dnuhPNvYsKsEwnn3SfGuJ4HR6X57Mt9xTmjCLJGkl18O9sX3o4OD+L9T//CB18dQyz6KOnwiF95mkhqNtDrfnIzjWabYb5dmhcl81xfDuffR9vt+nPCPpfRdadhZOfdRbhgJDu17M9lR97ECfvdSn72XaLrKKJZY8SG99dHBq1AEcHyExy+61JaqbfltM3H9j12tr5k4shVzLxrGa9fHiXPqeWAVuOZcVu55IW8do0i16tij6JpTLlrCpPvWM7EES7FahluWONEfAIdob4USHTWwlkTIxpOMeDkbGJuNVpOGm05U+uUM5P7Tp/PQ6claRctIRwOcXCrRbx4URVP9l3NTnnzRU6Xbg1/4b2rl/L5TRbHdagkrG3cSC3BBn/7V58Mur7KdesCIaZFUIiSbZXx1DVRGrhTMX87GvNrGHTwHKaMnMP0Oyq4ZO9qclSKe89ZzPxbS5g0Yj6X9KwkR1S64dhFTLnzR2aOLOfxyzWRwCMddUVIvS67NffKHF9a4CvyrbkMPmE+OUGVUPHJS0zj/WtrmX7XHCbe5NPOXkSBmsXXN1Uy99ZlfHdHBa1j88h1S/jkuiXijOnMub2cv3RYih9YpCMpjEPMWy6SzJul2SznrfPJTaq5/PLLM3ndpdzUr5s7ZI3n+xGVjOs1m/cGzOfwnRfSiDl8eVMZ1xw7lefO+1FkX4kxXzrsElhZ6w7/9d7TWYSDHj1spwAAEABJREFUbG48YybPXlLDpFGFHLPrHAJdwYBeERrElvPpd5PZt9l3tG36EcPPsWicm+DLf0yle8PvaFz4MZceU0GelebhVz+jaewr9t91Nlp4YoVQOvorr/VuVETOOiOEQw6Dj17AoAO+Zly/UnRQScRdyls3hjm523JO6z6ZD0fkke9+yUtDFD0aT+O47Sfz7HV5xELTeX5AjJ0bzWP7nAk80HsFdjAR3w4T2NnrsavvQddXuX5dSByXS35QwfcPJDik8Qf8PNoiFkyWbou48mSLpO+TGyvl+jOShNPjOKVrKYuWl1PoVzPgpDhW8Bbn719L3I2ypGI+h7WbCP4naEtApiULpXWvwMxYL58OxT8w55Eogw9bwCvX+ShrFds3nEnnBlN57bNptMj+hSHnuRyx6y8yGxfy8LNfsqOaQu8Ta+jQ9Gt2yVvB61/MJjd3HoNP8whFl4DWbNIh6wrxG+737jKdsF/OwPunkmNXccLBtezSfCLZfhXPfrQcL8vj2AMC7PAc4RmWvLGuho2lAnSkkp57Bcwu8XCsBMd2W0aYhbQoUvI5L4uVNSI/KXRqFg1y4igrjznVAdmqmmYFq8mPpXBtxZIaTci3aVBQhlZJ6RcC6ucboDH2yHF+5tITSnn23e84bOfJtC/6CDtaQl5oFXNTjakJwuTrRVjOO2hvCVNWN6Ra59A8bzF28kNy7dVU0YR5JT45oRJc91shayOOF96bv/Tmm6VVa1HCx5JIVJQ7n3tenk+ensMujX4gYlVieWVUpXMJgrQoniDiz8EOqlgtAKpVkKdKsf3JhHSCRDgmfaPEcKT/TCwVBunDBslE3CCcpmuHuDivkpe/XsLuTecQdb6hRZOYKBewoDxEWCcJuatplFuBVgGTyizp77J9QQ1Z9iKhmmKFY+P7WTTOT+O5C9FWFmhp+jdcObYP4uSakI2SiJ5jpeW5DE+51GgltgkTldL3K7CtLFFVUV/ydETG5DF/cYz2jV0++GgmH/6wkEAlGf5smPNu+Zgzem5PMrw9C8uFhyzXvhWHIMCTVcJHoqvwtEQGeQQlNYFGaR+twiilqTdJdAysMJ4uxrI8Ou7QiOXlFmFrudC2eWdSmInf/UKxDUurYli2jUL42w6e56JdjUcpHsJPsjSivAiB9NHKBuoHvjT8em1Csl/bQYcJBISetSOKRlx0fGtG/X0aq2pqRe0GnD6ignseeVEiYoIvplXhh7NkjEKJ8mIeAl92FEFKFHLQIlqgAnxZ1n3DQpmfjYX0xSGB8FywtAA5PJNoFmPUK1OEXxWTF7TiDFnaOzYPcL1snnv/JzFAiMCKC30EbIEQFU5K+MmkME8I4B3zjdIK0GIYJffmTS4ajUrf33+lkPFKocTZvnaFkJW5D/splDjE1wGO5RNIm3STduMUKTa8bC26afreBZV+MYcf2oN/zGiCG7Rn/MId2aPjXhREFbe9MknodRYdo2jPEvAZW/po2YlZ8msZQAolxHYZMGoH8zIXrGHORkmFwdKkQ+155O08uu9RzJPvlTG9qgPJdGsuHdsECnKFhsvQUR+TtBsTEBZYRfEsD+NL5UexBfgh4WXAb+oRj2A5qMBE3424rleh13uq50HJbCMUptZqxElDV1FcnMc++x/BMucAOc3fju/md2TwhceA3YBBD3+Jo1sL44CQONozimtPDGaLQxRmxVVGOHGO9l1825O+ig2TEoBiRZmwbGde/CZGx/aNWVbVklTkIFZUbcey8p049sBWLEk1YOKSXBy/Idr1sZUWwyjhI/x8AaUXEFgCOuMQZXgJT5EH6WcOUs2RhHEQvzMpTxzkpZEghyf6WpYSZwUCHC18NZbwsQOF8n1p98l0rIdXJB0Qc9I8cV0h82ZVkeOVcc1pArKglibhqVx5jGZZsjFPyUrg6W54AgJHRfEDhcxmLLGnawCAODwwT1q4SBtrSqXMvVRtcImEsoWQyvRqKiosZs5MM+T0RhS4ooNKsnPxfHrtFuLbxWG+XBoTPh1FFyW6BcLbEp8GIC8rrky0QEVRMhGV1CoffOEpPYX45i8j4WZ7aCEYcXzy4jO4d1AjXnlzFh2LprBTziw8Xc3Z+y2hdbiEez9cyAqvLYHaUQwUxVViCDGQ9rUI7uKK44MgIrxsgrWGQWhTT7I8RdiBY7os4sDOBcyeVcN1Z9nEkssIhcoZd1UhVsrmpFtfptrvKsrm4ZKN4A1f+GmJBIFK44kRCEL4IgEiCxl+GqUUjz/+OH//+98z9/zOlJDVAZUno8XUvoUlPHyJulhanGELX6kXWRB9A2nTMhGk80aX7BJwZTlvmLOKaEGSBDaxWJqIvZh+x6RIiS69b31bItU+srgVE6SSRGVVUb5H4GkyQBRZQsgk85KGPbYVQisLk5RSptg4S31aQ1hNZ9CpJbz91WyZyA5tm80iqlfx8KBCUuEizrr9E9L2viQzuvpo4ek57lr6AYHRS54DCSqBb9goFBqtLbaUhP3muwQKiWoejlVDU9nYLlhdiS/7mWh0MTl6JVefGqUqpwmj35iDY3fD9WOy90kQwSFwJYvzXZkZ2gpLqE7gOwkIQCmNEiGVEgasn8SXuNrFspfToKiE2curCMvSbllTaaR+omXOYl6fXMPyRBvSVluhCTFShHQgPAOUDuFKJAhZmrBysJSPJVHVOMREPKXU+gx/55OXCAvoaoiJnbUY3hOeaYm82g/ICqUFRi6+B0pJBzFkEFBvCmRcIFHyqZd9WjaAyniKh18dj+sqdtkpKlHK4vS9GjLy+ELaNypjZbKYZKKS/TtlocMhSsuSzF+SJvDL+dtBzRAcMnveEuEtDH2xyWb+Qibk+2KrFvh+c079S1Mcsd2sZasJBZXsmFfF8tIUrQojdCwIy9txBB3JIyeaEv2MDUN4Kgp+WJ5rybKSKKUxdgbTzhaT3mIPxIK+DaolE6cX069XR+aVRZm5NC2zPE7UTpAqLeG6v7bi7lNyCCkfld2c5sVpCsIpUgI+S5bnmmSIHKuMHRsahWX5QLJ4JFgzZVg3BVKvxHDfTSxmdQkc0qMhz386RwyVQ7vWYUK+ooFfwc0nNOPSwzUrKgV+gtrj9y8WoLksXlHKqlKLtCyPB3TJxnJrmDF3GZ7RIxB7+e667H73/bRFcZlLBQy/sDW+cvhswlTmrRBw6GzO69kQP1nL+99Mky1CGEEHvpeql5fy06T9HB75rivnPxTm8IFf8d2qPWWF2YnlFS2ZuTpg146N6NimlKY53zH4kUUsTmbRoV0rnvs2waxEIXe/1Y4Ji9rRrlU7np2Q5IdFvkxGLVmipL8pfR2xiSIR7MiuvWtYlW7Dvpd9QGmwN6gYcV1Ig1gpb17bjTdu0kT82UxZ0ZSOTRPkhVI8/5UEnayOvDq+ATl+gjZN8vhqrtCMNMGX4OO6EmzYfPoNABSPyQJXFbTk+Dsa88nCThxz3UQq7ONxVSPmlDdnVSJFl3Y57LrjMpklM7npRZfs7CziqoA+I9+jMrYbF98XYUVZPgndjEGPf4UfawmOMY6/kYRKNrW+zKD56b3oOkAx9tMQ172UJmkdRFyOBWYInYZNo3TZyWG3VjP5asYqPl24HfvtvjMzKxpw64vfsdA/mie/bCdvv435YVkBQx79BF/ng+fje85GPH9PxS9lMc58VPPmD5prXlzJuG9qKRW7HHVDEfe8VU3/Z8oZ/vI8LEv2iq5PIPul+vhIi0RpRzSO8dmMTixMHkuYA2S5bc7FjxVxyO2N6XlnIw6/TfH+vPb8vHpvul3VlHaXJ7n8+ZCY8RCWO8057O7t6TLU4bJxxVSpYyGVK8BPC1+nPrZSpwmUBBjlssrZm2v+HmFB6iBcDqNG787uly+n+9AV7DFkHj36vU9FpIhDb4rS7cpKul81g8FPl5BOdxc9m9L+yiRdr5zJiXfMw9N7oBwtvF3hsflLem2+g2kNJAraKiGCtea82ypYVXsIYXal2urIfteHOOS27Tj0jiYcdksVZfY+3PdxRzFOiI4Da3lnbldUqjMfLOpEN3FMtyEJnvqxK77MMuUoBBGS67mUj6WSxNUBjHi5kGTyIHFQa75e3p1D7myQccrhtxXQ+2GXSnpw8n3b07pfnAOGV7HCOZp0qglXvrEzXYaFOOKWgKlVx4pRdgRXDC6urYfjv1zlprvxxi+70++Fjjz07cGUe8fgpCP8UL47t39wMI9/fwiV1lkEiebgGxCk6+VhCQBcS+FbHinVQPZd+5FQEdBic5VPtb8n1ewtEX1vXL+H2C7ASzemJthXIueBEmGL8dwYuCGq3T1J+WJzt4XwFF19iULKr5evEr8qNF7Ix4lYfDd3V4nkR6OFtyfyLPGPZGlwqeQLWRGcgyd2TXoFzIkfwazaPlQFx+IERSSCLMriPeXM8HzSkVMI5A06kGMa/BRbSlsEoBbjKBXGtxXYaeICuiCrG47tiKBJ4rQhHhxAXO1Jmj3B74InXdNeRxHsAJlhXWWGZssshMBpJkLviZIZYmZnIBtp/I1niVIpMYTw1BpZWUlooW23wLPiKJGnis7UBvuTCnqQoiv4jfG8HKnbm6R7EB474jjZ+EI76XSm2uuGbXcC1xY54hBszHNLhqqv/apr9uW6q/bj6qv/xg1XncSNV/+Fa4fsz/VX7cqwYQdz9dCjuWHIodJnV8md5V5kZePklp9LUHIm6fJTcUvOwC87Ha/kNPySXlKejVdxjuQ+JKsuISjvjVM9QCbkFTg1V+LV9sevGYxXczFJc191ubRfgVt9seSL8Ksuw6+4aGOmUuOWnSF0ewmfc/FKT8UTvqkKkaPsZPzVZ4oc5+KU9yEt49Pl/XGq5L5mIOm44TtM+EquHoRf3Zd4oh9+5QDSZZfhSj+3ug9BxaXCZfOX3nwzOKVn4pUbg5xFqkyELBWhTV4tdavPxi89C7fibMm9SZX3xa08XwQYSDJxmRhoMG71QHwxjFfVj3jcGKM/TuWluGIwt/oSHhq+Nwk3WE8Mt+xcAuHliIGcUuFTbnieji/OcVefh196Hm7FBaQrLxYj9SUtxnaER7r2CtzaQXjVQ/Dil0jZn3RtP7yqATgVF4ssF+JVX0pQvmXDrCdQPQ9xkfm6od24dthekntI3ptrrxJAXt1VwLYn1w3rIeVeUtdNSpN7cP2Q7vVQ+t+u2iIA/9Pm2a9pjJ9Wp6h16l8m/tP8fw/9lBcwuST9e4b+z43ZksJ/OAB3KQpzboc8Wo9biHHslgT+o9vNRGny2HyGdi38o0X5/4L/Hw5AY8VRBzZk7MGNyRkzj9BDcylL+axOeOSNXfNs6v4sueDh+dyxTwOu7VZoRN+W/48W+FMA0Ohw3A5ZXNo5n7N3zuW+SeU0fXwB35/c4k/5P1bZe5c8I/K2/G+wwJ8GgHE5J3twciWvzKnlvYXxDPDaF4b+DSpuI/FntsCfBoC3TqjI2OnNo7fLRL7Mw1b80dkPoHLGYDYdfJMAABAASURBVOc+QLjoYcLFY7EaPUGk4GXsBk+ii8YQK7iH7LyRWPl3YP4UPpZ9Bzn515OTOwK76CGpf4zsgtE0LL6HgoYjsfMfxM55Qj4XP0ood8xW1Oa/h9VvAqDKfgQ7735ChVKKoUONnpL7pwkV/x2rWIxbcD+5eXdK3QgiOQ+Ic8QxuTdK3c1EC+/HKnqMSOFjNCq6XxxzOzmFownlPYnOe4RQzsMZa928Z1Em6u3XNJp51lmj5ZPeI+iChwg3eITi7W4hq8mzQuclrAZPCCDGUlhwHY0KLie/aCjR7FtpkDWUnRqfTJsGFwoQ7iJS/DgFRTfTY8dL2K9zPwoKRmDlPYvOf1z4P5zh888fMYV2UFYe+d4ynrwsQVFivDxX4gW15KQ9npIvA1PHlPDJbQWo6CpuOnkZS0YuYNk9cxl+rEcskqbPQbOYf89UFo2dxHs3NiEcsrB0GDcc+Sereu62vr5rhPij+K7hDrruZrOlTuITI+TGOXKHX2hvvUZ2OCWn8uVS53Jws2+ZNqaUXx6AaHgy7Yt/ZMH9lay4awaT786jICijZeQH5j68miUP/cTip3zyWCbOjeDZ4XpZK+2LdD7KjbK9/gefXpPiiJ2/lb4l+EFCAFHLp7eUMeX25XxwC+SEZvPJyDTf3ezwy53LeX94iJiWJf2GgH/csoJ3rlnKLw9HCAXLsJUAIhIVWv+8tCXP8iE+ElTw46gox7X7kWmPQj7TCaVCKL1E+K+mcWoyDdQ0CtNv0vvgSubVpihJltDniFlkuW8x7FRHvgaEmTBrFXu1epvAH4cfyULZ2f9kVs+d2sr61onwR/Gt4//bAGiJAyyLm05ZwTMDk3x3T4yzD1lBWD55eDpgyCnZ6IofaFgzkezgU0aeH0aJo+99azKNrRfpuP3nXHpUCcqfxrUPf0/M/YSTDp+EjnnokDi+Tpp1SqViEjl8su2VfDO6mETldzx+QTXbF04k4oax1FTaFFdTkOOSq5KEvG/YPmc1s6uiLKrUdGo8HRLPs1uTZSRDLfn8l1UU2hMJgtdwo1G0tT4gAuEd8UPY/mIahGdw53PTRc4SOrebjIrVsFvLmahQFl44F8vycNwaXKeaRNoiHVjYqhY3+QsRncS2c6mqTYpMHhFWY9sebMBP2K13bW1965j/UXzr+P8mANqBTVQ+tO3TsZLFlSFqExaHdysRx8wly59Oh3Ye85e4WFEbgiTRqJIo5VKRCNDKIzeyisZFxsU2JeVJfN+hUS7itGqUFaO+5CsZK98YlVNJVqqGSbMSeCGX1tvNRYUrOb5bFXEvl6REZq0dXC+O60oOtAA7iiYu0W4REfl8GAQRAUCIiIiQZZURsl35xBdbj61wI22HBJhtKHO247KTu3D+LZ8yf+EKLLeCvkc05KtfqvB1FPN3b5YC0RJtC1HLQcTF8s13V5dAWqSTXIHwSqCVwvz1MJtJW1vfOlH+KL51/HXdzeZKT0fwVD7fTrFomR/n3nGfcd9TX6PcEjoXL0X72SytjOB6KTTG/D4hS+PLd1ul5B5fyKfFWRZ+4El/RURAYOEQaPGktG54KWzk2zq+3Z4vljbmrJ6tOXvoR0yY4aKcpVx4WDHvfLdY9mcWQlQioiUgUFhCz3PiUmcjX89lm+Bj/kw8SKdwArBDSvpZCBHWTUoptMhao3M5doBE95DHDVdfyeqqg7HTpfTsavP+dzMRCjJeC8RCoqlNWOT0PXn2FYGM97BwVRrlOTgiy5p/AKVB6thMUkJna+pbJ8ofxbeOv1im7nbTZUgA5Og0d7/RjIUlRVx+0bEsW92JwG3BKYd4rKqElApQvkYpGwKNrMz4rtTJ8iSVEg1CeAZwvkQIyTocwxejB8qpl7Fv+QQyIh2GvtfNY2mV5tFbzyPidyRHgN++jeLzb6YhiBNefoa3+bcm0SCQ5VFk8D1ha4ksoLSW5dLFk0gZIiqltAUe6yYRXXDsE0vP4qXbmzHu9bk0dr9mz44r2a6wRvBTxukHNgB3OQ2tMnbaQaGEgC+rg+eBUrV4MqkgRWApUm6EkKwaIj6egM/0ZTNpa+tbJ8ofxbeOv6672VyZ1h5hMfKYIQIWs09Kr2bE5Y2JhUs56dAO5Aer2LdzGFveFq89f1/cIC3RZg1pJQALZIlySILvkPYtbM9Gy7mfr1IEWkBSD3OlFNoPiMbnMf6RfF741OzJprNHp8UUCiDc8kU8eEV7wvFlNLZW0KWdhRK+KWVc7qJ1EkcA4SPAUwFpqQ8FPpaRR6AfCH3WSVppmQ5hlK6hUPadpakEUSuLqL1AZIbxC30S1Q5B0hX9PJCI6ls1KEfuRQcryJalOiYy+0RkyU9JNPQxySOQe6Us87DJrJSSsVtPX9YmpdQfwpe1aQ1K1j5sqrCCKNqqgspFECmlNgFmL+V5K/lhAcxeWoGu9nAkCpSuKsNXpYRkvfOEoJKxlhPBdxwiXjYePmnZy2mtpNX0qF8EhcaSLbzSKaIRlx7by8hEhNLVC1ld04Sjh8/jb4M/x83KodwtYt6ixRBKE3O0ACkiYMxDO4J5HKlzUEIvbaKVREglgNDyzHpJ4q0spelwa14cn8eFx+/A7NqmfP7zMlbX7MLxd7Xkb/dH8HKKKA+aMbc0iq23o0VRksaRGuJBGCJ5LEvlymSdy56tCnCtPGqSHlagMk5mM0mJPNa/R9/fqC+ZpP4gvqxNem25+cKT+BXEuONFh9xwgGPncO3oj3H8xpxyaz5Hj27G+OWW7MeaMfrtn1i1rFCMn+SwTlGJHoqSeJrpy2Ikg1Iu+suO+CrE3EWrM6AI+fWzVgggJFpWR1qz3xU1FG2/C5c//TM/r1Qk3LZMqOnFT4leBF6EpJ1LFbvK0rsTzYpX0LKoghJ5O7Vy2zC1pLlErRkctWsxRBsRTyss2a/ZZt3kn0kJLyUROeGGGfhUIc9ObU/PQe8K7eNIWvlStiII78nCZDcWyFys8Fpxzt1lMpny8fPbcvHdX+CE2tJraA1lfjNyClpy45PTSOvmeHJaQCr5T2b13G1tfetE+KP41vH/bQCUMC2rId8t342jb3U59eZv+am0G45qQ8IqwNPdWZLuLmdiOaS8Blz+RJqVzo5022tXPppdxBR5Q37q/aZMKe3Krrt2ZPKKprz06UxcP4ovS1mdMOuWsloSqBp8VzOzqjuPfN2KN35uSCo4A8cqFJ7bkQy15/R7Elz+wBdUqMbsPriUez70GfmuT88BH1Lpt+a0K7O55nm4+81aepz7CnF2Ie0ovPT6gPBJS3R2QbkyaZox7IF8KkLH4Fu7EpjIFBRRZTdh70FxTrp1OXHdmbcX7M/Ol8dod+FU3prViVpvb6bU7kv78xqywwUljPmyDZ59CH7Kk8mZYHNpa+tbJ8sfxbeOv6672VzpyT4K5eCrfOauOoBJpQfjWj0JdI4My8XRUa5+roCDb0hQpvZkdfRQdrsqRusLVnHOAxVUqsMosTtx2JCGtOljcdh1ZSSzexGk8wSEtUKjnkv54ngLpPRUIU++twM14ROEbwGB5Um1TcK3+XDegfxj8eFCpyurE7ty6/t7M+KD9ixy/4br7c7KcCGjvjqOWz/uxrzgfPzQfuCm8YP1AQg+VqCxJCL7lksyliOA3CUTvQKdRnkS9uQ4yEvnkvS6izkaEU6lSAQNqPUPk4mxKziiT5CiRsdwwt1I+TJJA4m8gewVvYDNJtEzkE2HKMbW0XetNH8U37XsfxMALbGd5WkClSZhKwHB7jheSEhIgx/Hcipkltvi8N3wfXkxqK3AdXNIcABxbz8Ct5n0TZKwNHFZppLBXrKMbi9RISmOdaVt4yvwHUKBKy8svjgkRdpKCHDyUbJEyjZO/FQrezwfnQ5Ie43Ay0JRgxJHm2fHLwD5ioJEUF9egDynWOQoFp4WgSzYpt+6XP2KC3DNX3NXXoRX0Zug7CL8svPwy8/FL+2DV34hTsUVpKuvwK0eIHkwifhQvOprJQ/Frx4mdZfhVV6xJldciVtxKX5ZH8kX41Wcty67je63tr51AvxRfOv4/yYAupXniTEvFCP2ISiXXNYbv/xsvFJTXoBT3l8c0xenZgBe1ZUkaq/GrRmGVzME3/y7heqBMn4gXmU/ceRgPHGkLw4NSi/GF8fXCbNu6Vf2IS3ZqZI+lRcK3wtxyy+Qsefgl50v5cU4Vf1I1/bHM/QlOzXX4NZeh1d1fQYQXk0/3KrLcCv7Sx5AuqIfQdnFBKWX4QnY+BOlP0rfP4pvnel13c22cpsF/ggL/FsB+EcosI3nf7cFtgHwv9t///XSbwPgf70L/7sV2AbA/27//ddLvw2A//Uu/O9WYBsA/7v9918v/W8CoJX3IFbOfdhZ4wjlj8HOG02kcBxW8QuSn0A1HEWkaAzRwhGE8u5GFd5DqPAOokV3YOWPwiocSzjvUcKF0q/RaKLZ92MVjUUVCY2C0dgFo/4UhtQ5Y7ByRd6cJwgXjCWS/wSh4ufQDZ7FNjoU309e3q1k5Q9HF9yHXXAP2YXDySq4Xvo/JM+jyCl6lGjD0RQV30FO1r3o4jFijyexCoR24YP16qlzR6Nyx6LznsrY6+D9nyHc5DnCDV/GLnqOvPwbOXCXm9i701Xk5t8ivEbRKHcYPbtew1573Ews/3bCxQ+SV3gDh+51J8d0vZVckU81eFj4PoEufKR+vjmjsXJGYWeLvvmPECl4hkjxC+iGT2H0VQ1Gk1VwP9GCERh9deFIIkW3ESq4HbvgSckPUVD8OJEmj5HXeDRh8+94ZIwqeFr4PohV+EC9fNet/E0ADHwLX+UQRJCPRT4PX9OFIORiK4WlstjFnswT55Yy6gKXHXKXSX2EvYpn8Xifasb0rWU7ay5kxWkZ+46nL0/y98FJujSsQqkU0iC0w1Kuf+nssag8k58UpR9kx3ZPiWGeRRf+XUD+GE2Lr+Gw3a5nlx2vlglxh4DiAXZs1J/D97qR7VsOE6M9SLjBWBo3vIZjetzK3jvfRrRoFKr4Yex8oSX363MEFYCvswmHLFpEFjLgpLmE5OsxnkvMS/DFVeXMvW8hP9+haaanE/Jm8fVNCWbfsZoJd68iL7VQvigv4/1hK5hx/3KmPVZCW3sp2k4DuQS2GFDuNrw0ltgiKr9pDmi2kGcHrODELvNRqQr5NFjBxLHZvDNgEp8NWMi39zYjHF7Gj2MCXrl4Eh9dOpk3h7fFDjl8eUeUl/p9x9/7f8uExxoTk0+ogW2DrTdkueY5UKJvROSyiOgKjtw3iW+JEdwQVlpzfqdFjLuknBtO1EScFUS9NP32L+eFywMG/20+YbeKWl3NqV1m8sylcUZdmiTfqUXZcQjkk6kOs6Wkt9TBtGtstLaIeJU80q+KE1s/x0fX10CqEisxny8fzuW43RZxasfJfHNXPg1DE3jrhoDDOi3gnA4/8PWjHcgJSvnhwZYc234aR+wygY9uTxLVi0T5EPUZyEKSgCFPVXA5F2QKAAAQAElEQVTJ/qu479zxtMtegvZryVWzmP5gCW8OmMG3w5ZxZtdy7OB9Jt1dxrO9fmDiLYvpUryQ7GAu0+6p4Ll+M/hw+BR6H5AURyFGtoXvxsaxVQSlFa2zPmf82NVc03MJ/3goHwONcOpNOjedyJNv/Ujj6Bd8ev/OHNhqMjvlTWHo3U+yY3g8N12iyU+/zt4NJvHSWxMoDE3lo8d3xLLLkB/QEVFq4ytQtrTJWHsxb9xZw4RPx/HARTNRzndkBavYDrlvsT8VEZtWsXcpqB1HAXNZpHciyIux23bfUui+SeucWYSKdqM62piW6mNs91UClYWlYtSXbJleCEiK/cl8OiLOmNMmMOQY8anrkeV/yt0XTKdtzg9c3ONzXr6qBc2z3uXmv84itmocww6cyDmHVMik+5YxZ8xnB+tbzujxFa/c3gw7nCawLMmh+tiuV6fXe9rEg69tkJmRH17BCd2ncfvIp9mj+deEnOcIRxJk1VTiN2lDdVYuWUzDrnkFS1eyJNmYeFYWOamfiLlvYsWX4ubsQKkuFAUXEEp/SCAGsFX2RpyVJcJbLvu2mcCN58ykQ/5yPn8kn2i4Gjv1mYwv5ZKHpspyXs6NfSMc13GVgLCSnld9QkivZPAFEQq9F8gNVnD1MzNQ8mV6+KUWmoWoUBQt4N6QqRMKoyyH7h0dIiT4ZPw8Wmf9gB36TJxYRVgm4sSl1QLgHHJykrQsqBAg+4xfGuBpnzbNA/Lt+UI2xsSyJIZbYdZKdLAMFY4Iz00A0LIwq0mgE/Jtu5bpi1yiyiLfew8n5KGVIzwTxIMC0m5LlL8cS9Xg+hofyY7I4S2S7+/SD4WMkG/yvvRZCbY86bDItPHlGRvbKQ7rtpL2jWcwfcYs+p+4ikjsF/kOP0t8GWLE6/MIZUXYrdNK9m9bjbCk/zPz8a0UR+9vUaQ/ET6a+z5fCAF0b2+CxALBdf023lAKvWFFvc+WxvazqNE2Ksji8OP3Z9aSEDnMAxEkECUs7fL9xDJxmo+ragSvcVBazKHxvGoCvxQvkJmBTxAEYqAAS1cJGHzQAjbWT05YixFsCgo8cU6UiTNKiaUWoNyvhaaHL/xc5VIZFAr9YrKtGpSVFicZO/jkZadQQQVKhaj1A7kXNqoWRSnaFj2UxYYpwBF3xvhiShrlRWixww7c8Ph38o17GVqBoxxa5Hh88n0pvYeMwRXQ6cDDM4QCn0g4jR84mWyJzaQK308T+JUgy6DCNj03zuLVAE217szieHsuPrcTR132JulYa0KIHmEPVTNPvmuvZty7k7CKmhMEGlv0CNlhbGVG16J1gKAdpSyU1OGlsMI2nrKpL/lhh5Cfy4rKpPgrTEm1z8Ll5fjxaSgZYP6X9/PCAd9OT/LpNyVolUKLPL60BaJ3JJISnybJdFYKX9gHwpOgPKOvVpotpS33EAoqsHEtj7jXhjuft9m1bYjPfnFIZ+2L74UIxPGUTuCALppO3doRK9hHQBhgnGBbYUJiAC2OEZ9ghFVKDKR9AjdASbun6xHDCeHJ7H33xwZ4NODwnt3pdubTuI6ME8U8Mcbf9mlAaVWSU/sNJyGzXHtrwKBQhG3pJyNdLymOstYYJ3CFZwJPKbTIwAZJBVECkavMPYAnPvRp0yRFJKsDdnRvUoImy3YY3qcLPfcMc8UlfUj5jSEIMlQ0ISz5T0kYkOmFUmvuMMkVXQQwUmWeNs6WhRtxsB2Hi29cTDJezFtjLhZZO+NY2bietFWX0qogyQXHtoBkoXCJCjdP+ID2bfRa+gaDfqBAuShffONb0pd6k3KyxcZJJizsRqnXjsP2b8W513yGtlshowmsBDdf1JFOHcJMnrOSOEUosaEv1LRgIpRRyMeTvaElzjWBJUDs7oKHFtm09Nz8teUeMt43xEMuEbeMZo2a8vWPcS79SwPceFrYCEvXxg4aE3hhGqnZBLXzsb0cxJ0iREo267YYKEBpG5nMpMVYgQBSzITISyDPwmb9S5YHLU6N5LSh940/EBLeT915DTrcQ8ansCxFjzZF8tJTybP3DxEn5QBhyYhjNFoMr+UpkH4aRcYnUiLOMpgRaaR1/SuQ4Zan6dlxDscfuiMr0lGuP60pOlQhND3hG+LWp5cQCfLZffs0qZQsN8LTFbpZQRLbV+KgAD8cEt1FBpm0VhBFqQSKJK4SBuuzXPMkMtrpGLnWPN6+zeXau16UDf8MsmOfEkpVEbgRgoZ7sNjPJVCVhLTsCQUIEW2hVJyw2M8VSlrCtC0RylE+OgjQskqAIyZW0rrxFYicOrBo38LlnS8XIWstn47qIzZuJp2TBNh8Nb6UIqF/Za+uuOlq0S9HwAURXCxfYQkfPyR+FQthBSjxGRIdlbR7KiR0Nn/pzTevaRW9ZN+VRba1kjMOmMrfX/8OXy0iL0uWw6AGQRBuYTNWiDMyytsleMqRGRRGaQ+zNLiWhVKe+N/Bl2kaQmEpMZLM1EBKNkwy+0KOxSE7T+Cp4d35auYqOjeZjbYmCOg1qSDELS8uxtFR8qOVpJwVoHx8oRsTA2gpfTFOEFKElMmeACSGMvssnRb5QmyYtOuhZIzjlNEkvIipk+bhqzL81Ld4WGiJKKWORzrkkxZdPYmKSA6JfwNiIHp5gfDyA1BKrpDIakrzqFFChXqSkjFeIC6VFwY/4nFI9+2Ip23S1UvRKoylNa4Tx0uaiJaPpbSAI8ARm4q4uMoH30cpcARQnnYwljBtmpDoRL3JvNCFZMK1bjCD3odavP/5VKKhaQTuxzLexpcZ+cH0chIRha9TOH6cQKcxmlgCToxcKCmEt0ZqlNhYdBb+SnwtVmBLSW+pg2kX++DosGx6G5EKt+TmIQeSUq1JxANCVgGujmInVpLrKLQ8R0NZiJWwtQjs+KSMaBKRPCUGTCWwrUrSYjxPWSCOVP7GompxtiMOW7DCEeOupkHYx9N5eImFonJMImIIeSkUfgrHy8dzXATrZClkVDZKwOAK2ahEvIhwMbPdV4HgRct4cQqu1K5/SVeJFwFfTyhmbmkW++23M/e9vIi0RHNbNQdbcfKeMZE4zuIyh6VLK3GCFBcc1EKiY5hFJQniqoik53JSjwJ8q5YEMeFko3zhJVFffje+jFxWioTXilOu9Njr4AO54cnVONk7iTwNqcxuQ6T2F5rFSnCzm1DrFZAKt2B7PRdqa4iHm5MQ+UpVe0JVs2jkVZAKNSOlsvDclOibor4UiA9S0vrdJIdkkOCg7s1YVtWEdDKFHRRhy39tCwIi+DIhcknFkwJOh5Yy1zyVjbFvwgMrULTKzRibtFK4voUS8Ipn6mO7Xp1e72kTD0poK5JUhQrZ+UyHcnZj3/PeJZWzG7VOMyaVtkUlV5KjK5lfXUCJ15x5VW1pnJblOB5n0jKLCtrwyQwJ7eULaZiAlYnthGK+AKcGLUsUGybt4ymXXxbvyfBnAnR+cw656Hn8UHOscBcxepihZzQTQNXy7ve/MGlGnKRt8/rwg0n58NY/ppOM7kGFq7nulFaY/3ehKfOr8KywGFFekGTfsiFLS6IbYtCK3M7s0T+L1yYWcs/rHn5sH4kCx/L+lLZ03KktSyp24KRBdzE7dQDfrOzIecd3Y1GyKVfe/SKJnNN5b3p7OrYqpqa6Awedfh2BXYgve1G/Hp4ZGXxXjlzSJH2PD1fszXM/dObxzwPR5wxq7Rb0OHMVoz/K4anPfA7q/QTL1T7sf3kt4z7wGf1hFT36jCZhdaJr72WMfsfl7x+l6Nn3ZRnfVsiLQp4r5caX7YmhZLVYog+h8wVVfD07jwMveg2ydoHYoaymBX1Pakdt0mbwPU/ww5xCEtmtePvOwwTcUW546FWc3L9S6rfk8qNbyipZyG0Pvo5vxfDdSoJN6buOKL8JgMh+w/zpNvLCscrqQO/7bOY4XXA4W5xcwPHXZNNjsOKQq2dz6MA3qPAO5ZABMQ4eFme/oVP4281fkrb2oNddOfQYEueAoT+zd+93cOzdUfIG6Ev0WkemzG2QDlCyPCSsIu74uDv3f6iZG++JG+5JuX0gF9xRxGvfWox9N8qQMR+xOvdcej+Yz1fT4fa3HB5+bza1oWM4Y2QxL3xdxti3Ncde8Tg60gI8G993MnzW/fHQ+ErLpLBJ6J24bEyC6vAh+EEXErEczhzVlh36KfYYMk1A8BeJRIfy11sK2WVALT2unEVJ5EhqUy05b0xLWl0R0P6ySSx0jxEd24GjpdyYZ4Z/EBBohRUK4+sY1z0RpSpyFJ7aAUsm1VLrAAa+tT8DX9+R6ZwltPZkVrw7l73RmaFvtmGZPkVWge6UsgdD3u5Kv1d2YGrVSYTtnkhIwpc3cepJjuxZ/UDjOlEWeEfQ/4lyKkJH46mDKIu0pceluew3ZDUHDp7Ch7OyqIydwy7neBx5/TL2uOwnJqxuQZXflS6XROlx1SK6XTaeR2XiWOG24Ebg3wfAAKVAaY0KYvy4qDVu6ATxYwhNhBrVgknVRzEpcT4l1sW4bmtKQ9vxQ+Ikfqo+h2oxkOe0JkVjZiR68mPVOZSEeqP8fcAxs3BjxwTCy5fsBTZuUMC4L9pSbfcgYDsIK95ccAB9X9mLaz4QI4TOJRVvzauz9uDiF3fh9k92oDp0IonqXD5d3JVLX+3GsLdbUhu9EFJtZD45wjvNhkkJdaV9lPkvyCLt7iURVvorT8aESXnZ1AQHUKVPw/UPlKUVamlAmXcwNd7ROKlO+PL2npStSK3XjQr/DHGQgCBVjDbOMHlDpuZZ9pFKqPluCi1bD8+JEA52whOAOJ4rPeJCN5uEv4vsA9sTqDC+jPFdiTTpnQnSrZAfqUsQCJiSTmdSahfSyXzhG69XVyGKUqKpDkBpGZ/D4uojSesuMhnCIofNyqALE6t7Mc3pQ21whoA8h+XhPfiq4gzmOmcR9/6CWxujLNiRn2v/yi/xC6hUvSAhZ5Wiq/IdtpSE85a6SLtZIrwkOAlRCHxXZYDneQrfq8EPysRRCs+TN1GnAHwL7fhYbjXKy8JLZYtCPgQV4kjEmFngifF8Ma5fhXYdNkxKoq6WGKsCX8aGhbco5TYkkGXK7D3wE7heUxJOJ6HXCk+A4zkWntsIP90OPyl9M3UiX6qR7Mv2IO62JkhrtNHFS2/IEr/8TPyyXnhlp+OVn4xbeirpkiPxV/0Nf/Vf8UpPwSs7i6D0Irzyi/EqLsavvASvqh9e9RW4lQMJqvrI/UU4lZeJuudJPlPuT8GtOEto99mIp6nwys8h829sys/CLZdoJrxTpUcLz2MIVp2Et9rIdKbwFdqV5wlfw7MvTtUAXMO3+jK8qsuFd1/SVYZvb+F7Nm6V4Xue0K6fr3JT4p8kynXQslXBjREE4IuN/aAWnyq5D+M5eQRONirQWI6H9tyM/0jnoLWAPhAbp2VSiE9xo3hurfSJo7yUUW+zWW+2dW2jVyFKV56PW3muGPM0Mf4p4pi/EYhT/JLT8UvOJSjvHpWiBQAAEABJREFUJYr2xqs8RxTvg1t7CU71IIxj/NpLcWvEaNX9casvx6+S+6reQu8s6X+RlBKZ1vKqK/yKs4WPyb1wK07GKTtJeB4hTvkrwcpT8ErOxDdgKOuDV3GBAOFivKpLcaoGCq/LM3yCyr541ZdKXT9xyLkElTKLJbviRL/8ojpW/7OlV3UeXsavZ4uNTsYtkyw+DVafhFdyBkHJOeLXM/HFvl6V+L+6j9i2n9h2IF7NFXjiY0/8aXzsySTwKy+WtnPwhK75P7VxK/pu0ba/CYBbpLKtwzYL/E4LbAPg7zTctmH/HgtsA+C/x47bqPxOC2wD4O803LZh/x4LbAPgv8eO26j8TgtsA+DvNNwfOOz/K9bbAPj/lTv/+5T5zQBUuY9i5Y0lnPc4hQ2fwS5+DlX8CqFGY7GKHiar+HZCeQ9i54yS77ZjyMp/mEiDGwkVPUq40TPkNnqDSPGTZBU8id3wcal/mVD+S5KfQhWO28hyW5vfRgJsxQqddx929jOEGj4qdhtFXsMX0MUviH2fF1s+jl14P+YffIULx6CyHsDOe0T6PUis+JZMe6zh88QavUKs4GFChePQhU+KfV/Dzn+BUMHjm9VE5Y/Dzh1Lg9xRHHXQU4SEry56ldyGz7HX7ldz28X3ct7h95GVN4rsons4qscN3HThDfzt4AfW+vMFuna8jStPGcnJh44iq9DI+4LI/HfBxXOb5W0afzMAsUJYchLeQi/lzH3nEiWQ0+4Ueb7NU/1XMO3eON+PUOTpVRTby3hu6Com31XBpzfmYydr5OS8nAf7l/Dz6FV8cUtAdnIWQcTF1wVymh4xsqyftzY/4a4KHyGU/Tg5BU8w6pafyWn4JLrBK4SKXqK4aBj9T72VAcffTEHuCJk4d7LjdoO5ptfd9P3b7URzHyK7UPo1HMllx9xM7xMeoajhPei8FwgVvoBV9LxwqP/Sfi6BpYg6AUe2+pms+HvowELLB4cCdwJf3VHG1HtKebivTSRSQyP/Qz67rZqf70sw8pwiQpZNLP0jn9xZztSxVYztn0XIq8XYN1DFbC4p8WOhXsyzN6zi7l4fc2LXOFH5ShSr+YjPhs2hd9dveOCMjxhyRhkt+ZyXB/7EGT2+47mLvuewjouJqvF8ePfPDDplMmMu+4ibz4wQxALRJxetsthS0lvqUNdueZoWsfH88FwpN5/1Cy9cn0dEPsWF4y9zUtvxTJzwMW3z3uXFO4vp0ngCR+7wLS+/+SZdmzzGwDOWEk6/xGl7/IOZcz9ll2av8fFjnbAsH2VbImisjs2v5dbmZxhr0dG2k9xy1nLO6/gED/VNkuOmyXKWMv0xixHHTeTW075m6pM2BbqMSQ/EufKE77n3vGn88ERTAUcFU551ubvfbEZf9DG/PFlMOBLHC2WLjlHDot6sZWLLt0tuPnsBj97gMv3ZELs3kEmuNG/e35jd8ycye9aHnNbhQ1pEJjD1+b3ZufF4VpdO4KIDX5EP0u/z2HURemz3NZ999TC9ur9MHh+AjqGseln+WhkhRc+uyzhg++lUra7k/r7z8JmBxRSw0lz60BcEIeh1qMWePRbgK5fj+3+BHyrl4lPKyNNvkZWOc+2YX8gOW5xzSi0RZwG25QjvyK98NnWjN9WwYb22qzlgD4dYagVf/ZBgvzafi4Cf4wcrcYXx618tQ1sebZtU03aHxfiW5uEPTZ3mwE5x8uzxhB2f174sIWSHaNNyjnxfnAy2fHu0N3bO1uZn9I24NmFrBRcc9DXD7nySU3cTQ9c+jQrXElVzSTbvQBVFZAWTCNKjifjLmF+zHYmYpkXWx4TTr5Dt/UxataRc5ZOvPyfifUBYOyidbVjUmwO0tDuce4xHVTqXiO0z/FIfwitp3NClNhzj1Y/m4NiVNC/8gZhehEjEe9+XY/llwvMldmxZRcLX3P/8fLQXZ9e204lGAyx703yNMGkrRCJeg6N9ViwrY3USoT8ZR6KqJ9/+s1Q2YVswXuOTLd/nbbFRuS+u9xWxQKH8VcIvwBdHusrD1lW4CCZkvCu0DY/NZb25xnXbfJ3F1BkJjFDZrstDry0kHKwgbTXEdxx2a5eH57tMmLIay/VQspx4QkCJoNp84SYtwgaIyFILlqwvSifxlSLQG4uxtfkZoXzbk4jskk7kc+AeuzCvQuT0JuORMhAh7Ngib4CbyCZbVYnhRe4gm0gKtOtLnwXYRp9IFinXgiBF4M8WG8mHelv6Gib1ZCWAC6wov0y1aaBX8dKrU3nnm5n43mp+mVlBVPi3b1coy2ohy1eV4vs+4USIQKwpRpVolRZePn6AqUELLxOBEFAZ+7K5pML8Y24HHL09++3bjmMueJp00JCk7smi8hgPDtlJdAhz1uCR1Die8KnJ8FCirWUruQ+ETSD+FH1FgMB1UEGawJIeetM6szZtucfajgExJtV05aMZzdmlaw6TpovVIz3ENHuzuCJb9kENCelsrrpzLOUCvkDFRThQ2sYOaXTgi2BgWzKdxIC++YsKX2hYoOsRdGvzQ5ITDpNIt+H5H6P03H87Hnh6DnZOd1Iqn3ueWQTLfyAvqGDc+9NIhiI4loBQB5j5Zf5Bji+TDHGCElqW1vKrBByO2MAnUKaWepNnhVFumKNvLqFa5XDMX3vwyjsVuDqfq4YvkygX5YJj2rGwyqHKLsSLGjIOnkz0wJcJLI+BmQBrBJF6VyaCL2BJC41AWjd9KfHSDkVRxjy9TFamgI8eHir+2k2CyAyaFsA7X5fJRKhg8Pkny6TKlugWkhEyStniN8SngWTQSvQVv9ph8S8y8VQgphAZ2HySUZvvUNeqSXL8TqV0ap6Hkypg1ICu+KJ0zP2EFnlxrhq9TARL8sb91+GnY7hBVJ5ltOxvNL5EEQXKQmtNIHLZMkvJCApmRrNB2tr8DHstzozqJKvnt+LHaUluOrcjTroFEd/hsrP3Rue2JK1CnHdiZwoLuovgNkr0UaKXUgqlHEMG3xMFDRC1PJpoIEuTQFAeNnFJu6VSjL/3EBYvi5EdX8YD1x6J7WievbsTYmaG3fstLWKV7JjTVFaXsMhhIwwzOVBSICkAWya0L7zDIbkReUybtGzyUuKD9k0mM+CkHD7+YTkNQ1MI+V+S7U8DeZF568cqfKeAnru3JUiXiycVFoHUecg2DweFb0cIG+DJ8uymPZToo4SxiMOWkt5Sh7r2QFgFeh4tIiVMmLoA7ZSLY74nxCoBlEuJA46XRVGWkp4VIqLCRizjOSKoRsnsFLsQsyyU+Mczf5cnqmhfS9+NRd3a/IyeSgAYuNO47LhZPPri18TsVUSt90TeJXjxebg5zUknGxKuXE1N+UQcAV3IT5P0UlgpHy0a++IALfoFjisTy0VQKvVhKcUW8lvv5dv4Vg0NCubRND+EtvJolLuakFpKcdQlLXuxikpxOjlkZ5XKkh7HzizvjgDBldVFEaQcbFdJ5AqwtMZSMam3RXafzSVxC5Nm1pLwV9CljWJFsgG+u5o0Mt6NkBOxIVqJH8RlIliotEuWVnjakz5K6iGZDCjQaRw7IfxtlBcWvrbw9zbHOtOmM7+/4SfwLL6ZmE+J7Ff22q0Bb02soDaokcjWnJAfpvN2UdmsVlPrVhIvTaFTcXZvaePgUpZIEXcisryF2alRGk8lkbVBgGsY21jBxoJubX5GkkCkVaoRTqSAy07rInvalmL0Kqn1cd0QjpsUo8smW6UIBGVWwsezshAckhanu0pL3yIsT/r4rpRadAuJI5DsGRb1ZwGT72Qx9M4ZREIrqBFbX3H3WHEozC31ZQLbtCqOYvvlpMWuoYRNYGlaFyuxZVgsDPNXCx8FbRogdnWorTWgMTyD+nmurQ08T16ketJzYA0Tp+WzzyXPUB1tQtTujrKzuPn0ZgK6LO5+7kPGT0mQDufyyX374cp++NmXvyYIdyewixhwekNiSc3nPy5HAqEA00fL5FzLZpPFbwagTAtW2ruz2wUOL3+exaWPziId2QM3shdzy7enzxHbs6q6mNOGPs0Py1uzzOvCU1cfQnW6CVePfJWg4HhKE23odUwLQummXHrTy2LgkADRkRmT3lhAceBW5ScSBLKHSQRN6X6BS6zxfuzX72MS0ebijNbEre0JloynUCZYTW57MUdjqkPNaW5PRlWXEPebiVOKKEX6VU6jgIUkdGucUFhAWS2gqEdH1iTlB9Lu8fSk3Thazt46n/MSU0plrLcdfW+fS9LJY+h5BzDf68jM5TGOHPqj7POyOHW/7Sl3OpBWLRn2wAKSfgGPjDiaKqcjX01bRZqEvBxtmu8a7gEJ22Zy4iju+ERRGToSvINYmbUHew5swrBnA868dyFjP11KRfaZHHZdEXe/kuCsuxfy8k9Vmf6HXJnN7a+6XD0qxbk3vwlBE7SbQsLzGhab+f3tANQKL7AptfZhyCsSbjmMwO1AZXhH9r5hB3YZXEmPQVOZWr0DteoIOvfXklfSue94ZqbbU+l0psvluXS+eAWdz5rA65MtbCX7CiOoRAA2TFubn/APlItr+SyyOjHkuShTnNYEwblU+4Xs0SfMRWNzuPzx1exy5qNUWLuKLmGuejTOkHGVdD1/DPFYB7qfWcHQF0I8+GIee57/OLVeW3RaoT1xCPWnQHsoHZAKhGfFaSyzukJwCoFqzHz3KNoNKqTzVcvofsWXVER2Y8LSv7HTJS67D5pL54veoyq0K3NrjmCHPrns1W+O2Pdd4tH9CeI5+OZFr362mdrA/JotAAX8uHBX/GAXfLMt0jFmpLvz+JS9eHv+4QLmC0immjF5eXvu/eYg3pq+H3F1JvHaGD+u3J073zmIByftSo0+C8/bgSDtELgeW0q/GYBB4AstJdki7u4vs7qlGEihA4tqtwkr+CsrOYekexwpL1vA2pwFqRMo888h7Zwge5QoSYku86rPZF74PIkYZ5JON0Y5rgjKRmlr8zMCrHGG0THMe+MbYYd74ugsAjtGmW7Pq/O6M27GYaRDffD8Qyh3d+SRCfvw8NfdKbfOJ53ckwra89BHPbnpo/YsTZ0H1oH4aRtZy9lUMrqaDErs0ggrdgKOihGg8dIWlX4nlvpnkbJOI5UW2ytNPOjEgpqzSYjD8fcTO9qYf6E2K96H0kg/PHUUnhNGyZ6UzSS/sjcmexXn45QPwTH/3qXsHNwVp+OWnkF61Q2kyu4kUXE1TuWlpGsHkS69Ebf2AZJlQ2XsJfgih1M1mGTJSBJl1+KXnYtfcSJu+Umb4bymSa8ptvzrV/ZhjaAX4JRdiFd6Hn7pObglZxFU9RJBL8WtHCR5IF7VZaRrBuBVXIlTPQS3WgSvuhCn6hz8anFeWX/cigsJys/AqzypXkG3Nj9jAaNfXXZrepNaPQiv7Fy8VacRSGRyVg8mXTKCeMVtpCv74sYH4pRfg1t5L8nyG/EqLhb9zhU9LxFn3Ea8fDhuaV/R82+4FZt2xhpd+6yxb9VpYsu+wmrTN3YAAAwbSURBVPccsa/Yp+IMqT9XZOlHqmKY2PZy3CrJNYOlHEiqapCUl5KqvkD4no3xjSM8nbLzhe8p0v8Uo9qfNus/rWTbBPufsMA2AP5PuPnPq+Q2AP55ffM/Idk2AP5PuPnPq+Q2AP55ffOnkOw/LcQ2AP6nLbyN/mYtsA2AmzXPtsb/tAW2AfA/beFt9DdrgW0A3Kx5tjX+py3wmwBo5z1BNG8kB+18Bmcd2pdYo4cIFz5C153OYuEL99Ch5WCK8vox5YHrWPrYZUx68AEK8q9h3/YXsOSRm1ny9NVc0+s+sgpHc/xe/Zj75HCmPnU7J+97F1bjZ9ANHltPT1XwGFbuw+Tl38BD/a+hS7vBRIqfIqvhXdx1ydXMfflVsvJv4sCdzmT5E0NY+ugg7r3wXrILb2TkuUNZ8eRVzH/qNrq2vpWcgpGM7j+UBU9exzcP3U+zRndjN3lqI55GgK2tp+Fpsp3/MKG8URRFL2b3nUZgNx6HVfw0hQVDueG8+9iu8T1k5d3MgOOv4rlhN3PFCbcTyrmZRoWDGHneHYwaMIJOrW4mWvgk2xUN5eZz7uLasx+gWcMRWA2fEFoPGzZ/yvybAIh8KD/9gAW8e1se911aw9UnRtm18U98erNFA/0tlvUuB3VZRuvcSYx57j1aRT7m4C5TGdFXURSaz6wZXzHg8Dlk+d9w9/kW+cF8cpKTuadPDTHmEOjIBsaxiOgkXz5ocdxuc/jiHk3T2DzG9onT96A5FIa/JqQ/4aYLC8mPrmLagpn02mcq4dTLXNRzGVOnTKeRPYlb+6ZpyNectcdSJv/4ObvlfcvlJ6wmYiWEZ5iN0lbXs04Cm123n8yUZwt4Y8Q8DmtXJbaczad31DLosG8ojL7Azk2+5ebjptIo/QHXHvUD3dvM586LK7lkz4n0bPEF7w2HbD2Vl691uOKgn7nsoC/58JZiQnY1gRWtY7ReaeU/IcB/iLbNBvPaHffQsOmthArGUdx4ANOeuo/7rnicrKLbeah3f5Y+fhmLH7+J/Xa+lsLCy/n+zltZ8tQAPr/7AQrz7xawD+Lbh25kzlM38NjAUYSLH8dq9ASq6JH1eG748JsAaNsWu7XzCHKzqUzBXq2msLA04LZnFwq9gLAKaJIfxbM8Zq9IolUVrQpX0SA7QTwcZUVSEfJWEfM+IDsSJxFEWJnSRK3VeKnJ6JCQWecyf+CgbGjVsILvZqWxdRkdGnzN8KcWsbg2B9tzCJOgYXaItHzAL08kCTml5Km5MleqmRsPMn/Vsn12CYVZP+FTy4yVAX5Y0bZhiXyor0BZah2Oa27traznGq6gLZs+h0cpzFM4fpL+xy7HTc9nwcz5IDaNWTXs2a4Q3/Z57L0FhKigW8tZ9GiTIpndgIlLEuS6U4mlXqFtgzjlXhaLq7NonDUZlfgOZdfvZl8rzF8+/zTakYDyBRMf2YFcPZPZYwtpm/UF2dFPiXifc87BlfwishTG5jP8Io/Dus5g18IJjHv2bbrnf8l+XWZy1t5L6ZI/kwnfvMdpnb+jec43KG2hrDCbS/VLtsEIx1c8+aaPjq9ixsTV9L3/Y6rJY7nTCsFeprcXBAQKVIaiQlkaTSDtkqXUVoDrx+UuhZJBqXQKrR2gDCU9WSf5Mtbx83jqvWqO6Rqj/w0fMmFFDUsTO1Dj5a/prRS+UFNKSt8HKeUyBVKN+bEF2I5XjR8ITwGXEoPboTS+V47CYsO0tfWs4x+IJv+YkoLEAmZ8t4R3v57NarcFb85uKPZTmW6BKGWyH4hmgYcl9hTNpdbHE9tr7eL7JfhBAsQQCSctfSRoBCXyuIYGGyRbaYoL06BLhecqCtQvBOlJHHLJRzihKCHfIaxrEcFYUekQWLVsl1UuwK4gpX1+WJbAVdXskDdDImC10An4fn4SXyVomTMbKyzCCg8hsMkrA5dNttY1WCGq6cj9L8TZZ7/G9OxxpijaWBjKpYxBAlxPDCD87LCFmXFKiXk8D/kl8MUQghErE3V8lAAs7YpCYjgVOMJFiMjvr5eAxfzF8StfNGL68ixuv7YXKr0fPhaBTqGUIpCxngAvEBekhXcG/FIvLQh56QNalPckWlpai0xKxiMUQOEiw9gobW091wrgWRHembQDn0zOYp+DOvD17LCAKob5CzhL+hhd63QMR40uGkQ38we0ShSxFKKzhVJiW5OlOS0ADARAStVKvVSwcXKVorSmLRVOHmccvBOH9hlHKhpmXnwXoRpCyX9IH2NbLUb1xebKMBNLKhWgMiR9LInMfhDH81MkUilQHnaolkB8q6ifN2vT5lvXdjJAHnTMMvqevTvlSY+/HVJGIJElSIvCBlwyG5ICAoGgzFgfNwgRtmzchCcOD/A8JYBNS5tNjQ9GCeWCVIIIrkQhefr10n5AVKLW28Nj/LSgBkv2kfvuslSMAioZQgvPdABxiai+9DWKusoSKgFpzyKiPQLfFgMFpNMI/6gYRGRyLUKyHFkSJYxz2SBtbT3r2Me0xfWnhNi7izhe7HFjn/Y4QQzlC6iCgECc7YjOrgittEIMiG0A4bgZHV3Xw5EJrYVOWvpry8JzxdBifWMrqaK+pAT4rpXLpTetJMiG0SOGg98dlEaJg5RSBPKfPBCNhswdhlbgCW0jSyYrLG0J/yQI2JzAzZS2yIyMMP2lYpOX3rBl2LelhB6ay8nvr+Ciz1Zn8tkv9WTiMQMYGOrNrUV38fedB3Luq5cQG3onlzceS49H/0HOsLFc3XwcWXf9yFWtxlF28d95sNMohjS9ma9PeJXB2z/CUW/NYmTLu7mp6Q28uM/DDGt2K2e98SHnP3NYhk8dv97C74xXTmRwTh/G/+V+hoTvpcFN93HOy+cxtv3V9C+8ntNfe4cnO9zCsO3u4Nu/vsE12z/EEW8uZHCLMXz11ycY0uQBRrS6jp5vzGVIi1HM6PUslzW5i1f2voOznr+RPn/vuR5Pw3tr62l4mnzmCwcx7fheDMvpxdCs23mj84Wc/9LZRK68jcsbjabHY1+KrUczzNj3zh/Els9SeclL3N/+Ia5qOpyvjn+NIa3GcNSbc7ilhdi32fW8vLfYV9rOfOMtLnhmY10N3z5/P4heL51Ik7tHcVXOHYxtdjRnvXIBp716AwPy7uVrsf1fX3mFQY3u49OjH2Voo1Hcs+ONOAPfZ9AOj9PwwUlcueMzVPd7idnnvMGVzUZj3/gtg5qPptXd73PeuOPp8+JhnPrBSgymLvl89YZwE8iuU7WkxuXOiRU4fVvz4l+aMOaghtvyNhv8nzHwwuGNM5h6ZGoVBmPrQG59APb/qpQPjmuaaY/H45SWllJWVkZ5eTkVFRW/lua+vlzXr742U7etfY0djS3qy2vtk7H1f1N7yuz7MqiBd955h2efffbX/MEHH6xtgbeOacqGUVD/2io3r8+t4eDmMbmDBQsWsHDhwkxetGgRJi9evDhTmvv68rb2/x37GF8vXbqUlStXYtt2BjM33HADHTp0YK+99vo1t2nThgceeCDT/peWMd5bGM/c1/2sB8C6yrpSa00oFCIWi5GVlbUtb7PBehgwuDBZKYVJffr0wTcnE/LmYd7cE4mEqWbkyJGZsr6fzQLQINswyM7OJicnZ1veZoNfMWAwYXI0GpWX5DUA9DzvV4wNHz6c5s2b//q8qZstAtCA0GQTCbflUGZF2GaHNXYwuDB5Q3D17t2bQYMGUVJSsmHTRs96o5p1KswSvC1rttlg0zZQak30Wwc23H777RQXF69btcn7zQLQzHRLDjWV2pjJJilua/iftYA5NTHKFxUVYU5RzL3JTZuuOVkx9xvm9QCYZSsSrnxikF5NmjShRYsWNG7cGEMwPz+fbXmbDerDgFJrAtTnn3/O22+/zeuvv/5rHjt2LJ999pkgSr5cCbZigrHMw9qf9QB4Q48i+TqwKtNkQGfWdxMBty1Bm16CttnmnxC64ooruPzyyxk4cOCv+Y477pDPeNEMpvrKl5CruxZm7ut+/jlaavrvWsBzs2p4dW6tPG27tlng32eB5wVXz8ysZsgemwGgYWc+ww39Zs33YPP9bluem/mOuc0O/zc7XDe+LPM5zmBs3bxeBKxrmHVmy0xnA8ZtufU2W/T9v9tgtmCqDl/rlv8PAAD//xMqk8YAAAAGSURBVAMATOUKuYDbfQIAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="Jeopardy"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="code" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="36" y="76.19999999999999"><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="doAsk"><l></l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l></l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>1000</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-1000</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>1000</l></block></script></scripts></block-definition><block-definition s="200 costume change" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>200</l></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script></block-definition><block-definition s="400 costume change" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>400</l></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script></block-definition><block-definition s="800 costume change" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>800</l></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script></block-definition><block-definition s="600 costume change" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>600</l></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script></block-definition><block-definition s="1000 costume change" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>1000</l></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block></script></block-definition><block-definition s="titles" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>-220</l><l>150</l></block><block s="down"></block><block s="setColor"><color>252,255,250,1</color></block><block s="write"><l>disney movies</l><l>12</l></block><block s="up"></block><block s="gotoXY"><l>-109</l><l>150</l></block><block s="down"></block><block s="setColor"><color>252,255,250,1</color></block><block s="write"><l>music</l><l>12</l></block><block s="up"></block><block s="gotoXY"><l>-23</l><l>150</l></block><block s="down"></block><block s="setColor"><color>252,255,250,1</color></block><block s="write"><l>artists</l><l>12</l></block><block s="up"></block><block s="gotoXY"><l>50</l><l>150</l></block><block s="down"></block><block s="setColor"><color>252,255,250,1</color></block><block s="write"><l>disney shows</l><l>12</l></block><block s="up"></block><block s="gotoXY"><l>150</l><l>150</l></block><block s="down"></block><block s="setColor"><color>252,255,250,1</color></block><block s="write"><l>literature</l><l>12</l></block><block s="up"></block><block s="gotoXY"><l>500</l><l>500</l></block></script></block-definition><block-definition s="Is answer right" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>answer</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What artist cut off his ear?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Van Gogh</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>800</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is Bruno Mars</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-800</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="4" 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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id="166"><item><ref mediaID="Jeopardy_Stage_cst_Screenshot 2026-04-28 9"></ref></item><item><ref mediaID="Jeopardy_Stage_cst_Untitled"></ref></item><item><ref mediaID="Jeopardy_Stage_cst_Untitled(2)"></ref></item><item><ref mediaID="Jeopardy_Stage_cst_Screenshot 2026-04-28 9(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="167"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="11"><sprite name="Sprite" idx="26" x="500" y="500" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="252,255,250,1" pen="tip" id="172"><costumes><list struct="atomic" id="173"></list></costumes><sounds><list struct="atomic" id="174"></list></sounds><blocks></blocks><variables></variables><scripts><script x="76" y="29"><block s="receiveGo"></block><custom-block s="titles"></custom-block></script><script x="106" y="252.79999999999995"><block s="receiveCondition"><block s="reportVariadicEquals"><list><block var="points"/><l>15000</l></list></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="points"/><l>15000</l></list></block><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSayFor"><l>Congratulions! You&apos;ve won!</l><l>2</l></block><block s="gotoXY"><l>500</l><l>500</l></block></script><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSayFor"><l>Sorry, you didn&apos;t win. 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right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>200</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is Internet</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-200</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(5)" idx="4" x="88" y="111.00000000000001" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="255"><costumes><list id="256"><item><ref mediaID="Jeopardy_Sprite(5)_cst_200"></ref></item></list></costumes><sounds><list struct="atomic" id="257"></list></sounds><blocks></blocks><variables></variables><scripts><script x="26" y="36"><block s="receiveGo"></block><custom-block s="200 costume change"></custom-block></script><script x="60" y="186"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>A secret word used to access an account.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Password</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>200</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect the correct answer is Password</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-200</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(6)" idx="5" x="180" y="110.00000000000001" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="294"><costumes><list id="295"><item><ref mediaID="Jeopardy_Sprite(6)_cst_200"></ref></item></list></costumes><sounds><list struct="atomic" id="296"></list></sounds><blocks></blocks><variables></variables><scripts><script x="19" y="36"><block s="receiveGo"></block><custom-block s="200 costume change"></custom-block></script><script x="70" y="159"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>A named storage location for data.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Variable</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>200</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect the correct answer is Variable</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-200</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(7)" idx="6" x="-177" y="50.00000000000006" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="333"><costumes><list id="334"><item><ref mediaID="Jeopardy_Sprite(7)_cst_400"></ref></item></list></costumes><sounds><list struct="atomic" id="335"></list></sounds><blocks></blocks><variables></variables><scripts><script x="37" y="156"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>An algorithm that checks each item one by one in a list.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Linear Search</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>400</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer was Linear Search</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-400</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script><script x="67" y="18"><block s="receiveGo"></block><custom-block s="400 costume change"></custom-block></script></scripts></sprite><sprite name="Sprite(8)" idx="7" x="-88" y="51" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="372"><costumes><list id="373"><item><ref mediaID="Jeopardy_Sprite(8)_cst_400"></ref></item></list></costumes><sounds><list struct="atomic" id="374"></list></sounds><blocks></blocks><variables></variables><scripts><script x="43" y="41"><block s="receiveGo"></block><custom-block s="400 costume change"></custom-block></script><script x="91" y="196"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>A group of 8 bits.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Byte</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>400</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is Byte</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-400</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(10)" idx="9" x="92" y="51" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="411"><costumes><list id="412"><item><ref mediaID="Jeopardy_Sprite(10)_cst_400"></ref></item></list></costumes><sounds><list struct="atomic" id="413"></list></sounds><blocks></blocks><variables></variables><scripts><script x="28" y="35"><block s="receiveGo"></block><custom-block s="400 costume change"></custom-block></script><script x="24" y="122"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>Tricking people into giving personal info through fake emails.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>phishing</l></list></block><script><block s="doSayFor"><l>That&apos;s right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>400</l></block></script><script><block s="doSayFor"><l>that&apos;s not right, the correct answer is Phishing</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-400</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(11)" idx="10" x="182" y="51" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="450"><costumes><list id="451"><item><ref mediaID="Jeopardy_Sprite(11)_cst_400"></ref></item></list></costumes><sounds><list struct="atomic" id="452"></list></sounds><blocks></blocks><variables></variables><scripts><script x="60" y="25"><block s="receiveGo"></block><custom-block s="400 costume change"></custom-block></script><script x="62" y="145"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>A statement that runs only if a condition is true.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>if statement</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>400</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is  if statement</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-400</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(12)" idx="12" x="-175" y="-11" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="489"><costumes><list id="490"><item><ref mediaID="Jeopardy_Sprite(12)_cst_600"></ref></item></list></costumes><sounds><list struct="atomic" id="491"></list></sounds><blocks></blocks><variables></variables><scripts><script x="73" y="115"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>An algorithm that repeatedly swaps adjacent elements if they are in the wrong order.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Bubble Sort </l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>600</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is Bubble Sort</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-600</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script><script x="84" y="15"><block s="receiveGo"></block><custom-block s="600 costume change"></custom-block></script></scripts></sprite><sprite name="Sprite(13)" idx="13" x="-89" y="-12" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="528"><costumes><list id="529"><item><ref mediaID="Jeopardy_Sprite(13)_cst_600"></ref></item></list></costumes><sounds><list struct="atomic" id="530"></list></sounds><blocks></blocks><variables></variables><scripts><script x="44" y="154.33333333333337"><block s="receiveGo"></block><custom-block s="600 costume change"></custom-block></script><script x="64" y="267.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>Numbers written using only 0s and 1s.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Binary</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>600</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is Binary</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-600</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(14)" idx="14" x="-2" y="-10.000000000000057" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="567"><costumes><list id="568"><item><ref mediaID="Jeopardy_Sprite(14)_cst_600"></ref></item></list></costumes><sounds><list struct="atomic" id="569"></list></sounds><blocks></blocks><variables></variables><scripts><script x="71" y="70"><block s="receiveGo"></block><custom-block s="600 costume change"></custom-block></script><script x="52" y="196"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>Breaking data into smaller pieces to send across a network.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>packet Switching</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>600</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is Packet Switching</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-600</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(15)" idx="15" x="89" y="-9" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="606"><costumes><list id="607"><item><ref mediaID="Jeopardy_Sprite(15)_cst_600"></ref></item></list></costumes><sounds><list struct="atomic" id="608"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="36"><block s="receiveGo"></block><custom-block s="600 costume change"></custom-block></script><script x="72" y="219"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>Scrambling data so only authorized users can read it.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Encryption</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>600</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is Encryption</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-600</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(16)" idx="16" x="178" y="-11" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="645"><costumes><list id="646"><item><ref mediaID="Jeopardy_Sprite(16)_cst_600"></ref></item></list></costumes><sounds><list struct="atomic" id="647"></list></sounds><blocks></blocks><variables></variables><scripts><script x="40" y="82"><block s="receiveGo"></block><custom-block s="600 costume change"></custom-block></script><script x="62" y="228"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>Repeating a set of instructions multiple times.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>loop</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>600</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is loopl</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-600</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(17)" idx="17" x="-175" y="-73" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="684"><costumes><list id="685"><item><ref mediaID="Jeopardy_Sprite(17)_cst_800"></ref></item></list></costumes><sounds><list struct="atomic" id="686"></list></sounds><blocks></blocks><variables></variables><scripts><script x="60" y="56"><block s="receiveGo"></block><custom-block s="800 costume change"></custom-block></script><script x="38" y="200.79999999999995"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>A way to represent algorithms using shapes like diamonds and rectangles.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Flowchart</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>800</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is Flowchart</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-800</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(20)" idx="11" x="88" y="-73" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="723"><costumes><list id="724"><item><ref mediaID="Jeopardy_Sprite(20)_cst_800"></ref></item></list></costumes><sounds><list struct="atomic" id="725"></list></sounds><blocks></blocks><variables></variables><scripts><script x="58" y="188"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>Software designed to harm a computer.</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Malware</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>800</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is Malware</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-800</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script><script x="63" y="42"><block s="receiveGo"></block><custom-block s="800 costume change"></custom-block></script></scripts></sprite><sprite name="Sprite(19)" idx="19" x="-3" y="-74" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="762"><costumes><list id="763"><item><ref mediaID="Jeopardy_Sprite(19)_cst_800"></ref></item></list></costumes><sounds><list struct="atomic" id="764"></list></sounds><blocks></blocks><variables></variables><scripts><script x="47" y="160.9999999999999"><block s="receiveGo"></block><custom-block s="800 costume change"></custom-block></script><script x="30" y="30"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>A system that translates domain names into IP addresses.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>DNS</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>800</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is DNS</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-800</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(21)" idx="20" x="179" y="-71" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="801"><costumes><list id="802"><item><ref mediaID="Jeopardy_Sprite(21)_cst_800"></ref></item></list></costumes><sounds><list struct="atomic" id="803"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33" y="52"><block s="receiveGo"></block><custom-block s="800 costume change"></custom-block></script><script x="46" y="171"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>A reusable block of code that performs a task.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>function</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>800</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is function</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-800</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite><sprite name="Sprite(22)" idx="21" x="-175" y="-135" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="840"><costumes><list id="841"><item><ref mediaID="Jeopardy_Sprite(22)_cst_1000"></ref></item></list></costumes><sounds><list struct="atomic" id="842"></list></sounds><blocks></blocks><variables></variables><scripts><script x="45" y="194"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>The process of finding and fixing errors in an algorithm.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Debugging</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>1000</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, Debugging</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>1000</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>1000</l></block></script><script x="51" y="53"><block s="receiveGo"></block><custom-block s="1000 costume change"></custom-block></script></scripts></sprite><sprite name="Sprite(23)" idx="22" x="-89" y="-135" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="879"><costumes><list id="880"><item><ref mediaID="Jeopardy_Sprite(23)_cst_1000"></ref></item></list></costumes><sounds><list struct="atomic" id="881"></list></sounds><blocks></blocks><variables></variables><scripts><script x="35" y="54"><block s="receiveGo"></block><custom-block s="1000 costume change"></custom-block></script><script x="35" y="193"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>The process of turning data into a visual format like graphs.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Data Visualization</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>1000</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is Data Visualization</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-1000</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>1000</l></block></script></scripts></sprite><sprite name="Sprite(24)" idx="23" x="-1" y="-135" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="918"><costumes><list id="919"><item><ref mediaID="Jeopardy_Sprite(24)_cst_1000"></ref></item></list></costumes><sounds><list struct="atomic" id="920"></list></sounds><blocks></blocks><variables></variables><scripts><script x="51" y="53"><block s="receiveGo"></block><custom-block s="1000 costume change"></custom-block></script><script x="68" y="205"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>Rules that determine how data is sent over the internet.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Protocols</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>1000</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is Protocols</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-1000</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>1000</l></block></script></scripts></sprite><sprite name="Sprite(25)" idx="24" x="89" y="-136" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="957"><costumes><list id="958"><item><ref mediaID="Jeopardy_Sprite(25)_cst_1000"></ref></item></list></costumes><sounds><list struct="atomic" id="959"></list></sounds><blocks></blocks><variables></variables><scripts><script x="59" y="66"><block s="receiveGo"></block><custom-block s="1000 costume change"></custom-block></script><script x="52" y="189"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>A security method requiring two forms of verification.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>two-factor authentication</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>1000</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is two-factor authentication</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-1000</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>1000</l></block></script></scripts></sprite><sprite name="Sprite(26)" idx="25" x="180" y="-138" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="996"><costumes><list id="997"><item><ref mediaID="Jeopardy_Sprite(26)_cst_1000"></ref></item></list></costumes><sounds><list struct="atomic" id="998"></list></sounds><blocks></blocks><variables></variables><scripts><script x="45" y="196"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>An error in a program that causes it to behave incorrectly.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>bug</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>1000</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is bug</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-1000</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>1000</l></block></script><script x="40" y="42"><block s="receiveGo"></block><custom-block s="1000 costume change"></custom-block></script></scripts></sprite><sprite name="Sprite(18)" idx="18" x="-91" y="-73" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="1035"><costumes><list id="1036"><item><ref mediaID="Jeopardy_Sprite(18)_cst_800"></ref></item></list></costumes><sounds><list struct="atomic" id="1037"></list></sounds><blocks></blocks><variables></variables><scripts><script x="53" y="25"><block s="receiveGo"></block><custom-block s="800 costume change"></custom-block></script><script x="68" y="151.00000000000003"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>The number of pixels in an image determines this.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Resolution</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block 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y="51.99999999999994"><block s="receiveGo"></block><custom-block s="200 costume change"></custom-block></script><script x="73.000001" y="157.000001"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doAsk"><l>A step-by-step set of instructions used to solve a problem.&#xD;</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Algorithm</l></list></block><script><block s="doSayFor"><l>You&apos;re right!</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>200</l></block></script><script><block s="doSayFor"><l>Sorry that&apos;s incorrect, the correct answer is Algorithm</l><l>2</l></block><block s="doChangeVar"><l>points</l><l>-200</l></block></script></block><block s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script><script x="474" y="40.99999999999994"><block s="receiveGo"></block><block s="doSetVar"><l>points</l><l>0</l></block></script></scripts></sprite><sprite name="Sprite(3)" 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s="changeEffect"><l><option>ghost</option></l><l>100</l></block></script><script x="84" y="25"><block s="receiveGo"></block><custom-block s="200 costume change"></custom-block></script></scripts></sprite><watcher var="points" style="normal" x="383" y="-2" color="243,118,29"/><watcher var="Introduction" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="points"><l>0</l></variable><variable name="Introduction"><list struct="atomic" id="1198">Hi.,Welcome to Jeopardy.,This is a game of trivia where you get points if you get the question right,but lose points if you get it wrong,Start by clicking on any of the numbers,Good Luck!</list></variable></variables></scene></scenes></project><media name="Jeopardy" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Screenshot 2026-04-28 9" center-x="270" center-y="217.51666666666665" 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1ds555+Sb9+d//ufrWvm+7/u+5Tu+4zuWH/3RH13+8A//8PqDB11n59PngQefH/iBH1h+/ud/fn24tPHePNY89+hy1LZ7zs9rxmr6jN2a69vd13e2mbNdO9fOXm/njmSKrzj/5E/+5PLDP/zDy5/+6Z+ueedhXTFRRPltvEae5nxrrs829z3sKkTk/uAP/uC63uS//CSbXuNubuScd8/9relnk/2FnC3u7p9txp+9du6e5vxemrHa3cayR07xz1770z/90+uawPi8uWRuTb9x8og//HJv6z/W41QF+Cu/8iuXr/7qr16+5mu+Zt2IbeCeZgVVMVSQPbkLrns2TpuJzfOP//iPlze84Q3rG4AEkEjGas6Nl2D6PNFubet75JFrqMnzJmYjs0kpvsZacAqLaxslufSTyx7nbFVQ9Dm3gMkn0zXdFppN3jhy9NkgJO+dkpTt3sItim/+5m9eHxi+67u+a/n6r//65eu+7usWmwQ+bCGfPvLpYQcd3hBe/epXLx4mfv/3f3/dpNikbxt/nj0WEjm/9mu/OnqJcgAAEABJREFUtti0bXI2JIz+7M/+bP0iYQz78bAZepgxHgv24ICjONLhHDOxs+Df+MY3Lu/zPu+zfMRHfMTy9Kc/ff1TgzF8IMN8sjc9dJ3XcLTp/vIv//LCBjlBj+ZBTqOfHfx2X+54oMGF7XhtccKF/m08G876g4sxZJG9NTr0GSt25BlDjj6+uTZeLGx4P/MzP7MWQ/rP8227hwEevhp4EJIHCoOH1m/4hm9Yc0Ks6SCfzbjIDbLd45N8wV9uY2a8MeQbb6xx+tjNF37IGTL4rbHFWOfipeHKb3LMM999TPitTyNrm7f1scF8OpwbRwY9ju7pZy+5ju6z2zomU17KT+tCQd7GkWE+mY6u2c6vja8jWeTaA8TGQyd53/Zt37Z84zd+4/rgghsbNT7QwTdy2Ycdn/W7hwW9xhhrvgcotmJsHDn0OrrmFxvljEaueLJXn7Fk0YWffs258XRtY8kj11h95BprvmvnxvL9CU94wqKxmR5jzSfXfNfG6ucbOzzYWz/Wk71q043nsbZHjtXwB7H7pS996fLhH/7hyzOe8Yy1kAqm5JC05EkMTcAVQgX6Z3/2Z5cf+7EfW98Kf/M3f3P9RG2ezd/i+4mf+InlV3/1V9fP12TZmPR58rdJ28TI/JAP+ZBVr+Ry32JT7OiwUOiUdJ6IzdX3O7/zO6s+iffa1752XZSv3hU4fY4KOd1sJFORkegSVD/bbJoWoE2AHfw8r+mT8Bbf+73f+y2f9VmftXzpl37p8uIXv3iR/HSwARcbDn38d98bsjcsG72ihBcfvCl5qHj961+/vkWxh+3GW2wWF1votggtPjYokE95ylMWCwwT94zTjN1Y8ckYun/91399+aVf+qX1jZ0N7MNBrBQCusRA/N/rvd5r/RLhzZgPmo3QOJsrHXSd1/Sxh2620W9z+73f+701D9ig0ClYeNgAxchXBTGnk03yQKzFh73iZTwbzBFbb9jkyBGFno38Ig9Hc8h405vetL5J+LxuDnns0EeW8Zt+/X/xF3+xPoCc5597ckCc6SXjAz7gA5Yv+ZIvWb78y798+cIv/ML164F++tjkHAu2y3d5aCOWN3RZD5tNYiV+Ym09YYU/DvLKWmCzeL56l+t4eYDSjDGWLLw3HfLMWH14yS+FyVpgPxbmbDlpjZpPv42cnXT7+sN2fsh1+vDCgX/2DSzwsTZ9IRJTMcHCPfPIlB/kmCsPzZeD+GryyLV8e/d3f/fl4z/+45eXv/zlywte8IL1yxifxJxcdvCPH+xkPz78taboxwwPuSiP2K2Pjebxix3ub7LIdo8s+aSxVzztZXTJHeP1Yehablr37tFFJ/3iTP7Wxy754Z4448PG933f910+9EM/dPnAD/zAZYyxbHPFetMlNnJBbPTTS7+Hc3qxsfawPOY2VQH+3M/93LWo2EQE3yJV3CwCC0IgLQpBlywWlwUt+DYWi8h4iSWxJYtk87ZmcUtyCenaW4N+8ySL+wqh5CZD0tqMLCbJblHbMIyXyNvispmYL+m++7u/e7Go9DnXvFW5Z4M1z6KR8OyT0BaUTdCGsPnIz/PaGGN5t3d7t/VB4UUvetG6IbziFa9YPuVTPmUthuwny6LiG5/pYRu9Fgy/HBVe/ik2FpNNxHifMhVofvOZHZtd3i4sKhyci9F7v/d7r38HFhdjb242c5uINzWyLXR88OA/G8TTwsfepmhTZrPFzC6+mI+fnNgeyG7Wdd41/XTIE2+5dMsJ8uigy1sgn3CRI5sN4sYG453bYBQBfOWQtyKxJEMj02dgutgtP9kuZ+QrGfKBXozxFhd+819hIMf1xvxmn9znkziy84lPfOLySZ/0ScvnfM7nrMX3la985fJlX/Zlywd/8Acvclr8beRkylWbOZ30yWv+so1v8lVM5L+c+NZv/daFrebgxi8yNv99DeE/JhhhxW8FgM+Y0iXW7NCHgaYQKrLywbU+65Ysc3HDyubuYYg9xvGFzM1edrknj61DfbjwFyNHfRqdfDDemM1vxVRe38za9RjX1pwHzvd///dfFHgPiB7ycFI87SViz2/x44f8wESM+e/cOqCbz+yQz2xip7dP5/LHn+DI8GDMRnM3HpiIAfsxIds9/c7Nl3d0WG/O6SWHTWJkrHh4szfHWDLwJRsrTOQG2+xRYm0uf4w1X/zExz19WIifvUWeenDB8JjbVAX4Oc95zvKRH/mR62fIpz3taYuFZ/OUnAIqkI7ezhQaSfikJz1p8cRmIxpjLBac5PHG9rEf+7HrE6v5ntAtUJusDVfBe9aznrW+cfvU4r5NyeJSWLTnPe95y8d8zMcsFp4xio4F6J63QHMkq6Jg8/TW4CmcXEWFnic/+ckLX7bNzhxjPSwoXuSxX2EdYyz38htjrJ+H+Ew2WyU7Lvxadj+fc8l1j9/0P/WpT10+6IM+aPGm+VEf9VHLc5/73MXGgqG3av2Y48dGGz3eNhv+kMFu5+bQbeOyETkau1N9wz/F0ngsPEhhw2eyxA9XLDHebBIHm8YYY3nhC1+4iIPxCgo524PBDYpuc+HBQPzlhfiw2Vs2W20UZGHCBlzkDG6Y2UzwwFY+yTn35STbcXn+85+/sFtuuG/D4qMcGWOs/3GfTc0GqLDgZ6ziZIPDRM5gL/8/7dM+bY3LbdxZ34zpxdtccRDr93zP91ycP/OZz1w8nOHJD3Hccl+uYjDGWPgkf+hm67Of/ez1Ld1m60FOgVBQjHnqLm8wtNl6MJPD/GQjdpjqFyM2yEc8sbdJK+D62clm8hUifXia4w1TY795dOApf7GnD3P2yw95oI8u/Mmmf4uXGLCNX2Iqh/ihX5GWX/Lc9Xu8x3ss1ukYN64/OcIWMTNHwVQUxxhrIWa3+fLfWmYHXnxz317mjVm83KOPHAzHGOu+QO+29tnPL3r9Kcb61C+2YkmOnJG3xtIhj+g21lrCzHy5bLwHAvfwswbokmfmYIytsa7lCtnuY21fs5/Qo0/eskvOkGU98AXLzQ77CQbY0KXJk2NtUxVgyWVxCqqACrJzi04yCaLkGmOsBWjZ/dwXZAVEolromk3+Uz/1U5dP//RPX4uORUSODVdySFib3cd93Mct5kouCSzRbQKSzOI1Tr+kcrRJkGnjJUcCs8F8c/STSQYbLEAbnA3COHNsGvSwhV3s3YrdzqW7/sNAYTOffpvaGGN9O2aHxpcxxvpfbNusbSQ2IBszuz7swz5ssUnZfIzF0NE4i06jgy7nYmNzsFDJcN9itbnbmI1x73bG04OlmGDEf7rEDFfsFEafvsjgGxvFyBueTd6Gq5jjeCdd5t/cFBwb8id+4icubPCGSIZ4uE8+v5772EOJTUcOslHsPZjZDMe4tknbaD76oz96/VOAGONCB6b+LOCrhHNx3TY/hYNOcsjDRF7Qiwc7FAvzxPBmH1yPMdbPgmfjJf7yQKPDhuvcZskvm75iZ0OlV26yn07+4qtoyw8+W3c2VzL4Thf/2D3GWNhmrjXAz0/4hE9YH5LkFf/kgjiJF1vIXHY/svjLb1zYuru9PnBYU5/5mZ+5WDuKt1yUf/LAWMezcWeL9Ym1mGJozhhjfajEkJ9s4qOmIPJRccFDUZF38kwejjGYc0PjD77YKUxYiLcHQ3P5RA+GfMCF7/R88id/8iJ/FTgsFU0+UbAdxcFYeYirazmAhYcG3OUV3+QitvYLLMYY694lD1/0ohct/GCTuLDHPkPPtv75SCZecoPdmBjrmh6+kk0X37UxxvrfZ9DDH0f2bnI328wRF/6IMX/4esxtugLsacpmb/FKNovFBmYBCrDFKCkkk2tPn5LbgtPct0gknvmSxHj3NEkheWz6FroNyf0xxrqxSUL9Y4z1s64CKSklkbGSyyZCj8QjW3Mu6Swgi2Y7N948cscYi3mKjEXJJ29FPj1Z3Gym506NLvbY1Gxu3iAc+cAf9pLpbQcrenEyh1zj6DHOhmCup3pH9/luPG7sc46vgoSnjU6hsHlub3UebCxattGhjXGN53Zuo8IND4zYNcZYN3M2uaZbM9Y9Mumkf9n93MN5jLG7uvu/McYa0zGuPZyIi7izQ3zkgrbpxAsXrNxnh2aezcwGZ0MXQw1vBc45u9hnA6bDHJsROWNc00+We8aIP3k2TGP1YS4mbDjL8mZPsSKDbjESOw9BcsFbu8+yHpbY6qFGrngDUxjMoZPPY4z1//uOL5/pIZsf+jXX7BNzBc989/nMT809fc/ZfcHSxxZviwr5GGN9M+efOWwyDk/XuIkzn+WUxqftPtutDVyMw2WMsZC36WYfOzfW5rLDPbLIltsKDr3y1VcJvNnCN2P5f7aNMdb8tH6NU2Bf9rKXrZ/6PVTLY3bIJ0zltviSxU5c3/rWt65/otmYksVO6+nNb37z+vXOwyAf2C0v5RVZ5nt40sRO/7L7ub/Fi5/maniSby7b2DLGWL+a7KatzIzTZ6xzY+USveSz29gxhsPa2KvfOI0O/owx1i8HrtnDJ77zh1zzxGwVcqT/88iR2v1AZktyT3+eqD092jwEUPIJpmS3IUtcR30KhGTQR6nkshj0++Rj43Fu4Skekk6TNOaQK2kkpCSTtJJMnydkyW8ToMMYCS9R9W/X5pu7ydTnnB7jNf2O7NWc02VjsEHY/Nl/uzbGWN/62WEB2mz9Lc7fgTyESHpP+WOM6/91M/0WM102G4uLXbgp0GTYJG1I7vHbBmm8p+xtDn/N4y9emvHbQ5JzPpE/xlg/b/KXf+zdeLiHlWuy9Lt2dO2+MWwQQ3aJn4cyOty36ZI5xuMbxHLmN8ZYvwSQs8k03rlGh2s6jXGNkyIiT3yyE2+btSIpn4wxlm7NeI08ssa4phMjzT3M6DBODMRHDuonj1z3bVRk0sdfn4C9feJ5xq3rp2OMlS8+4k2Or0Q+8/p7rL+leqDiiz5vOOIpzoRsDNnmmk45rslFPrPVW471ItbsZTc7FRt+u8aEn+ZpxukjV27IBw8ZHjiNxUU/OVjQw0YP2L6kyGe2y29j6MZC/BVm8+mQM+Roro1jB5/o0c8+tuLggYD/ONDLPjrNx9A4Mtzf2hhjfXgjU2wUXG9/3vgxFTfy6BNj4+h1H0O+88WfTbAQL/Fmp9jiRZc5xspv/pHFLuMUNbloLdIlR/llXfLLGPr1keNc/3ZNjoaRe/o2Ox3pMsdc/c4djTfPGDa5t83drvWbxw8POXza/MGS7Zp7x9ymKsBf8RVfsXzBF3zB+oT5RV/0RctLXvKS9e/BEsVmoEA7t2lYQBLXAhZgBcVClZT+FmOhSXzNm7FPNOZb9D7DWCQSThJZHO55indu09g+yVj4kstTsoVnEUk+i5I8983xsGCORWLzcE2Oc3NcbxuRBGUnX2wA7DXPfb6c18YYi0XAbjolvs9iNiv3fFb16ck5XxzZyCa6bTIafRjwySLGj5148cPnNfbw0Ri20GueTYid+rDysOQ+GcZp/OIzGyXIqPUAABAASURBVPirb7NDHMjSbx5++oxj41nZPvHh5mHLhkOfz5MKiE2ArvPaGNc48Um8+ESuazLYwwZ86NTPd5/FyfYwhC37fKrDeoyxPvyYy3b3zDXeZsVnGy+f+SSvMKKDDcayfeMnzuaJv4YLXez00Mfn5Q4//rNDnMj14GRNeOu1kYsLruzin3N5Tj5fzbWeMMHYwx+f2WmduP8Zn/EZ66d6MmykdMoffvKfn2Tx1Rg+jTHWtyzx9BDNf/YpWnTTMcZY3/qww0uhx9U608a49lkVK/0wsI9O/tLJJ/GhBz+2keGaXXTxj2x6rBGy5TNW5rDbeOwVGnpubgoPffTShyM97tMpxmTowxRjtomle/Taf9iCgz65jIO5ZFjDCrW3fHZbw8bLD7rI0egWF0zo0s83feQaa11b767Fyni2G7f1Oec/v8yly7X75hqnmcc3vLCXG+TiJmeMdfRyJF/ZwycPCx5iNffl481cj+n6kWMy9iJsFXTNxuWJ099CJIPE9Pcem4vEFXgLR+JICgnsSZcNiogNxGZiMXz2Z3/24mhDIFcfOZLWYpKo/m89Ng0JKdl8bqLfePYoCO45l5SS18ZikVv0CqBmQUtgfXS6tvGTRcZmgwXpby8eMsyzwGxi7D+v2eQsPDI///M/f/3bNnnmkkGWhcIW13zWz1f/dTl97HDE1HiLiP2u2acImeshyH182IQzf43TjP28z/u85Yu/+IsXR4wUtTHGWqj4jBWe/GKT2NlUbTL4sJsN5LKJTPfpElNfQNhOhjjSyz4MsFhu82MvHebQSTfmuOHBHv10skEffcZunNjBLvfYQK+ckocYOoovv2068pEMNtKDmxyRY3QY7xwT8zZ5dGwFzVz/JbNx4jjGuI2Hy/pmJufZQh4bseTzFj+bpTWxfRYkU16zk07n5sl7c/kqr/C2sfLX51b+WHtiJ1/IUQTEh//83DZ7tpsv91760peu/1cWPvKLLjLIxQN3fXSLvdiwX7+YuZaH7GKD2JBJN7/dE0P5YPNnsznksdE6do6HcWy0Z3hQkSP0s18unJdPY4z1z0V8FzdHOW7uGGONAd/JFgM6FWB63MOAjWziu6P5ChQZ7DVWgfYnN7bhIR7sEl+2yR++4+0cA+fiR49z+5e8xg4vfMSf/+RhZj3zQwzppoPd5NDjWhzEyFjzyMfRtT5xYbOja3r546EVC3IVXP9tiBciPnnYWI74N10BlsQ2NBubYmdRC7hNUSJIMk9vklmSGi+hFVJPchLB4pI8ElZzrijYGM2VZGRu8yUZPRaA+RLJJiFBbZYSTeK6ZyzbyJHYdNnULFD9ktl81+a4Nse1ZHdOj8UhiS1S1/wZY9w2VfnIfnIsMo1v5LCdDeyiz7X7bMfLpshWutnr2sJlLw7GGI+LuWyyIOmj1wZlo6PbPLo1+m0s+GC/jeU/WfyyYLESOxuDcTYHsuhgNxtcmyee/NjspEMc2GWsOI9xd07Ys8Ecm5PrzR420Ml/trBRHz18l3dsYR9/xUlxIGNjyF45xR58FDU2muMhgg5ccOc/O+ijQxMbPhqHs9zAVDMPy9smw66DTnMxFQObqyLOVjaYv/0JxpciutnCTnzZxF7+ij29jgoJn+QRuYoHe+UMXXhZi3TwX95qfOGTeGnibS1pWLnHNhz5Sr6cEgey9dNPLvZkG8suNmrG0S0GYmEudnJmi6H5ZLvPXvP4od+nep/axxjrf7lOBoZY7ZDe8G+Ma3/fpI8vG5cxruWeOfxmA6502rfYwj5s+aSxGx/jsZUfxpHh4UE82Cfu9iq6tvtYyUEsrFO+GGOsnKVbbuHMX6zpF2d9xmIppzc/jOWXsXRhZYxrMoxlP9/IYbs+etjqKJ/IcK3xSU5i4Nw9Prp3A9gju3i4Anxkzm7mjjHWNymBlJgWiWIpcSSXhWOxSiiL2AYrMW0UEsl4Y20WGhkSeksOCUee5BhjrP+RiHsWiKTRXNsILCzyNPcsIHIcXUs05/o1ejR927X+7dq5+2Tzhf2bLctdfuwyl018JsN8sum0oLcx+iwevmNhDJ6aa/2OfDaGTNfGOdJD1hhjfdp3bqxx7MaVfGPdx2SMa2PZQqb75tFJLj+N0++aDn0YusZmjLH+hy/OyeYnXeSZN8ZY7vajg24yyTePLvfYo9Hpnj7jXfONLuPcd8SJv47Gs4sfZDtuOWS8e8aQp5nv2hxNP/nkiRudxpHhnA6bm3F381G/efwTB5zM5QO7FF1vI/RaJ4qfzdV4Oh3pwZheNpFj/Bhj/Ts65mRqm73Ykc8vR7I058awg4/63WcjDu6TQ5c+cvSfnXe2jx2bPEd2asbrI4NcMuS9o2v3yabXWDzIxRcT9xQP+4fCQhaW57VNBk7m0XN2HJ3k0in+Y4x1rTjHDgd+O2eba7rFA2+2KWwKrEK7+bnpop989zX+k+VIJ5mOfNhsYatrDPQbTx45+pzrc3QtD85eu6+ZZ76+bS659Diaiyt/sFSs+ePBgD8eFvQbf5bZsZ0/cmwGX6S9Y1xL6DGuHS0ACaPIejL2ycynEp+ZfK5SgCW5xDXWUXM+xlhNG2OsG7x7y2O/McZ6b4zHx4wx1ocA88cY68IyZ4yx+I0x1ntjXDvq08a4dj3Gjceb+8jd2hiDyHtqY4zrdt1uPl1b33buOMZYbXa+9Y8xVt9vvjZmjLGc/bm3jduO7mljPD52jLHqGePxozHaGI/fG+PaufvaGOO6ujHGLXYt9/EjTxtj3GLLGGOVvfUvu98Y4zrX7f4Y1+7ZRPg7xq2ylsd+Y4xV5hhj2X5jjOv3xrh2Ts5ZectjvzHGql/fGI/LWO7yG2OsOszTyB/j2tubTdDnX82bkAJrzLL7jTHWecafbWM8rhsH4zVjxhjXWeobYyzbb4xx3f5t7PLYz1j3zsp5rGuVt/UbM8Y1mWOMW+wzboxxfc4Y186X3W+Ma+djXDvubl0fp4goWr6I2Cvw8IaHB53G3q6NMVY7xhjLeT82aWPc2O8e2VvjuwLlKwEb7Fs+U/uk7MuFt06FzbwxHpc1xli5kqNvO44xVrvcG2Nc93W7XnY/59oYj/ePMXY9yzp+jLEel91vjHFdnjnaGNf6x3j8uOx+Y4x1rMLsi4NP5P4UxQ9sXXvIUMT5vRzxb+oCfF7cJIbA+3Ti6csmY2F5K/ZUKYnHGKbWIjAtAUXHJ0rrw9qw+XszmxHIGGPxpujtTGHwtokHRlfFY4yxfmnzgkC/uGjegL1QeNu0t12VPRehx8OABxtvv/Zg/uDrS4v7V8n3Ivw5T8Yj592c/Z5EFVxvwxJX89nE09YYFd/Z8yP/l/UNZVsfHkptljNzsWfg4OHdcR88xrj2aV9c2KHZt+xlY4yjDA+uHuz4Yh923BffywBYAb4MqjPIzMcIRCACEXgoAjMW4Ed3xGrLEoMYlAPlwCnkwG5LP85/sxVgyfamXahev2uvqy0xWB6IQdziVg7sPwfesNvD37JrR/tvqgI8xnj7LlKv2rWX79qLa0sMlhi0DsqBI82B/7ez+zW7fd2L1e70+P5NVYCFZxesd+7a22ojBiMGD7QO4tbaOYwceMcuf99lXz/WNl0BPtZAZXcEIhCBCJwWgQrwacUzbyIQgcslkPQIXBiBCvCFoUxQBCIQgQhE4N4JVIDvnVUjIxCBCMxNIO8vlEAF+EJxJiwCEYhABCJwbwQqwPfGqVERiEAEIjA3gQv3vgJ84UgTGIEIRCACEbg7gQrw3Rk1IgIRiEAEInDhBI6qAF+49wmMQAQiEIEI7IlABXhP4FMbgQhEIAJzE6gAH038MzQCEYhABE6JQAX4lKKZLxGIQAQicDQEKsBHE6q5Dc37CEQgAqdGoAJ8ahHNnwhEIAIROAoCFeCjCFNGzk0g7yMQgVMkUAE+xajmUwQiEIEIHDyBCvDBhygDIzA3gbyPwKkSqACfamTzKwIRiEAEDppABfigw5NxEYjA3ATy/pQJVIBPObr5FoEIRCACB0ugAnywocmwCEQgAnMTOHXvK8CnHuH8i0AEIhCBgyRQAT7IsGRUBCIQgQicOoE7F+BT9z7/IhCBCEQgAnsiUAHeE/jURiACEYjA3AQqwLePfz0RiEAEIhCBSyNQAb40tAmOQAQiEIEI3J5ABfj2bObuyfsIRCACEbhUAhXgS8Wb8AhEIAIRiMD5BCrA53Pp7twE8j4CEYjApROoAF864hREIAIRiEAEbiVQAb6VSXciMDeBvI9ABK6EQAX4SjCnJAIRiEAEInAjgQrwjTy6ikAE5iaQ9xG4MgIV4CtDnaIIRCACEYjA4wQqwI+z6CwCEYjA3ATy/koJVICvFHfKIhCBCEQgAtcIVICvceh/IxCBCERgbgJX7n0F+MqRpzACEYhABCKwLBXgsiACEYhABCKwBwIHVYD34H8qIxCBCEQgAnshUAHeC/aURiACEYjA7AQqwAeTARkSgQhEIAIzEagAzxTtfI1ABCIQgYMhUAE+mFDMbUjeRyACEZiNQAV4tojnbwQiEIEIHASBCvBBhCEj5iaQ9xGIwIwEKsAzRj2fIxCBCERg7wQqwHsPQQZEYG4CeR+BWQlUgGeNfH5HIAIRiMBeCVSA94o/5RGIwNwE8n5mAhXgmaOf7xGIQAQisDcCFeC9oU9xBCIQgbkJzO59BXj2DMj/CEQgAhHYC4EK8F6wpzQCEYhABOYmsCwV4NkzIP8jEIEIRGAvBCrAe8Ge0ghEIAIRmJ3AzAV49tjnfwQiEIEI7JFABXiP8FMdgQhEIALzEqgAzxr7/I5ABCIQgb0SqADvFX/KIxCBCERgVgIV4FkjP7ffeR+BCERg7wQqwHsPQQZEIAIRiMCMBCrAM0Y9n+cmkPcRiMBBEKgAH0QYMiICEYhABGYjUAGeLeL5G4G5CeR9BA6GQAX4YEKRIRGIQAQiMBOBCvBM0c7XCERgbgJ5f1AEKsAHFY6MiUAEIhCBWQhUgGeJdH5GIAIRmJvAwXlfAT64kGRQBCIQgQjMQKACPEOU8zECEYhABA6OwJUW4IPzPoMiEIEIRCACeyJQAd4T+NRGIAIRiMDcBCrAVxb/FEUgAhGIQAQeJ1ABfpxFZxGIQAQiEIErI1ABvjLUcyvK+whEIAIRuJFABfhGHl1FIAIRiEAEroRABfhKMKdkbgJ5H4EIROBWAhXgW5l0JwIRiEAEInDpBCrAl444BRGYm0DeRyAC5xOoAJ/PpbsRiEAEIhCBSyVQAb5UvAmPQATmJpD3Ebg9gQrw7dnUE4EIRCACEbg0AhXgS0Ob4AhEIAJzE8j7OxOoAN+ZT70RiEAEIhCBSyFQAb4UrAmNQAQiEIG5Cdzd+wrw3Rk1IgIRiEAEInDhBCrAF440gRGIQAQiEIG7EzjlAnx37xsRgQhEIAIR2BOBCvCewKc2AhGIQATmJlABPtX451cEIhCBCBw0gQrwQYcn4yIQgQhE4FQJVIBPNbJz+5VkqDaMAAAD0klEQVT3EYhABA6eQAX44EOUgRGIQAQicIoEKsCnGNV8mptA3kcgAkdBoAJ8FGHKyAhEIAIRODUCFeBTi2j+RGBuAnkfgaMhUAE+mlBlaAQiEIEInBKBCvApRTNfIhCBuQnk/VERqAAfVbgyNgIRiEAEToVABfhUIpkfEYhABOYmcHTeV4CPLmQZHIEIRCACp0CgAnwKUcyHCEQgAhE4OgIXWoCPzvsMjkAEIhCBCOyJQAV4T+BTG4EIRCACcxOoAF9Y/BMUgQhEIAIRuHcCFeB7Z9XICEQgAhGIwIURqABfGMq5BeV9BCIQgQjcH4EK8P3xanQEIhCBCETgQghUgC8EY0LmJpD3EYhABO6fQAX4/pk1IwIRiEAEIvDQBCrAD40wARGYm0DeRyACD0agAvxg3JoVgQhEIAIReCgCFeCHwtfkCERgbgJ5H4EHJ1ABfnB2zYxABCIQgQg8MIEK8AOja2IEIhCBuQnk/cMRqAA/HL9mRyACEYhABB6IQAX4gbA1KQIRiEAE5ibw8N5XgB+eYRIiEIEIRCAC902gAnzfyJoQgQhEIAIReHgCx1yAH977JEQgAhGIQAT2RKACvCfwqY1ABCIQgbkJVICPNf7ZHYEIRCACR02gAnzU4cv4CEQgAhE4VgIV4GON3Nx2530EIhCBoydQAT76EOZABCIQgQgcI4EK8DFGLZvnJpD3EYjASRCoAJ9EGHMiAhGIQASOjUAF+Ngilr0RmJtA3kfgZAhUgE8mlDkSgQhEIALHRKACfEzRytYIRGBuAnl/UgQqwCcVzpyJQAQiEIFjIVABPpZIZWcEIhCBuQmcnPcV4JMLaQ5FIAIRiMAxEKgAH0OUsjECEYhABE6OwH0V4JPzPociEIEIRCACeyJQAd4T+NRGIAIRiMDcBCrA9xz/BkYgAhGIQAQujkAF+OJYJikCEYhABCJwzwQqwPeMau6BeR+BCEQgAhdLoAJ8sTyTFoEIRCACEbgnAhXge8LUoLkJ5H0EIhCBiydQAb54pkmMQAQiEIEI3JVABfiuiBoQgbkJ5H0EInA5BCrAl8M1qRGIQAQiEIE7EqgA3xFPnRGIwNwE8j4Cl0egAnx5bJMcgQhEIAIRuC2BCvBt0dQRgQhEYG4CeX+5BCrAl8s36RGIQAQiEIFzCVSAz8XSzQhEIAIRmJvA5XtfAb58xmmIQAQiEIEI3EKgAnwLkm5EIAIRiEAELp/AIRfgy/c+DRGIQAQiEIE9EagA7wl8aiMQgQhEYG4CFeBDjX92RSACEYjASROoAJ90eHMuAhGIQAQOlcD/AQAA///qsUq8AAAABklEQVQDAIK8sMBC136iAAAAAElFTkSuQmCC" 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" 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" 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" 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" 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" 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" 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" 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" 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" 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" 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" 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" 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" 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" 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" 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